Rovastar & Idiot24-7 - Marphet's Shrine.milk 1.5 KB

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  1. [preset00]
  2. fRating=2.000000
  3. fGammaAdj=1.000000
  4. fDecay=0.998000
  5. fVideoEchoZoom=1.000000
  6. fVideoEchoAlpha=0.500000
  7. nVideoEchoOrientation=2
  8. nWaveMode=7
  9. bAdditiveWaves=0
  10. bWaveDots=1
  11. bWaveThick=1
  12. bModWaveAlphaByVolume=0
  13. bMaximizeWaveColor=1
  14. bTexWrap=0
  15. bDarkenCenter=0
  16. bRedBlueStereo=0
  17. bBrighten=1
  18. bDarken=0
  19. bSolarize=0
  20. bInvert=0
  21. fWaveAlpha=1.000000
  22. fWaveScale=0.054200
  23. fWaveSmoothing=0.750000
  24. fWaveParam=0.000000
  25. fModWaveAlphaStart=0.850000
  26. fModWaveAlphaEnd=0.000000
  27. fWarpAnimSpeed=1.000000
  28. fWarpScale=1.000000
  29. fZoomExponent=1.000000
  30. fShader=0.000000
  31. zoom=0.965683
  32. rot=0.000000
  33. cx=0.500000
  34. cy=0.500000
  35. dx=0.000000
  36. dy=0.000000
  37. warp=0.010000
  38. sx=1.220100
  39. sy=1.000000
  40. wave_r=0.400000
  41. wave_g=0.400000
  42. wave_b=1.000000
  43. wave_x=0.500000
  44. wave_y=0.100000
  45. ob_size=0.005000
  46. ob_r=0.000000
  47. ob_g=0.000000
  48. ob_b=0.000000
  49. ob_a=1.000000
  50. ib_size=0.005000
  51. ib_r=1.000000
  52. ib_g=0.000000
  53. ib_b=0.000000
  54. ib_a=1.000000
  55. nMotionVectorsX=64.000000
  56. nMotionVectorsY=1.248000
  57. mv_dx=0.000000
  58. mv_dy=0.000000
  59. mv_l=3.500000
  60. mv_r=1.000000
  61. mv_g=1.000000
  62. mv_b=1.000000
  63. mv_a=1.000000
  64. per_frame_1=wave_r=wave_r*sin(Time*0.961);
  65. per_frame_2=wave_B=wave_b*sin(Time*.131);
  66. per_frame_3=wave_g=wave_G*sin(time*.312);
  67. per_frame_4=ib_r = wave_r;
  68. per_frame_5=ib_b = wave_b;
  69. per_frame_6=ib_g = wave_g;
  70. per_frame_7=mv_r = 1-ib_r;
  71. per_frame_8=mv_g = 1-ib_g;
  72. per_frame_9=mv_b = 1-ib_b;
  73. per_frame_10=mv_x = 1.25;
  74. per_frame_11=mv_y = 48;
  75. per_frame_12=warp = 0;
  76. per_frame_13=q1 = if(above(bass_att+bass,2.8),(bass_att+bass)*0.5,0.1);
  77. per_pixel_1=rot = rot + if(equal(tan(ang*2),0),-rot,rad)*q1;
  78. per_pixel_2=zoom=zoom+.10*sin(rad+.4*time+5);