Based on technique discussed in encode a string into a complicated-looking trigonometric function

print chr(91.540
 +  0.765*cos(0.251*$_) +  3.886*sin(0.251*$_)
 -  1.470*cos(0.503*$_) -  7.599*sin(0.503*$_)
 +  4.480*cos(0.754*$_) -  1.094*sin(0.754*$_)
 - 11.495*cos(1.005*$_) + 22.147*sin(1.005*$_)
 +  1.792*cos(1.257*$_) +  8.512*sin(1.257*$_)
 - 20.389*cos(1.508*$_) -  1.167*sin(1.508*$_)
 -  1.011*cos(1.759*$_) +  2.549*sin(1.759*$_)
 +  2.712*cos(2.011*$_) +  3.110*sin(2.011*$_)
 +  6.179*cos(2.262*$_) -  2.177*sin(2.262*$_)
 -  2.232*cos(2.513*$_) + 16.511*sin(2.513*$_)
 +  5.236*cos(2.765*$_) +  1.260*sin(2.765*$_)
 -  1.607*cos(3.016*$_) +  4.017*sin(3.016*$_)
)for 0..24;

[download]

Update: Small change, props to ambrus.