/* PSPP - a program for statistical analysis.
- Copyright (C) 2009, 2010 Free Software Foundation, Inc.
+ Copyright (C) 2009, 2010, 2011, 2013, 2014 Free Software Foundation, Inc.
This program is free software: you can redistribute it and/or modify
it under the terms of the GNU General Public License as published by
May represent the layout of an entire table presented to
render_page_create(), or a rectangular subregion of a table broken out using
- render_page_next() to allow a table to be broken across multiple pages. */
+ render_break_next() to allow a table to be broken across multiple pages. */
struct render_page
{
const struct render_params *params; /* Parameters of the target device. */
Similarly, cp[V] represents y positions within the table.
cp[V][0] = 0.
cp[V][1] = the height of the topmost horizontal rule.
- cp[V][2] = cp[V][1] + the height of the topmost column.
+ cp[V][2] = cp[V][1] + the height of the topmost row.
cp[V][3] = cp[V][2] + the height of the second-from-top horizontal rule.
and so on:
cp[V][2 * nr] = y position of the bottommost horizontal rule.
return axis_width (page, axis, cell_ofs (x), cell_ofs (x) + 1);
}
+/* Returns the width of rule X along AXIS in PAGE. */
+static int
+rule_width (const struct render_page *page, int axis, int x)
+{
+ return axis_width (page, axis, rule_ofs (x), rule_ofs (x) + 1);
+}
+
+/* Returns the width of rule X along AXIS in PAGE. */
+static int
+rule_width_r (const struct render_page *page, int axis, int x)
+{
+ int ofs = rule_ofs_r (page, axis, x);
+ return axis_width (page, axis, ofs, ofs + 1);
+}
+
/* Returns the width of cells X0 through X1, exclusive, along AXIS in PAGE. */
static int
joined_width (const struct render_page *page, int axis, int x0, int x1)
w1 by the common denominator of all three calculations (d), dividing that
out in the column width calculation, and then keeping the remainder for
the next iteration.
+
+ (We actually compute the unspanned width of a column as twice the
+ unspanned width, plus the width of the rule on the left, plus the width of
+ the rule on the right. That way each rule contributes to both the cell on
+ its left and on its right.)
*/
d0 = n;
- d1 = total_unspanned * 2.0;
+ d1 = 2.0 * (total_unspanned > 0 ? total_unspanned : 1.0);
d = d0 * d1;
if (total_unspanned > 0)
d *= 2.0;
w += width * unspanned * d0;
}
- rows[x].width = w / d;
+ rows[x].width = MAX (rows[x].width, w / d);
w -= rows[x].width * d;
}
}
enum table_axis b = !a;
unsigned int rules;
int d[TABLE_N_AXES];
- int width, i;
+ int width;
/* Determine all types of rules that are present, as a bitmap in 'rules'
where rule type 't' is present if bit 2**t is set. */
/* Calculate maximum width of the rules that are present. */
width = 0;
- for (i = 0; i < N_LINES; i++)
- if (rules & (1u << i))
- width = MAX (width, params->line_widths[a][rule_to_render_type (i)]);
-
+ if (rules & (1u << TAL_1)
+ || (z > 0 && z < table->n[a] && rules & (1u << TAL_GAP)))
+ width = params->line_widths[a][RENDER_LINE_SINGLE];
+ if (rules & (1u << TAL_2))
+ width = MAX (width, params->line_widths[a][RENDER_LINE_DOUBLE]);
return width;
}
{
return page->cp[axis][page->n[axis] * 2 + 1];
}
+
+int
+render_page_get_best_breakpoint (const struct render_page *page, int height)
+{
+ int y;
+
+ /* If there's no room for at least the top row and the rules above and below
+ it, don't include any of the table. */
+ if (page->cp[V][3] > height)
+ return 0;
+
+ /* Otherwise include as many rows and rules as we can. */
+ for (y = 5; y <= 2 * page->n[V] + 1; y += 2)
+ if (page->cp[V][y] > height)
+ return page->cp[V][y - 2];
+ return height;
+}
\f
/* Drawing render_pages. */
-static enum render_line_style
+static inline enum render_line_style
get_rule (const struct render_page *page, enum table_axis axis,
const int d[TABLE_N_AXES])
{
if (of->overflow[axis][0])
{
bb[axis][0] -= of->overflow[axis][0];
- if (cell->d[axis][0] == 0)
+ if (cell->d[axis][0] == 0 && !page->is_edge_cutoff[axis][0])
clip[axis][0] = page->cp[axis][cell->d[axis][0] * 2];
}
if (of->overflow[axis][1])
{
bb[axis][1] += of->overflow[axis][1];
- if (cell->d[axis][1] == page->n[axis])
+ if (cell->d[axis][1] == page->n[axis] && !page->is_edge_cutoff[axis][1])
clip[axis][1] = page->cp[axis][cell->d[axis][1] * 2 + 1];
}
}
struct table_cell cell;
table_get_cell (page->table, x / 2, y / 2, &cell);
- if (y == bb[V][0] || y / 2 == cell.d[V][0])
+ if (y / 2 == bb[V][0] / 2 || y / 2 == cell.d[V][0])
render_cell (page, &cell);
x = rule_ofs (cell.d[H][1]);
table_cell_free (&cell);
return best;
}
-/* Returns the least value i, 0 <= i < n, such that cp[i + 1] >= x1. */
+/* Returns the least value i, 0 <= i < n, such that cp[i] >= x1. */
static int
get_clip_max_extent (int x1, const int cp[], int n)
{
low = middle + 1;
}
+ while (best > 0 && cp[best - 1] == cp[best])
+ best--;
+
return best;
}
\f
/* Breaking up tables to fit on a page. */
+/* An iterator for breaking render_pages into smaller chunks. */
+struct render_break
+ {
+ struct render_page *page; /* Page being broken up. */
+ enum table_axis axis; /* Axis along which 'page' is being broken. */
+ int z; /* Next cell along 'axis'. */
+ int pixel; /* Pixel offset within cell 'z' (usually 0). */
+ int hw; /* Width of headers of 'page' along 'axis'. */
+ };
+
static int needed_size (const struct render_break *, int cell);
static bool cell_is_breakable (const struct render_break *, int cell);
static struct render_page *render_page_select (const struct render_page *,
Ownership of PAGE is transferred to B. The caller must use
render_page_ref() if it needs to keep a copy of PAGE. */
-void
+static void
render_break_init (struct render_break *b, struct render_page *page,
enum table_axis axis)
{
b->page = page;
b->axis = axis;
- b->cell = page->h[axis][0];
+ b->z = page->h[axis][0];
b->pixel = 0;
b->hw = headers_width (page, axis);
}
/* Initializes B as a render_break structure for which
render_break_has_next() always returns false. */
-void
+static void
render_break_init_empty (struct render_break *b)
{
b->page = NULL;
b->axis = TABLE_HORZ;
- b->cell = 0;
+ b->z = 0;
b->pixel = 0;
b->hw = 0;
}
/* Frees B and unrefs the render_page that it owns. */
-void
+static void
render_break_destroy (struct render_break *b)
{
if (b != NULL)
/* Returns true if B still has cells that are yet to be returned,
false if all of B's page has been processed. */
-bool
+static bool
render_break_has_next (const struct render_break *b)
{
const struct render_page *page = b->page;
enum table_axis axis = b->axis;
- return page != NULL && b->cell < page->n[axis] - page->h[axis][1];
-}
-
-/* Returns the minimum SIZE argument that, if passed to render_break_next(),
- will avoid a null return value (if cells are still left). */
-int
-render_break_next_size (const struct render_break *b)
-{
- const struct render_page *page = b->page;
- enum table_axis axis = b->axis;
-
- return (!render_break_has_next (b) ? 0
- : !cell_is_breakable (b, b->cell) ? needed_size (b, b->cell + 1)
- : b->hw + page->params->font_size[axis]);
+ return page != NULL && b->z < page->n[axis] - page->h[axis][1];
}
/* Returns a new render_page that is up to SIZE pixels wide along B's axis.
SIZE is too small to reasonably render any cells. The latter will never
happen if SIZE is at least as large as the page size passed to
render_page_create() along B's axis. */
-struct render_page *
+static struct render_page *
render_break_next (struct render_break *b, int size)
{
const struct render_page *page = b->page;
enum table_axis axis = b->axis;
struct render_page *subpage;
- int cell, pixel;
+ int z, pixel;
if (!render_break_has_next (b))
return NULL;
pixel = 0;
- for (cell = b->cell; cell < page->n[axis] - page->h[axis][1]; cell++)
- if (needed_size (b, cell + 1) > size)
- {
- if (!cell_is_breakable (b, cell))
- {
- if (cell == b->cell)
- return NULL;
- }
- else
- pixel = (cell == b->cell
- ? b->pixel + size - b->hw
- : size - needed_size (b, cell));
- break;
- }
+ for (z = b->z; z < page->n[axis] - page->h[axis][1]; z++)
+ {
+ int needed = needed_size (b, z + 1);
+ if (needed > size)
+ {
+ if (cell_is_breakable (b, z))
+ {
+ /* If there is no right header and we render a partial cell on
+ the right side of the body, then we omit the rightmost rule of
+ the body. Otherwise the rendering is deceptive because it
+ looks like the whole cell is present instead of a partial
+ cell.
+
+ This is similar to code for the left side in needed_size(). */
+ int rule_allowance = (page->h[axis][1]
+ ? 0
+ : rule_width (page, axis, z));
+
+ /* The amount that, if we added cell 'z', the rendering would
+ overfill the allocated 'size'. */
+ int overhang = needed - size - rule_allowance;
+
+ /* The width of cell 'z'. */
+ int cell_size = cell_width (page, axis, z);
+
+ /* The amount trimmed off the left side of 'z',
+ and the amount left to render. */
+ int cell_ofs = z == b->z ? b->pixel : 0;
+ int cell_left = cell_size - cell_ofs;
+
+ /* A small but visible width. */
+ int em = page->params->font_size[axis];
+
+ /* If some of the cell remains to render,
+ and there would still be some of the cell left afterward,
+ then partially render that much of the cell. */
+ pixel = (cell_left && cell_left > overhang
+ ? cell_left - overhang + cell_ofs
+ : 0);
+
+ /* If there would be only a tiny amount of the cell left after
+ rendering it partially, reduce the amount rendered slightly
+ to make the output look a little better. */
+ if (pixel + em > cell_size)
+ pixel = MAX (pixel - em, 0);
+
+ /* If we're breaking vertically, then consider whether the cells
+ being broken have a better internal breakpoint than the exact
+ number of pixels available, which might look bad e.g. because
+ it breaks in the middle of a line of text. */
+ if (axis == TABLE_VERT && page->params->adjust_break)
+ {
+ int x;
+
+ for (x = 0; x < page->n[H]; )
+ {
+ struct table_cell cell;
+ int better_pixel;
+ int w;
+
+ table_get_cell (page->table, x, z, &cell);
+ w = joined_width (page, H, cell.d[H][0], cell.d[H][1]);
+ better_pixel = page->params->adjust_break (
+ page->params->aux, &cell, w, pixel);
+ x = cell.d[H][1];
+ table_cell_free (&cell);
+
+ if (better_pixel < pixel)
+ {
+ if (better_pixel > (z == b->z ? b->pixel : 0))
+ {
+ pixel = better_pixel;
+ break;
+ }
+ else if (better_pixel == 0 && z != b->z)
+ {
+ pixel = 0;
+ break;
+ }
+ }
+ }
+ }
+ }
+ break;
+ }
+ }
+
+ if (z == b->z && !pixel)
+ return NULL;
- subpage = render_page_select (page, axis, b->cell, b->pixel,
- pixel ? cell + 1 : cell,
- pixel ? cell_width (page, axis, cell) - pixel
+ subpage = render_page_select (page, axis, b->z, b->pixel,
+ pixel ? z + 1 : z,
+ pixel ? cell_width (page, axis, z) - pixel
: 0);
- b->cell = cell;
+ b->z = z;
b->pixel = pixel;
return subpage;
}
enum table_axis axis = b->axis;
int size;
- size = joined_width (page, axis, b->cell, cell) + b->hw - b->pixel;
+ /* Width of left header not including its rightmost rule. */
+ size = axis_width (page, axis, 0, rule_ofs (page->h[axis][0]));
+
+ /* If we have a pixel offset and there is no left header, then we omit the
+ leftmost rule of the body. Otherwise the rendering is deceptive because
+ it looks like the whole cell is present instead of a partial cell.
+
+ Otherwise (if there are headers) we will be merging two rules: the
+ rightmost rule in the header and the leftmost rule in the body. We assume
+ that the width of a merged rule is the larger of the widths of either rule
+ invidiually. */
+ if (b->pixel == 0 || page->h[axis][0])
+ size += MAX (rule_width (page, axis, page->h[axis][0]),
+ rule_width (page, axis, b->z));
+
+ /* Width of body, minus any pixel offset in the leftmost cell. */
+ size += joined_width (page, axis, b->z, cell) - b->pixel;
+
+ /* Width of rightmost rule in body merged with leftmost rule in headers. */
+ size += MAX (rule_width_r (page, axis, page->h[axis][1]),
+ rule_width (page, axis, cell));
+
+ /* Width of right header not including its leftmost rule. */
+ size += axis_width (page, axis, rule_ofs_r (page, axis, page->h[axis][1]),
+ rule_ofs_r (page, axis, 0));
+
+ /* Join crossing. */
if (page->h[axis][0] && page->h[axis][1])
- size += page->join_crossing[axis][b->cell];
+ size += page->join_crossing[axis][b->z];
return size;
}
const struct render_page *page = b->page;
enum table_axis axis = b->axis;
- return cell_width (page, axis, cell) > page->params->size[axis] / 2;
+ return cell_width (page, axis, cell) >= page->params->min_break[axis];
+}
+\f
+/* render_pager. */
+
+struct render_pager
+ {
+ int width;
+ struct render_break x_break;
+ struct render_break y_break;
+ };
+
+/* Creates and returns a new render_pager for breaking PAGE into smaller
+ chunks. Takes ownership of PAGE. */
+struct render_pager *
+render_pager_create (struct render_page *page)
+{
+ struct render_pager *p = xmalloc (sizeof *p);
+ p->width = page->params->size[H];
+ render_break_init (&p->x_break, page, H);
+ render_break_init_empty (&p->y_break);
+ return p;
+}
+
+/* Destroys P. */
+void
+render_pager_destroy (struct render_pager *p)
+{
+ if (p)
+ {
+ render_break_destroy (&p->x_break);
+ render_break_destroy (&p->y_break);
+ free (p);
+ }
+}
+
+/* Returns true if P has content remaining to render, false if rendering is
+ done. */
+bool
+render_pager_has_next (const struct render_pager *p_)
+{
+ struct render_pager *p = CONST_CAST (struct render_pager *, p_);
+
+ while (!render_break_has_next (&p->y_break))
+ {
+ render_break_destroy (&p->y_break);
+ if (render_break_has_next (&p->x_break))
+ {
+ struct render_page *x_slice;
+
+ x_slice = render_break_next (&p->x_break, p->width);
+ render_break_init (&p->y_break, x_slice, V);
+ }
+ else
+ {
+ render_break_init_empty (&p->y_break);
+ return false;
+ }
+ }
+ return true;
+}
+
+/* Returns the next render_page from P to render in a space that has vertical
+ size SPACE and the horizontal size as specified in render_params passed to
+ render_page_create(). The caller takes ownership of the returned
+ render_page. If no content remains to render, or if SPACE is too small to
+ render anything, returns NULL. */
+struct render_page *
+render_pager_next (struct render_pager *p, int space)
+{
+ return (render_pager_has_next (p)
+ ? render_break_next (&p->y_break, space)
+ : NULL);
}
\f
/* render_page_select() and helpers. */
dcp = subpage->cp[a];
*dcp = 0;
for (z = 0; z <= rule_ofs (subpage->h[a][0]); z++, dcp++)
- dcp[1] = dcp[0] + (scp[z + 1] - scp[z]);
+ {
+ if (z == 0 && subpage->is_edge_cutoff[a][0])
+ dcp[1] = dcp[0];
+ else
+ dcp[1] = dcp[0] + (scp[z + 1] - scp[z]);
+ }
for (z = cell_ofs (z0); z <= cell_ofs (z1 - 1); z++, dcp++)
{
dcp[1] = dcp[0] + (scp[z + 1] - scp[z]);
}
for (z = rule_ofs_r (page, a, subpage->h[a][1]);
z <= rule_ofs_r (page, a, 0); z++, dcp++)
- dcp[1] = dcp[0] + (scp[z + 1] - scp[z]);
+ {
+ if (z == rule_ofs_r (page, a, 0) && subpage->is_edge_cutoff[a][1])
+ dcp[1] = dcp[0];
+ else
+ dcp[1] = dcp[0] + (scp[z + 1] - scp[z]);
+ }
assert (dcp == &subpage->cp[a][2 * subpage->n[a] + 1]);
for (z = 0; z < page->n[b] * 2 + 2; z++)
s.p1 = p1;
s.subpage = subpage;
- for (z = 0; z < page->n[b]; z++)
- {
- struct table_cell cell;
- int d[TABLE_N_AXES];
+ if (!page->h[a][0] || z0 > page->h[a][0] || p0)
+ for (z = 0; z < page->n[b]; )
+ {
+ struct table_cell cell;
+ int d[TABLE_N_AXES];
+ bool overflow0;
+ bool overflow1;
- d[a] = z0;
- d[b] = z;
- table_get_cell (page->table, d[H], d[V], &cell);
- if ((z == cell.d[b][0] && (p0 || cell.d[a][0] < z0))
- || (z == cell.d[b][1] - 1 && p1))
- {
- ro = insert_overflow (&s, &cell);
- ro->overflow[a][0] += p0 + axis_width (page, a,
- cell_ofs (cell.d[a][0]),
- cell_ofs (z0));
- if (z1 == z0 + 1)
- ro->overflow[a][1] += p1;
- if (page->h[a][0] && page->h[a][1])
- ro->overflow[a][0] -= page->join_crossing[a][cell.d[a][0] + 1];
- if (cell.d[a][1] > z1)
- ro->overflow[a][1] += axis_width (page, a, cell_ofs (z1),
- cell_ofs (cell.d[a][1]));
- }
- table_cell_free (&cell);
- }
+ d[a] = z0;
+ d[b] = z;
- for (z = 0; z < page->n[b]; z++)
- {
- struct table_cell cell;
- int d[TABLE_N_AXES];
+ table_get_cell (page->table, d[H], d[V], &cell);
+ overflow0 = p0 || cell.d[a][0] < z0;
+ overflow1 = cell.d[a][1] > z1 || (cell.d[a][1] == z1 && p1);
+ if (overflow0 || overflow1)
+ {
+ ro = insert_overflow (&s, &cell);
+
+ if (overflow0)
+ {
+ ro->overflow[a][0] += p0 + axis_width (
+ page, a, cell_ofs (cell.d[a][0]), cell_ofs (z0));
+ if (page->h[a][0] && page->h[a][1])
+ ro->overflow[a][0] -= page->join_crossing[a][cell.d[a][0]
+ + 1];
+ }
+
+ if (overflow1)
+ {
+ ro->overflow[a][1] += p1 + axis_width (
+ page, a, cell_ofs (z1), cell_ofs (cell.d[a][1]));
+ if (page->h[a][0] && page->h[a][1])
+ ro->overflow[a][1] -= page->join_crossing[a][cell.d[a][1]];
+ }
+ }
+ z = cell.d[b][1];
+ table_cell_free (&cell);
+ }
- /* XXX need to handle p1 below */
- d[a] = z1 - 1;
- d[b] = z;
- table_get_cell (page->table, d[H], d[V], &cell);
- if (z == cell.d[b][0] && cell.d[a][1] > z1
- && find_overflow_for_cell (&s, &cell) == NULL)
- {
- ro = insert_overflow (&s, &cell);
- ro->overflow[a][1] += axis_width (page, a, cell_ofs (z1),
- cell_ofs (cell.d[a][1]));
- }
- table_cell_free (&cell);
- }
+ if (!page->h[a][1] || z1 < page->n[a] - page->h[a][1] || p1)
+ for (z = 0; z < page->n[b]; )
+ {
+ struct table_cell cell;
+ int d[TABLE_N_AXES];
+
+ d[a] = z1 - 1;
+ d[b] = z;
+ table_get_cell (page->table, d[H], d[V], &cell);
+ if ((cell.d[a][1] > z1 || (cell.d[a][1] == z1 && p1))
+ && find_overflow_for_cell (&s, &cell) == NULL)
+ {
+ ro = insert_overflow (&s, &cell);
+ ro->overflow[a][1] += p1 + axis_width (page, a, cell_ofs (z1),
+ cell_ofs (cell.d[a][1]));
+ }
+ z = cell.d[b][1];
+ table_cell_free (&cell);
+ }
/* Copy overflows from PAGE into subpage. */
HMAP_FOR_EACH (ro, struct render_overflow, node, &page->overflows)
projects / pspp / blobdiff