rotate

rotate x i rotates x left by i bits if i is positive, or right by -i bits otherwise. For unbounded types like Integer, rotate is equivalent to shift. An instance can define either this unified rotate or rotateL and rotateR, depending on which is more convenient for the type in question.

Apply a rotation to a vector.

rotate left

Rotating log files.

Modifies the current transformation matrix (CTM) by rotating the user-space axes by angle radians. The rotation of the axes takes places after any existing transformation of user space. The rotation direction for positive angles is from the positive X axis toward the positive Y axis.

Rotate about the local origin by the given angle. Positive angles correspond to counterclockwise rotation, negative to clockwise. The angle can be expressed using any of the Isos on Angle. For example, rotate (1/4 @@ turn), rotate (tau/4 @@ rad), and rotate (90 @@ deg) all represent the same transformation, namely, a counterclockwise rotation by a right angle. To rotate about some point other than the local origin, see rotateAbout. Note that writing rotate (1/4), with no Angle constructor, will yield an error since GHC cannot figure out which sort of angle you want to use. In this common situation you can use rotateBy, which interprets its argument as a number of turns.

A picture rotated clockwise by the given angle (in degrees).

Copied from Graphics.Rendering.Cairo.Matrix Rotations angle is given in radians.

Rotates the stack elements between the valid index idx and the top of the stack. The elements are rotated n positions in the direction of the top, for a positive n, or -n positions in the direction of the bottom, for a negative n. The absolute value of n must not be greater than the size of the slice being rotated. This function cannot be called with a pseudo-index, because a pseudo-index is not an actual stack position. https://www.lua.org/manual/5.4/manual.html#lua_rotate

Specifies a rotation by rotate-angle degrees

Combinator for the rotate attribute.

Specifies a rotation by rotate-angle degrees

Rotation matrix

Create a transformation representing a rotation on the plane.

fill . transform (applyTransformation $ rotate 0.2)
$ rectangle (V2 40 40) 120 120

rotate f rotates a diagram clockwise by fraction f of a complete revolution. rotate f is equivalent to rotateR (2*pi*f).

Rotate an Affinity (counter-clockwise)

Create a transform that rotates by the given angle (radians).

Rotate the current transform matrix.

Rotate an array along a dimension.

>>> pretty $ rotate 1 2 a
[[[8,9,10,11],
[0,1,2,3],
[4,5,6,7]],
[[20,21,22,23],
[12,13,14,15],
[16,17,18,19]]]