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Text File  |  1992-02-10  |  21.9 KB  |  493 lines
  1. ; ULI.PAR  needs uli.frm, sam.frm, improved.frm
  2.  
  3. shoe               { ; jm01
  4.   reset type=formula formulafile=fractint.frm formulaname=Jm_01
  5.   function=sin/sqr
  6.   corners=0.0254894/0.1884035/0.65732323/0.65907376/0.0609416/0.59097112
  7.   float=y
  8.   colors=000qbe<3>zh_<5>eBP<5>22J<22>AgXBiYBiY<28>4ll3mm4mm<10>PevRdwRcw<3>O_u\
  9.   baV<14>vHFxFDwFD<24>TJPc1t<15>81h62g62f<8>68Y59W7CU<7>R`CUd9VdB<15>qtj<12>Dh\
  10.   l<2>vFj<2>kRV<29>KIxJHzLIy<14>oaf
  11.   }
  12.  
  13. nashornvogelkopf   { ; schildktreotenkopf
  14.                      ; jm01
  15.   reset type=formula formulafile=fractint.frm formulaname=Jm_01
  16.   function=sin/sqr
  17.   corners=0.3278267/0.4141923/0.4350311/0.4492821/0.3520778/0.4026965
  18.   float=y
  19.   colors=000000555<3>HHHKKKOOOSSSWWW___ccchhhmmmssszzz00z<3>z0z<3>z00<3>zz0<3>\
  20.   0z0<3>0zz<2>0GzVVz<3>zVz<3>zVV<3>zzV<3>VzV<3>Vzz<2>Vbzhhz<3>zhz<3>zhh<3>zzh<\
  21.   3>hzh<3>hzz<2>hlz00S<3>S0S<3>S00<3>SS0<3>0S0<3>0SS<2>07SEES<3>SES<3>SEE<3>SS\
  22.   E<3>ESE<3>ESS<2>EHSKKS<2>QKSSKSSKQSKOSKMSKK<2>SQKSSKQSKOSKMSKKSK<2>KSQKSSKQS\
  23.   KOSKMS00G<3>G0G<3>G00<3>GG0<3>0G0<3>0GG<2>04G88G<2>E8GG8GG8EG8CG8AG88<2>GE8G\
  24.   G8EG8CG8AG88G8<2>8GE8GG8EG8CG8AGBBG<2>FBGGBGGBFGBDGBCGBB<2>GFBGGBFGBDGBCGBBG\
  25.   B<2>BGFBGGBFGBDGBCG000<6>00000e0e00eee00e0eeL0eeeLLLLLzLzLLzzzLLzLzzzLzzz
  26.   }
  27.  
  28. lots corners 1     { ; zum weiterzoomen
  29.                      ; jm02
  30.   reset type=formula formulafile=fractint.frm formulaname=Jm_02
  31.   function=sin corners=1.373436/1.701435/-0.122989/0.123009 float=y
  32.   maxiter=1000 inside=bof60
  33.   colors=00059W<8>R`CUd9VdB<15>qtj<12>Dhl<2>vFj<2>kRV<29>KIxJHzLIy<19>zh_<5>eB\
  34.   P<5>22J<22>AgXBiYBiY<28>4ll3mm4mm<10>PevRdwRcw<3>O_ubaV<14>vHFxFDwFD<24>TJPc\
  35.   1t<15>81h62g62f<8>68Y
  36.   }
  37.  
  38. snail on hill      { ; zum weiterzoomen
  39.                      ; jm02
  40.   reset type=formula formulafile=fractint.frm formulaname=Jm_02
  41.   function=sin
  42.   corners=1.3924443/1.423541/0.0558286/0.0456466/1.4085265/0.0343858
  43.   float=y maxiter=1000 inside=bof60
  44.   colors=000EEk<64>zz0zz0zy0<49>zP0050F80H00zM0<27>z10z00z00y01<82>00z00z11y<1\
  45.   6>EEl
  46.   }
  47.  
  48. motherstar         { ; sternenhimmel ohne stargeneratzor
  49.                      ; jm03
  50.   reset type=formula formulafile=fractint.frm formulaname=Jm_03
  51.   function=ident/ident/ident/ident corners=-31.99/31.99/-23.9925/23.9925
  52.   float=y maxiter=10000 inside=bof60 outside=imag
  53.   colors=000Y`bkau<32>wWzwWzwWzwWzwXz<94>wwowwovwouwo<49>JpvIowIowIow<64>Yab
  54.   }
  55.  
  56. get crazy          { ; try slow color cycling
  57.                      ; jm04
  58.   reset type=formula formulafile=fractint.frm formulaname=Jm_04
  59.   function=ident/ident/ident/ident
  60.   corners=-3.159155/-0.305647/7.328874/9.469005 float=y maxiter=10000
  61.   inside=bof60 outside=imag
  62.   colors=0000t6w600s7w700s7w700r8w800r8w800q9w900q9w900pAwA00pAwA00oBwB00oBwB0\
  63.   0nCwC00nCwC00mDwD00mDwD00lEwE00lEwE00kFwF00kFwF00jGwG00jGwG00iHwH00iHwH00hIw\
  64.   I00hIwI00gJwJ00gJwJ00fKwK00fKwK00eLxL00eLxL00dMxM00dMxM00cNxN00cNxN00bOxO00b\
  65.   OxO00aPxP00aPxP00`QxQ00`QxQ00_RxR00_RxR00ZSxS00ZSxS00YTxT00YTxT00XUxU00XUxU0\
  66.   0WVxV00WVxV00VWxW00VWxW00UXxX00UXxX00TYxY00TYxY00SZxZ00SZxZ00R_x_00R_x_00Q`x\
  67.   `00Q`x`00Paxa00Paxa00Obxb00Obxb00Ncxc00Ncxc00Mdxd00Mdxd00Leye00Leye00Kfyf00K\
  68.   fyf00Jgyg00Jgyg00Ihyh00Ihyh00Hiyi00Hiyi00Gjyj00Gjyj00Fkyk00Fkyk00Elyl00Elyl0\
  69.   0Dmym00Dmym00Cnyn00Cnyn00Boyo00Boyo00Apyp00Apyp009qyq009qyq008ryr008ryr007sy\
  70.   s007sys006tyt006tyt005uyu005uyu004vyv004vyv003wyw003wyw002xyx002xyx001yyy001\
  71.   yzz0zW00WWw000z0w000z0w000y1w100y1w100x2w200x2w200w3w300w3w300v4w400v4w400u5\
  72.   w500u5w500t6w60
  73.   }
  74.  
  75. exploding bridge   { ; exploding bridge
  76.                      ; jm05
  77.   reset type=formula formulafile=fractint.frm formulaname=Jm_05
  78.   function=ident/ident
  79.   corners=-5.216903/8.218897/8.9572/-8.9572/8.218897/-8.9572 float=y
  80.   maxiter=10000 inside=bof60 outside=imag
  81.   colors=000gXk<8>zh_<5>eBP<5>22J<22>AgXBiYBiY<28>4ll3mm4mm<10>PevRdwRcw<3>O_u\
  82.   baV<14>vHFxFDwFD<24>TJPc1t<15>81h62g62f<8>68Y59W7CU<7>R`CUd9VdB<15>qtj<12>Dh\
  83.   l<2>vFj<2>kRV<29>KIxJHzLIy<9>eVl
  84.   }
  85.  
  86. drop the bomb      { ; drop the bomb
  87.                      ;
  88.   reset type=formula formulafile=fractint.frm formulaname=MTet
  89.   corners=0.098839/-1.389161/-0.972443/1.011557/-1.389161/1.011557 float=y
  90.   maxiter=10000 inside=bof60 outside=imag
  91.   colors=00000M<15>00k00m01m<29>0ky0mz1mz<30>zzz<46>2zz0zz0yz<45>02z00z00y<59>\
  92.   002000000000<12>00K
  93.   }
  94.  
  95. bug                { ; bugs in the hall of strawberry
  96.                      ; richard11
  97.   reset type=formula formulafile=fractint.frm formulaname=Richard11
  98.   corners=-0.272/0.272/0.910733/1.318733 float=y maxiter=10000
  99.   inside=bof60 outside=imag
  100.   colors=000e6J<7>g4Gh3Fh4G<40>IrtHtuHtu<38>SvTTwSRwR<2>JwN<30>ttNvsOusP<19>Lo\
  101.   tJnvJnv<28>JdhJdhJcgJbg<34>DGODGODHO<30>OX_e7Je7J
  102.   }
  103.  
  104. sinappel           { ; bunt
  105.   reset type=fn(z)+fn(pix) function=sin/sqr
  106.   corners=-3.345158/3.277336/-2.483415/2.483437 params=0/0/1 inside=bof60
  107.   colors=000aaP<32>zz0zz0zy0<81>z10z00z00y01<82>00z00z11y<48>``P
  108.   }
  109.  
  110. sunrise            { ; lots of mandelbrots
  111.                      ; jm27 sin 100!
  112.   reset type=formula formulafile=improved.frm formulaname=Jm_27
  113.   function=sin
  114.   corners=-1.162026/-2.045545/-0.318954/0.318954/-2.045545/0.318954
  115.   params=100 float=y inside=zmag
  116.   colors=000TNt<15>zh_<5>eBP<5>22J<22>AgXBiYBiY<28>4ll3mm4mm<10>PevRdwRcw<3>O_\
  117.   ubaV<14>vHFxFDwFD<24>TJPc1t<15>81h62g62f<8>68Y59W7CU<7>R`CUd9VdB<15>qtj<12>D\
  118.   hl<2>vFj<2>kRV<29>KIxJHzLIy<2>RMu
  119.   }
  120.  
  121. lotbrot            { ; lots of mandelbrots
  122.                      ; jm27 sin 100!
  123.   reset type=formula formulafile=improved.frm formulaname=Jm_27
  124.   function=sin
  125.   corners=-1.70059/-1.852555/-0.05486/0.05486/-1.852555/0.05486 params=100
  126.   float=y inside=zmag logmap=yes
  127.   colors=CCCssa<11>ssEssCsqC<19>sECsCCqCC<21>ACCCCC<21>sCs<20>ECsCCsCEs<19>Cqs\
  128.   CssCsq<8>Cs_CsYECE<20>sCs<20>ECsCCsCEs<19>CqsCssCsq<19>CsECsCEsE<19>qsqsssss\
  129.   q<6>ssc
  130.   }
  131.  
  132. carpet             { ; red carpet
  133.                      ; jm27 sin 100!
  134.   reset type=formula formulafile=improved.frm formulaname=Jm_27
  135.   function=sin
  136.   corners=-1.78565183/-1.79325009/-0.002743/0.002743/-1.79325009/0.002743
  137.   params=100 float=y inside=zmag logmap=yes
  138.   colors=CCCssa<11>ssEssCsqC<19>sECsCCqCC<21>ACCCCC<21>sCs<20>ECsCCsCEs<19>Cqs\
  139.   CssCsq<8>Cs_CsYECE<20>sCs<20>ECsCCsCEs<19>CqsCssCsq<19>CsECsCEsE<19>qsqsssss\
  140.   q<6>ssc
  141.   }
  142.  
  143. landscape          { ; great
  144.                      ; jm27 sin
  145.   reset type=formula formulafile=improved.frm formulaname=Jm_27
  146.   function=sin
  147.   corners=-1.5026184/-1.4584425/-0.0925527/-0.1244481/-1.4584425/-0.1244481
  148.   params=100 float=y maxiter=1000 inside=zmag logmap=yes
  149.   colors=00030w<3>00z00z11y<82>zz0zz0zy0<81>z10z00z00y01<77>40v
  150.   }
  151.  
  152. fish               { ; head of salmon
  153.                      ; leemandel3 tan
  154.   reset type=formula formulafile=improved.frm
  155.   formulaname=LeeMandel3 function=tan
  156.   corners=-0.455931/-0.350331/-0.055504/-0.196304/-0.350331/-0.196304
  157.   params=4/4 float=y maxiter=1000 logmap=yes
  158.   colors=00000AiiH<21>zz0zz0zy0<81>z10z00z00y01<82>00z00z11y<58>hhI
  159.   }
  160.  
  161. porzellan          { ; aus meissen
  162.                      ; leemandel3 tan
  163.   reset type=formula formulafile=improved.frm
  164.   formulaname=LeeMandel3 function=tan
  165.   corners=-0.4074287/-0.3886269/-0.0939742/-0.1190433/-0.3886269/-0.1190433
  166.   params=4/4 float=y maxiter=1000 logmap=yes
  167.   colors=000pwz<4>zzz<46>2zz0zz0yz<45>02z00z00y<59>002000000000<29>00k00m01m<2\
  168.   9>0ky0mz1mz<24>nwz
  169.   }
  170.  
  171. flower             { ; strange flower,great,takes lots of time
  172.                      ; sam1
  173.   reset type=formula formulafile=sam.frm formulaname=Sam_1
  174.   corners=0.541233/0.56219173/0.39446443/0.39979589/0.54621613/0.3878181
  175.   maxiter=30000 colors=000yy1zz0<83>z10z00z00y01<82>00z00z11y<80>xx2
  176.   }
  177.  
  178. ornament1          { ; nach ulis formel
  179.                      ; uli1 sin sqr
  180.   reset type=formula formulafile=uli.frm formulaname=ULI_1
  181.   function=sin/sqr
  182.   corners=0.516783/-0.537034/0.125895/1.530954/-0.537034/1.530954
  183.   colors=000694<3>102<10>sh6<23>P62N41O51<29>us1wu0vs0<19>_2GL4T67e<6>fV4<10>p\
  184.   KcqIgoIf<22>6ZF<8>iyG<21>m8G<13>oV6pX5nX5<3>cU7JV6<6>BI39G29I4<12>FieGlhGlg<\
  185.   14>VuIWvGVtG<22>7B5
  186.   }
  187.  
  188. match              {
  189.   reset type=formula formulafile=uli.frm formulaname=ULI_5
  190.   function=log/sin/sqr corners=0.300215/1.420215/-0.408266/0.431734
  191.   params=4 float=y inside=0
  192.   colors=000555<3>HHHKKKOOOSSSWWW___ccchhhmmmssszzz00z<3>z0z<3>z00<3>zz0<3>0z0\
  193.   <3>0zz<2>0GzVVz<3>zVz<3>zVV<3>zzV<3>VzV<3>Vzz<2>Vbzhhz<3>zhz<3>zhh<3>zzh<3>h\
  194.   zh<3>hzz<2>hlz00S<3>S0S<3>S00<3>SS0<3>0S0<3>0SS<2>07SEES<3>SES<3>SEE<3>SSE<3\
  195.   >ESE<3>ESS<2>EHSKKS<2>QKSSKSSKQSKOSKMSKK<2>SQKSSKQSKOSKMSKKSK<2>KSQKSSKQSKOS\
  196.   KMS00G<3>G0G<3>G00<3>GG0<3>0G0<3>0GG<2>04G88G<2>E8GG8GG8EG8CG8AG88<2>GE8GG8E\
  197.   G8CG8AG88G8<2>8GE8GG8EG8CG8AGBBG<2>FBGGBGGBFGBDGBCGBB<2>GFBGGBFGBDGBCGBBGB<2\
  198.   >BGFBGGBFGBDGBCG000<6>00000e0e00eee00e0eeL0eeeLLLLLzLzLLzzzLLzLzzzLzzz000
  199.   }
  200.  
  201. moon               {
  202.   reset type=formula formulafile=uli.frm formulaname=uli_5
  203.   function=log/sin/recip corners=-2.395599/4.116029/-2.430126/2.453594
  204.   params=4 float=y inside=0
  205.   colors=000000555<3>HHHKKKOOOSSSWWW___ccchhhmmmssszzz00z<3>z0z<3>z00<3>zz0<3>\
  206.   0z0<3>0zz<2>0GzVVz<3>zVz<3>zVV<3>zzV<3>VzV<3>Vzz<2>Vbzhhz<3>zhz<3>zhh<3>zzh<\
  207.   3>hzh<3>hzz<2>hlz00S<3>S0S<3>S00<3>SS0<3>0S0<3>0SS<2>07SEES<3>SES<3>SEE<3>SS\
  208.   E<3>ESE<3>ESS<2>EHSKKS<2>QKSSKSSKQSKOSKMSKK<2>SQKSSKQSKOSKMSKKSK<2>KSQKSSKQS\
  209.   KOSKMS00G<3>G0G<3>G00<3>GG0<3>0G0<3>0GG<2>04G88G<2>E8GG8GG8EG8CG8AG88<2>GE8G\
  210.   G8EG8CG8AG88G8<2>8GE8GG8EG8CG8AGBBG<2>FBGGBGGBFGBDGBCGBB<2>GFBGGBFGBDGBCGBBG\
  211.   B<2>BGFBGGBFGBDGBCG000<6>00000e0e00eee00e0eeL0eeeLLLLLzLzLLzzzLLzLzzzLzzz
  212.   }
  213.  
  214. hill               {
  215.   reset type=formula formulafile=uli.frm formulaname=uli_5
  216.   function=log/sin/cos
  217.   corners=-0.432909/4.017309/3.008492/-2.925131/4.017309/-2.925131
  218.   params=4 float=y inside=0
  219.   colors=000ccchhhmmmssszzz00z<3>z0z<3>z00<3>zz0<3>0z0<3>0zz<2>0GzVVz<3>zVz<3>\
  220.   zVV<3>zzV<3>VzV<3>Vzz<2>Vbzhhz<3>zhz<3>zhh<3>zzh<3>hzh<3>hzz<2>hlz00S<3>S0S<\
  221.   3>S00<3>SS0<3>0S0<3>0SS<2>07SEES<3>SES<3>SEE<3>SSE<3>ESE<3>ESS<2>EHSKKS<2>QK\
  222.   SSKSSKQSKOSKMSKK<2>SQKSSKQSKOSKMSKKSK<2>KSQKSSKQSKOSKMS00G<3>G0G<3>G00<3>GG0\
  223.   <3>0G0<3>0GG<2>04G88G<2>E8GG8GG8EG8CG8AG88<2>GE8GG8EG8CG8AG88G8<2>8GE8GG8EG8\
  224.   CG8AGBBG<2>FBGGBGGBFGBDGBCGBB<2>GFBGGBFGBDGBCGBBGB<2>BGFBGGBFGBDGBCGzzLzzz00\
  225.   0555<3>HHH00e0e00eee00e0eeL0eeeLLLLLzLzLLzzzLLzLzzzLzzz000555<3>HHHKKKOOOSSS\
  226.   WWW___
  227.   }
  228.  
  229. ueberschallknall   { ; wie ein gehirn
  230.   reset type=formula formulafile=uli.frm formulaname=ULI_5
  231.   function=exp/cosxx/ident corners=-2.942326/1.057674/-1.5/1.5 params=4
  232.   float=y inside=0
  233.   colors=00000F000555<3>HHHKKKOOOSSSWWW___ccchhhmmmssszzz00z<3>z0z<3>z00<3>zz0\
  234.   <3>0z0<3>0zz<2>0GzVVz<3>zVz<3>zVV<3>zzV<3>VzV<3>Vzz<2>Vbzhhz<3>zhz<3>zhh<3>z\
  235.   zh<3>hzh<3>hzz<2>hlz00S<3>S0S<3>S00<3>SS0<3>0S0<3>0SS<2>07SEES<3>SES<3>SEE<3\
  236.   >SSE<3>ESE<3>ESS<2>EHSKKS<2>QKSSKSSKQSKOSKMSKK<2>SQKSSKQSKOSKMSKKSK<2>KSQKSS\
  237.   KQSKOSKMS00G<3>G0G<3>G00<3>GG0<3>0G0<3>0GG<2>04G88G<2>E8GG8GG8EG8CG8AG88<2>G\
  238.   E8GG8EG8CG8AG88G8<2>8GE8GG8EG8CG8AGBBG<2>FBGGBGGBFGBDGBCGBB<2>GFBGGBFGBDGBCG\
  239.   BBGB<2>BGFBGGBFGBDGBCG0GzVVz<3>zVzzVrzVj00e0e00eee00e0eeL0eeeLLLLLzLzLLzzzLL\
  240.   zLzzzL
  241.   }
  242.  
  243. lanzenspitze       { ; dekorativ, sehr!
  244.   reset type=formula formulafile=uli.frm formulaname=ULI_5
  245.   function=exp/cosxx/ident corners=-1.151077/-0.607077/-0.204/0.204
  246.   params=4 float=y inside=0
  247.   colors=00000F000555<3>HHHKKKOOOSSSWWW___ccchhhmmmssszzz00z<3>z0z<3>z00<3>zz0\
  248.   <3>0z0<3>0zz<2>0GzVVz<3>zVz<3>zVV<3>zzV<3>VzV<3>Vzz<2>Vbzhhz<3>zhz<3>zhh<3>z\
  249.   zh<3>hzh<3>hzz<2>hlz00S<3>S0S<3>S00<3>SS0<3>0S0<3>0SS<2>07SEES<3>SES<3>SEE<3\
  250.   >SSE<3>ESE<3>ESS<2>EHSKKS<2>QKSSKSSKQSKOSKMSKK<2>SQKSSKQSKOSKMSKKSK<2>KSQKSS\
  251.   KQSKOSKMS00G<3>G0G<3>G00<3>GG0<3>0G0<3>0GG<2>04G88G<2>E8GG8GG8EG8CG8AG88<2>G\
  252.   E8GG8EG8CG8AG88G8<2>8GE8GG8EG8CG8AGBBG<2>FBGGBGGBFGBDGBCGBB<2>GFBGGBFGBDGBCG\
  253.   BBGB<2>BGFBGGBFGBDGBCG0GzVVz<3>zVzzVrzVj00e0e00eee00e0eeL0eeeLLLLLzLzLLzzzLL\
  254.   zLzzzL
  255.   }
  256.  
  257. gehirn             { ; denkend
  258.   reset type=formula formulafile=uli.frm formulaname=ULI_5
  259.   function=exp/cosxx/sqr corners=-1.711767/0.273123/-0.724087/0.764581
  260.   params=4 float=y inside=0
  261.   colors=000<2>000001003<27>00k00m01m<29>0ky0mz1mz<30>zzz<46>2zz0zz0yz<45>02z0\
  262.   0z00y<59>002
  263.   }
  264.  
  265. zauber             { ;
  266.   reset type=formula formulafile=uli.frm formulaname=ULI_5
  267.   function=log/log/log
  268.   corners=-1.55683/2.40705/2.760442/-2.524732/2.40705/-2.524732 params=32
  269.   float=y maxiter=1000 inside=0
  270.   colors=000000<29>00k00m01m<29>0ky0mz1mz<30>zzz<46>2zz0zz0yz<45>02z00z00y<59>\
  271.   002000000
  272.   }
  273.  
  274. tausend            { ; ecken zum zoomen
  275.   reset type=formula formulafile=uli.frm formulaname=ULI_5
  276.   function=recip/sqr/cosh corners=-8.892669/8.892669/-6.669502/6.669502
  277.   params=32 float=y maxiter=1000 inside=zmag
  278.   colors=000ddM<28>zz0zz0zy0<81>z10z00z00y01<82>00z00z11y<52>ccM
  279.   }
  280.  
  281. schwebend          { ; seltsames spinnennetz
  282.   reset type=formula formulafile=uli.frm formulaname=ULI_5
  283.   function=exp/cosxx/cos corners=-5.361498/-4.918275/-0.18048/0.151937
  284.   params=4 float=y inside=0
  285.   colors=000000555<3>HHHKKKOOOSSSWWW___ccchhhmmmssszzz00z<3>z0z<3>z00<3>zz0<3>\
  286.   0z0<3>0zz<2>0GzVVz<3>zVz<3>zVV<3>zzV<3>VzV<3>Vzz<2>Vbzhhz<3>zhz<3>zhh<3>zzh<\
  287.   3>hzh<3>hzz<2>hlz00S<3>S0S<3>S00<3>SS0<3>0S0<3>0SS<2>07SEES<3>SES<3>SEE<3>SS\
  288.   E<3>ESE<3>ESS<2>EHSKKS<2>QKSSKSSKQSKOSKMSKK<2>SQKSSKQSKOSKMSKKSK<2>KSQKSSKQS\
  289.   KOSKMS00G<3>G0G<3>G00<3>GG0<3>0G0<3>0GG<2>04G88G<2>E8GG8GG8EG8CG8AG88<2>GE8G\
  290.   G8EG8CG8AG88G8<2>8GE8GG8EG8CG8AGBBG<2>FBGGBGGBFGBDGBCGBB<2>GFBGGBFGBDGBCGBBG\
  291.   B<2>BGFBGGBFGBDGBCG000<6>00000e0e00eee00e0eeL0eeeLLLLLzLzLLzzzLLzLzzzLzzz
  292.   }
  293.  
  294. spiral             { ; ungewoehnlich
  295.   reset type=formula formulafile=uli.frm formulaname=ULI_4
  296.   function=sin/sqr corners=-2.121024/1.302976/-2.187614/0.380386
  297.   params=0.09/0.09/4 float=y maxiter=1000
  298.   colors=00000V<9>00j00l01l<29>0kx0my1my<30>zzy<46>2zy0zy0yy<45>02y00y00x<59>0\
  299.   01000000000000<17>00T
  300.   }
  301.  
  302. hosentraeger       { ; golden
  303.   reset type=formula formulafile=uli.frm formulaname=ULI_4
  304.   function=sqr/cosxx corners=-11.26048/11.26048/-8.415133/8.475587
  305.   params=0/0/32 float=y maxiter=1000
  306.   colors=000102<10>sh6<23>P62N41O51<29>us1wu0vs0<19>_2GL4T67e<6>fV4<10>pKcqIgo\
  307.   If<22>6ZF<8>iyG<21>m8G<13>oV6pX5nX5<3>cU7JV6<6>BI39G29I4<12>FieGlhGlg<14>VuI\
  308.   WvGVtG<26>333
  309.   }
  310.  
  311. davor              { ; vor der explosion
  312.   reset type=formula formulafile=uli.frm formulaname=ULI_4
  313.   function=sqr/log corners=-3.555215/5.523374/-3.404422/3.40445
  314.   params=0.4/0/32 float=y maxiter=1000
  315.   colors=000m`g<5>zh_<5>eBP<5>22J<22>AgXBiYBiY<28>4ll3mm4mm<10>PevRdwRcw<3>O_u\
  316.   baV<14>vHFxFDwFD<24>TJPc1t<15>81h62g62f<8>68Y59W7CU<7>R`CUd9VdB<15>qtj<12>Dh\
  317.   l<2>vFj<2>kRV<29>KIxJHzLIy<12>kZh
  318.   }
  319.  
  320. danach             { ; nach der explosion
  321.   reset type=formula formulafile=uli.frm formulaname=ULI_4
  322.   function=sqr/log corners=-19.39939/23.162386/-15.960488/15.960516
  323.   params=0.46/0/32 float=y maxiter=1000
  324.   colors=000m`g<5>zh_<5>eBP<5>22J<22>AgXBiYBiY<28>4ll3mm4mm<10>PevRdwRcw<3>O_u\
  325.   baV<14>vHFxFDwFD<24>TJPc1t<15>81h62g62f<8>68Y59W7CU<7>R`CUd9VdB<15>qtj<12>Dh\
  326.   l<2>vFj<2>kRV<29>KIxJHzLIy<12>kZh
  327.   }
  328.  
  329. dreischneck        { ; in blau
  330.   reset type=formula formulafile=uli.frm formulaname=ULI_4
  331.   function=sqr/recip corners=-9.412641/7.101328/-7.025021/5.360329
  332.   params=1/1/32 float=y maxiter=1000
  333.   colors=00000G<13>002000000000<29>00k00m01m<29>0ky0mz1mz<30>zzz<46>2zz0zz0yz<\
  334.   45>02z00z00y<44>00H
  335.   }
  336.  
  337. biomorph           { ; no biomorph
  338.   reset type=formula formulafile=uli.frm formulaname=uli_5
  339.   function=log/sin/sqr corners=0.9667732/0.9798727/-0.00488356/0.00494108
  340.   params=4 float=y inside=0
  341.   colors=000hzh<3>hzz<2>hlz00S<3>S0S<3>S00<3>SS0<3>0S0<3>0SS<2>07SEES<3>SES<3>\
  342.   SEE<3>SSE<3>ESE<3>ESS<2>EHSKKS<2>QKSSKSSKQSKOSKMSKK<2>SQKSSKQSKOSKMSKKSK<2>K\
  343.   SQKSSKQSKOSKMS00G<3>G0G<3>G00<3>GG0<3>0G0<3>0GG<2>04G88G<2>E8GG8GG8EG8CG8AG8\
  344.   8<2>GE8GG8EG8CG8AG88G8<2>8GE8GG8EG8CG8AGBBG<2>FBGGBGGBFGBDGBCGBB<2>GFBGGBFGB\
  345.   DGBCGBBGB<2>BGFBGGBFGBDGBCG000<6>00000e0e00eee00e0eeL0eeeLLLLLzLzLLzzzLLzLzz\
  346.   zLzzz000555<3>HHHKKKOOOSSSWWW___ccchhhmmmssszzz00z<3>z0z<3>z00<3>zz0<3>0z0<3\
  347.   >0zz<2>0GzVVz<3>zVz<3>zVV<3>zzV<3>VzV<3>Vzz<2>Vbzhhz<3>zhz<3>zhh<3>zzh<2>mzh
  348.   }
  349.  
  350. biomorph2          { ; no biomorph, too
  351.   reset type=formula formulafile=uli.frm formulaname=uli_5
  352.   function=log/sin/sqr
  353.   corners=0.974800948/0.974975329/0.000902535/0.001033321 params=4 float=y
  354.   inside=0
  355.   colors=000KIxJHz<20>zh_<5>eBP<5>22J<22>AgXBiYBiY<28>4ll3mm4mm<10>PevRdwRcw<3\
  356.   >O_ubaV<14>vHFxFDwFD<24>TJPc1t<15>81h62g62f<8>68Y59W7CU<7>R`CUd9VdB<15>qtj<1\
  357.   2>Dhl<2>vFj<2>kRV<28>LIw
  358.   }
  359.  
  360. maske              { ; no biomorph, too
  361.   reset type=formula formulafile=uli.frm formulaname=uli_5
  362.   function=log/cos/sqr
  363.   corners=0.810883/1.141509/0.217259/-0.223576/1.141509/-0.223576 params=4
  364.   float=y inside=0
  365.   colors=000wfazh_<5>eBP<5>22J<22>AgXBiYBiY<28>4ll3mm4mm<10>PevRdwRcw<3>O_ubaV\
  366.   <14>vHFxFDwFD<24>TJPc1t<15>81h62g62f<8>68Y59W7CU<7>R`CUd9VdB<15>qtj<12>Dhl<2\
  367.   >vFj<2>kRV<29>KIxJHzLIy<17>ueb
  368.   }
  369.  
  370. drachenfamilie     { ; mutter und kind
  371.   reset type=formula formulafile=uli.frm formulaname=ULI_6
  372.   function=sin/sqr corners=-1.282631/2.717366/-1.61826/1.381719
  373.   params=1/0.315/1/0.099
  374.   colors=000000<29>00k00m01m<29>0ky0mz1mz<30>zzz<46>2zz0zz0yz<45>02z00z00y<59>\
  375.   002000000
  376.   }
  377.  
  378. drachen            { ; tanzende drachen
  379.   reset type=formula formulafile=uli.frm formulaname=ULI_6
  380.   function=sin/cos corners=-1.432672/2.837995/-1.631563/1.571445
  381.   params=0/0.4/0/0.5
  382.   colors=000EP8<11>102<10>sh6<23>P62N41O51<29>us1wu0vs0<19>_2GL4T67e<6>fV4<10>\
  383.   pKcqIgoIf<22>6ZF<8>iyG<21>m8G<13>oV6pX5nX5<3>cU7JV6<6>BI39G29I4<12>FieGlhGlg\
  384.   <14>VuIWvGVtG<14>FR9
  385.   }
  386.  
  387. bleistiftspitze    { ; fang den drachen
  388.   reset type=formula formulafile=uli.frm formulaname=ULI_6
  389.   function=exp/cos corners=-9.427608/2.631723/-4.382229/4.662283
  390.   params=0/0.89999/0/0.44899 float=y
  391.   colors=000WYGVtG<27>102<10>sh6<23>P62N41O51<29>us1wu0vs0<19>_2GL4T67e<6>fV4<\
  392.   10>pKcqIgoIf<22>6ZF<8>iyG<21>m8G<13>oV6pX5nX5<3>cU7JV6<6>BI39G29I4<12>FieGlh\
  393.   Glg<14>VuI
  394.   }
  395.  
  396. spinnennetze       { ; fang den drachen
  397.   reset type=formula formulafile=uli.frm formulaname=ULI_6
  398.   function=sqr/exp
  399.   corners=-2.833944/5.460689/2.660364/-1.629566/1.122109/-4.149853
  400.   params=1.2/0.89/0.009/0.03 float=y
  401.   colors=000TTY<44>zz0zz0zy0<81>z10z00z00y01<82>00z00z11y<36>SSY
  402.   }
  403.  
  404. wege               { ; gottes wege sind seltsam
  405.   reset type=formula formulafile=uli.frm formulaname=ULI_6
  406.   function=cos/cosxx corners=-1.730177/2.445433/-1.565854/1.565854
  407.   params=0.01/0.9/0.3/0.9 float=y
  408.   colors=000E4e<10>ov8<21>pd1pd1oc2<3>k_40PR<14>1HI1HI1IJ<17>4TW<13>kFd<17>kjQ\
  409.   jlPjkP<27>t9pu7qu7q<27>YXiXYhXZf<12>_tG<14>TT7SR6SR6<24>7hU<13>v38<15>H3c
  410.   }
  411.  
  412. rose               { ; zerfallen
  413.   reset type=formula formulafile=uli.frm formulaname=ULI_6
  414.   function=cos/sinh corners=-2.945798/3.165465/-3.179842/1.403606
  415.   params=-0.1/0.8/0.1/0.6 float=y
  416.   colors=000sdc<2>zh_<5>eBP<5>22J<22>AgXBiYBiY<28>4ll3mm4mm<10>PevRdwRcw<3>O_u\
  417.   baV<14>vHFxFDwFD<24>TJPc1t<15>81h62g62f<8>68Y59W7CU<7>R`CUd9VdB<15>qtj<12>Dh\
  418.   l<2>vFj<2>kRV<29>KIxJHzLIy<15>qbe
  419.   }
  420.  
  421. antenne            { ; hat apfelmann verloren
  422.   reset type=formula formulafile=uli.frm formulaname=ULI_6
  423.   function=sqr/log corners=-2.367726/1.580562/-1.514936/1.457164
  424.   params=1.1/0/2 float=y
  425.   colors=000sdc<2>zh_<5>eBP<5>22J<22>AgXBiYBiY<28>4ll3mm4mm<10>PevRdwRcw<3>O_u\
  426.   baV<14>vHFxFDwFD<24>TJPc1t<15>81h62g62f<8>68Y59W7CU<7>R`CUd9VdB<15>qtj<12>Dh\
  427.   l<2>vFj<2>kRV<29>KIxJHzLIy<15>qbe
  428.   }
  429.  
  430. meinungsvielfalt   { ; rustikal
  431.   reset type=formula formulafile=uli.frm formulaname=ULI_6
  432.   function=exp/recip corners=-2.367726/1.580562/-1.514936/1.457164
  433.   params=-4/0/0.01 float=y logmap=yes
  434.   colors=00000i00s<19>zyyzzz<84>00z00z10y<82>z00z00z11<59>zhh
  435.   }
  436.  
  437. spiralfeld         { ; nach Escher
  438.   reset type=formula formulafile=uli.frm formulaname=ULI_6
  439.   function=exp/ident corners=-6.251781/1.169813/-2.938754/2.647901
  440.   params=0.1/2 float=y logmap=yes
  441.   colors=000N00<20>200000100<30>k00m00m00<61>yyyzzzyzz<14>ezzdzzdzzbzz<27>2zz0\
  442.   zz0yz<45>02z00z00y<34>00RQ00P00O00
  443.   }
  444.  
  445. surreale           { ; Traumlandschaft
  446.   reset type=formula formulafile=uli.frm formulaname=uli_5
  447.   function=log/sin/recip
  448.   corners=1.044189/1.0339668/1.5957842/1.4088542/1.1302354/1.4810557
  449.   params=4 float=y inside=0
  450.   colors=000300200000<31>k00m00m00<61>yyyzzzyzz<14>ezzdzzdzzbzz<27>2zz0zz0yz<4\
  451.   5>02z00z00y<34>00RQ00<21>400
  452.   }
  453.  
  454. fuellhorn          { ; gelb
  455.   reset type=formula formulafile=uli.frm formulaname=uli_5
  456.   function=log/sin/recip
  457.   corners=1.3946025/1.4394838/0.5738958/0.4853147/1.4532788/0.4956609
  458.   params=4 float=y inside=0
  459.   colors=0000Q_x`00P`xa00P`xa00Oaxb00Oaxb00Nbxc00Nbxc00Mcxd00Mcxd00Ldye00Ldye0\
  460.   0Keyf00Keyf00Jfyg00Jfyg00Igyh00Igyh00Hhyi00Hhyi00Giyj00Giyj00Fjyk00Fjyk00Eky\
  461.   l00Ekyl00Dlym00Dlym00Cmyn00Cmyn00Bnyo00Bnyo00Aoyp00Aoyp009pyq009pyq008qyr008\
  462.   qyr007rys007rys006syt006syt005tyu005tyu004uyv004uyv003vyw003vyw002wyx002wyx0\
  463.   01xyy001xzz0zW00WVw000z0w000z0w000y0w100y0w100x1w200x1w200w2w300w2w300v3w400\
  464.   v3w400u4w500u4w500t5w600t5w600s6w700s6w700r7w800r7w800q8w900q8w900p9wA00p9wA\
  465.   00oA
  466.   }
  467.  
  468. wellen             { ; fractalwaves rule the world
  469.   reset type=formula formulafile=uli.frm formulaname=uli_6
  470.   function=exp/ident
  471.   corners=1.427758/-8.391851/-6.698716/6.442221/-8.391851/6.442221
  472.   params=0.1/2/0.05 float=y logmap=yes
  473.   colors=000IIh<59>zz0zz0zy0<81>z10z00z00y01<82>00z00z11y<21>HHh
  474.   }
  475.  
  476. grashalme          { ; in der abenddaemmerung
  477.   reset type=formula formulafile=uli.frm formulaname=uli_5
  478.   function=log/log/sqr
  479.   corners=0.8766554/0.8893398/-0.0217046/-0.0386171/0.8893398/-0.0386171
  480.   params=32 float=y maxiter=1000 inside=0
  481.   colors=0000Iz<11>02z00z00y<59>002000000000<29>00k00m01m<29>0ky0mz1mz<30>zzz<\
  482.   46>2zz0zz0yz<32>0Jz
  483.   }
  484.  
  485. halme              { ; im wind
  486.   reset type=formula formulafile=uli.frm formulaname=uli_5
  487.   function=log/log/sqr
  488.   corners=0.88338819/0.88693983/-0.02222172/-0.02695724/0.88693983/-0.02695724
  489.   params=32 float=y maxiter=10000 inside=bof60
  490.   colors=00000`<9>00RQ00<23>200000100<30>k00m00m00<61>yyyzzzyzz<14>ezzdzzdzzbz\
  491.   z<27>2zz0zz0yz<45>02z00z00y<23>00a
  492.   }
  493.