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Text File  |  2007-04-03  |  1.6 KB  |  23 lines
  1. <MJV Version="1.0">
  2. <Component GUID="DCE4B5AB-25A0-432f-B4A2-8E91B9FD1060" Name="Super Transform">
  3. <Properties>
  4. <OnEquation>on=1</OnEquation>
  5. <TransformEquation>d=d*(1-abs((sin(r*100)/10)))|d=d*0.995|d=d*0.95|d=d*0.80|r=r-0.01|r=r+0.01|r=r+0.07*((1.0-d)^4);d=d*0.98|r=r+(sin(d*4)/5)|r=r-(sin(d*20)/20)|d=d-(0.1*(0.5-abs(d-0.5)))|r=r-(sin(d*25)*.01)|d=d-(abs(sin(d*25))/40+0.01)|d=d+rand(.1)|d=d-rand(.1)|d=log(d*3)*.70|d=d-.5|d=d-(abssin(d*10)/10)|d=d-(abssin(r*(3.14*5))/15)|d=d-(cos(r*50)/100)|d=d-(cos(r*500)/100)|d=d-(cos(r*50)/10);r=r-(sin(d*50)/10)|d=d-(.1*(.5-abs(d-.5)))|d=.96*d;r=d*.01|d=atan(d)|d=-log10(d)|d=d+0.01*(-1.0-sin(r*(3.14*10)))|d=sin(r*2*3.14)*d*1.1|t=d;d=abs(tan((d+0.04)*3.14159))*0.02;|d=(d-1)*0.5|d=0.98*d-sin(r+3.14159/2)*0.03-y*0.1;|r=r-(sin(d*55)*.01);d=d-(cos(r*50)/100);|r=r-(sin(d*15)*.01);d=d-(cos(r*50)/100);</TransformEquation>
  6. <ZoomEquation></ZoomEquation>
  7. <ScrollEquation></ScrollEquation>
  8. <RotateEquation></RotateEquation>
  9. <ColorFadeEquation>r=1;g=1;b=1;</ColorFadeEquation>
  10. <ColorAddEquation>r=if(impact,randn(.05),r);g=if(impact,randn(.05),g);b=if(impact,randn(.05),b);</ColorAddEquation>
  11. <TransformChangeEquation>c=if(t>200,1,0);t=if(t>200,0,t+1)</TransformChangeEquation>
  12. <ClipAtBorders>0</ClipAtBorders>
  13. </Properties>
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  15. <Component GUID="D6CC94F2-998C-40ee-A29E-D9CBED46A145" Name="Super-Scope">
  16. <Properties>
  17. <OnEquation>on=1</OnEquation>
  18. <ScopeEquation>n=80;t=0.0;|r=i*3.14159*2; d=sin(r*3)+v*1.0; x=cos(t+r)*d; y=sin(t-r)*d|t=t+0.01</ScopeEquation>
  19. <Gradient>{2, 4} [[0xFF0000,0x000000][0x00FF00,0x000000][0x0000FF,0x000000][0xFF0000,0x000000]]</Gradient>
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  22. </MJV>
  23.