lucid-svg-0.1.0.0: DSL for SVG using lucid for HTML

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LanguageHaskell2010

Lucid.Svg.Path

Synopsis

Documentation

mR :: Text -> Text -> Text Source

moveto (relative)

lA :: Text -> Text -> Text Source

lineto (absolute)

lR :: Text -> Text -> Text Source

lineto (relative)

hA :: Text -> Text Source

horizontal lineto (absolute)

hR :: Text -> Text Source

horizontal lineto (relative)

vA :: Text -> Text Source

vertical lineto (absolute)

vR :: Text -> Text Source

vertical lineto (relative)

cA :: Text -> Text -> Text -> Text -> Text -> Text -> Text Source

Cubic Bezier curve (absolute)

cR :: Text -> Text -> Text -> Text -> Text -> Text -> Text Source

Cubic Bezier curve (relative)

sA :: Text -> Text -> Text -> Text -> Text Source

Smooth Cubic Bezier curve (absolute)

sR :: Text -> Text -> Text -> Text -> Text Source

Smooth Cubic Bezier curve (relative)

qA :: Text -> Text -> Text -> Text -> Text Source

Quadratic Bezier curve (absolute)

qR :: Text -> Text -> Text -> Text -> Text Source

Quadratic Bezier curve (relative)

tA :: Text -> Text -> Text Source

Smooth Quadratic Bezier curve (absolute)

tR :: Text -> Text -> Text Source

Smooth Quadratic Bezier curve (relative)

aA :: Text -> Text -> Text -> Text -> Text -> Text -> Text -> Text Source

Arc (absolute)

aR :: Text -> Text -> Text -> Text -> Text -> Text -> Text -> Text Source

Arc (relative)

z :: Text Source

closepath

translate :: Text -> Text -> Text Source

SVG Transform components | Specifies a translation by x and y

scale :: Text -> Text -> Text Source

Specifies a scale operation by x and y

rotate :: Text -> Text Source

Specifies a rotation by rotate-angle degrees

rotateAround :: Text -> Text -> Text -> Text Source

Specifies a rotation by rotate-angle degrees about the given time rx,ry

skewX :: Text -> Text Source

Skew tansformation along x-axis

skewY :: Text -> Text Source

Skew tansformation along y-axis

matrix :: Text -> Text -> Text -> Text -> Text -> Text -> Text Source

Specifies a transform in the form of a transformation matrix