wumpus-core-0.19.0: Pure Haskell PostScript and SVG generation.

PortabilityGHC with TypeFamilies and more
MaintainerStephen Tetley <stephen.tetley@gmail.com>




This module re-exports types and functions from Wumpus.Core.PictureInternal but makes them opaque.


Picture types

data Picture u Source

Picture is a leaf attributed tree - where attributes are colour, line-width etc. It is parametric on the unit type of points (typically Double).

Wumpus's leaf attributed tree, is not directly matched to PostScript's picture representation, which might be considered a node attributed tree (if you consider graphics state changes less imperatively - setting attributes rather than global state change).

Considered as a node-attributed tree PostScript precolates graphics state updates downwards in the tree (vis-a-vis inherited attributes in an attibute grammar), where a graphics state change deeper in the tree overrides a higher one.

Wumpus on the other hand, simply labels each leaf with its drawing attributes - there is no attribute inheritance. When it draws the PostScript picture it does some optimization to avoid generating excessive graphics state changes in the PostScript code.

Apropos the constructors, Picture is a simple non-empty leaf-labelled rose tree via:

 Single (aka leaf) | Picture (OneList tree)

Where OneList is a variant of the standard list type that disallows empty lists.

The additional constructors are convenience:

PicBlank has a bounding box but no content and is useful for some picture language operations (e.g. hsep).

Clip nests a picture (tree) inside a clipping path.


Eq u => Eq (Picture u) 
Show u => Show (Picture u) 
(Num u, Pretty u) => Pretty (Picture u) 
(Num u, Ord u) => Translate (Picture u) 
(Num u, Ord u) => Scale (Picture u) 
(Floating u, Real u) => RotateAbout (Picture u) 
(Floating u, Real u) => Rotate (Picture u) 
(Num u, Ord u) => Transform (Picture u) 
Boundary (Picture u) 
(Num u, Ord u) => Move (Picture u) 
(Num u, Ord u) => Vertical (Picture u) 
(Num u, Ord u) => Horizontal (Picture u) 
(Num u, Ord u) => Blank (Picture u) 
(Num u, Ord u) => Composite (Picture u) 

data Primitive u Source

Wumpus's drawings are built from two fundamental primitives: paths (line segments and Bezier curves) and labels (single lines of text).

Ellipses are a included as a primitive only for optimization - drawing a reasonable circle with Bezier curves needs at least eight curves. This is inconvenient for drawing dots which can otherwise be drawn with a single arc command.

Wumpus does not follow PostScript and employ arcs as general path primitives - they are used only to draw ellipses. This is because arcs do not enjoy the nice properties of Bezier curves, whereby the affine transformation of a Bezier curve can simply be achieved by the affine transformation of it's control points.

Ellipses are represented by their center, half-width and half-height. Half-width and half-height are used so the bounding box can be calculated using only multiplication, and thus initially only obliging a Num constraint on the unit. Though typically for affine transformations a Fractional constraint is also obliged.


Eq u => Eq (Primitive u) 
Show u => Show (Primitive u) 
Pretty u => Pretty (Primitive u) 
Num u => Translate (Primitive u) 
Num u => Scale (Primitive u) 
(Real u, Floating u) => RotateAbout (Primitive u) 
(Real u, Floating u) => Rotate (Primitive u) 
Num u => Transform (Primitive u) 
(Fractional u, Floating u, Ord u) => Boundary (Primitive u) 

data Path u Source

Path - start point and a list of path segments.


Eq u => Eq (Path u) 
Show u => Show (Path u) 
Semigroup (Path u)

Paths are sensibly a Semigroup - there is no notion of empty path.

Pretty u => Pretty (Path u) 
Pointwise (Path u) 
(Num u, Ord u) => Boundary (Path u) 

data PathSegment u Source

PathSegment - either a cubic Bezier curve or a line.


data Label u Source

Label - represented by bottom left corner and text.


Eq u => Eq (Label u) 
Show u => Show (Label u) 
Pretty u => Pretty (Label u) 

Drawing styles

data DrawPath Source

Note when drawn filled and drawn stroked the same polygon will have (slightly) different size:

  • A filled shape fills within the boundary of the shape
  • A stroked shape draws a pen line around the boundary of the shape. The actual size depends on the thickness of the line (stroke width).