import { h as TEXTURE, c as TRIANGLES } from '../constants-BxjhKpTv.js';
import { R as Renderer3D } from '../rendering-C9g7uSQ5.js';
import { Vector } from '../math/p5.Vector.js';
import { Geometry } from './p5.Geometry.js';
import { Font, arrayCommandsToObjects } from '../type/p5.Font.js';
import '../creating_reading-C7hu6sg1.js';
import 'colorjs.io/fn';
import '../color/color_spaces/hsb.js';
import '../dom/p5.Element.js';
import '../dom/p5.File.js';
import '../io/p5.XML.js';
import '../p5.Renderer-BSGddFv7.js';
import '../image/filters.js';
import '../shape/custom_shapes.js';
import '../core/States.js';
import '../io/utilities.js';
import '../dom/p5.MediaElement.js';
import '../shape/2d_primitives.js';
import '../core/helpers.js';
import '../shape/attributes.js';
import '../shape/curves.js';
import '../shape/vertex.js';
import '../color/setting.js';
import 'omggif';
import '../io/csv.js';
import 'gifenc';
import '../image/pixels.js';
import '../core/transform.js';
import './GeometryBuilder.js';
import '../math/p5.Matrix.js';
import '../math/Matrices/Matrix.js';
import '../math/Matrices/MatrixInterface.js';
import './p5.Quat.js';
import './ShapeBuilder.js';
import 'libtess';
import './p5.RenderBuffer.js';
import './GeometryBufferCache.js';
import '../image/const.js';
import './p5.DataArray.js';
import '../type/textCore.js';
import '../core/filterShaders.js';
import './enums.js';
import './p5.Shader.js';
import '../math/trigonometry.js';
import '@japont/unicode-range';
import '../type/unicodeRanges.js';
import '../type/lib/Typr.js';
import 'pako';
import '@davepagurek/bezier-path';

function text(p5, fn) {
  Renderer3D.prototype.maxCachedGlyphs = function() {
    // TODO: use more than vibes to find a good value for this
    return 200;
  };

  Font.prototype._getFontInfo = function(axs) {
    // For WebGL, a cache of font data to use on the GPU.
    this._fontInfos = this._fontInfos || {};

    const key = JSON.stringify(axs);
    if (this._fontInfos[key]) {
      const val = this._fontInfos[key];
      return val;
    } else {
      const val = new FontInfo(this, { axs });
      this._fontInfos[key] = val;
      return val;
    }
  };

  // rendering constants

  // the number of rows/columns dividing each glyph
  const charGridWidth = 9;
  const charGridHeight = charGridWidth;

  // size of the image holding the bezier stroke info
  const strokeImageWidth = 64;
  const strokeImageHeight = 64;

  // size of the image holding the stroke indices for each row/col
  const gridImageWidth = 64;
  const gridImageHeight = 64;

  // size of the image holding the offset/length of each row/col stripe
  const cellImageWidth = 64;
  const cellImageHeight = 64;

  /**
   * @private
   * @class ImageInfos
   * @param {Integer} width
   * @param {Integer} height
   *
   * the ImageInfos class holds a list of ImageDatas of a given size.
   */
  class ImageInfos {
    constructor(width, height) {
      this.width = width;
      this.height = height;
      this.infos = []; // the list of images
    }
    /**
     *
     * @param {Integer} space
     * @return {Object} contains the ImageData, and pixel index into that
     *                  ImageData where the free space was allocated.
     *
     * finds free space of a given size in the ImageData list
     */
    findImage(space) {
      const imageSize = this.width * this.height;
      if (space > imageSize)
        throw new Error('font is too complex to render in 3D');

      // search through the list of images, looking for one with
      // anough unused space.
      let imageInfo, imageData;
      for (let ii = this.infos.length - 1; ii >= 0; --ii) {
        const imageInfoTest = this.infos[ii];
        if (imageInfoTest.index + space < imageSize) {
          // found one
          imageInfo = imageInfoTest;
          imageData = imageInfoTest.imageData;
          break;
        }
      }

      if (!imageInfo) {
        try {
          // create a new image
          imageData = new ImageData(this.width, this.height);
        } catch (err) {
          // for browsers that don't support ImageData constructors (ie IE11)
          // create an ImageData using the old method
          let canvas = document.getElementsByTagName('canvas')[0];
          const created = !canvas;
          if (!canvas) {
            // create a temporary canvas
            canvas = document.createElement('canvas');
            canvas.style.display = 'none';
            document.body.appendChild(canvas);
          }
          const ctx = canvas.getContext('2d');
          if (ctx) {
            imageData = ctx.createImageData(this.width, this.height);
          }
          if (created) {
            // distroy the temporary canvas, if necessary
            document.body.removeChild(canvas);
          }
        }
        // construct & dd the new image info
        imageInfo = { index: 0, imageData };
        this.infos.push(imageInfo);
      }

      const index = imageInfo.index;
      imageInfo.index += space; // move to the start of the next image
      imageData._dirty = true;
      return { imageData, index };
    }
  }

  /**
   * @function setPixel
   * @private
   * @param {Object} imageInfo
   * @param {Number} r
   * @param {Number} g
   * @param {Number} b
   * @param {Number} a
   *
   * writes the next pixel into an indexed ImageData
   */
  function setPixel(imageInfo, r, g, b, a) {
    const imageData = imageInfo.imageData;
    const pixels = imageData.data;
    let index = imageInfo.index++ * 4;
    pixels[index++] = r;
    pixels[index++] = g;
    pixels[index++] = b;
    pixels[index++] = a;
  }

  const SQRT3 = Math.sqrt(3);

  /**
   * @private
   * @class FontInfo
   * @param {Object} font an opentype.js font object
   *
   * contains cached images and glyph information for an opentype font
   */
  class FontInfo {
    constructor(font, { axs } = {}) {
      this.font = font;
      this.axs = axs;
      // the bezier curve coordinates
      this.strokeImageInfos = new ImageInfos(
        strokeImageWidth,
        strokeImageHeight
      );
      // lists of curve indices for each row/column slice
      this.colDimImageInfos = new ImageInfos(gridImageWidth, gridImageHeight);
      this.rowDimImageInfos = new ImageInfos(gridImageWidth, gridImageHeight);
      // the offset & length of each row/col slice in the glyph
      this.colCellImageInfos = new ImageInfos(cellImageWidth, cellImageHeight);
      this.rowCellImageInfos = new ImageInfos(cellImageWidth, cellImageHeight);

      // the cached information for each glyph
      this.glyphInfos = {};
    }
    /**
     * @param {Glyph} glyph the x positions of points in the curve
     * @returns {Object} the glyphInfo for that glyph
     *
     * calculates rendering info for a glyph, including the curve information,
     * row & column stripes compiled into textures.
     */
    getGlyphInfo(glyph) {
      // check the cache
      let gi = this.glyphInfos[glyph.index];
      if (gi) return gi;

      const axs = this.axs;
      const {
        glyph: {
          path: { commands }
        }
      } = this.font._singleShapeToPath(glyph.shape, { axs });
      let xMin = Infinity;
      let xMax = -Infinity;
      let yMin = Infinity;
      let yMax = -Infinity;

      for (const cmd of commands) {
        for (let i = 1; i < cmd.length; i += 2) {
          xMin = Math.min(xMin, cmd[i]);
          xMax = Math.max(xMax, cmd[i]);
          yMin = Math.min(yMin, cmd[i + 1]);
          yMax = Math.max(yMax, cmd[i + 1]);
        }
      }

      // don't bother rendering invisible glyphs
      if (xMin >= xMax || yMin >= yMax || !commands.length) {
        return (this.glyphInfos[glyph.index] = {});
      }

      const gWidth = xMax - xMin;
      const gHeight = yMax - yMin;

      // Convert arrays to named objects
      const cmds = arrayCommandsToObjects(commands);

      let i;
      const strokes = []; // the strokes in this glyph
      const rows = []; // the indices of strokes in each row
      const cols = []; // the indices of strokes in each column
      for (i = charGridWidth - 1; i >= 0; --i) cols.push([]);
      for (i = charGridHeight - 1; i >= 0; --i) rows.push([]);

      /**
       * @function push
       * @private
       * @param {Number[]} xs the x positions of points in the curve
       * @param {Number[]} ys the y positions of points in the curve
       * @param {Object} v    the curve information
       *
       * adds a curve to the rows & columns that it intersects with
       */
      function push(xs, ys, v) {
        const index = strokes.length; // the index of this stroke
        strokes.push(v); // add this stroke to the list

        /**
         * @function minMax
         * @private
         * @param {Number[]} rg the list of values to compare
         * @param {Number} min the initial minimum value
         * @param {Number} max the initial maximum value
         *
         * find the minimum & maximum value in a list of values
         */
        function minMax(rg, min, max) {
          for (let i = rg.length; i-- > 0; ) {
            const v = rg[i];
            if (min > v) min = v;
            if (max < v) max = v;
          }
          return { min, max };
        }

        // Expand the bounding box of the glyph by the number of cells below
        // before rounding. Curves only partially through a cell won't be added
        // to adjacent cells, but ones that are close will be. This helps fix
        // small visual glitches that occur when curves are close to grid cell
        // boundaries.
        const cellOffset = 0.5;

        // loop through the rows & columns that the curve intersects
        // adding the curve to those slices
        const mmX = minMax(xs, 1, 0);
        const ixMin = Math.max(
          Math.floor(mmX.min * charGridWidth - cellOffset),
          0
        );
        const ixMax = Math.min(
          Math.ceil(mmX.max * charGridWidth + cellOffset),
          charGridWidth
        );
        for (let iCol = ixMin; iCol < ixMax; ++iCol) cols[iCol].push(index);

        const mmY = minMax(ys, 1, 0);
        const iyMin = Math.max(
          Math.floor(mmY.min * charGridHeight - cellOffset),
          0
        );
        const iyMax = Math.min(
          Math.ceil(mmY.max * charGridHeight + cellOffset),
          charGridHeight
        );
        for (let iRow = iyMin; iRow < iyMax; ++iRow) rows[iRow].push(index);
      }

      /**
       * @function clamp
       * @private
       * @param {Number} v the value to clamp
       * @param {Number} min the minimum value
       * @param {Number} max the maxmimum value
       *
       * clamps a value between a minimum & maximum value
       */
      function clamp(v, min, max) {
        if (v < min) return min;
        if (v > max) return max;
        return v;
      }

      /**
       * @function byte
       * @private
       * @param {Number} v the value to scale
       *
       * converts a floating-point number in the range 0-1 to a byte 0-255
       */
      function byte(v) {
        return clamp(255 * v, 0, 255);
      }

      /**
       * @private
       * @class Cubic
       * @param {Number} p0 the start point of the curve
       * @param {Number} c0 the first control point
       * @param {Number} c1 the second control point
       * @param {Number} p1 the end point
       *
       * a cubic curve
       */
      class Cubic {
        constructor(p0, c0, c1, p1) {
          this.p0 = p0;
          this.c0 = c0;
          this.c1 = c1;
          this.p1 = p1;
        }
        /**
         * @return {Object} the quadratic approximation
         *
         * converts the cubic to a quadtratic approximation by
         * picking an appropriate quadratic control point
         */
        toQuadratic() {
          return {
            x: this.p0.x,
            y: this.p0.y,
            x1: this.p1.x,
            y1: this.p1.y,
            cx: ((this.c0.x + this.c1.x) * 3 - (this.p0.x + this.p1.x)) / 4,
            cy: ((this.c0.y + this.c1.y) * 3 - (this.p0.y + this.p1.y)) / 4
          };
        }

        /**
         * @return {Number} the error
         *
         * calculates the magnitude of error of this curve's
         * quadratic approximation.
         */
        quadError() {
          return (
            Vector.sub(
              Vector.sub(this.p1, this.p0),
              Vector.mult(Vector.sub(this.c1, this.c0), 3)
            ).mag() / 2
          );
        }

        /**
         * @param {Number} t the value (0-1) at which to split
         * @return {Cubic} the second part of the curve
         *
         * splits the cubic into two parts at a point 't' along the curve.
         * this cubic keeps its start point and its end point becomes the
         * point at 't'. the 'end half is returned.
         */
        split(t) {
          const m1 = Vector.lerp(this.p0, this.c0, t);
          const m2 = Vector.lerp(this.c0, this.c1, t);
          const mm1 = Vector.lerp(m1, m2, t);

          this.c1 = Vector.lerp(this.c1, this.p1, t);
          this.c0 = Vector.lerp(m2, this.c1, t);
          const pt = Vector.lerp(mm1, this.c0, t);
          const part1 = new Cubic(this.p0, m1, mm1, pt);
          this.p0 = pt;
          return part1;
        }

        /**
         * @return {Cubic[]} the non-inflecting pieces of this cubic
         *
         * returns an array containing 0, 1 or 2 cubics split resulting
         * from splitting this cubic at its inflection points.
         * this cubic is (potentially) altered and returned in the list.
         */
        splitInflections() {
          const a = Vector.sub(this.c0, this.p0);
          const b = Vector.sub(Vector.sub(this.c1, this.c0), a);
          const c = Vector.sub(
            Vector.sub(Vector.sub(this.p1, this.c1), a),
            Vector.mult(b, 2)
          );

          const cubics = [];

          // find the derivative coefficients
          let A = b.x * c.y - b.y * c.x;
          if (A !== 0) {
            let B = a.x * c.y - a.y * c.x;
            let C = a.x * b.y - a.y * b.x;
            const disc = B * B - 4 * A * C;
            if (disc >= 0) {
              if (A < 0) {
                A = -A;
                B = -B;
                C = -C;
              }

              const Q = Math.sqrt(disc);
              const t0 = (-B - Q) / (2 * A); // the first inflection point
              let t1 = (-B + Q) / (2 * A); // the second inflection point

              // test if the first inflection point lies on the curve
              if (t0 > 0 && t0 < 1) {
                // split at the first inflection point
                cubics.push(this.split(t0));
                // scale t2 into the second part
                t1 = 1 - (1 - t1) / (1 - t0);
              }

              // test if the second inflection point lies on the curve
              if (t1 > 0 && t1 < 1) {
                // split at the second inflection point
                cubics.push(this.split(t1));
              }
            }
          }

          cubics.push(this);
          return cubics;
        }
      }

      /**
       * @function cubicToQuadratics
       * @private
       * @param {Number} x0
       * @param {Number} y0
       * @param {Number} cx0
       * @param {Number} cy0
       * @param {Number} cx1
       * @param {Number} cy1
       * @param {Number} x1
       * @param {Number} y1
       * @returns {Cubic[]} an array of cubics whose quadratic approximations
       *                    closely match the civen cubic.
       *
       * converts a cubic curve to a list of quadratics.
       */
      function cubicToQuadratics(x0, y0, cx0, cy0, cx1, cy1, x1, y1) {
        // create the Cubic object and split it at its inflections
        const cubics = new Cubic(
          new Vector(x0, y0),
          new Vector(cx0, cy0),
          new Vector(cx1, cy1),
          new Vector(x1, y1)
        ).splitInflections();

        const qs = []; // the final list of quadratics
        const precision = 30 / SQRT3;

        // for each of the non-inflected pieces of the original cubic
        for (let cubic of cubics) {
          // the cubic is iteratively split in 3 pieces:
          // the first piece is accumulated in 'qs', the result.
          // the last piece is accumulated in 'tail', temporarily.
          // the middle piece is repeatedly split again, while necessary.
          const tail = [];

          let t3;
          for (;;) {
            // calculate this cubic's precision
            t3 = precision / cubic.quadError();
            if (t3 >= 0.5 * 0.5 * 0.5) {
              break; // not too bad, we're done
            }

            // find a split point based on the error
            const t = Math.pow(t3, 1.0 / 3.0);
            // split the cubic in 3
            const start = cubic.split(t);
            const middle = cubic.split(1 - t / (1 - t));

            qs.push(start); // the first part
            tail.push(cubic); // the last part
            cubic = middle; // iterate on the middle piece
          }

          if (t3 < 1) {
            // a little excess error, split the middle in two
            qs.push(cubic.split(0.5));
          }
          // add the middle piece to the result
          qs.push(cubic);

          // finally add the tail, reversed, onto the result
          Array.prototype.push.apply(qs, tail.reverse());
        }

        return qs;
      }

      /**
       * @function pushLine
       * @private
       * @param {Number} x0
       * @param {Number} y0
       * @param {Number} x1
       * @param {Number} y1
       *
       * add a straight line to the row/col grid of a glyph
       */
      function pushLine(x0, y0, x1, y1) {
        const mx = (x0 + x1) / 2;
        const my = (y0 + y1) / 2;
        push([x0, x1], [y0, y1], { x: x0, y: y0, cx: mx, cy: my });
      }

      /**
       * @function samePoint
       * @private
       * @param {Number} x0
       * @param {Number} y0
       * @param {Number} x1
       * @param {Number} y1
       * @return {Boolean} true if the two points are sufficiently close
       *
       * tests if two points are close enough to be considered the same
       */
      function samePoint(x0, y0, x1, y1) {
        return Math.abs(x1 - x0) < 0.00001 && Math.abs(y1 - y0) < 0.00001;
      }

      let x0, y0, xs, ys;

      for (const cmd of cmds) {
        // scale the coordinates to the range 0-1
        const x1 = (cmd.x - xMin) / gWidth;
        const y1 = (cmd.y - yMin) / gHeight;

        // don't bother if this point is the same as the last
        if (samePoint(x0, y0, x1, y1)) continue;

        switch (cmd.type) {
          case 'M': {
            // move
            xs = x1;
            ys = y1;
            break;
          }
          case 'L': {
            // line
            pushLine(x0, y0, x1, y1);
            break;
          }
          case 'Q': {
            // quadratic
            const cx = (cmd.x1 - xMin) / gWidth;
            const cy = (cmd.y1 - yMin) / gHeight;
            push([x0, x1, cx], [y0, y1, cy], { x: x0, y: y0, cx, cy });
            break;
          }
          case 'Z': {
            // end
            if (!samePoint(x0, y0, xs, ys)) {
              // add an extra line closing the loop, if necessary
              pushLine(x0, y0, xs, ys);
              strokes.push({ x: xs, y: ys });
            } else {
              strokes.push({ x: x0, y: y0 });
            }
            break;
          }
          case 'C': {
            // cubic
            const cx1 = (cmd.x1 - xMin) / gWidth;
            const cy1 = (cmd.y1 - yMin) / gHeight;
            const cx2 = (cmd.x2 - xMin) / gWidth;
            const cy2 = (cmd.y2 - yMin) / gHeight;
            const qs = cubicToQuadratics(x0, y0, cx1, cy1, cx2, cy2, x1, y1);
            for (let iq = 0; iq < qs.length; iq++) {
              const q = qs[iq].toQuadratic();
              push([q.x, q.x1, q.cx], [q.y, q.y1, q.cy], q);
            }
            break;
          }
          default:
            throw new Error(`unknown command type: ${cmd.type}`);
        }
        x0 = x1;
        y0 = y1;
      }

      // allocate space for the strokes
      const strokeCount = strokes.length;
      const strokeImageInfo = this.strokeImageInfos.findImage(strokeCount);
      const strokeOffset = strokeImageInfo.index;

      // fill the stroke image
      for (let il = 0; il < strokeCount; ++il) {
        const s = strokes[il];
        setPixel(strokeImageInfo, byte(s.x), byte(s.y), byte(s.cx), byte(s.cy));
      }

      /**
       * @function layout
       * @private
       * @param {Number[][]} dim
       * @param {ImageInfos} dimImageInfos
       * @param {ImageInfos} cellImageInfos
       * @return {Object}
       *
       * lays out the curves in a dimension (row or col) into two
       * images, one for the indices of the curves themselves, and
       * one containing the offset and length of those index spans.
       */
      function layout(dim, dimImageInfos, cellImageInfos) {
        const dimLength = dim.length; // the number of slices in this dimension
        const dimImageInfo = dimImageInfos.findImage(dimLength);
        const dimOffset = dimImageInfo.index;
        // calculate the total number of stroke indices in this dimension
        let totalStrokes = 0;
        for (let id = 0; id < dimLength; ++id) {
          totalStrokes += dim[id].length;
        }

        // allocate space for the stroke indices
        const cellImageInfo = cellImageInfos.findImage(totalStrokes);

        // for each slice in the glyph
        for (let i = 0; i < dimLength; ++i) {
          const strokeIndices = dim[i];
          const strokeCount = strokeIndices.length;
          const cellLineIndex = cellImageInfo.index;

          // write the offset and count into the glyph slice image
          setPixel(
            dimImageInfo,
            cellLineIndex >> 7,
            cellLineIndex & 0x7f,
            strokeCount >> 7,
            strokeCount & 0x7f
          );

          // for each stroke index in that slice
          for (let iil = 0; iil < strokeCount; ++iil) {
            // write the stroke index into the slice's image
            const strokeIndex = strokeIndices[iil] + strokeOffset;
            setPixel(cellImageInfo, strokeIndex >> 7, strokeIndex & 0x7f, 0, 0);
          }
        }

        return {
          cellImageInfo,
          dimOffset,
          dimImageInfo
        };
      }

      // initialize the info for this glyph
      gi = this.glyphInfos[glyph.index] = {
        glyph,
        uGlyphRect: [xMin, yMin, xMax, yMax],
        strokeImageInfo,
        strokes,
        colInfo: layout(cols, this.colDimImageInfos, this.colCellImageInfos),
        rowInfo: layout(rows, this.rowDimImageInfos, this.rowCellImageInfos)
      };
      gi.uGridOffset = [gi.colInfo.dimOffset, gi.rowInfo.dimOffset];
      return gi;
    }
  }

  Renderer3D.prototype._renderText = function (line, x, y, maxY, minY) {
    if (!this.states.textFont || typeof this.states.textFont === 'string') {
      console.log(
        'WEBGL: you must load and set a font before drawing text. See `loadFont` and `textFont` for more details.'
      );
      return;
    }
    if (y >= maxY || !this.states.fillColor) {
      return; // don't render lines beyond our maxY position
    }

    if (!p5.Font.hasGlyphData(this.states.textFont)) {
      console.log(
        'WEBGL: only Opentype (.otf) and Truetype (.ttf) fonts with glyph data are supported. Make sure to set the font using textFont() before drawing text.'
      );
      return;
    }

    this.push(); // fix to #803

    // remember this state, so it can be restored later
    const doStroke = this.states.strokeColor;
    const drawMode = this.states.drawMode;

    this.states.setValue('strokeColor', null);
    this.states.setValue('drawMode', TEXTURE);

    // get the cached FontInfo object
    const { font } = this.states.textFont;
    if (!font) {
      throw new Error(
        'In WebGL mode, textFont() needs to be given the result of loadFont() instead of a font family name.'
      );
    }
    const axs = font._currentAxes(this);
    let fontInfo = font._getFontInfo(axs);

    // calculate the alignment and move/scale the view accordingly
    // TODO: check this
    const pos = { x, y }; // this.states.textFont._handleAlignment(this, line, x, y);
    const fontSize = this.states.textSize;
    const scale = fontSize / (font.data?.head?.unitsPerEm || 1000);
    this.translate(pos.x, pos.y, 0);
    this.scale(scale, scale, 1);

    // initialize the font shader
    const initializeShader = !this._defaultFontShader;
    const sh = this._getFontShader();
    sh.init();
    sh.bindShader('text'); // first time around, bind the shader fully

    if (initializeShader) {
      // these are constants, really. just initialize them one-time.
      sh.setUniform('uGridImageSize', [gridImageWidth, gridImageHeight]);
      sh.setUniform('uCellsImageSize', [cellImageWidth, cellImageHeight]);
      sh.setUniform('uStrokeImageSize', [strokeImageWidth, strokeImageHeight]);
      sh.setUniform('uGridSize', [charGridWidth, charGridHeight]);
    }

    const curFillColor = this.states.fillSet
      ? this.states.curFillColor
      : [0, 0, 0, 1];

    this._setGlobalUniforms(sh);
    this._applyColorBlend(curFillColor);

    let g = this.geometryBufferCache.getGeometryByID('glyph');
    if (!g) {
      // create the geometry for rendering a quad
      g = this._textGeom = new Geometry(
        1,
        1,
        function () {
          for (let i = 0; i <= 1; i++) {
            for (let j = 0; j <= 1; j++) {
              this.vertices.push(new Vector(j, i, 0));
              this.uvs.push(j, i);
            }
          }
        },
        this
      );
      g.gid = 'glyph';
      g.computeFaces().computeNormals();
      this.geometryBufferCache.ensureCached(g);
    }

    // bind the shader buffers
    for (const buff of this.buffers.text) {
      buff._prepareBuffer(g, sh);
    }

    // this will have to do for now...
    sh.setUniform('uMaterialColor', curFillColor);
    this._disableRemainingAttributes(sh);
    this._beforeDrawText();
    this.glyphDataCache = this.glyphDataCache || new Set();

    try {
      // fetch the glyphs in the line of text
      const glyphs = font._positionGlyphs(line);

      for (const glyph of glyphs) {
        const gi = fontInfo.getGlyphInfo(glyph);
        if (gi.uGlyphRect) {
          const rowInfo = gi.rowInfo;
          const colInfo = gi.colInfo;

          // Bump the resources for this glyph to the end of the cache list by deleting and re-adding
          const glyphResources = [
            gi.strokeImageInfo.imageData,
            rowInfo.cellImageInfo.imageData,
            rowInfo.dimImageInfo.imageData,
            colInfo.cellImageInfo.imageData,
            colInfo.dimImageInfo.imageData
          ];
          for (const resource of glyphResources) {
            this.glyphDataCache.delete(resource);
            this.glyphDataCache.add(resource);
          }

          // If we have too many glyph textures, remove the least recently used
          // ones from GPU memory. The data still exists on the CPU and will be
          // re-uploaded if it gets actively used again.
          while (this.glyphDataCache.size > this.maxCachedGlyphs()) {
            const data = this.glyphDataCache.values().next().value;
            this.glyphDataCache.delete(data);
            const tex = this.textures.get(data);
            if (tex) {
              tex.remove();
              this.textures.delete(data);
            }
          }

          sh.setUniform('uSamplerStrokes', gi.strokeImageInfo.imageData);
          sh.setUniform('uSamplerRowStrokes', rowInfo.cellImageInfo.imageData);
          sh.setUniform('uSamplerRows', rowInfo.dimImageInfo.imageData);
          sh.setUniform('uSamplerColStrokes', colInfo.cellImageInfo.imageData);
          sh.setUniform('uSamplerCols', colInfo.dimImageInfo.imageData);
          sh.setUniform('uGridOffset', gi.uGridOffset);
          sh.setUniform('uGlyphRect', gi.uGlyphRect);
          sh.setUniform('uGlyphOffset', glyph.x);

          sh.bindTextures(); // afterwards, only textures need updating

          // draw it
          this._drawBuffers(g, { mode: TRIANGLES, count: 1 });
        }
      }
    } finally {
      // clean up
      sh.unbindShader();

      this.states.setValue('strokeColor', doStroke);
      this.states.setValue('drawMode', drawMode);

      this._afterDrawText();
      this.pop();
    }
  };
}

export { text as default };
