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lxUmbrielxl

Untitled

Jun 9th, 2019
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  1. if animation.Value == 2 then
  2.  
  3.  
  4. rootj.C0 = clerp(rootj.C0, RootCF * CF(0, 0, 1.3 + 0.6 * Cos(sine / 20)) * angles(Rad(0), Rad(0), Rad(25)), 0.15)
  5. tors.Neck.C0 = clerp(tors.Neck.C0, necko * angles(Rad(20 - 2.5 * Sin(sine / 20)), Rad(20), Rad(-15)), 0.3)
  6. RH.C0 = clerp(RH.C0, CF(1, -0.5 - 0.1 * Cos(sine / 20), -.4 + 0.025 * Cos(sine / 20)) * RHCF * angles(Rad(-4.5 + 3 * Sin(sine / 20)), Rad(0), Rad(10 + 3 * Sin(sine / 20))), 0.15)
  7. LH.C0 = clerp(LH.C0, CF(-1, -0.9 - 0.1 * Cos(sine / 20), 0.025 * Cos(sine / 20)) * LHCF * angles(Rad(-6.5 + 3 * Sin(sine / 20)), Rad(0), Rad(-10 + 3 * Sin(sine / 20))), 0.15)
  8. RW.C0 = clerp(RW.C0, CF(1.5, 0.5 + 0.05 * Sin(sine / 20), 0.025 * Cos(sine / 20)) * angles(Rad(0), Rad(-10 * Cos(sine / 20)), Rad(65 - 2.5 * Sin(sine / 20))), 0.1)
  9. LW.C0 = clerp(LW.C0, CF(-1.5, 0.5 + 0.05 * Sin(sine / 20), 0.025 * Cos(sine / 20)) * angles(Rad(0), Rad(10 * Cos(sine / 20)), Rad(-15 + 2.5 * Sin(sine / 20))), 0.1)
  10. necko = CF(0, 1, 0, -1, -0, -0, 0, 0, 1, 0, 1, 0)
  11. RSH, LSH = nil, nil
  12. RW = Instance.new("Weld")
  13. LW = Instance.new("Weld")
  14. RH = tors["Right Hip"]
  15. LH = tors["Left Hip"]
  16. RSH = tors["Right Shoulder"]
  17. LSH = tors["Left Shoulder"]
  18. RSH.Parent = nil
  19. LSH.Parent = nil
  20. RW.Name = "RW"
  21. RW.Part0 = tors
  22. RW.C0 = CF(1.5, 0.5, 0)
  23. RW.C1 = CF(0, 0.5, 0)
  24. RW.Part1 = ra
  25. RW.Parent = tors
  26. LW.Name = "LW"
  27. LW.Part0 = tors
  28. LW.C0 = CF(-1.5, 0.5, 0)
  29. LW.C1 = CF(0, 0.5, 0)
  30. LW.Part1 = la
  31. LW.Parent = tors
  32. end
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