An associative operation.

>>> [1,2,3] <> [4,5,6]
[1,2,3,4,5,6]

Convert a Text to Inlines, treating interword spaces as Spaces or SoftBreaks. If you want a Str with literal spaces, use str.

Inline code with attributes.

Plain inline code.

Inline math

Display math

Trim leading and trailing spaces and softbreaks from an Inlines.

A code block with attributes.

A plain code block.

Ordered list with attributes.

Ordered list with default attributes.

A 1×1 cell with default alignment.

A 1×1 empty cell.

Table builder. Performs normalization with normalizeTableHead, normalizeTableBody, and normalizeTableFoot. The number of table columns is given by the length of [ColSpec].

A simple table without a caption.

Creates a simple figure from attributes, a figure caption, an image path and image title. The attributes are used as the image attributes.

Normalize the TableHead with clipRows and placeRowSection so that when placed on a grid with the given width and a height equal to the number of rows in the initial TableHead, there will be no empty spaces or overlapping cells, and the cells will not protrude beyond the grid.

Normalize the intermediate head and body section of a TableBody, as in normalizeTableHead, but additionally ensure that row head cells do not go beyond the row head inside the intermediate body.

Normalize the TableFoot, as in normalizeTableHead.

Normalize the given list of cells so that they fit on a single grid row. The RowSpan values of the cells are assumed to be valid (clamped to lie between 1 and the remaining grid height). The cells in the list are also assumed to be able to fill the entire grid row. These conditions can be met by appending repeat emptyCell to the [Cell] list and using clipRows on the entire table section beforehand.

Normalization follows the principle that cells are placed on a grid row in order, each at the first available grid position from the left, having their ColSpan reduced if they would overlap with a previous cell, stopping once the row is filled. Only the dimensions of cells are changed, and only of those cells that fit on the row.

Possible overlap is detected using the given [RowSpan], which is the "overhang" of the previous grid row, a list of the heights of cells that descend through the previous row, reckoned only from the previous row. Its length should be the width (number of columns) of the current grid row.

For example, the numbers in the following headerless grid table represent the overhang at each grid position for that table:

    1   1   1   1
  +---+---+---+---+
  | 1 | 2   2 | 3 |
  +---+       +   +
  | 1 | 1   1 | 2 |
  +---+---+---+   +
  | 1   1 | 1 | 1 |
  +---+---+---+---+

In any table, the row before the first has an overhang of replicate tableWidth 1, since there are no cells to descend into the table from there. The overhang of the first row in the example is [1, 2, 2, 3].

So if after clipRows the unnormalized second row of that example table were

r = [("a", 1, 2),("b", 2, 3)] -- the cells displayed as (label, RowSpan, ColSpan) only

a correct invocation of placeRowSection to normalize it would be

>>> placeRowSection [1, 2, 2, 3] $ r ++ repeat emptyCell
([1, 1, 1, 2], [("a", 1, 1)], [("b", 2, 3)] ++ repeat emptyCell) -- wouldn't stop printing, of course

and if the third row were only [("c", 1, 2)], then the expression would be

>>> placeRowSection [1, 1, 1, 2] $ [("c", 1, 2)] ++ repeat emptyCell
([1, 1, 1, 1], [("c", 1, 2), emptyCell], repeat emptyCell)

Ensure that the height of each cell in a table section lies between 1 and the distance from its row to the end of the section. So if there were four rows in the input list, the cells in the second row would have their height clamped between 1 and 3.