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	Bezier Curve Demo
		A bezier curve will be drawn for you.
		Notice how the Bezier curve is redrawn according to the new control points.
		Bezier curves are created by taking a time-varying linear combination of the control points.
	www.math.ucla.edu /~baker/java/hoefer/Bezier.htm (171 words)

	Bézier curve - Wikipedia, the free encyclopedia
		In the mathematical field of numerical analysis, a Bézier curve is a parametric curve important in computer graphics.
		The numerator is a weighted Bernstein-form Bézier curve and the denominator is a weighted sum of Bernstein polynomials.
		Bezier / Parabola - An interactive applet showing the relationship between the quadratic Bezier curve and the parabola.
	en.wikipedia.org /wiki/Bezier_curve (1467 words)

	Approximating Cubic Bezier Curves in Flash MX
		Bezier curve changed the way graphics were thought of and introduced the concept of vector graphics as opposed to raster images.
		Bezier curves are parametric curves, it means the formula above is applied independently to the x and y coordinate of the points for a 2D curve.
		It is possible to ensure continuity of two bezier curves by making sure that the tangent to the last control point of the first curve is the same as the tangent to the first control point of the second curve.
	www.timotheegroleau.com /Flash/articles/cubic_bezier_in_flash.htm (4207 words)

	labs.zeh.com.br » Blog Archive » The search for the perfect bezier tweening syntax
		The most recent of such challenges was implementing beziér curves on tweenings.
		From this example, it’s also possible to notice one quasi-caveat of quadratic bezier curves: depending on how you setup your control points, or how your curves are laid out, it will change the speed of travel an object could have when sliding through the path.
		You can notice this happens by looking at the circles distributed among the curves, when you create a very acute curve: if the circles are too close to each other on a specific point of the path, that means a point of deceleration.
	labs.zeh.com.br /blog/?p=104 (5342 words)

	Bezier Surface (Site not responding. Last check: )
		The corresponding properties of the Bézier curve apply to the Bézier surface.
		Along the edges of the grid patch the Bézier surface matches that of a Bézier curve through the control points along that edge.
		Normally, if the number of control points is constant, the blending function would be calculated once for each desired value of mu.
	local.wasp.uwa.edu.au /~pbourke/curves/bezier (215 words)

	Bezier Curves and DHTML :: pupius.co.uk
		In a quadratic (2nd order) curve there would only be 3 functions and in a quartic (4th order) there would be 5.
		The first being the start point, the next 2 define the shape of the curve and the final point is the end point.
		Example 2: Uses one curve to define the point on another curve, gives a bouncing ball effect (same method as used in the 13th API's timeSlide() function)
	pupius.co.uk /download/articles/bezier_curves (641 words)

	Nonlinear Design. Bezier curves - webreference.com
		A Bezier curve may be smooth and streamlined, but it may have very sharp turns and even fractures; it may have one or two bends, and even form loops (Fig.
		Now, Bezier curves are used almost exclusively for creating curvilinear shapes in all fields of design, from purely technical plans and blueprints to the most creative artistic genres.
		In the next sections, we'll try to discover the laws governing the world of Bezier curves, in the hope that these laws can, at least partially, explain their beauty and expression and provide directions for successfully using them in design.
	www.webreference.com /dlab/9902/bezier.html (571 words)

	Bezier Curves
		Bezier curves are handy little drawing nodules that give you much more control over your lines, paths and curves.
		Note that the further away you pull the handles, the larger and smoother your curve will be.
		Bezier Curves can be frustrating, especially at first.
	www.echosvoice.com /beziercurves.htm (757 words)

	Guru's Lair Cubic Spline & Bezier Curves Library
		Bezier Cubic Spline, as well as moving to any point on that curve,
		Bezier approximation to circular arc II Richard DeVeneza PDF tutorial shows a second method of
		Bezier curves whose slope is identical at the common point.
	www.tinaja.com /cubic01.asp (782 words)

	Bezier Curves (Site not responding. Last check: )
		A Bezier curve in its most common form is a simple cubic equation that can be used in any number of useful ways.
		Originally developed by Pierre Bézier in the 1970's for CAD/CAM operations, it became the underpinnings of the entire Adobe PostScript drawing model.
		These pages are a simple introduction to how to implement Béziers for motion control: how to choose curves and control points, and how to calculate movement along the curve.
	www.moshplant.com /direct-or/bezier (132 words)

	MagickWand For PHP Manual
		DrawBezier -- draws a Bezier curve using the current stroke, stroke width, and fill color or texture
		DrawPathCurveToQuadraticBezierRelative -- draws a quadratic Bezier curve from the current point using relative coordinates
		DrawPathCurveToRelative -- draws a cubic Bezier curve from the current point using relative coordinates
	www.magickwand.org (5069 words)

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