mermaid-text 0.43.0

//! 2D character grid used for building the final text output.
//!
//! The grid stores one `char` per cell plus a parallel obstacle layer.
//! The obstacle layer is used by A\* edge routing to distinguish:
//!
//! - **Hard obstacles** — cells that belong to a node bounding box (walls
//!   and interior). Edges must not pass through these.
//! - **Soft obstacles** — cells already occupied by a previously-routed edge.
//!   Edges can cross these but at increased cost.
//!
//! All drawing operations write directly into the grid; the final string is
//! produced by converting the grid to a `String` via its [`std::fmt::Display`]
//! implementation.

use std::cmp::Ordering;
use std::collections::BinaryHeap;

use unicode_width::UnicodeWidthChar;

use crate::types::Rgb;

// Box-drawing character sets
/// Rectangle corners and sides. T-junctions and crosses are not listed here
/// because they are derived on demand by the direction-bit canvas via
/// [`DIR_TO_CHAR`].
mod rect {
    pub const TL: char = '┌';
    pub const TR: char = '┐';
    pub const BL: char = '└';
    pub const BR: char = '┘';
    pub const H: char = '─';
    pub const V: char = '│';
}

/// Rounded-corner box characters.
mod rounded {
    pub const TL: char = '╭';
    pub const TR: char = '╮';
    pub const BL: char = '╰';
    pub const BR: char = '╯';
}

/// Arrow tip characters.
pub mod arrow {
    pub const RIGHT: char = '▸';
    pub const DOWN: char = '▾';
    pub const LEFT: char = '◂';
    pub const UP: char = '▴';
}

/// Endpoint glyph characters for non-arrow edge terminations.
pub mod endpoint {
    /// Circle endpoint (`--o`).
    pub const CIRCLE: char = '○';
    /// Cross endpoint (`--x`).
    pub const CROSS: char = '×';
}

/// Dotted box-drawing characters (┆ for vertical, ┄ for horizontal).
///
/// Unicode's dotted box-drawing characters lack proper junction glyphs, so
/// dotted lines revert to solid junction characters where they meet other
/// edges. This is a documented compromise — see `render/unicode.rs` for the
/// explanation comment at the call site.
mod dotted {
    pub const H: char = '┄';
    pub const V: char = '┆';
}

/// Thickness (in cells) of a UML fork/join synchronisation bar.
///
/// A horizontal bar is `BAR_THICKNESS` rows tall; a vertical bar is
/// `BAR_THICKNESS` columns wide. The value 3 matches Mermaid's visual
/// weight for SVG-rendered fork/join bars.
pub const BAR_THICKNESS: usize = 3;

/// Lookup table for thick line junctions: same 4-bit direction mask as
/// `DIR_TO_CHAR` but using thick Unicode glyphs.
const THICK_DIR_TO_CHAR: [char; 16] = [
    ' ', // 0000
    '┃', // 0001 UP
    '┃', // 0010 DOWN
    '┃', // 0011 UP+DOWN
    '━', // 0100 LEFT
    '┛', // 0101 UP+LEFT
    '┓', // 0110 DOWN+LEFT
    '┫', // 0111 UP+DOWN+LEFT
    '━', // 1000 RIGHT
    '┗', // 1001 UP+RIGHT
    '┏', // 1010 DOWN+RIGHT
    '┣', // 1011 UP+DOWN+RIGHT
    '━', // 1100 LEFT+RIGHT
    '┻', // 1101 UP+LEFT+RIGHT
    '┳', // 1110 DOWN+LEFT+RIGHT
    '╋', // 1111 cross
];

// ---------------------------------------------------------------------------
// Direction-bit canvas
// ---------------------------------------------------------------------------
//
// Each cell carries a 4-bit direction mask describing the line segments that
// exit the cell toward its neighbors. Writing a line segment OR-merges the
// appropriate bits into the cell, and the resulting bitmask is used to look
// up the correct box-drawing glyph. This produces correct T-junctions
// (`├ ┤ ┬ ┴`) and crosses (`┼`) for free whenever edges meet — the logic that
// used to live in `merge_h_line`/`merge_v_line`/`merge_corner_*` collapses
// into a single table lookup.

pub(crate) const DIR_UP: u8 = 0b0001;
pub(crate) const DIR_DOWN: u8 = 0b0010;
pub(crate) const DIR_LEFT: u8 = 0b0100;
pub(crate) const DIR_RIGHT: u8 = 0b1000;

/// Lookup table mapping a 4-bit direction mask (UP=1, DOWN=2, LEFT=4, RIGHT=8)
/// to the single box-drawing glyph that represents it.
///
/// Single-direction stubs (`╵╷╴╶`) would render as half-length line fragments
/// in most terminal fonts, so we use the full `│` / `─` instead — matching
/// termaid's chosen behavior for "edge segment that leaves a cell but didn't
/// enter from the expected opposite side".
const DIR_TO_CHAR: [char; 16] = [
    ' ', // 0000 — empty
    '│', // 0001 — UP only
    '│', // 0010 — DOWN only
    '│', // 0011 — UP+DOWN (plain vertical)
    '─', // 0100 — LEFT only
    '┘', // 0101 — UP+LEFT
    '┐', // 0110 — DOWN+LEFT
    '┤', // 0111 — UP+DOWN+LEFT
    '─', // 1000 — RIGHT only
    '└', // 1001 — UP+RIGHT
    '┌', // 1010 — DOWN+RIGHT
    '├', // 1011 — UP+DOWN+RIGHT
    '─', // 1100 — LEFT+RIGHT (plain horizontal)
    '┴', // 1101 — UP+LEFT+RIGHT
    '┬', // 1110 — DOWN+LEFT+RIGHT
    '┼', // 1111 — cross
];

// ---------------------------------------------------------------------------
// Grid
// ---------------------------------------------------------------------------

// ---------------------------------------------------------------------------
// Obstacle classification
// ---------------------------------------------------------------------------

/// Cell-level obstacle classification for A\* routing.
#[derive(Debug, Clone, Copy, PartialEq, Eq)]
enum Obstacle {
    /// Free cell — no extra routing cost.
    Free,
    /// Cell belongs to a node bounding box. Edges must not enter.
    NodeBox,
    /// Cell already has a routed horizontal edge (`─`, `┄`, etc.).
    ///
    /// A new edge that also runs horizontally through this cell is a
    /// same-axis overlap — A\* charges `SAME_AXIS_COST` (10) so it
    /// prefers a fresh row but will still share when the alternative is
    /// a long detour. A new edge crossing it vertically produces a
    /// perpendicular crossing (`┼`), charged `CROSS_AXIS_COST` (3) —
    /// visually acceptable, so A\* takes the clean crossing instead of
    /// a detour. Both costs are tuned in `Grid::route_edge_with_inner_cost`;
    /// see the comment block there for the rationale (lower than
    /// graph-easy's 30/6 to keep bidirectional pairs inside their
    /// subgraph box).
    EdgeOccupiedHorizontal,
    /// Cell already has a routed vertical edge (`│`, `┆`, etc.).
    ///
    /// Symmetric to [`Obstacle::EdgeOccupiedHorizontal`]: same-axis
    /// (vertical) overlap costs `SAME_AXIS_COST` (10); horizontal
    /// crossing costs `CROSS_AXIS_COST` (3).
    EdgeOccupiedVertical,
    /// Cell is *between* node boxes — inside the convex hull of all
    /// node positions but not on any node itself, not yet edge-occupied.
    /// Routed at standard cost in normal mode; back-edge routing pays a
    /// hefty extra penalty so the perimeter route is preferred over a
    /// shortcut through the diagram body.
    InnerArea,
}

// ---------------------------------------------------------------------------
// A* state
// ---------------------------------------------------------------------------

/// A single entry in the A\* open-set priority queue.
///
/// We use a min-heap via [`BinaryHeap`], so we invert the comparison to turn
/// it into a min-heap (smallest `f_cost` first).
#[derive(Debug, Clone, Copy)]
struct AstarNode {
    /// `f = g + h` (total estimated cost through this node).
    f_cost: f32,
    /// Steps taken to reach this cell from the start.
    g_cost: f32,
    col: usize,
    row: usize,
    /// Direction we arrived from (encoded as 0=R,1=D,2=L,3=U, `u8::MAX`=start).
    dir: u8,
}

impl PartialEq for AstarNode {
    fn eq(&self, other: &Self) -> bool {
        self.f_cost == other.f_cost
    }
}

impl Eq for AstarNode {}

impl Ord for AstarNode {
    fn cmp(&self, other: &Self) -> Ordering {
        // Reverse order so BinaryHeap is a min-heap.
        other
            .f_cost
            .partial_cmp(&self.f_cost)
            .unwrap_or(Ordering::Equal)
    }
}

impl PartialOrd for AstarNode {
    fn partial_cmp(&self, other: &Self) -> Option<Ordering> {
        Some(self.cmp(other))
    }
}

// ---------------------------------------------------------------------------
// Edge line style
// ---------------------------------------------------------------------------

/// Line style to apply when overwriting a routed path.
///
/// Passed to [`Grid::overdraw_path_style`] after a path has been drawn with
/// solid glyphs by [`Grid::route_edge`].
#[derive(Debug, Clone, Copy, PartialEq, Eq)]
pub enum EdgeLineStyle {
    /// Leave the path as drawn (solid box-drawing chars from the dir-bit canvas).
    Solid,
    /// Replace horizontal cells with `┄` and vertical cells with `┆`.
    ///
    /// Junctions with other edges are left as solid characters because Unicode
    /// lacks dotted junction glyphs — this is the documented trade-off.
    Dotted,
    /// Replace path cells using thick box-drawing glyphs (`━`, `┃`, `╋`, etc.),
    /// recomputed from the existing direction bitmask.
    Thick,
}

// ---------------------------------------------------------------------------
// Edge attach point
// ---------------------------------------------------------------------------

/// A pixel-precise attachment point on a node's border.
///
/// Used by the router to identify where an edge begins (source side) and
/// where it ends (destination side). Produced by the attachment-point
/// computation in `render/unicode.rs` and consumed by `layout/router.rs`.
#[derive(Debug, Clone, Copy, PartialEq, Eq)]
pub(crate) struct Attach {
    /// Column index of the attach cell (0 = leftmost column).
    pub col: usize,
    /// Row index of the attach cell (0 = top row).
    pub row: usize,
}

// ---------------------------------------------------------------------------
// Grid
// ---------------------------------------------------------------------------

/// A mutable 2D grid of characters, used as a canvas for rendering.
///
/// The grid uses `(col, row)` addressing with origin at top-left `(0, 0)`.
/// Writes outside the grid bounds are silently discarded.
#[derive(Debug, Clone)]
pub struct Grid {
    /// Row-major storage: `cells[row][col]`
    cells: Vec<Vec<char>>,
    /// Parallel obstacle layer: `obstacles[row][col]`
    obstacles: Vec<Vec<Obstacle>>,
    /// Parallel direction-bit layer used by [`Grid::add_dirs`] for junction
    /// merging. Each cell holds the OR of the `DIR_*` bits for every line
    /// segment that has been drawn into it.
    directions: Vec<Vec<u8>>,
    /// Cell-protection flags. Writes via [`Grid::add_dirs`] skip protected
    /// cells so that rounded corners, arrow tips, and node labels survive
    /// any subsequent edge routing that happens to cross them.
    protected: Vec<Vec<bool>>,
    /// Optional foreground color per cell. Empty (all `None`) until the
    /// caller paints colors via [`Grid::set_fg`] / [`Grid::paint_fg_rect`].
    /// Consumed only by [`Grid::render_with_colors`].
    fg: Vec<Vec<Option<Rgb>>>,
    /// Optional background color per cell — see [`Grid::fg`].
    bg: Vec<Vec<Option<Rgb>>>,
    /// Hyperlink URL index per cell. `None` means no hyperlink on this cell;
    /// `Some(idx)` indexes into [`Grid::hyperlink_urls`].
    ///
    /// Populated by [`Grid::paint_hyperlink`] when a `click` directive is
    /// present. Consumed by [`Grid::render`] and [`Grid::render_with_colors`]
    /// to emit OSC 8 escape sequences around the linked text runs.
    hyperlink: Vec<Vec<Option<u32>>>,
    /// Deduplicated URL strings for hyperlinks. Indexed by the values in
    /// [`Grid::hyperlink`]. Grows lazily as URLs are interned via
    /// [`Grid::paint_hyperlink`].
    hyperlink_urls: Vec<String>,
    /// Total columns.
    width: usize,
    /// Total rows.
    height: usize,
}

impl Grid {
    /// Construct a new grid filled with spaces.
    ///
    /// # Arguments
    ///
    /// * `width`  — number of columns
    /// * `height` — number of rows
    pub fn new(width: usize, height: usize) -> Self {
        Self {
            cells: vec![vec![' '; width]; height],
            obstacles: vec![vec![Obstacle::Free; width]; height],
            directions: vec![vec![0u8; width]; height],
            protected: vec![vec![false; width]; height],
            fg: vec![vec![None; width]; height],
            bg: vec![vec![None; width]; height],
            hyperlink: vec![vec![None; width]; height],
            hyperlink_urls: Vec::new(),
            width,
            height,
        }
    }

    /// Return the number of rows in this grid.
    pub(crate) fn rows(&self) -> usize {
        self.height
    }

    /// OR the given direction bits into the cell at `(col, row)` and update
    /// the cell's glyph from the direction-to-char lookup table.
    ///
    /// Protected cells (rounded corners, arrow tips, labels) are left alone —
    /// their glyph is preserved and the direction bits are not recorded.
    /// Out-of-bounds writes are silently ignored.
    pub(crate) fn add_dirs(&mut self, col: usize, row: usize, bits: u8) {
        if row >= self.height || col >= self.width {
            return;
        }
        // Protected cells with NO direction bits are label text, arrow tips,
        // or rounded corners — leave them alone. Protected cells WITH
        // direction bits are box-drawing lines (subgraph border edges
        // explicitly seed their bits via `seed_border_dirs` so an edge
        // crossing one can OR in its own direction and produce a proper
        // junction glyph (┴ ┬ ├ ┤ ┼) instead of the bare border line.
        if self.protected[row][col] && self.directions[row][col] == 0 {
            return;
        }
        self.directions[row][col] |= bits;
        self.cells[row][col] = DIR_TO_CHAR[self.directions[row][col] as usize];
    }

    /// Record direction bits at `(col, row)` *without* writing the glyph or
    /// honouring protection. Used by [`crate::render::unicode`]'s subgraph
    /// border drawer to seed the bit map at border-line cells: subsequent
    /// edge-routing writes via [`add_dirs`] then OR their own direction bits
    /// in, turning the crossing into a proper junction (`┴`/`┬`/`├`/`┤`/`┼`)
    /// instead of leaving the bare border line in place.
    pub fn seed_border_dirs(&mut self, col: usize, row: usize, bits: u8) {
        if row < self.height && col < self.width {
            self.directions[row][col] |= bits;
        }
    }

    /// Clear all direction bits at `(col, row)` without touching the glyph or
    /// protection flag.
    ///
    /// Used by the subgraph-border drawer after writing label text into the top
    /// border row: `seed_border_dirs` had previously seeded `DIR_LEFT|DIR_RIGHT`
    /// on every top-border cell (including the cells that will hold label chars).
    /// When edge routing later calls `add_dirs` on a protected cell, it only
    /// skips the update when `directions == 0`.  Without clearing, those seeded
    /// bits cause `add_dirs` to bypass protection and overwrite the title
    /// character with a junction glyph (`┼`/`┬`/`┴`), corrupting the label (B-
    /// title bug).  Clearing the bits restores the invariant that protected label
    /// cells have `directions == 0` and are therefore immune to `add_dirs`.
    pub(crate) fn clear_dirs(&mut self, col: usize, row: usize) {
        if row < self.height && col < self.width {
            self.directions[row][col] = 0;
        }
    }

    /// Mark a cell as protected — subsequent [`Grid::add_dirs`] calls will
    /// not touch it. Used for rounded corners, arrow tips, and label text
    /// that must survive edge routing.
    fn protect(&mut self, col: usize, row: usize) {
        if row < self.height && col < self.width {
            self.protected[row][col] = true;
        }
    }

    /// Mark all cells of a node bounding box as hard obstacles.
    ///
    /// This must be called for every node *before* routing any edges so that
    /// A\* routing can avoid node boxes.
    ///
    /// # Arguments
    ///
    /// * `col`, `row` — top-left corner of the node box
    /// * `w`, `h`     — bounding-box dimensions (including border cells)
    pub fn mark_node_box(&mut self, col: usize, row: usize, w: usize, h: usize) {
        for dy in 0..h {
            for dx in 0..w {
                let r = row + dy;
                let c = col + dx;
                if r < self.height && c < self.width {
                    self.obstacles[r][c] = Obstacle::NodeBox;
                }
            }
        }
    }

    /// Mark a single cell as a hard obstacle (equivalent to a node-box cell).
    ///
    /// Used by the subgraph renderer to mark border cells so A\* routing
    /// avoids routing edges through the subgraph border lines.
    pub fn mark_obstacle(&mut self, col: usize, row: usize) {
        if row < self.height && col < self.width {
            self.obstacles[row][col] = Obstacle::NodeBox;
        }
    }

    /// Mark every currently-`Free` cell inside the rectangular area
    /// `[col, col+w) × [row, row+h)` as `InnerArea`. Cells already
    /// classified as `NodeBox` or `EdgeOccupiedHorizontal/Vertical` are
    /// left untouched (their classifications are stronger). Used by the
    /// renderer to flag the bounding-box interior so back-edge A* routing
    /// knows to prefer the perimeter outside this rectangle.
    pub fn mark_inner_area(&mut self, col: usize, row: usize, w: usize, h: usize) {
        for dy in 0..h {
            let r = row + dy;
            if r >= self.height {
                break;
            }
            for dx in 0..w {
                let c = col + dx;
                if c >= self.width {
                    break;
                }
                if self.obstacles[r][c] == Obstacle::Free {
                    self.obstacles[r][c] = Obstacle::InnerArea;
                }
            }
        }
    }

    /// Expose the internal `protect` method as a public API.
    ///
    /// Protected cells are skipped by the direction-bit canvas writer so that
    /// subgraph border characters and labels survive subsequent edge routing.
    pub fn protect_cell(&mut self, col: usize, row: usize) {
        self.protect(col, row);
    }

    /// Remove the protection flag from a cell so that subsequent writes
    /// (including the direction-bit canvas writer) can modify it again.
    ///
    /// Used after [`Grid::route_edge`] places a tip glyph that we want to
    /// replace (e.g. converting an arrow tip to a circle endpoint or removing
    /// it for plain no-arrow lines).
    pub fn unprotect_cell(&mut self, col: usize, row: usize) {
        if row < self.height && col < self.width {
            self.protected[row][col] = false;
        }
    }

    /// Recompute the glyph for cell `(col, row)` from its direction-bit mask.
    ///
    /// Call this after [`Grid::unprotect_cell`] to let the direction-bit canvas
    /// produce the correct box-drawing character for a cell whose protection
    /// was previously holding a different glyph (e.g. an arrow tip that should
    /// now be a path character because the edge has no endpoint marker).
    pub fn recompute_cell_glyph(&mut self, col: usize, row: usize) {
        if row < self.height && col < self.width {
            let bits = self.directions[row][col];
            self.cells[row][col] = DIR_TO_CHAR[bits as usize];
        }
    }

    /// Write `ch` at position `(col, row)`.
    ///
    /// Out-of-bounds writes are silently ignored.
    pub fn set(&mut self, col: usize, row: usize, ch: char) {
        if row < self.height && col < self.width {
            self.cells[row][col] = ch;
        }
    }

    /// Write `ch` at position `(col, row)` *unless* the cell is protected.
    ///
    /// Used by box-drawing primitives to lay down border glyphs without
    /// overwriting cells already claimed by arrow tips, label text, or
    /// other survive-edge-routing content. The unconditional [`set`]
    /// variant is preserved for primitives that legitimately need to
    /// stomp (corners, recomputed glyphs, etc.).
    pub fn set_unless_protected(&mut self, col: usize, row: usize, ch: char) {
        if row < self.height && col < self.width && !self.protected[row][col] {
            self.cells[row][col] = ch;
        }
    }

    /// Return `true` if the cell at `(col, row)` is a hard obstacle (NodeBox).
    ///
    /// Used by the router's fast-path checks to detect whether a straight or
    /// L-shaped route is clear before committing to a full A\* search.
    /// Out-of-bounds cells are treated as obstacles so routes don't wander off
    /// the grid edge.
    pub(crate) fn is_node_box(&self, col: usize, row: usize) -> bool {
        if row >= self.height || col >= self.width {
            return true; // treat out-of-bounds as impassable
        }
        self.obstacles[row][col] == Obstacle::NodeBox
    }

    /// Return a soft-obstacle weight for cell `(col, row)`.
    ///
    /// Used by the router's L-route cost estimation to compare two bend
    /// orientations without running a full A\*. Returns 0 for free/InnerArea
    /// cells and 1 for already-edge-occupied cells (directional variant
    /// doesn't matter for gross cost comparison). Returns `u32::MAX / 2` for
    /// NodeBox cells so that the router treats a blocked L-route as
    /// infinitely expensive.
    ///
    /// Out-of-bounds cells return `u32::MAX / 2` (treated as blocked).
    pub(crate) fn edge_occupied_cost(&self, col: usize, row: usize) -> u32 {
        if row >= self.height || col >= self.width {
            return u32::MAX / 2;
        }
        match self.obstacles[row][col] {
            Obstacle::Free | Obstacle::InnerArea => 0,
            Obstacle::EdgeOccupiedHorizontal | Obstacle::EdgeOccupiedVertical => 1,
            Obstacle::NodeBox => u32::MAX / 2,
        }
    }

    /// Read the character at `(col, row)`, returning `' '` for out-of-bounds.
    pub fn get(&self, col: usize, row: usize) -> char {
        if row < self.height && col < self.width {
            self.cells[row][col]
        } else {
            ' '
        }
    }

    // -----------------------------------------------------------------------
    // Color layer
    // -----------------------------------------------------------------------

    /// Paint the foreground color of cell `(col, row)`. Out-of-bounds writes
    /// are silently ignored.
    pub fn set_fg(&mut self, col: usize, row: usize, c: Rgb) {
        if row < self.height && col < self.width {
            self.fg[row][col] = Some(c);
        }
    }

    /// Paint the background color of cell `(col, row)`.
    pub fn set_bg(&mut self, col: usize, row: usize, c: Rgb) {
        if row < self.height && col < self.width {
            self.bg[row][col] = Some(c);
        }
    }

    /// Paint the foreground color over every cell in the rectangle anchored at
    /// `(col, row)` with size `w × h`. Cells outside the grid are skipped.
    pub fn paint_fg_rect(&mut self, col: usize, row: usize, w: usize, h: usize, c: Rgb) {
        for dy in 0..h {
            for dx in 0..w {
                self.set_fg(col + dx, row + dy, c);
            }
        }
    }

    /// Paint the background color over every cell in the rectangle anchored at
    /// `(col, row)` with size `w × h`.
    pub fn paint_bg_rect(&mut self, col: usize, row: usize, w: usize, h: usize, c: Rgb) {
        for dy in 0..h {
            for dx in 0..w {
                self.set_bg(col + dx, row + dy, c);
            }
        }
    }

    /// Paint the foreground color along every cell of `path`. `path` is a list
    /// of `(col, row)` pairs as produced by the A\* edge router.
    pub fn paint_fg_path(&mut self, path: &[(usize, usize)], c: Rgb) {
        for &(col, row) in path {
            self.set_fg(col, row, c);
        }
    }

    /// Record `url` as the hyperlink for all cells in the rectangle anchored at
    /// `(col, row)` with size `w × h`. Cells outside the grid are skipped.
    ///
    /// Identical URLs are interned: if the same URL string was already painted
    /// somewhere else on the grid, the existing index is reused so the
    /// `hyperlink_urls` table stays compact.
    ///
    /// Consumed by [`Grid::render`] and [`Grid::render_with_colors`] to emit
    /// OSC 8 hyperlink escape sequences around the linked cell runs.
    pub fn paint_hyperlink(&mut self, col: usize, row: usize, w: usize, h: usize, url: &str) {
        // Intern the URL: find or insert.
        let idx = self
            .hyperlink_urls
            .iter()
            .position(|u| u == url)
            .map(|i| i as u32)
            .unwrap_or_else(|| {
                let i = self.hyperlink_urls.len() as u32;
                self.hyperlink_urls.push(url.to_string());
                i
            });

        for dy in 0..h {
            for dx in 0..w {
                let r = row + dy;
                let c = col + dx;
                if r < self.height && c < self.width {
                    self.hyperlink[r][c] = Some(idx);
                }
            }
        }
    }

    /// Render the grid as a string with embedded ANSI 24-bit truecolor SGR
    /// sequences for any cells with non-`None` `fg`/`bg`.
    ///
    /// Trailing whitespace on each row is trimmed (matching [`std::fmt::Display`]).
    /// SGR runs are coalesced — only color changes between adjacent visible
    /// cells emit an escape sequence — and every row ends with `\x1b[0m` so
    /// the trim and the colors do not interfere.
    ///
    /// If a `click` directive painted hyperlink URLs onto this grid via
    /// [`Grid::paint_hyperlink`], OSC 8 hyperlink escape sequences are also
    /// emitted around the linked cell runs — compatible with iTerm2, kitty,
    /// WezTerm, foot, and other modern terminals. In terminals without OSC 8
    /// support the sequences are harmlessly ignored.
    ///
    /// If no cell carries a color or hyperlink (the default), the output is
    /// byte-for-byte identical to [`std::fmt::Display`]. Callers that want a
    /// hard guarantee of zero ANSI bytes should use [`Grid::render`] instead.
    pub fn render_with_colors(&self) -> String {
        self.render_inner(true)
    }

    /// Convert the grid to a `String`, stripping trailing spaces from each row.
    ///
    /// When `click` directives have painted hyperlink URLs via
    /// [`Grid::paint_hyperlink`], OSC 8 escape sequences are emitted around the
    /// linked label runs so they become clickable in OSC-8-capable terminals.
    ///
    /// Charts with **no** `click` directives produce output that is
    /// byte-for-byte identical to the pre-hyperlink renderer — all existing
    /// snapshot tests continue to pass unchanged.
    pub fn render(&self) -> String {
        if self.hyperlink_urls.is_empty() {
            // Fast path: no hyperlinks — preserve the historical byte-exact
            // output without going through the inner render loop.
            self.to_string()
        } else {
            self.render_inner(false)
        }
    }

    /// Shared rendering loop for [`Grid::render`] and [`Grid::render_with_colors`].
    ///
    /// When `with_color` is `true`, ANSI SGR 24-bit truecolor sequences are
    /// emitted for cells with non-`None` `fg`/`bg`.  Regardless of
    /// `with_color`, OSC 8 hyperlink sequences are emitted whenever the
    /// hyperlink index changes between adjacent cells on the same row — each
    /// row starts with no active hyperlink and the open sequence is always
    /// closed before a newline so that hyperlinks never bleed across rows.
    fn render_inner(&self, with_color: bool) -> String {
        use std::fmt::Write as FmtWrite;

        let has_hyperlinks = !self.hyperlink_urls.is_empty();
        let mut out = String::with_capacity(self.height * (self.width + 32));
        let mut row_buf = String::with_capacity(self.width + 64);

        for row in 0..self.height {
            row_buf.clear();
            let mut current_fg: Option<Rgb> = None;
            let mut current_bg: Option<Rgb> = None;
            let mut any_sgr_in_row = false;
            // `current_hl` tracks the active hyperlink index. `None` means no
            // OSC 8 link is open; `Some(u32::MAX)` is a sentinel for "we
            // explicitly closed a link and are between links on the same row".
            let mut current_hl: Option<u32> = None;

            for col in 0..self.width {
                // --- OSC 8 hyperlink transition ---
                // Emit the close/open sequence whenever the hyperlink changes.
                // We compare `Option<u32>` indices rather than raw URL strings
                // to avoid a string lookup in the hot path.
                if has_hyperlinks {
                    let cell_hl = self.hyperlink[row][col];
                    if cell_hl != current_hl {
                        if current_hl.is_some() {
                            // Close the previous hyperlink.
                            row_buf.push_str("\x1b]8;;\x1b\\");
                        }
                        if let Some(idx) = cell_hl {
                            // Open the new hyperlink.
                            let url = &self.hyperlink_urls[idx as usize];
                            let _ = write!(row_buf, "\x1b]8;;{url}\x1b\\");
                        }
                        current_hl = cell_hl;
                    }
                }

                // --- ANSI SGR color ---
                if with_color {
                    let fg = self.fg[row][col];
                    let bg = self.bg[row][col];
                    if fg != current_fg || bg != current_bg {
                        // Reset before emitting a new combo so transitions from
                        // colored back to uncolored cleanly drop attributes.
                        if any_sgr_in_row {
                            row_buf.push_str("\x1b[0m");
                        }
                        if let Some(Rgb(r, g, b)) = fg {
                            let _ = write!(row_buf, "\x1b[38;2;{r};{g};{b}m");
                            any_sgr_in_row = true;
                        }
                        if let Some(Rgb(r, g, b)) = bg {
                            let _ = write!(row_buf, "\x1b[48;2;{r};{g};{b}m");
                            any_sgr_in_row = true;
                        }
                        current_fg = fg;
                        current_bg = bg;
                    }
                }

                row_buf.push(self.cells[row][col]);
            }

            // Close any open hyperlink before trimming and the row-end reset.
            if has_hyperlinks && current_hl.is_some() {
                row_buf.push_str("\x1b]8;;\x1b\\");
            }

            // Trim trailing ASCII spaces *before* the optional final reset, so
            // padding that the no-color renderer would have stripped does not
            // leak through as visible whitespace once the SGR is stripped.
            while row_buf.ends_with(' ') {
                row_buf.pop();
            }
            if with_color && any_sgr_in_row {
                row_buf.push_str("\x1b[0m");
            }
            out.push_str(&row_buf);
            out.push('\n');
        }

        // Strip the same trailing-blank-line pattern as `Display`.
        while out.ends_with("\n\n") {
            out.pop();
        }
        // Strip leading blank rows too (mirror of `Display::fmt`). ANSI
        // SGR / OSC 8 sequences are emitted INSIDE a row's `row_buf` after
        // any content writes, so an empty row carries no escape bytes —
        // a byte-0 `\n` is therefore unambiguously a blank-row artifact
        // even on the colour path.
        while out.starts_with('\n') {
            out.remove(0);
        }
        out
    }

    // -----------------------------------------------------------------------
    // Box drawing
    // -----------------------------------------------------------------------

    /// Draw a rectangle box with square corners at `(col, row)` with the given
    /// `width` and `height` (in characters, including the border).
    ///
    /// Minimum usable size is 2×2 (all corners, no interior).
    pub fn draw_box(&mut self, col: usize, row: usize, w: usize, h: usize) {
        if w < 2 || h < 2 {
            return;
        }
        // Corners always go down — arrow tips never land on a corner cell.
        self.set(col, row, rect::TL);
        self.set(col + w - 1, row, rect::TR);
        self.set(col, row + h - 1, rect::BL);
        self.set(col + w - 1, row + h - 1, rect::BR);

        // Edge cells use protection-respecting writes so an arrow tip
        // (`▾`, `▴`, `◂`, `▸`) terminating ON the border survives the
        // box redraw — the visible difference between "arrow floating
        // one cell from the box" and "arrow merging into the box edge".
        for x in (col + 1)..(col + w - 1) {
            self.set_unless_protected(x, row, rect::H);
            self.set_unless_protected(x, row + h - 1, rect::H);
        }
        for y in (row + 1)..(row + h - 1) {
            self.set_unless_protected(col, y, rect::V);
            self.set_unless_protected(col + w - 1, y, rect::V);
        }
    }

    /// Draw a rounded-corner box at `(col, row)`.
    pub fn draw_rounded_box(&mut self, col: usize, row: usize, w: usize, h: usize) {
        if w < 2 || h < 2 {
            return;
        }
        // Corners always go down — arrow tips never land on a corner cell.
        self.set(col, row, rounded::TL);
        self.set(col + w - 1, row, rounded::TR);
        self.set(col, row + h - 1, rounded::BL);
        self.set(col + w - 1, row + h - 1, rounded::BR);

        for x in (col + 1)..(col + w - 1) {
            self.set_unless_protected(x, row, rect::H);
            self.set_unless_protected(x, row + h - 1, rect::H);
        }
        for y in (row + 1)..(row + h - 1) {
            self.set_unless_protected(col, y, rect::V);
            self.set_unless_protected(col + w - 1, y, rect::V);
        }
    }

    /// Draw a diamond-style (rhombus) node box using diagonal corner characters.
    ///
    /// The visual style is:
    /// ```text
    /// ╱────────╲
    /// │  label  │
    /// ╲────────╱
    /// ```
    ///
    /// `╱` (U+2571) and `╲` (U+2572) at the four corners clearly distinguish a
    /// rhombus from a plain rectangle at any terminal width.  The horizontal
    /// edges remain `─` and the vertical sides remain `│`, so routing logic
    /// that already understands rectangles continues to work without changes.
    ///
    /// `w` and `h` are the total bounding-box dimensions.
    pub fn draw_diamond(&mut self, col: usize, row: usize, w: usize, h: usize) {
        if w < 2 || h < 2 {
            return;
        }
        // Draw the standard rectangle skeleton first, then overwrite the four
        // corner characters with diagonal glyphs.
        self.draw_box(col, row, w, h);

        // Top corners: ╱ top-left, ╲ top-right.
        self.set(col, row, '╱');
        self.set(col + w - 1, row, '╲');
        // Bottom corners: ╲ bottom-left, ╱ bottom-right.
        self.set(col, row + h - 1, '╲');
        self.set(col + w - 1, row + h - 1, '╱');
    }

    /// Fill a `w × h` rectangular block at `(col, row)` with full-block `█`
    /// glyphs. Internal helper for the multi-cell fork/join synchronisation
    /// bars — gives the same visual weight as Mermaid's SVG `rect` fill
    /// without needing a separate border primitive.
    fn fill_block(&mut self, col: usize, row: usize, w: usize, h: usize) {
        for y in row..(row + h) {
            for x in col..(col + w) {
                self.set(x, y, '█');
            }
        }
    }

    /// Draw a multi-row filled horizontal bar at `(col, row)` of length `w`
    /// cells and thickness [`BAR_THICKNESS`] rows. Used for UML fork/join
    /// synchronisation bars in TD/BT-flow state diagrams.
    ///
    /// Bars don't participate in the direction-bit canvas — they're static
    /// character fills, not connectable orthogonal lines.
    pub fn draw_horizontal_bar(&mut self, col: usize, row: usize, w: usize) {
        self.fill_block(col, row, w, BAR_THICKNESS);
    }

    /// Draw a multi-column filled vertical bar at `(col, row)` of length `h`
    /// cells and thickness [`BAR_THICKNESS`] columns. Used for UML fork/join
    /// synchronisation bars in LR/RL-flow state diagrams.
    pub fn draw_vertical_bar(&mut self, col: usize, row: usize, h: usize) {
        self.fill_block(col, row, BAR_THICKNESS, h);
    }

    /// Draw a stadium (capsule/pill) node: rounded box with `(` / `)` markers
    /// replacing the border cells at the vertical midpoint of the left and
    /// right edges.
    ///
    /// The markers overwrite the border characters directly (same pattern as
    /// `NodeShape::Circle`) so the interior label region stays clean and no
    /// literal parens appear inside the text.
    ///
    /// Rendered appearance (3-row example):
    /// ```text
    ///  ╭─────────╮
    /// (  Stadium  )
    ///  ╰─────────╯
    /// ```
    ///
    /// Mermaid syntax: `([label])`
    pub fn draw_stadium(&mut self, col: usize, row: usize, w: usize, h: usize) {
        if w < 4 || h < 2 {
            return;
        }
        self.draw_rounded_box(col, row, w, h);
        // Overwrite the left and right border cells at the vertical midpoint
        // with `(` / `)`. Placing them ON the border (not one cell inside)
        // keeps the interior label region clear — identical to the Circle fix.
        let mid_row = row + h / 2;
        self.set(col, mid_row, '(');
        self.set(col + w - 1, mid_row, ')');
        self.protect(col, mid_row);
        self.protect(col + w - 1, mid_row);
    }

    /// Draw a subroutine node: rectangle with an extra inner vertical bar (`│`)
    /// one cell inside each left and right border.
    ///
    /// Mermaid syntax: `[[label]]`
    pub fn draw_subroutine(&mut self, col: usize, row: usize, w: usize, h: usize) {
        if w < 4 || h < 2 {
            return;
        }
        self.draw_box(col, row, w, h);
        // Place inner vertical bars for all interior rows.
        for y in (row + 1)..(row + h - 1) {
            self.set(col + 1, y, rect::V);
            self.set(col + w - 2, y, rect::V);
        }
    }

    /// Draw a cylinder (database) node: a rounded rectangle with an interior
    /// "lip" line one row below the top border to suggest a barrel/cylinder cap.
    ///
    /// The lip is drawn with `─` characters only (no `├`/`┤` T-junctions) so
    /// it reads as a decorative depth cue rather than a dividing partition.
    ///
    /// Rendered appearance (4-row example):
    /// ```text
    ///  ╭──────────╮
    /// │ ──────── │
    /// │ Database │
    ///  ╰──────────╯
    /// ```
    ///
    /// Minimum height is 4 rows: top border + lip row + text row + bottom border.
    /// For multi-line labels, `h` grows by the number of extra label lines.
    ///
    /// Mermaid syntax: `[(label)]`
    pub fn draw_cylinder(&mut self, col: usize, row: usize, w: usize, h: usize) {
        if w < 4 || h < 4 {
            return;
        }
        // Draw the full rounded outline first.
        self.draw_rounded_box(col, row, w, h);
        // Interior lip: `─` characters at row+1, inset by 2 cells on each side
        // so they sit visually "inside" the border without touching the walls.
        // This avoids the misleading `├`/`┤` T-junction glyphs that made the
        // previous rendering look like a split-panel divider.
        for x in (col + 2)..(col + w - 2) {
            self.set(x, row + 1, rect::H);
        }
    }

    /// Draw a hexagon node: rectangle with slanted `╱`/`╲` corner glyphs at all
    /// four corners plus `<` / `>` markers at the vertical midpoint of the left
    /// and right edges.
    ///
    /// This gives 6 visual edges: two horizontal (top/bottom between the slanted
    /// corners), two slanted diagonals (the four corners), and two side points
    /// (`<`/`>`), approximating a true hexagon in monospace.
    ///
    /// Rendered appearance (3-row example):
    /// ```text
    ///  ╱─────────╲
    /// <  Hexagon  >
    ///  ╲─────────╱
    /// ```
    ///
    /// Mermaid syntax: `{{label}}`
    pub fn draw_hexagon(&mut self, col: usize, row: usize, w: usize, h: usize) {
        if w < 4 || h < 2 {
            return;
        }
        // Start with the standard rectangle skeleton (horizontal/vertical edges).
        self.draw_box(col, row, w, h);
        // Overwrite the four corners with diagonal glyphs (same as `draw_diamond`).
        self.set(col, row, '╱');
        self.set(col + w - 1, row, '╲');
        self.set(col, row + h - 1, '╲');
        self.set(col + w - 1, row + h - 1, '╱');
        // Overwrite left/right border cells at the vertical midpoint with
        // `<` / `>` to suggest the protruding hex side-points.
        let mid_row = row + h / 2;
        self.set(col, mid_row, '<');
        self.set(col + w - 1, mid_row, '>');
        self.protect(col, mid_row);
        self.protect(col + w - 1, mid_row);
    }

    /// Draw an asymmetric (flag) node: rectangle with a `⟩` marker at the
    /// vertical midpoint of the right border.
    ///
    /// Mermaid syntax: `>label]`
    pub fn draw_asymmetric(&mut self, col: usize, row: usize, w: usize, h: usize) {
        if w < 2 || h < 2 {
            return;
        }
        self.draw_box(col, row, w, h);
        // Replace the vertical midpoint of the right border with `⟩`.
        let mid_row = row + h / 2;
        self.set(col + w - 1, mid_row, '⟩');
        self.protect(col + w - 1, mid_row);
    }

    /// Draw a parallelogram (lean-right) node: rectangle with `╱` at all four
    /// corners. Both the top and bottom horizontal edges terminate with the same
    /// slant direction, giving the parallelogram silhouette.
    ///
    /// Rendered appearance (3-row example):
    /// ```text
    ///  ╱─────────────────╱
    /// │  Parallelogram  │
    ///  ╱─────────────────╱
    /// ```
    ///
    /// Mermaid syntax: `[/label/]`
    pub fn draw_parallelogram(&mut self, col: usize, row: usize, w: usize, h: usize) {
        if w < 2 || h < 2 {
            return;
        }
        self.draw_box(col, row, w, h);
        // Overwrite all four corners with `╱` so both horizontal edges lean
        // consistently rightward — the defining trait of a lean-right parallelogram.
        self.set(col, row, '╱');
        self.set(col + w - 1, row, '╱');
        self.set(col, row + h - 1, '╱');
        self.set(col + w - 1, row + h - 1, '╱');
    }

    /// Draw a trapezoid (wider top) node: rectangle with `╱` at top-left and
    /// `╲` at top-right. The bottom corners remain square, giving the trapezoid
    /// its characteristic "hat" silhouette.
    ///
    /// Rendered appearance (3-row example):
    /// ```text
    ///  ╱─────────────╲
    /// │  Trapezoid    │
    ///  └─────────────┘
    /// ```
    ///
    /// Mermaid syntax: `[/label\]`
    pub fn draw_trapezoid(&mut self, col: usize, row: usize, w: usize, h: usize) {
        if w < 2 || h < 2 {
            return;
        }
        self.draw_box(col, row, w, h);
        // Slant markers at top corners only — `╱` left, `╲` right.
        self.set(col, row, '╱');
        self.set(col + w - 1, row, '╲');
        self.protect(col, row);
        self.protect(col + w - 1, row);
    }

    /// Draw a parallelogram-backslash (lean-left) node: rectangle with `╲` at
    /// all four corners. Both horizontal edges lean left, the mirror image of
    /// [`draw_parallelogram`].
    ///
    /// Rendered appearance (3-row example):
    /// ```text
    ///  ╲─────────────────╲
    /// │  BackSlash       │
    ///  ╲─────────────────╲
    /// ```
    ///
    /// Mermaid syntax: `[\label\]`
    pub fn draw_parallelogram_backslash(&mut self, col: usize, row: usize, w: usize, h: usize) {
        if w < 2 || h < 2 {
            return;
        }
        self.draw_box(col, row, w, h);
        // All four corners are `╲` — consistent leftward lean.
        self.set(col, row, '╲');
        self.set(col + w - 1, row, '╲');
        self.set(col, row + h - 1, '╲');
        self.set(col + w - 1, row + h - 1, '╲');
    }

    /// Draw an inverted trapezoid (wider bottom) node: rectangle with `╲` at
    /// top-left and `╱` at top-right. The bottom corners remain square.
    ///
    /// Rendered appearance (3-row example):
    /// ```text
    ///  ╲─────────────╱
    /// │  InvTrap      │
    ///  └─────────────┘
    /// ```
    ///
    /// Mermaid syntax: `[\label/]`
    pub fn draw_trapezoid_inverted(&mut self, col: usize, row: usize, w: usize, h: usize) {
        if w < 2 || h < 2 {
            return;
        }
        self.draw_box(col, row, w, h);
        // Slant markers at top corners only — `╲` left, `╱` right (mirror of trapezoid).
        self.set(col, row, '╲');
        self.set(col + w - 1, row, '╱');
        self.protect(col, row);
        self.protect(col + w - 1, row);
    }

    /// Draw a double-circle node: two concentric rounded boxes, with the inner
    /// one drawn 1 cell inside the outer on all sides.
    ///
    /// Minimum useful size is 5 wide × 5 tall to leave a visible inner ring.
    ///
    /// Mermaid syntax: `(((label)))`
    pub fn draw_double_circle(&mut self, col: usize, row: usize, w: usize, h: usize) {
        if w < 5 || h < 5 {
            return;
        }
        // Outer rounded box.
        self.draw_rounded_box(col, row, w, h);
        // Inner rounded box, 1 cell inside on all sides.
        self.draw_rounded_box(col + 1, row + 1, w - 2, h - 2);
    }

    // -----------------------------------------------------------------------
    // Text writing
    // -----------------------------------------------------------------------

    /// Write `text` starting at `(col, row)`.
    ///
    /// Each character advances the column by its display width (via
    /// `unicode-width`), so multi-byte characters are handled correctly.
    pub fn write_text(&mut self, col: usize, row: usize, text: &str) {
        let mut x = col;
        for ch in text.chars() {
            if x >= self.width {
                break;
            }
            self.set(x, row, ch);
            // Advance by Unicode display width (most chars = 1, CJK = 2)
            x += UnicodeWidthChar::width(ch).unwrap_or(1);
        }
    }

    /// Write `text` starting at `(col, row)` and protect every cell written
    /// so that subsequent direction-bit canvas writes (from edge routing) cannot
    /// overwrite the label characters.
    ///
    /// Use this for edge labels that must survive later routing passes.
    pub fn write_text_protected(&mut self, col: usize, row: usize, text: &str) {
        let mut x = col;
        for ch in text.chars() {
            if x >= self.width {
                break;
            }
            self.set(x, row, ch);
            self.protect(x, row);
            x += UnicodeWidthChar::width(ch).unwrap_or(1);
        }
    }

    // -----------------------------------------------------------------------
    // Arrow / path drawing
    // -----------------------------------------------------------------------

    /// Draw a horizontal line with an arrow tip at the right end.
    ///
    /// Draws `─` from `(col1, row)` to `(col2-1, row)` then `▸` at `col2`.
    /// If `col1 >= col2` nothing is drawn.
    pub fn draw_h_arrow(&mut self, col1: usize, row: usize, col2: usize) {
        if col1 >= col2 {
            return;
        }
        for x in col1..col2 {
            self.add_dirs(x, row, DIR_LEFT | DIR_RIGHT);
        }
        self.set(col2, row, arrow::RIGHT);
        self.protect(col2, row);
    }

    /// Draw a vertical line with an arrow tip at the bottom.
    ///
    /// Draws `│` from `(col, row1)` to `(col, row2-1)` then `▾` at `row2`.
    /// If `row1 >= row2` nothing is drawn.
    pub fn draw_v_arrow(&mut self, col: usize, row1: usize, row2: usize) {
        if row1 >= row2 {
            return;
        }
        for y in row1..row2 {
            self.add_dirs(col, y, DIR_UP | DIR_DOWN);
        }
        self.set(col, row2, arrow::DOWN);
        self.protect(col, row2);
    }

    /// Draw a right-angle path from `(col1, row1)` to `(col2, row2)`.
    ///
    /// For horizontal-primary flow (LR/RL): horizontal segment first, then
    /// vertical. The corner is drawn as a junction character. An arrow tip
    /// is placed at the destination.
    ///
    /// For vertical-primary flow (TD/BT): vertical segment first, then
    /// horizontal.
    ///
    /// `horizontal_first` controls which axis is traversed first.
    pub fn draw_manhattan(
        &mut self,
        col1: usize,
        row1: usize,
        col2: usize,
        row2: usize,
        horizontal_first: bool,
        arrow_direction: char,
    ) {
        if col1 == col2 && row1 == row2 {
            return;
        }

        if horizontal_first {
            // Horizontal segment from (col1, row1) up to (but not including)
            // the corner at (col2, row1).
            if col1 != col2 {
                let (lo, hi) = order(col1, col2);
                for x in lo..hi {
                    self.add_dirs(x, row1, DIR_LEFT | DIR_RIGHT);
                }
            }

            if row1 == row2 {
                // Pure horizontal — arrow tip at the destination end.
                self.set(col2, row2, arrow_direction);
                self.protect(col2, row2);
            } else {
                // Corner at (col2, row1): incoming-horizontal side + outgoing-vertical side.
                let h_in = if col2 > col1 { DIR_LEFT } else { DIR_RIGHT };
                let v_out = if row2 > row1 { DIR_DOWN } else { DIR_UP };
                self.add_dirs(col2, row1, h_in | v_out);

                // Vertical segment between the corner and the tip (exclusive of both).
                let (vlo, vhi) = order(row1, row2);
                // `order` always gives (min, max). The corner sits at the min or max
                // depending on direction; the line cells are strictly between them.
                for y in (vlo + 1)..vhi {
                    self.add_dirs(col2, y, DIR_UP | DIR_DOWN);
                }

                self.set(col2, row2, arrow_direction);
                self.protect(col2, row2);
            }
        } else {
            // Vertical segment up to (but not including) the corner at (col1, row2).
            if row1 != row2 {
                let (lo, hi) = order(row1, row2);
                for y in lo..hi {
                    self.add_dirs(col1, y, DIR_UP | DIR_DOWN);
                }
            }

            if col1 == col2 {
                self.set(col2, row2, arrow_direction);
                self.protect(col2, row2);
            } else {
                let v_in = if row2 > row1 { DIR_UP } else { DIR_DOWN };
                let h_out = if col2 > col1 { DIR_RIGHT } else { DIR_LEFT };
                self.add_dirs(col1, row2, v_in | h_out);

                let (hlo, hhi) = order(col1, col2);
                for x in (hlo + 1)..hhi {
                    self.add_dirs(x, row2, DIR_LEFT | DIR_RIGHT);
                }

                self.set(col2, row2, arrow_direction);
                self.protect(col2, row2);
            }
        }
    }

    // -----------------------------------------------------------------------
    // A* obstacle-aware edge routing
    // -----------------------------------------------------------------------

    /// Route an edge from `(col1, row1)` to `(col2, row2)` using A\* pathfinding
    /// and draw the result on the grid with box-drawing characters.
    ///
    /// The router:
    /// - Treats `NodeBox` cells as impassable hard obstacles.
    /// - Applies a soft penalty (`EDGE_SOFT_COST = 2.0`) when crossing cells
    ///   already occupied by another edge, to reduce clutter.
    /// - Applies a corner penalty (`CORNER_PENALTY = 0.5`) when the routing
    ///   direction changes, to favour straighter paths.
    ///
    /// After finding the path, the method draws it using `─`/`│` for straight
    /// segments and junction characters at corners, placing the arrow tip at
    /// the destination.
    ///
    /// If A\* cannot find any path (e.g. the destination is completely
    /// surrounded by obstacles), the method falls back to the simple Manhattan
    /// routing used by [`Grid::draw_manhattan`].
    ///
    /// # Arguments
    ///
    /// * `col1`, `row1` — source cell (just outside the source node border)
    /// * `col2`, `row2` — destination cell (just outside the destination node
    ///   border, where the arrow tip will be placed)
    /// * `horizontal_first` — hint: prefer horizontal movement first (LR/RL
    ///   flows). A\* may still deviate when obstacles block the preferred path.
    /// * `arrow_direction` — arrow tip character placed at `(col2, row2)`
    ///
    /// # Returns
    ///
    /// The full pixel path as `(col, row)` pairs from source to destination,
    /// including the arrow-tip cell. Returns `None` only when both endpoints
    /// are the same cell.
    pub fn route_edge(
        &mut self,
        col1: usize,
        row1: usize,
        col2: usize,
        row2: usize,
        horizontal_first: bool,
        arrow_direction: char,
    ) -> Option<Vec<(usize, usize)>> {
        // Forward edges treat InnerArea cells as free space — the
        // shortest path through the diagram body is fine when the
        // edge naturally lives there.
        self.route_edge_with_inner_cost(
            col1,
            row1,
            col2,
            row2,
            horizontal_first,
            arrow_direction,
            0.0,
        )
    }

    /// Route a back-edge that should prefer the perimeter over a
    /// shortcut through the diagram body. Same parameters as
    /// [`route_edge`] but charges a hefty penalty for crossing
    /// `InnerArea` cells (the bounding-box interior between nodes),
    /// steering the path outward to the corridor reserved by the
    /// canvas-bounds calculation.
    pub fn route_back_edge(
        &mut self,
        col1: usize,
        row1: usize,
        col2: usize,
        row2: usize,
        horizontal_first: bool,
        arrow_direction: char,
    ) -> Option<Vec<(usize, usize)>> {
        // Tuned high enough to push back-edges to the perimeter when
        // a clean path exists, but not so high that A* refuses to
        // take a shortcut when no perimeter route is reachable.
        // 8.0 is roughly 2× `EDGE_SOFT_COST` so an InnerArea cell
        // crossing costs about the same as crossing two existing
        // edges — meaningful but not prohibitive.
        const BACK_EDGE_INNER_COST: f32 = 8.0;
        self.route_edge_with_inner_cost(
            col1,
            row1,
            col2,
            row2,
            horizontal_first,
            arrow_direction,
            BACK_EDGE_INNER_COST,
        )
    }

    /// Shared A* core for [`route_edge`] and [`route_back_edge`].
    /// `inner_area_cost` is added per cell when the path crosses an
    /// `Obstacle::InnerArea` (zero for forward edges).
    #[allow(clippy::too_many_arguments)]
    fn route_edge_with_inner_cost(
        &mut self,
        col1: usize,
        row1: usize,
        col2: usize,
        row2: usize,
        horizontal_first: bool,
        arrow_direction: char,
        inner_area_cost: f32,
    ) -> Option<Vec<(usize, usize)>> {
        // Cost constants.
        //
        // Direction-aware crossing costs (tuned from graph-easy):
        //   SAME_AXIS_COST  — penalty for a new edge running *along* the same
        //     axis as an already-routed edge in a cell (e.g. two horizontal
        //     lines sharing a cell). Hard to read; A* prefers a fresh
        //     column/row but will still share when no alternative is reachable
        //     without a very long detour (kept at 10 rather than graph-easy's
        //     30 so that bidirectional pairs in tight subgraphs don't route
        //     outside the subgraph box).
        //   CROSS_AXIS_COST — penalty for a new edge *crossing* an existing
        //     edge perpendicularly (producing `┼`). Visually acceptable; a
        //     low cost lets A* take a clean crossing instead of a long detour.
        const SAME_AXIS_COST: f32 = 10.0;
        const CROSS_AXIS_COST: f32 = 3.0;
        const CORNER_PENALTY: f32 = 0.5;
        // 4-directional movement: Right, Down, Left, Up (indices 0..3).
        const DIRS: [(isize, isize); 4] = [(1, 0), (0, 1), (-1, 0), (0, -1)];

        if col1 == col2 && row1 == row2 {
            return None;
        }

        // Manhattan distance heuristic (admissible — never overestimates).
        let h = |c: usize, r: usize| -> f32 { (c.abs_diff(col2) + r.abs_diff(row2)) as f32 };

        // `came_from[row][col]` encodes the direction we arrived from
        // (0–3) or `u8::MAX` for unvisited.  We also store the g_cost.
        let mut g_cost: Vec<Vec<f32>> = vec![vec![f32::INFINITY; self.width]; self.height];
        let mut came_from: Vec<Vec<u8>> = vec![vec![u8::MAX; self.width]; self.height];

        g_cost[row1][col1] = 0.0;

        let mut open: BinaryHeap<AstarNode> = BinaryHeap::new();
        // Preferred initial direction based on `horizontal_first`.
        let start_dir = if horizontal_first { 0u8 } else { 1u8 };
        open.push(AstarNode {
            f_cost: h(col1, row1),
            g_cost: 0.0,
            col: col1,
            row: row1,
            dir: start_dir,
        });

        'outer: while let Some(current) = open.pop() {
            // Skip stale entries (a cheaper path was already found).
            if current.g_cost > g_cost[current.row][current.col] {
                continue;
            }

            if current.col == col2 && current.row == row2 {
                break 'outer;
            }

            for (dir_idx, &(dc, dr)) in DIRS.iter().enumerate() {
                let nc = current.col.wrapping_add_signed(dc);
                let nr = current.row.wrapping_add_signed(dr);
                if nc >= self.width || nr >= self.height {
                    continue;
                }
                // Hard obstacle check.
                if self.obstacles[nr][nc] == Obstacle::NodeBox {
                    // Allow the destination cell even if it is marked as a
                    // node box (the tip sits on the node border).
                    if nc != col2 || nr != row2 {
                        continue;
                    }
                }

                // Base step cost.
                let mut step = 1.0f32;
                // Direction-aware edge-crossing cost.
                // Moving in direction `dir_idx`: 0=Right, 1=Down, 2=Left, 3=Up.
                // Directions 0/2 are horizontal; 1/3 are vertical.
                let moving_horizontal = dir_idx == 0 || dir_idx == 2;
                match self.obstacles[nr][nc] {
                    Obstacle::EdgeOccupiedHorizontal => {
                        step += if moving_horizontal {
                            SAME_AXIS_COST // overlap — strongly avoid
                        } else {
                            CROSS_AXIS_COST // clean cross — acceptable
                        };
                    }
                    Obstacle::EdgeOccupiedVertical => {
                        step += if moving_horizontal {
                            CROSS_AXIS_COST // clean cross — acceptable
                        } else {
                            SAME_AXIS_COST // overlap — strongly avoid
                        };
                    }
                    _ => {}
                }
                // InnerArea penalty (back-edges only; zero for forward
                // edges): biases A* to prefer the perimeter corridor
                // over a shortcut through the diagram body.
                if self.obstacles[nr][nc] == Obstacle::InnerArea {
                    step += inner_area_cost;
                }
                // Corner penalty: direction change from previous step.
                if dir_idx as u8 != current.dir {
                    step += CORNER_PENALTY;
                }

                let new_g = current.g_cost + step;
                if new_g < g_cost[nr][nc] {
                    g_cost[nr][nc] = new_g;
                    // Store the direction of the move INTO (nr, nc) — the
                    // reconstruction walks back by reversing this vector.
                    came_from[nr][nc] = dir_idx as u8;
                    open.push(AstarNode {
                        f_cost: new_g + h(nc, nr),
                        g_cost: new_g,
                        col: nc,
                        row: nr,
                        dir: dir_idx as u8,
                    });
                }
            }
        }

        // Reconstruct path by walking `came_from` backwards from the goal.
        if came_from[row2][col2] == u8::MAX && (col1 != col2 || row1 != row2) {
            // A* found no path — fall back to simple Manhattan routing.
            self.draw_manhattan(col1, row1, col2, row2, horizontal_first, arrow_direction);
            // Return a two-point path for label placement.
            return Some(vec![(col1, row1), (col2, row2)]);
        }

        // Collect waypoints (in reverse order, then reverse).
        let mut path: Vec<(usize, usize)> = Vec::new();
        let mut cc = col2;
        let mut cr = row2;
        path.push((cc, cr));
        while cc != col1 || cr != row1 {
            let dir = came_from[cr][cc];
            if dir == u8::MAX {
                break;
            }
            // `came_from` stores the direction of the move INTO this cell —
            // stepping back means reversing that vector.
            let (dc, dr) = DIRS[dir as usize];
            cc = cc.wrapping_add_signed(-dc);
            cr = cr.wrapping_add_signed(-dr);
            path.push((cc, cr));
        }
        path.reverse();

        // Draw the path on the grid.
        self.draw_routed_path(&path, arrow_direction);
        Some(path)
    }

    /// Overwrite the glyphs of an already-drawn path with a different line style.
    ///
    /// This must be called **after** [`Grid::route_edge`] has drawn the path
    /// using solid glyphs and populated the direction-bit canvas. The method
    /// walks the path (excluding the tip cell, which is handled separately) and
    /// replaces each non-protected cell's glyph according to `style`:
    ///
    /// - [`EdgeLineStyle::Solid`] — no-op (already solid).
    /// - [`EdgeLineStyle::Dotted`] — single-direction cells become `┄`/`┆`;
    ///   multi-direction junction cells are left as solid (see `dotted` module).
    /// - [`EdgeLineStyle::Thick`] — all cells are recomputed from the
    ///   direction-bit canvas using `THICK_DIR_TO_CHAR`.
    ///
    /// The `tip` and `back_tip` cells must be placed by the caller after this
    /// call — they are not in `path_cells` (the path slice passed here should
    /// exclude the terminal arrow cell).
    pub fn overdraw_path_style(&mut self, path_cells: &[(usize, usize)], style: EdgeLineStyle) {
        if style == EdgeLineStyle::Solid {
            return;
        }
        for &(c, r) in path_cells {
            if r >= self.height || c >= self.width {
                continue;
            }
            if self.protected[r][c] {
                continue;
            }
            let bits = self.directions[r][c];
            match style {
                EdgeLineStyle::Solid => {}
                EdgeLineStyle::Dotted => {
                    // Only single-axis cells (pure horizontal or pure vertical)
                    // get dotted glyphs; junctions stay solid to avoid
                    // mismatched box-drawing characters.
                    self.cells[r][c] = match bits {
                        0b0001..=0b0011 => dotted::V,          // any vertical-only
                        0b0100 | 0b1000 | 0b1100 => dotted::H, // any horizontal-only
                        _ => DIR_TO_CHAR[bits as usize],       // junction → stay solid
                    };
                }
                EdgeLineStyle::Thick => {
                    self.cells[r][c] = THICK_DIR_TO_CHAR[bits as usize];
                }
            }
        }
    }

    /// Draw a pre-computed list of `(col, row)` waypoints as box-drawing
    /// chars using the direction-bit canvas.
    ///
    /// For each waypoint, the direction bits pointing toward its path
    /// neighbors (previous and next) are OR'd into the cell; the
    /// direction-to-char table then produces the correct glyph — straight
    /// segments render as `─`/`│`, turns render as corner chars, and
    /// whenever another edge has already painted the same cell the result
    /// merges naturally into a T-junction (`├┤┬┴`) or cross (`┼`).
    ///
    /// The final waypoint is overwritten with the arrow tip and protected
    /// so later edges can't erase it. Each drawn cell is marked as
    /// [`Obstacle::EdgeOccupiedHorizontal`] or
    /// [`Obstacle::EdgeOccupiedVertical`] based on the cell's axis in the
    /// path, so subsequent edges pay a lower cost for perpendicular crossings
    /// than for same-axis overlaps.
    fn draw_routed_path(&mut self, path: &[(usize, usize)], tip: char) {
        if path.len() < 2 {
            return;
        }
        let last = path.len() - 1;

        for i in 0..=last {
            let (c, r) = path[i];

            // Mark as edge-occupied with the correct axis variant so that
            // subsequent edges pay a lower penalty for perpendicular crossings
            // (6) than for same-axis overlaps (30). We determine the axis from
            // the path segments adjacent to this cell — at a corner cell the
            // cell has both H and V neighbors, so we classify by the outbound
            // direction (toward the next cell) which is the dominant segment.
            if r < self.height && c < self.width && self.obstacles[r][c] != Obstacle::NodeBox {
                let obstacle = if i < last {
                    let (nc, nr) = path[i + 1];
                    // At corners, use the outbound direction for classification.
                    if nc != c {
                        Obstacle::EdgeOccupiedHorizontal
                    } else if nr != r {
                        Obstacle::EdgeOccupiedVertical
                    } else {
                        // Same cell (degenerate) — keep whatever was there.
                        self.obstacles[r][c]
                    }
                } else {
                    // Arrow-tip cell: classify by the inbound direction.
                    let (pc, _) = path[i - 1];
                    if pc != c {
                        Obstacle::EdgeOccupiedHorizontal
                    } else {
                        Obstacle::EdgeOccupiedVertical
                    }
                };
                // Only upgrade Free / InnerArea cells — don't downgrade an
                // already-classified EdgeOccupied* to the wrong axis.
                if !matches!(
                    self.obstacles[r][c],
                    Obstacle::EdgeOccupiedHorizontal | Obstacle::EdgeOccupiedVertical
                ) {
                    self.obstacles[r][c] = obstacle;
                }
            }

            if i == last {
                // Arrow tip — fixed glyph, protected against later merges.
                self.set(c, r, tip);
                self.protect(c, r);
                continue;
            }

            let mut bits = 0u8;
            if i > 0 {
                let (pc, pr) = path[i - 1];
                bits |= neighbor_bit(c, r, pc, pr);
            }
            let (nc, nr) = path[i + 1];
            bits |= neighbor_bit(c, r, nc, nr);
            self.add_dirs(c, r, bits);
        }
    }

    /// Inverse of [`draw_routed_path`]: subtract `path`'s direction-bit
    /// contributions from each cell so the cell re-renders with whatever
    /// other paths' bits survive. Used by the post-routing nudging pass
    /// (`crate::layout::nudge`) before re-drawing a shifted path.
    ///
    /// # Algorithm
    ///
    /// For each cell `(c, r)` in `path`:
    /// 1. Compute the bits this path contributed at the cell using the
    ///    same `neighbor_bit` derivation as `draw_routed_path`. Source
    ///    cell (i=0) contributes only the next-direction bit; tip cell
    ///    (i=last) contributes none (tip is set as a glyph, not via
    ///    direction bits — special-cased below); interior cells
    ///    contribute prev-bit OR next-bit.
    /// 2. Defensive guard: only subtract if `directions[r][c] &
    ///    our_bits == our_bits` — i.e., all our bits are present. If
    ///    protected-with-zero-bits (label text, rounded corners) blocked
    ///    the original `add_dirs`, our bits aren't there and we leave
    ///    the cell alone. This preserves protected glyphs that we
    ///    couldn't have stamped onto in the first place.
    /// 3. Subtract: `directions[r][c] &= !our_bits`; rewrite glyph from
    ///    LUT[surviving_bits] (mirrors `add_dirs`'s glyph derivation).
    /// 4. Tip cell: unprotect, then either blank (if no surviving bits
    ///    from other paths) or recompute glyph from survivors.
    ///
    /// # Obstacle layer (`EdgeOccupied*`)
    ///
    /// Left UNTOUCHED. The obstacle layer is read-only after `route_all`
    /// returns — only A\* consumes it, and A\* finishes before the
    /// nudging pass runs. Staleness is invisible to the renderer. If
    /// future code reads obstacles after nudging, this assumption breaks
    /// and a per-cell ref counter would be needed.
    #[allow(dead_code)] // Wired in by `crate::layout::nudge` in Phase C.
    pub(crate) fn erase_path(&mut self, path: &[(usize, usize)]) {
        if path.len() < 2 {
            return;
        }
        let last = path.len() - 1;
        for i in 0..=last {
            let (c, r) = path[i];
            if c >= self.width || r >= self.height {
                continue;
            }
            if i == last {
                self.protected[r][c] = false;
                if self.directions[r][c] == 0 {
                    self.cells[r][c] = ' ';
                } else {
                    self.cells[r][c] = DIR_TO_CHAR[self.directions[r][c] as usize];
                }
                continue;
            }
            let mut our_bits = 0u8;
            if i > 0 {
                let (pc, pr) = path[i - 1];
                our_bits |= neighbor_bit(c, r, pc, pr);
            }
            let (nc, nr) = path[i + 1];
            our_bits |= neighbor_bit(c, r, nc, nr);
            if our_bits != 0 && self.directions[r][c] & our_bits == our_bits {
                self.directions[r][c] &= !our_bits;
                self.cells[r][c] = DIR_TO_CHAR[self.directions[r][c] as usize];
            }
        }
    }

    /// Draw a pre-computed path of `(col, row)` waypoints on the grid and
    /// return the path.  The final waypoint receives the arrow `tip` glyph and
    /// is protected against overwriting by later edges.
    ///
    /// This is the crate-visible entry point for custom routing strategies
    /// (e.g. `try_u_route` in `router.rs`) that build their own waypoint lists
    /// without going through A\*.  The path must contain at least two cells and
    /// must not pass through any `NodeBox` cell — the caller is responsible for
    /// that precondition.
    pub(crate) fn draw_path(
        &mut self,
        path: Vec<(usize, usize)>,
        tip: char,
    ) -> Option<Vec<(usize, usize)>> {
        if path.len() < 2 {
            return None;
        }
        self.draw_routed_path(&path, tip);
        Some(path)
    }
}

// ---------------------------------------------------------------------------
// Display impl
// ---------------------------------------------------------------------------

impl std::fmt::Display for Grid {
    /// Format the grid as a multi-line string, stripping trailing spaces.
    fn fmt(&self, f: &mut std::fmt::Formatter<'_>) -> std::fmt::Result {
        let mut out = String::with_capacity(self.height * (self.width + 1));
        for row in &self.cells {
            let line: String = row.iter().collect();
            out.push_str(line.trim_end());
            out.push('\n');
        }
        // Remove trailing blank lines
        while out.ends_with("\n\n") {
            out.pop();
        }
        // Mirror of the trailing-trim above: strip leading blank rows.
        // The Sugiyama backend reserves a top corridor for back-edge
        // routing that often goes unused, leaving 1–5 empty rows above
        // the first content row. Any byte-0 `\n` is unambiguously a
        // blank-row artifact because each `out.push_str(line.trim_end())`
        // pushes content first, then `\n` — so a leading `\n` can only
        // come from a row whose `trim_end()` produced an empty string.
        while out.starts_with('\n') {
            out.remove(0);
        }
        write!(f, "{out}")
    }
}

// ---------------------------------------------------------------------------
// Free helpers
// ---------------------------------------------------------------------------

/// Sort `(a, b)` into `(min, max)` ascending.
fn order(a: usize, b: usize) -> (usize, usize) {
    if a <= b { (a, b) } else { (b, a) }
}

/// Return the direction bit that points from cell `(c, r)` toward cell
/// `(nc, nr)` — `DIR_LEFT` if the neighbor is to the left, `DIR_RIGHT` if to
/// the right, etc. Returns `0` if the coordinates are equal or diagonal (the
/// latter should never happen in orthogonal routing).
fn neighbor_bit(c: usize, r: usize, nc: usize, nr: usize) -> u8 {
    if nc < c {
        DIR_LEFT
    } else if nc > c {
        DIR_RIGHT
    } else if nr < r {
        DIR_UP
    } else if nr > r {
        DIR_DOWN
    } else {
        0
    }
}

// ---------------------------------------------------------------------------
// Tests
// ---------------------------------------------------------------------------

#[cfg(test)]
mod tests {
    use super::*;

    #[test]
    fn grid_set_and_get() {
        let mut g = Grid::new(5, 5);
        g.set(2, 3, 'X');
        assert_eq!(g.get(2, 3), 'X');
        assert_eq!(g.get(0, 0), ' ');
    }

    #[test]
    fn out_of_bounds_ignored() {
        let mut g = Grid::new(3, 3);
        g.set(10, 10, 'X'); // should not panic
        assert_eq!(g.get(10, 10), ' ');
    }

    #[test]
    fn draw_box_corners() {
        let mut g = Grid::new(10, 5);
        g.draw_box(0, 0, 5, 3);
        assert_eq!(g.get(0, 0), '┌');
        assert_eq!(g.get(4, 0), '┐');
        assert_eq!(g.get(0, 2), '└');
        assert_eq!(g.get(4, 2), '┘');
    }

    #[test]
    fn write_text_respects_width() {
        let mut g = Grid::new(20, 3);
        g.write_text(1, 1, "Hello");
        assert_eq!(g.get(1, 1), 'H');
        assert_eq!(g.get(5, 1), 'o');
    }

    #[test]
    fn to_string_strips_trailing_spaces() {
        let g = Grid::new(10, 2);
        let s = g.to_string();
        for line in s.lines() {
            assert!(!line.ends_with(' '));
        }
    }

    #[test]
    fn erase_path_clears_isolated_segment() {
        let mut g = Grid::new(10, 5);
        let path = vec![(2, 2), (3, 2), (4, 2), (5, 2)];
        g.draw_routed_path(&path, '▶');
        // Sanity: path was drawn.
        assert_eq!(g.get(3, 2), '─');
        assert_eq!(g.get(5, 2), '▶');
        g.erase_path(&path);
        // All cells blanked.
        for (c, r) in &path {
            assert_eq!(
                g.get(*c, *r),
                ' ',
                "cell ({c},{r}) not cleared after erase"
            );
        }
        // Tip cell is unprotected — adding direction bits should write a glyph.
        g.add_dirs(5, 2, DIR_LEFT | DIR_RIGHT);
        assert_eq!(g.get(5, 2), '─');
    }

    #[test]
    fn erase_path_preserves_shared_junction() {
        let mut g = Grid::new(10, 5);
        // Horizontal path at row 2.
        let h_path = vec![(1, 2), (2, 2), (3, 2), (4, 2)];
        g.draw_routed_path(&h_path, '▶');
        // Vertical path through (2, 2). draw_routed_path stamps only via
        // direction bits at interior cells; (2, 2) becomes a junction
        // when the vertical path's bits OR with the horizontal's.
        let v_path = vec![(2, 0), (2, 1), (2, 2), (2, 3)];
        g.draw_routed_path(&v_path, '▼');
        // Junction at (2, 2) — horizontal LEFT|RIGHT plus vertical UP|DOWN = ┼.
        assert_eq!(g.get(2, 2), '┼');
        // Erase the horizontal. Vertical's UP|DOWN bits survive at (2,2).
        g.erase_path(&h_path);
        assert_eq!(g.get(2, 2), '│', "junction collapsed to vertical bit only");
        // (1, 2) and (3, 2) are pure-horizontal cells — fully blanked.
        assert_eq!(g.get(1, 2), ' ');
        assert_eq!(g.get(3, 2), ' ');
        // Vertical path's other cells unaffected.
        assert_eq!(g.get(2, 1), '│');
    }

    #[test]
    fn erase_path_handles_tip_unprotect() {
        let mut g = Grid::new(10, 5);
        let path = vec![(2, 2), (3, 2), (4, 2)];
        g.draw_routed_path(&path, '▶');
        assert_eq!(g.get(4, 2), '▶');
        g.erase_path(&path);
        assert_eq!(g.get(4, 2), ' ');
        // Tip is unprotected: a subsequent add_dirs writes through.
        g.add_dirs(4, 2, DIR_LEFT | DIR_RIGHT);
        assert_eq!(g.get(4, 2), '─');
    }

    #[test]
    fn draw_h_arrow_places_tip() {
        let mut g = Grid::new(20, 3);
        g.draw_h_arrow(2, 1, 8);
        assert_eq!(g.get(8, 1), arrow::RIGHT);
        assert_eq!(g.get(2, 1), '─');
    }

    #[test]
    fn draw_v_arrow_places_tip() {
        let mut g = Grid::new(10, 10);
        g.draw_v_arrow(3, 1, 5);
        assert_eq!(g.get(3, 5), arrow::DOWN);
        assert_eq!(g.get(3, 1), '│');
    }
}