tanh(t%19.75/5*sin(pi*t*880*2^(int(7*sin(int(8*t)/8)+13*cos(int(4*t)/8))/12))*(1-8*(t%.125)))/2+sin(pi*2*sin(pi*t+.25*pi)*65)/3+(1-((t+.5)%1))^3*(rand(2)-1)/7

(int(sin(2*pi*(t/4+0.5))) * ( (-int(sin(2*pi*t))) * (rand(2)-1)/4 + int(sin(2*pi*(t+0.5))) * sin(2*pi*t*110)/3 + (1-(((8*t)%2)/2)) * (abs(sin(t*pi*440))/3 + abs(sin(t*pi*660))/3) ) +(-int(sin(2*pi*t/4))) * ( (-int(sin(2*pi*t))) * (rand(2)-1)/4 + int(sin(2*pi*(t+0.5))) * sin(2*pi*t*82.5)/3 + (1-(((8*t)%2)/2)) * (abs(sin(t*pi*330))/3 + abs(sin(t*pi*495))/3) ))*2/3 * (step(t) - step(t-128)) + (rand(1.5)-0.75) * (step(t-128) - step(t-129)) + (sin(2*pi*t* ((2 ^ (1/12)) ^ int(log((550+(sin(2*pi*t/4)/3 + sin(2*pi*t/5)/3 + sin(2*pi*t/4.5)/3)*220) / 440) / log (2 ^ (1/12))) *440)))/3 *...

(sin(2*pi*t*2)/3+sin(2*pi*t*2.5)/3+sin(2*pi*t*3.2))*2*(int(sin(2*pi*t*440+1*sin(2*pi*t*100)))+.5)*(1-t/128)*.05 + (sin(2*pi*(t%0.4)*(165-165*(t%0.4)^0.3))*3/4 + (1-((t+0.2)%0.4)*2)^6*(rand(2)-1)/10 + int(0.5+2.5*(t%0.4))*sin(2*pi*t*((2 ^ (1/12)) ^ int(log((137.5+27.5*sin(2*pi*1.6*int(t/1.6)*5.3)) / 440) / log (2 ^ (1/12))) *440))*1/3 + (1-((t+0.4)%0.8))^10*(rand(2)-1)/10)*.75*(step(t-0)-step(t-128)) + (((t%(1/((2 ^ (1/12)) ^ int(log((550+110*sin(2*pi*1.6*int(t/1.6)*5.3)) / 440) / log (2 ^ (1/12))) *440))*2*((2 ^ (1/12)) ^ int(log((550+110*sin(2*pi*1.6*int(t/1.6)*5.3)) / 440) / log (2 ^...