TUtil.hyperbolic(
TUtil.kampyle(
Math.cos(pv.position.y)
),
pv.position.y
);
TUtil.swirl(
TUtil.rect_hyperbola(pv.position.y),
pv.position.x
);
TUtil.pdj(pv,pv.position.y);
TUtil.rect_hyperbola(pv.position.x);
TUtil.hyperbolic(
TUtil.polar(
TUtil.rect_hyperbola(pv.position.x),
86
),
pv.position.y
);
TUtil.polar(
TUtil.cosine(
TUtil.pdj(pv,pv.position.y),
pv.position.y
),
81
);
TUtil.waves2(
TUtil.swirl(
TUtil.rect_hyperbola(
Math.sqrt(
Math.tan(pv.position.y)
)
),
pv.position.x
),
pv.position.y%(pv.position.x)
);
TUtil.hyperbolic(
TUtil.polar(
TUtil.superformula(
pv.position.y /
(
Math.tan(
OptimizedPerlin.noise(
Math.atan2(
Math.sqrt(
Math.atan2(pv.position.x,pv.position.y)
),
88
),
pv.position.y
)
)
) % (0.4385489812120795) /
(
OptimizedPerlin.noise(
pv.position.x,
pv.position.x+(pv.position.x)
)
)
),
0.01690649939700961
),
pv.position.y
);
TUtil.sinusoidal(
TUtil.cissoid(
Math.cos(
Math.tan(pv.position.y)
)
),
pv.position.y
);
TUtil.cosine(
TUtil.waves2(
TUtil.circle(pv.position.y),
pv.position.y
),
pv.position.y
);
TUtil.pdj(
TUtil.superformula(pv.position.y),
pv.position.x
);
TUtil.kampyle(TUtil.sinh(pv.position.y));
TUtil.polar(
TUtil.waves2(
TUtil.swirl(
TUtil.rect_hyperbola(
pv.position.y+(pv.position.x)
),
pv.position.y
),
pv.position.x
),
0.8844789764843881
);
TUtil.swirl(
TUtil.rect_hyperbola(
Math.atan2(
Math.sin(
Math.cos(
OptimizedPerlin.noise(
0.568339429795742+(pv.position.x),
8
)
)
),
pv.position.x
)
),
pv.posit
TUtil.superformula(pv.position.y*(Math.tan(pv.position.y)));
TUtil.vexp(
TUtil.hyperbolic(
TUtil.kampyle(
TUtil.sinh(pv.position.x)
),
pv.position.x+(pv.position.x)
),
pv.position.x/(pv.position.x)
);
TUtil.pdj(
TUtil.vexp(
TUtil.swirl(
TUtil.superformula(
Math.atan2(pv.position.x,68)
),
pv.position.y
),
pv.position.y
),
pv.position.x
);
TUtil.swirl(TUtil.cissoid(pv.position.y),pv.position.y);
TUtil.kampyle(
TUtil.cosh(
TUtil.cosh(pv.position.y%(pv.position.x))
)
);
TUtil.cross(
TUtil.hyperbolic(
TUtil.cosine(
TUtil.waves2(
TUtil.cross(
TUtil.swirl(
TUtil.hyperbolic(
TUtil.cissoid(
Math.sqrt(pv.position.x)
),
pv.position.y
),
pv.position.y
),
pv.position.y
),
pv.position.y
),
pv.position.y
),
pv.position.x
),
pv.position.x
);
TUtil.kampyle(pv.position.x-(pv.position.y));
TUtil.waves2(
TUtil.rect_hyperbola(pv.position.y),
pv.position.x
);
TUtil.rect_hyperbola(Math.cos(pv.position.y));
TUtil.sinusoidal(
TUtil.waves2(pv,pv.position.y),
0.20464161690324545
);
TUtil.hyperbolic(
TUtil.rect_hyperbola(pv.position.x/(0.575520952232182)),
pv.position.x
);
TUtil.cosine(
TUtil.waves2(
TUtil.polar(
TUtil.vexp(
TUtil.swirl(
TUtil.kampyle(
pv.position.y+(Math.tan(pv.position.x))
),
pv.position.y%(pv.position.x)
),
pv.position.y
),
pv.position.y
),
pv.position.y
),
pv.position.y
);
TUtil.hyperbolic(
TUtil.cross(
TUtil.circle(pv.position.y),
pv.position.y
),
pv.position.x
);
TUtil.swirl(
TUtil.circle(
74*
(
OptimizedPerlin.noise(
Math.atan2(
Math.sin(0.30181967513635755),
0.28102674009278417
),
pv.step
)
)
),
pv.step
);
TUtil.sinusoidal(
TUtil.circle(pv.step),
Math.tan(
Math.atan2(pv.position.y,pv.position.y)
)
);
TUtil.swirl(
TUtil.circle(Math.sin(pv.step)),
pv.theta
);
TUtil.superformula(
Math.cos(pv.position.y)-(0.9379616524092853)-(Math.cos(pv.step))
);
TUtil.superformula(Math.sin(pv.step));
TUtil.hyperbolic(
TUtil.vexp(
TUtil.vexp(
TUtil.pdj(
TUtil.hyperbolic(
TUtil.superformula(
Math.sin(pv.theta)
),
Math.atan2(
TUtil.cosh(pv.theta),
Math.sin(
Math.cos(
Math.cos(
Math.sin(0.9199996618553996)
)
)
)
)
),
pv.step
),
pv.step
),
Math.atan2(
pv.position.x,
Math.sqrt(0.4486731020733714)
)
),
40
);
TUtil.polar(
TUtil.hyperbolic(
TUtil.polar(
TUtil.pdj(
TUtil.sinusoidal(
TUtil.hyperbolic(
TUtil.sinusoidal(
TUtil.waves2(
TUtil.cosine(
TUtil.pdj(
TUtil.circle(
TUtil.sinh(
Math.sqrt(
Math.atan2(
0.27835163148120046,
pv.step
)
)
)
),
Math.sqrt(pv.position.x)
),
pv.position.x
),
pv.theta
),
TUtil.sinh(0.9196435729973018)
),
pv.position.x
),
Math.cos(
TUtil.sinh(pv.position.y)
)
),
Math.atan2(
pv.theta,
Math.sqrt(0.7224879306741059)
)
),
pv.position.x
),
pv.position.y+(pv.theta)
),
0.38159529073163867
);
TUtil.hyperbolic(
TUtil.cissoid(
pv.step % (
Math.atan2(
Math.atan2(
OptimizedPerlin.noise(pv.position.x,1),
Math.sin(pv.theta)
),
pv.position.y
)
)
),
Math.tan(pv.step)
);
TUtil.pdj(
TUtil.circle(
pv.step / (Math.sqrt(pv.position.y))
),
pv.position.y
);
TUtil.cosine(
TUtil.superformula(
OptimizedPerlin.noise(
OptimizedPerlin.noise(
0.8436914780177176,
Math.sqrt(
TUtil.sinh(pv.theta)-(0.4607092756778002))-(pv.step)
),
0.9794090990908444)
),
Math.atan2(
Math.sin(
Math.tan(
OptimizedPerlin.noise(
pv.step,
TUtil.cosh(
TUtil.cosh(
TUtil.cosh(
pv.position.x / (pv.position.x) / (pv.position.x)
)
)
)
)
)
)
),
pv.position.y
)
);
TUtil.rect_hyperbola(pv.theta%(Math.cos(pv.position.y)));
TUtil.polar(
TUtil.vexp(
TUtil.cosine(
TUtil.superformula(pv.position.x),
0.46193319698795676
),
Math.atan2(
Math.tan(pv.step),
TUtil.sinh(Math.cos(pv.position.y)%(pv.theta)+(0.5921605764888227))+(pv.position.x)
)
),
pv.position.x
);
TUtil.polar(
TUtil.swirl(
TUtil.cissoid(
Math.tan(
Math.atan2(
96,
TUtil.cosh(0.6962948497384787) / (
Math.sin(
TUtil.cosh(
OptimizedPerlin.noise(
pv.position.y,
Math.sin(pv.position.y)
)
) * (pv.position.x)
) + (pv.step) * (Math.sin(TUtil.cosh(pv.step)))
)
)
)
),
pv.position.y
),
pv.step
);
TUtil.superformula(pv.step);