--- title: "bezierCurve" subtitle: "Function in std::sketch" excerpt: "Draw a smooth, continuous, curved line segment from the current origin to the desired (x, y), using a number of control points to shape the curve's shape." layout: manual --- Draw a smooth, continuous, curved line segment from the current origin to the desired (x, y), using a number of control points to shape the curve's shape. ```kcl bezierCurve( @sketch: Sketch, control1?: Point2d, control2?: Point2d, end?: Point2d, control1Absolute?: Point2d, control2Absolute?: Point2d, endAbsolute?: Point2d, tag?: TagDecl, ): Sketch ``` ### Arguments | Name | Type | Description | Required | |----------|------|-------------|----------| | `sketch` | [`Sketch`](/docs/kcl-std/types/std-types-Sketch) | Which sketch should this path be added to? | Yes | | `control1` | [`Point2d`](/docs/kcl-std/types/std-types-Point2d) | First control point for the cubic. | No | | `control2` | [`Point2d`](/docs/kcl-std/types/std-types-Point2d) | Second control point for the cubic. | No | | `end` | [`Point2d`](/docs/kcl-std/types/std-types-Point2d) | How far away (along the X and Y axes) should this line go? | No | | `control1Absolute` | [`Point2d`](/docs/kcl-std/types/std-types-Point2d) | First control point for the cubic. Absolute point. | No | | `control2Absolute` | [`Point2d`](/docs/kcl-std/types/std-types-Point2d) | Second control point for the cubic. Absolute point. | No | | `endAbsolute` | [`Point2d`](/docs/kcl-std/types/std-types-Point2d) | Coordinate on the plane at which this line should end. | No | | `tag` | [`TagDecl`](/docs/kcl-std/types/std-types-TagDecl) | Create a new tag which refers to this line. | No | ### Returns [`Sketch`](/docs/kcl-std/types/std-types-Sketch) - A sketch is a collection of paths. ### Examples ```kcl // Example using relative control points. exampleSketch = startSketchOn(XZ) |> startProfile(at = [0, 0]) |> line(end = [0, 10]) |> bezierCurve(control1 = [5, 0], control2 = [5, 10], end = [10, 10]) |> line(endAbsolute = [10, 0]) |> close() example = extrude(exampleSketch, length = 10) ``` ![Rendered example of bezierCurve 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```kcl // Example using absolute control points. startSketchOn(XY) |> startProfile(at = [300, 300]) |> bezierCurve(control1Absolute = [600, 300], control2Absolute = [-300, -100], endAbsolute = [600, 600]) |> close() |> extrude(length = 10) ``` ![Rendered example of bezierCurve 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