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@@ -132,7 +132,20 @@ fn title(w: &mut W, text: &str, c: &Chart) {
w.close("c:title");
}
/// Points one cache writes. Excel and PowerPoint hold 32,000 points per series, so this is far
/// above any chart they make; a longer vector is cut here with a warning, not refused.
const MAX_CACHE_POINTS: usize = 1_000_000;
/// `vals` cut to [`MAX_CACHE_POINTS`].
fn capped<T>(vals: &[T]) -> &[T] {
if vals.len() > MAX_CACHE_POINTS {
log::warn!("pptx: chart data cache cut from {} to {MAX_CACHE_POINTS} points", vals.len());
}
&vals[..vals.len().min(MAX_CACHE_POINTS)]
}
fn str_cache(w: &mut W, f: &str, vals: &[String]) {
let vals = capped(vals);
w.open0("c:strRef");
w.elt("c:f", f);
w.open0("c:strCache");
@@ -147,6 +160,7 @@ fn str_cache(w: &mut W, f: &str, vals: &[String]) {
}
fn num_cache(w: &mut W, f: &str, vals: &[Option<f64>]) {
let vals = capped(vals);
w.open0("c:numRef");
w.elt("c:f", f);
w.open0("c:numCache");
@@ -165,6 +179,7 @@ fn num_cache(w: &mut W, f: &str, vals: &[Option<f64>]) {
/// Numbers written into the chart itself (`c:numLit`), with no worksheet range behind them.
fn num_lit(w: &mut W, vals: &[Option<f64>]) {
let vals = capped(vals);
w.open0("c:numLit");
w.val("c:ptCount", vals.len());
for (i, v) in vals.iter().enumerate() {
@@ -246,6 +261,9 @@ fn point_fills(w: &mut W, s: &Series, g: Group) {
}
}
/// Data points (categories and values counted per series) one chart group writes to its caches.
const MAX_EXPORT_POINTS: usize = 4_000_000;
fn series(w: &mut W, c: &Chart, s: &Series, i: usize, kind: ChartType, g: Group) {
w.open0("c:ser");
w.val("c:idx", i);
@@ -305,7 +323,7 @@ fn series(w: &mut W, c: &Chart, s: &Series, i: usize, kind: ChartType, g: Group)
trendline(w, t);
}
}
let n = c.categories.len().max(s.values.len());
let n = c.categories.len().max(s.values.len()).min(MAX_CACHE_POINTS);
let last = n + 1;
if let Some(e) = &s.error_bars {
error_bars(w, e, g);
@@ -491,6 +509,24 @@ fn axes(w: &mut W, c: &Chart, g: Group) {
w.close("c:valAx");
}
/// Points `series` writes into its caches for group `g`, synthesized vectors included.
fn series_points(c: &Chart, s: &Series, g: Group) -> usize {
let v = s.values.len();
if matches!(g, Group::Scatter | Group::Bubble) {
let xs = if s.x_values.is_empty() { v } else { s.x_values.len() };
let sizes = if g != Group::Bubble {
0
} else if s.sizes.is_empty() {
v
} else {
s.sizes.len()
};
xs.saturating_add(v).saturating_add(sizes)
} else {
c.categories.len().saturating_add(v)
}
}
fn plot_group(w: &mut W, c: &Chart, kind: ChartType, list: &[(usize, &Series)]) {
let g = group_of(kind);
let grouping = if kind.percent() {
@@ -529,7 +565,17 @@ fn plot_group(w: &mut W, c: &Chart, kind: ChartType, list: &[(usize, &Series)])
if g != Group::Stock {
w.val("c:varyColors", vary);
}
for (i, s) in list {
// Each series repeats the categories in its own cache, so the output grows with series times
// categories: stop adding series once a group's caches pass the budget (the first is always written).
// The first series is always written; each of its caches is cut at MAX_CACHE_POINTS.
let mut left = MAX_EXPORT_POINTS;
for (n, (i, s)) in list.iter().enumerate() {
let cost = series_points(c, s, g);
if n > 0 && cost > left {
log::warn!("pptx: chart export stopped after {n} series; the data caches passed {MAX_EXPORT_POINTS} points");
break;
}
left = left.saturating_sub(cost);
series(w, c, s, *i, kind, g);
}
if c.data_labels {
@@ -1049,7 +1095,21 @@ mod region_map_tests {
mod tests {
use deckcraft_color::{ColorTransform, Rgba};
use deckcraft_model::ColorRef;
use deckcraft_model::chart::{Chart, ChartType};
use deckcraft_model::chart::{Chart, ChartType, Series};
#[test]
fn export_cost_counts_the_caches_each_group_writes() {
let s = Series { values: vec![Some(1.0); 600], ..Default::default() };
let mut c = Chart::sample(ChartType::Column);
c.categories = vec!["a".into(); 1000];
// Category and value caches: 1,000 + 600, however the series is stored.
assert_eq!(super::series_points(&c, &s, super::Group::Bar), 1600);
// A bubble series without x values or sizes still writes three value-length caches.
assert_eq!(super::series_points(&c, &s, super::Group::Bubble), 1800);
assert_eq!(super::series_points(&c, &s, super::Group::Scatter), 1200);
let s = Series { values: vec![Some(1.0); 600], x_values: vec![Some(1.0); 5], sizes: vec![Some(1.0); 7], ..Default::default() };
assert_eq!(super::series_points(&c, &s, super::Group::Bubble), 612);
}
/// The chart's text colour is written where PowerPoint keeps it (`c:txPr` on the axes, legend,
/// data labels and chart, the title's run defaults) and read back as the same colour.
@@ -1110,3 +1170,19 @@ mod tests {
assert!(!crate::read::chart::read_chart_xml(&super::chart_xml(&c).0).unwrap().cat_reversed);
}
}
#[cfg(test)]
mod cache_cap_tests {
use super::*;
/// A cache longer than the cap is cut, never refused; anything a real chart holds (32,000
/// points per series) is far under it. Zero-sized elements, so the test allocates nothing.
#[test]
fn caches_are_cut_at_the_cap_not_refused() {
const { assert!(MAX_CACHE_POINTS >= 32_000) };
let over = vec![(); MAX_CACHE_POINTS + 1];
assert_eq!(capped(&over).len(), MAX_CACHE_POINTS);
let real = vec![(); 32_000];
assert_eq!(capped(&real).len(), 32_000);
}
}