#pragma once

// used: math functions
#include "math.h"

namespace EASING
{
	CS_INLINE double InSine(const double t)
	{
		return M_SIN(1.5707963 * t);
	}

	CS_INLINE double OutSine(double t)
	{
		return 1 + M_SIN(1.5707963 * (--t));
	}

	CS_INLINE double InOutSine(const double t)
	{
		return 0.5 * (1 + M_SIN(3.1415926 * (t - 0.5)));
	}

	CS_INLINE double InQuad(const double t)
	{
		return t * t;
	}

	CS_INLINE double OutQuad(const double t)
	{
		return t * (2 - t);
	}

	CS_INLINE double InOutQuad(const double t)
	{
		return t < 0.5 ? 2 * t * t : t * (4 - 2 * t) - 1;
	}

	CS_INLINE double InCubic(const double t)
	{
		return t * t * t;
	}

	CS_INLINE double OutCubic(double t)
	{
		return 1 + (--t) * t * t;
	}

	CS_INLINE double InOutCubic(double t)
	{
		return t < 0.5 ? 4 * t * t * t : 1 + (--t) * (2 * (--t)) * (2 * t);
	}

	CS_INLINE double InQuart(double t)
	{
		t *= t;
		return t * t;
	}

	CS_INLINE double OutQuart(double t)
	{
		t = (--t) * t;
		return 1 - t * t;
	}

	CS_INLINE double InOutQuart(double t)
	{
		if (t < 0.5)
		{
			t *= t;
			return 8 * t * t;
		}
		else
		{
			t = (--t) * t;
			return 1 - 8 * t * t;
		}
	}

	CS_INLINE double InQuint(const double t)
	{
		const double t2 = t * t;
		return t * t2 * t2;
	}

	CS_INLINE double OutQuint(double t)
	{
		const double t2 = (--t) * t;
		return 1 + t * t2 * t2;
	}

	CS_INLINE double InOutQuint(double t)
	{
		double t2;
		if (t < 0.5)
		{
			t2 = t * t;
			return 16 * t * t2 * t2;
		}
		else
		{
			t2 = (--t) * t;
			return 1 + 16 * t * t2 * t2;
		}
	}

	CS_INLINE double InExpo(const double t)
	{
		return (M_POW(2.0, 8 * t) - 1) / 255;
	}

	CS_INLINE double OutExpo(const double t)
	{
		return 1 - M_POW(2.0, -8 * t);
	}

	CS_INLINE double InOutExpo(const double t)
	{
		if (t < 0.5)
		{
			return (M_POW(2.0, 16 * t) - 1) / 510;
		}
		else
		{
			return 1 - 0.5 * M_POW(2.0, -16 * (t - 0.5));
		}
	}

	CS_INLINE double InCirc(const double t)
	{
		return 1 - M_SQRT(1 - t);
	}

	CS_INLINE double OutCirc(const double t)
	{
		return M_SQRT(t);
	}

	CS_INLINE double InOutCirc(const double t)
	{
		if (t < 0.5)
		{
			return (1 - M_SQRT(1 - 2 * t)) * 0.5;
		}
		else
		{
			return (1 + M_SQRT(2 * t - 1)) * 0.5;
		}
	}

	CS_INLINE double InBack(const double t)
	{
		return t * t * (2.70158 * t - 1.70158);
	}

	CS_INLINE double OutBack(double t)
	{
		return 1 + (--t) * t * (2.70158 * t + 1.70158);
	}

	CS_INLINE double InOutBack(double t)
	{
		if (t < 0.5)
		{
			return t * t * (7 * t - 2.5) * 2;
		}
		else
		{
			return 1 + (--t) * t * 2 * (7 * t + 2.5);
		}
	}

	CS_INLINE double InElastic(const double t)
	{
		const double t2 = t * t;
		return t2 * t2 * M_SIN(t * MATH::_PI * 4.5);
	}

	CS_INLINE double OutElastic(const double t)
	{
		const double t2 = (t - 1) * (t - 1);
		return 1 - t2 * t2 * M_COS(t * MATH::_PI * 4.5);
	}

	CS_INLINE double InOutElastic(const double t)
	{
		double t2;
		if (t < 0.45)
		{
			t2 = t * t;
			return 8 * t2 * t2 * M_SIN(t * MATH::_PI * 9);
		}
		else if (t < 0.55)
		{
			return 0.5 + 0.75 * M_SIN(t * MATH::_PI * 4);
		}
		else
		{
			t2 = (t - 1) * (t - 1);
			return 1 - 8 * t2 * t2 * M_SIN(t * MATH::_PI * 9);
		}
	}

	CS_INLINE double InBounce(const double t)
	{
		return M_POW(2.0, 6 * (t - 1)) * M_ABS(M_SIN(t * MATH::_PI * 3.5));
	}

	CS_INLINE double OutBounce(const double t)
	{
		return 1 - M_POW(2.0, -6 * t) * M_ABS(M_COS(t * MATH::_PI * 3.5));
	}

	CS_INLINE double InOutBounce(const double t)
	{
		if (t < 0.5)
		{
			return 8 * M_POW(2.0, 8 * (t - 1)) * M_ABS(M_SIN(t * MATH::_PI * 7));
		}
		else
		{
			return 1 - 8 * M_POW(2.0, -8 * t) * M_ABS(M_SIN(t * MATH::_PI * 7));
		}
	}
}