From f2f119f56f3bb3414d37edd6bc2fe65ddd555cb9 Mon Sep 17 00:00:00 2001 From: lumixraku Date: Fri, 6 Sep 2024 19:37:36 +0800 Subject: [PATCH 1/4] chore: better code for calcStylesCache --- .../sheets/demo/default-workbook-data-demo.ts | 23798 +- examples/src/data/sheets/demo/testdata.json | 947938 ++++++++++++++- .../sheets/extensions/column-header-layout.ts | 2 +- .../src/components/sheets/extensions/font.ts | 16 +- .../src/components/sheets/sheet-skeleton.ts | 240 +- .../sheet.render-controller.ts | 1 + 6 files changed, 913525 insertions(+), 58470 deletions(-) diff --git a/examples/src/data/sheets/demo/default-workbook-data-demo.ts b/examples/src/data/sheets/demo/default-workbook-data-demo.ts index c23deaf926b..8685ac9493a 100644 --- a/examples/src/data/sheets/demo/default-workbook-data-demo.ts +++ b/examples/src/data/sheets/demo/default-workbook-data-demo.ts @@ -14,12 +14,12 @@ * limitations under the License. */ -import type { IDataValidationRule, IDocumentData, IWorkbookData } from '@univerjs/core'; +import type { IDocumentData, IWorkbookData } from '@univerjs/core'; import { BooleanNumber, DataValidationErrorStyle, DataValidationOperator, DataValidationType, LocaleType } from '@univerjs/core'; import { DATA_VALIDATION_PLUGIN_NAME } from '@univerjs/sheets-data-validation'; -import type { ICellHyperLink } from '@univerjs/sheets-hyper-link'; import { PAGE5_RICHTEXT_1 } from '../../slides/rich-text/page5-richtext1'; +import * as testData from './testdata.json'; const richTextDemo: IDocumentData = { id: 'd', @@ -40,7 +40,7 @@ const richTextDemo: IDocumentData = { { startIndex: 489, paragraphStyle: { - spaceAbove: { v: 10 }, + spaceAbove: 10, lineSpacing: 1.2, }, }, @@ -102,7 +102,7 @@ const richTextDemo1: IDocumentData = { }, }; -const dataValidation: IDataValidationRule[] = [ +const dataValidation = [ { uid: 'xxx-1', type: DataValidationType.DECIMAL, @@ -125,7 +125,7 @@ const dataValidation: IDataValidationRule[] = [ startColumn: 3, endColumn: 5, }], - operator: DataValidationOperator.LESS_THAN_OR_EQUAL, + operator: DataValidationOperator.NOT_BETWEEN, formula1: '2024/04/10', formula2: '2024/10/10', errorStyle: DataValidationErrorStyle.STOP, @@ -150,7 +150,6 @@ const dataValidation: IDataValidationRule[] = [ endColumn: 5, }], formula1: '1,2,3,hahaha,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18', - renderMode: 1, }, { uid: 'xxx-4', @@ -176,23789 +175,4 @@ const dataValidation: IDataValidationRule[] = [ }, ]; -const dv2 = [ - { - uid: 'xxx-2', - type: 'checkbox', - ranges: [ - { - startRow: 1, - endRow: 2, - startColumn: 1, - endColumn: 2, - }, - ], - }, - { - uid: 'adN9-O', - type: 'list', - formula1: "='sheet-0005'!F4:F8", - ranges: [ - { - startRow: 4, - startColumn: 5, - endRow: 14, - endColumn: 8, - rangeType: 0, - }, - ], - formula2: '', - }, -]; - -const hyperLink = [ - { - row: 20, - column: 8, - id: '321', - display: 'linkTest', - payload: '#gid=sheet-0011&range=1:1', - }, - { - row: 20, - column: 12, - id: '123', - display: 'linkTest哈哈哈哈', - payload: '#gid=sheet-0011&range=1:1', - }, -] as ICellHyperLink[]; - -export const DEFAULT_WORKBOOK_DATA_DEMO: IWorkbookData = { - id: 'workbook-01', - locale: LocaleType.ZH_CN, - name: 'UniverSheet Demo', - sheetOrder: [ - 'sheet-0011', - 'dv-test', - 'sheet-0001', - 'sheet-0002', - 'sheet-0003', - 'sheet-0004', - 'sheet-0005', - 'sheet-0006', - 'sheet-0007', - 'sheet-0008', - 'sheet-0009', - 'sheet-0010', - ], - styles: { - 1: { - fs: 30, - vt: 2, - bl: 1, - pd: { - l: 5, - }, - }, - 2: { - vt: 2, - bl: 1, - bg: { - rgb: 'rgb(255,226,102)', - }, - pd: { - l: 5, - }, - bd: { - t: { - s: 1, - cl: { - rgb: 'rgb(217,217,217)', - }, - }, - l: { - s: 1, - cl: { - rgb: 'rgb(217,217,217)', - }, - }, - r: { - s: 1, - cl: { - rgb: 'rgb(217,217,217)', - }, - }, - b: { - s: 1, - cl: { - rgb: 'rgb(217,217,217)', - }, - }, - }, - }, - 3: { - vt: 2, - bl: 1, - bg: { - rgb: 'rgb(255,226,102)', - }, - ht: 2, - bd: { - t: { - s: 1, - cl: { - rgb: 'rgb(217,217,217)', - }, - }, - l: { - s: 1, - cl: { - 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', sheetTransform: { angle: 45, from: { column: 14, columnOffset: 49.7, row: 3, rowOffset: 9.4 }, to: { column: 18, columnOffset: 49.6, row: 17, rowOffset: 15.5 } }, transform: { flipY: false, flipX: false, angle: 45, skewX: 0, skewY: 0, left: 1117.7, top: 86.4, width: 291.9, height: 215.1 }, - }, - 'UPBpL-A3RvKoOqPdd8VIq': { - unitId: 'workbook-01', - subUnitId: 'sheet-0011', - drawingId: 'UPBpL-A3RvKoOqPdd8VIq', - drawingType: 8, - componentKey: 'ImageDemo', - sheetTransform: { - from: { column: 2, columnOffset: 8, row: 9, rowOffset: 9 }, - to: { column: 4, columnOffset: 62, row: 23, rowOffset: 0 }, - }, - transform: { flipY: false, flipX: false, angle: 0, skewX: 0, skewY: 0, left: 200, top: 200, width: 200, height: 200 }, - data: { aa: '128' }, - }, - }, - order: [ - 'sF2ogx', - 'UPBpL-A3RvKoOqPdd8VIq', - ], - }, - }), - }, - ], - // namedRanges: [ - // { - // namedRangeId: 'named-rang', - // name: 'namedRange', - // range: { - // sheetId: 'sheet-0001', - // range: { - // startRow: 0, - // startColumn: 0, - // endRow: 1, - // endColumn: 1, - // }, - // }, - // }, - // ], -}; +export const DEFAULT_WORKBOOK_DATA_DEMO = testData; diff --git a/examples/src/data/sheets/demo/testdata.json b/examples/src/data/sheets/demo/testdata.json index e3be9eef6ec..5f8e9123acb 100644 --- a/examples/src/data/sheets/demo/testdata.json +++ b/examples/src/data/sheets/demo/testdata.json @@ -1,36192 +1,915032 @@ { - "id": "workbook-01", - "sheetOrder": [ - "sheet-0011", - "dv-test", - "sheet-0001", - "sheet-0002", - "sheet-0003", - "sheet-0004", - "sheet-0005", - "sheet-0006", - "sheet-0007", - "sheet-0008", - "sheet-0009", - "sheet-0010" - ], - "name": "UniverSheet Demo", - "appVersion": "3.0.0-alpha", - "locale": "zhCN", - "styles": { - "1": { - "fs": 30, - "vt": 2, - "bl": 1, - "pd": { - "l": 5 - } + "id": "workbook-01", + "sheetOrder": [ + "sheet-0011", + "dv-test", + "sheet-0001", + "sheet-0002", + "sheet-0003", + "sheet-0004", + "sheet-0005", + "sheet-0006", + "sheet-0007", + "sheet-0008", + "sheet-0009", + "sheet-0010" + ], + "name": "UniverSheet Demo", + "appVersion": "3.0.0-alpha", + "locale": "zhCN", + "styles": { + "1": { + "fs": 30, + "vt": 2, + "bl": 1, + "pd": { + "l": 5 + } + }, + "2": { + "vt": 2, + "bl": 1, + "bg": { + "rgb": "rgb(255,226,102)" + }, + "pd": { + "l": 5 + }, + "bd": { + "t": { + "s": 1, + "cl": { + "rgb": "rgb(217,217,217)" + } }, - "2": { - "vt": 2, - "bl": 1, - "bg": { - "rgb": "rgb(255,226,102)" - }, - "pd": { - "l": 5 - }, - "bd": { - "t": { - "s": 1, - "cl": { - "rgb": "rgb(217,217,217)" - } - }, - "l": { - "s": 1, - "cl": { - "rgb": "rgb(217,217,217)" - } - }, - "r": { - "s": 1, - "cl": { - "rgb": "rgb(217,217,217)" - } - }, - "b": { - "s": 1, - "cl": { - "rgb": "rgb(217,217,217)" - } - } - } + "l": { + "s": 1, + "cl": { + "rgb": "rgb(217,217,217)" + } }, - "3": { - "vt": 2, - "bl": 1, - "bg": { - "rgb": "rgb(255,226,102)" - }, - "ht": 2, - "bd": { - "t": { - "s": 1, - "cl": { - "rgb": "rgb(217,217,217)" - } - }, - "l": { - 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"documentStyle": { + "pageSize": { + "width": 183510.39073181152, + "height": null + }, + "marginTop": 0, + "marginBottom": 1, + "marginRight": 2, + "marginLeft": 2, + "renderConfig": { + "horizontalAlign": 0, + "verticalAlign": 0, + "centerAngle": 0, + "vertexAngle": 0, + "wrapStrategy": 0 + } + }, + "body": { + "dataStream": "/** * Copyright 2023-present DreamNum Inc. * * Licensed under the Apache License, Version 2.0 (the \"License\"); * you may not use this file except in compliance with the License. * You may obtain a copy of the License at * * http://www.apache.org/licenses/LICENSE-2.0 * * Unless required by applicable law or agreed to in writing, software * distributed under the License is distributed on an \"AS IS\" BASIS, * WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. * See the License for the specific language governing permissions and * limitations under the License. */import type { IRange, ISelectionCellWithMergeInfo, Nullable, ObjectMatrix } from '@univerjs/core';import { BooleanNumber, sortRules } from '@univerjs/core';import { FIX_ONE_PIXEL_BLUR_OFFSET, RENDER_CLASS_TYPE } from '../../basics/const';// import { clearLineByBorderType } from '../../basics/draw';import { getCellPositionByIndex, getColor } from '../../basics/tools';import type { IBoundRectNoAngle, IViewportInfo, Vector2 } from '../../basics/vector2';import type { Canvas } from '../../canvas';import type { UniverRenderingContext } from '../../context';import type { Engine } from '../../engine';import type { Scene } from '../../scene';import type { SceneViewer } from '../../scene-viewer';import { Documents } from '../docs/document';import { SpreadsheetExtensionRegistry } from '../extension';import type { Background } from './extensions/background';import type { Border } from './extensions/border';import type { Font } from './extensions/font';// import type { BorderCacheItem } from './interfaces';import { SheetComponent } from './sheet-component';import type { SpreadsheetSkeleton } from './sheet-skeleton';import { type IPaintForRefresh, type IPaintForScrolling, SHEET_VIEWPORT_KEY } from './interfaces';const OBJECT_KEY = '__SHEET_EXTENSION_FONT_DOCUMENT_INSTANCE__';export class Spreadsheet extends SheetComponent { private _backgroundExtension!: Background; private _borderExtension!: Border; private _fontExtension!: Font; private _refreshIncrementalState = false; private _dirtyBounds: IBoundRectNoAngle[] = []; private _forceDisableGridlines = false; private _documents: Documents = new Documents(OBJECT_KEY, undefined, { pageMarginLeft: 0, pageMarginTop: 0, }); isPrinting = false; constructor( oKey: string, spreadsheetSkeleton?: SpreadsheetSkeleton, private _allowCache: boolean = true ) { super(oKey, spreadsheetSkeleton); this._initialDefaultExtension(); this.makeDirty(true); } get backgroundExtension() { return this._backgroundExtension; } get borderExtension() { return this._borderExtension; } get fontExtension() { return this._fontExtension; } override getDocuments() { return this._documents; } get allowCache() { return this._allowCache; } get forceDisableGridlines() { return this._forceDisableGridlines; } /** * TODO: DR-Univer, fix as unknown as */ override dispose() { super.dispose(); this._documents?.dispose(); this._documents = null as unknown as Documents; this._backgroundExtension = null as unknown as Background; this._borderExtension = null as unknown as Border; this._fontExtension = null as unknown as Font; } /** * draw by viewport * cacheBound ---> viewBound * diffCacheBounds ---> diffRange * @param ctx * @param viewportInfo */ override draw(ctx: UniverRenderingContext, viewportInfo: IViewportInfo) { // const { parent = { scaleX: 1, scaleY: 1 } } = this; // const mergeData = this.getMergeData(); // const showGridlines = this.getShowGridlines() || 1; const spreadsheetSkeleton = this.getSkeleton(); if (!spreadsheetSkeleton) { return; } this._drawAuxiliary(ctx); const parentScale = this.getParentScale(); const diffRanges = this._refreshIncrementalState && viewportInfo?.diffBounds ? viewportInfo?.diffBounds?.map((bound) => spreadsheetSkeleton.getRowColumnSegmentByViewBound(bound)) : undefined; const viewRanges = [spreadsheetSkeleton.getRowColumnSegmentByViewBound(viewportInfo?.cacheBound)]; const extensions = this.getExtensionsByOrder(); // At this moment, ctx.transform is at topLeft of sheet content, cell(0, 0) for (const extension of extensions) { const _timeKey = `extension ${viewportInfo.viewportKey}:${extension.constructor.name}`; extension.draw(ctx, parentScale, spreadsheetSkeleton, diffRanges, { viewRanges, checkOutOfViewBound: true, viewportKey: viewportInfo.viewportKey, }); } } override isHit(coord: Vector2) { const oCoord = this.getInverseCoord(coord); const skeleton = this.getSkeleton(); if (!skeleton) { return false; } const { rowHeaderWidth, columnHeaderHeight } = skeleton; if (oCoord.x > rowHeaderWidth && oCoord.y > columnHeaderHeight) { return true; } return false; } override getNoMergeCellPositionByIndex(rowIndex: number, columnIndex: number) { const spreadsheetSkeleton = this.getSkeleton(); if (!spreadsheetSkeleton) { return; } const { rowHeightAccumulation, columnWidthAccumulation, rowHeaderWidth, columnHeaderHeight } = spreadsheetSkeleton; let { startY, endY, startX, endX } = getCellPositionByIndex( rowIndex, columnIndex, rowHeightAccumulation, columnWidthAccumulation ); startY += columnHeaderHeight; endY += columnHeaderHeight; startX += rowHeaderWidth; endX += rowHeaderWidth; return { startY, endY, startX, endX, }; } override getScrollXYByRelativeCoords(coord: Vector2) { const scene = this.getParent() as Scene; let x = 0; let y = 0; const viewPort = scene.findViewportByPosToViewport(coord); if (viewPort) { const actualX = viewPort.viewportScrollX || 0; const actualY = viewPort.viewportScrollY || 0; x += actualX; y += actualY; } return { x, y, }; } isForceDirty(): boolean { return this._forceDirty; } /** * canvas resize & zoom would call forceDirty * @param state */ override makeForceDirty(state = true) { this.makeDirty(state); this._forceDirty = state; } setForceDisableGridlines(disabled: boolean) { this._forceDisableGridlines = disabled; } override getSelectionBounding(startRow: number, startColumn: number, endRow: number, endColumn: number) { return this.getSkeleton()?.getMergeBounding(startRow, startColumn, endRow, endColumn); } /** * Since multiple controllers, not just the sheet-render.controller, invoke spreadsheet.makeDirty() — for instance, the cf.render-controller — it's essential to also call viewport.markDirty() whenever spreadsheet.makeDirty() is triggered. * @param state */ override makeDirty(state: boolean = true) { (this.getParent() as Scene)?.getViewports().forEach((vp) => vp.markDirty(state)); super.makeDirty(state); if (state === false) { this._dirtyBounds = []; } return this; } setDirtyArea(dirtyBounds: IBoundRectNoAngle[]) { this._dirtyBounds = dirtyBounds; } renderByViewport(mainCtx: UniverRenderingContext, viewportInfo: IViewportInfo, spreadsheetSkeleton: SpreadsheetSkeleton) { const { diffBounds, diffX, diffY, viewPortPosition, cacheCanvas, leftOrigin, topOrigin, bufferEdgeX, bufferEdgeY, isDirty: isViewportDirty, isForceDirty: isViewportForceDirty } = viewportInfo as Required; const { rowHeaderWidth, columnHeaderHeight } = spreadsheetSkeleton; const { a: scaleX = 1, d: scaleY = 1 } = mainCtx.getTransform(); const bufferEdgeSizeX = bufferEdgeX * scaleX / window.devicePixelRatio; const bufferEdgeSizeY = bufferEdgeY * scaleY / window.devicePixelRatio; const cacheCtx = cacheCanvas.getContext(); cacheCtx.save(); const { left, top, right, bottom } = viewPortPosition; const dw = right - left + rowHeaderWidth; const dh = bottom - top + columnHeaderHeight; const isForceDirty = isViewportForceDirty || this.isForceDirty(); const isDirty = isViewportDirty || this.isDirty(); if (diffBounds.length === 0 || (diffX === 0 && diffY === 0) || isForceDirty || isDirty) { if (isDirty || isForceDirty) { this.refreshCacheCanvas(viewportInfo, { cacheCanvas, cacheCtx, mainCtx, topOrigin, leftOrigin, bufferEdgeX, bufferEdgeY }); } } else if (diffBounds.length !== 0 || diffX !== 0 || diffY !== 0) { // scrolling && no dirty this.paintNewAreaForScrolling(viewportInfo, { cacheCanvas, cacheCtx, mainCtx, topOrigin, leftOrigin, bufferEdgeX, bufferEdgeY, scaleX, scaleY, columnHeaderHeight, rowHeaderWidth, }); } // support for browser native zoom (only windows has this problem) const sourceLeft = bufferEdgeSizeX * Math.min(1, window.devicePixelRatio); const sourceTop = bufferEdgeSizeY * Math.min(1, window.devicePixelRatio); this._applyCache(cacheCanvas, mainCtx, sourceLeft, sourceTop, dw, dh, left, top, dw, dh); cacheCtx.restore(); } paintNewAreaForScrolling(viewportInfo: IViewportInfo, param: IPaintForScrolling) { const { cacheCanvas, cacheCtx, mainCtx, topOrigin, leftOrigin, bufferEdgeX, bufferEdgeY, scaleX, scaleY, columnHeaderHeight, rowHeaderWidth } = param; const { shouldCacheUpdate, diffCacheBounds, diffX, diffY } = viewportInfo; cacheCtx.save(); cacheCtx.setTransform(1, 0, 0, 1, 0, 0); cacheCtx.globalCompositeOperation = 'copy'; cacheCtx.drawImage(cacheCanvas.getCanvasEle(), diffX * scaleX, diffY * scaleY); cacheCtx.restore(); this._refreshIncrementalState = true; // Reset the ctx position to the spreadsheet content origin before drawing. // trasnlation should be (rowHeaderWidth, colHeaderHeight) at start. const m = mainCtx.getTransform(); cacheCtx.setTransform(m.a, m.b, m.c, m.d, 0, 0); // leftOrigin 是 viewport 相对 sheetcorner 的偏移(不考虑缩放) // - (leftOrigin - bufferEdgeX) ----> 简化 - leftOrigin + bufferEdgeX cacheCtx.translateWithPrecision(m.e / m.a - leftOrigin + bufferEdgeX, m.f / m.d - topOrigin + bufferEdgeY); if (shouldCacheUpdate) { for (const diffBound of diffCacheBounds) { const { left: diffLeft, right: diffRight, bottom: diffBottom, top: diffTop } = diffBound; // this.draw 的时候 ctx.translate 单元格偏移是相对 spreadsheet content // 但是 diffBounds 包括 rowHeader columnWidth, 因此绘制前需要减去行头列头的偏移 const x = diffLeft - rowHeaderWidth; const y = diffTop - columnHeaderHeight; const w = diffRight - diffLeft; const h = diffBottom - diffTop; // w h 必须精确和 diffarea 大小匹配, 否则会造成往回滚时, clear 的区域过大, 导致上一帧有效内容被擦除 cacheCtx.clearRectByPrecision(x, y, w, h); // cacheCtx.fillStyle = this.testGetRandomLightColor(); // cacheCtx.fillRectByPrecision(x, y, w, h); // x, y is diffBounds, means it's relative to scrolling distance. cacheCtx.save(); cacheCtx.beginPath(); cacheCtx.rectByPrecision(x, y, w, h); cacheCtx.closePath(); // The reason for clipping here is to avoid duplicate drawing (otherwise the text would be jagged, especially on Windows) cacheCtx.clip(); this.draw(cacheCtx, { ...viewportInfo, diffBounds: [diffBound], }); cacheCtx.restore(); } } // this.testShowRuler(cacheCtx, viewportInfo); this._refreshIncrementalState = false; } /** * Redraw the entire viewport. */ refreshCacheCanvas(viewportInfo: IViewportInfo, param: IPaintForRefresh) { const { cacheCanvas, cacheCtx, mainCtx, topOrigin, leftOrigin, bufferEdgeX, bufferEdgeY } = param; cacheCtx.save(); cacheCtx.setTransform(1, 0, 0, 1, 0, 0); cacheCanvas.clear(); cacheCtx.restore(); cacheCtx.save(); // 所以 cacheCtx.setTransform 已经包含了 rowHeaderWidth + viewport + scroll 距离 const m = mainCtx.getTransform(); // cacheCtx.setTransform(m.a, m.b, m.c, m.d, m.e, m.f); cacheCtx.setTransform(m.a, m.b, m.c, m.d, 0, 0); // The 'leftOrigin' is the offset of the viewport relative to the sheet corner, which is the position of cell(0, 0), and it does not consider scaling. // - (leftOrigin - bufferEdgeX) ----> - leftOrigin + bufferEdgeX cacheCtx.translateWithPrecision(m.e / m.a - leftOrigin + bufferEdgeX, m.f / m.d - topOrigin + bufferEdgeY); // extension 绘制时按照内容的左上角计算, 不考虑 rowHeaderWidth this.draw(cacheCtx, viewportInfo); // this.testShowRuler(cacheCtx, viewportInfo); cacheCtx.restore(); } override render(mainCtx: UniverRenderingContext, viewportInfo: IViewportInfo) { if (!this.visible) { this.makeDirty(false); return this; } const spreadsheetSkeleton = this.getSkeleton(); if (!spreadsheetSkeleton) { return; } spreadsheetSkeleton.calculateWithoutClearingCache(viewportInfo); const segment = spreadsheetSkeleton.rowColumnSegment; if (!segment) { return; } if ( (segment.startRow === -1 && segment.endRow === -1) || (segment.startColumn === -1 && segment.endColumn === -1) ) { return; } mainCtx.save(); const { rowHeaderWidth, columnHeaderHeight } = spreadsheetSkeleton; mainCtx.translateWithPrecision(rowHeaderWidth, columnHeaderHeight); const { viewportKey } = viewportInfo; // scene --> layer, getObjects --> viewport.render(object) --> spreadsheet // SHEET_COMPONENT_MAIN_LAYER_INDEX = 0; // SHEET_COMPONENT_SELECTION_LAYER_INDEX = 1; // SHEET_COMPONENT_HEADER_LAYER_INDEX = 10; // SHEET_COMPONENT_HEADER_SELECTION_LAYER_INDEX = 11; // ...... // SHEET_COMPONENT_MAIN_LAYER_INDEX spreadsheet this.getObjectsByOrder() ---> [spreadsheet] // SHEET_COMPONENT_HEADER_LAYER_INDEX rowHeader & colHeader & freezeBorder this.getObjectsByOrder() ---> [SpreadsheetRowHeader, SpreadsheetColumnHeader, _Rect..., HeaderMenuResizeShape] // SHEET_COMPONENT_HEADER_SELECTION_LAYER_INDEX selection this.getObjectsByOrder() ---> [_Rect, Group] // SpreadsheetRowHeader SpreadsheetColumnHeader is not render by spreadsheet if (this.sheetContentViewport().includes(viewportKey as SHEET_VIEWPORT_KEY)) { if (viewportInfo && viewportInfo.cacheCanvas) { this.renderByViewport(mainCtx, viewportInfo, spreadsheetSkeleton); } else { this._draw(mainCtx, viewportInfo); } } else if (this.sheetHeaderViewport().includes(viewportKey as SHEET_VIEWPORT_KEY)) { // doing nothing, other components(SpreadsheetRowHeader...) will render } else { // embed in doc & slide // 现阶段 embed 开启贴图有问题, 3f12ad80188a83283bcd95c65e6c5dcc2d23ad72 if (viewportInfo && viewportInfo.cacheCanvas) { this.renderByViewport(mainCtx, viewportInfo, spreadsheetSkeleton); } else { this._draw(mainCtx, viewportInfo); } } mainCtx.restore(); return this; } /** * applyCache from cache canvas * @param cacheCanvas Source Image * @param ctx MainCtx * @param sx * @param sy * @param sw * @param sh * @param dx * @param dy * @param dw * @param dh */ protected _applyCache( cacheCanvas: Canvas, ctx: UniverRenderingContext, sx: number = 0, sy: number = 0, sw: number = 0, sh: number = 0, dx: number = 0, dy: number = 0, dw: number = 0, dh: number = 0 ) { if (!ctx) { return; } const pixelRatio = cacheCanvas.getPixelRatio(); const cacheCtx = cacheCanvas.getContext(); cacheCtx.save(); ctx.save(); ctx.setTransform(1, 0, 0, 1, 0, 0); cacheCtx.setTransform(1, 0, 0, 1, 0, 0); const fn = (num: number, scale: number) => { return Math.round(num * scale); }; ctx.imageSmoothingEnabled = false; // ctx.imageSmoothingEnabled = true; // ctx.imageSmoothingQuality = 'high'; ctx.drawImage( cacheCanvas.getCanvasEle(), fn(sx, pixelRatio), fn(sy, pixelRatio), sw * pixelRatio, sh * pixelRatio, fn(dx, pixelRatio), fn(dy, pixelRatio), dw * pixelRatio, dh * pixelRatio ); ctx.restore(); cacheCtx.restore(); } protected override _draw(ctx: UniverRenderingContext, bounds?: IViewportInfo) { this.draw(ctx, bounds!); } private _getAncestorSize() { const parent = this._getAncestorParent(); if (!parent) { return; } if (parent.classType === RENDER_CLASS_TYPE.ENGINE) { const mainCanvas = (parent as Engine).getCanvas(); return { width: mainCanvas.getWidth(), height: mainCanvas.getHeight(), }; } if (parent.classType === RENDER_CLASS_TYPE.SCENE_VIEWER) { return { width: parent.width, height: parent.height, }; } } private _getAncestorParent(): Nullable { let parent: any = this.parent; while (parent) { if (parent.classType === RENDER_CLASS_TYPE.ENGINE || parent.classType === RENDER_CLASS_TYPE.SCENE_VIEWER) { return parent as Nullable; } parent = parent?.getParent && parent?.getParent(); } } private _initialDefaultExtension() { SpreadsheetExtensionRegistry.getData() .sort(sortRules) .forEach((Extension) => { this.register(new Extension()); }); // this._borderAuxiliaryExtension = this.getExtensionByKey('DefaultBorderAuxiliaryExtension') as BorderAuxiliary; this._backgroundExtension = this.getExtensionByKey('DefaultBackgroundExtension') as Background; this._borderExtension = this.getExtensionByKey('DefaultBorderExtension') as Border; this._fontExtension = this.getExtensionByKey('DefaultFontExtension') as Font; } /** * draw gridlines * @param ctx */ // eslint-disable-next-line max-lines-per-function private _drawAuxiliary(ctx: UniverRenderingContext) { const spreadsheetSkeleton = this.getSkeleton(); if (spreadsheetSkeleton == null) { return; } const { rowColumnSegment, dataMergeCache, overflowCache, showGridlines } = spreadsheetSkeleton; const { startRow, endRow, startColumn, endColumn } = rowColumnSegment; if (!spreadsheetSkeleton || showGridlines === BooleanNumber.FALSE || this._forceDisableGridlines) { return; } const { rowHeightAccumulation, columnTotalWidth, columnWidthAccumulation, rowTotalHeight } = spreadsheetSkeleton; if ( !rowHeightAccumulation || !columnWidthAccumulation || columnTotalWidth === undefined || rowTotalHeight === undefined ) { return; } ctx.save(); ctx.setLineWidthByPrecision(1); // TODO@jikkai: these should be configurable ctx.strokeStyle = getColor([214, 216, 219]); const columnWidthAccumulationLength = columnWidthAccumulation.length; const rowHeightAccumulationLength = rowHeightAccumulation.length; const EXTRA_BOUND = 0.4; const rowCount = endRow - startRow + 1; const columnCount = endColumn - startColumn + 1; const extraRowCount = Math.ceil(rowCount * EXTRA_BOUND); const extraColumnCount = Math.ceil(columnCount * EXTRA_BOUND); const rowStart = Math.max(Math.floor(startRow - extraRowCount), 0); const rowEnd = Math.min(Math.ceil(endRow + extraRowCount), rowHeightAccumulationLength - 1); const columnEnd = Math.min(Math.ceil(endColumn + (extraColumnCount)), columnWidthAccumulationLength - 1); const columnStart = Math.max(Math.floor(startColumn - (extraColumnCount)), 0); const startX = columnWidthAccumulation[columnStart - 1] || 0; const startY = rowHeightAccumulation[rowStart - 1] || 0; const endX = columnWidthAccumulation[columnEnd]; const endY = rowHeightAccumulation[rowEnd]; ctx.translateWithPrecisionRatio(FIX_ONE_PIXEL_BLUR_OFFSET, FIX_ONE_PIXEL_BLUR_OFFSET); ctx.beginPath(); ctx.moveToByPrecision(startX, startY); ctx.lineToByPrecision(endX, startY); ctx.moveToByPrecision(startX, startY); ctx.lineToByPrecision(startX, endY); ctx.closePathByEnv(); ctx.stroke(); for (let r = rowStart; r <= rowEnd; r++) { if (r < 0 || r > rowHeightAccumulationLength - 1) { continue; } const rowEndPosition = rowHeightAccumulation[r]; ctx.beginPath(); ctx.moveToByPrecision(startX, rowEndPosition); ctx.lineToByPrecision(endX, rowEndPosition); ctx.closePathByEnv(); ctx.stroke(); } for (let c = columnStart; c <= columnEnd; c++) { if (c < 0 || c > columnWidthAccumulationLength - 1) { continue; } const columnEndPosition = columnWidthAccumulation[c]; ctx.beginPath(); ctx.moveToByPrecision(columnEndPosition, startY); ctx.lineToByPrecision(columnEndPosition, endY); ctx.closePathByEnv(); ctx.stroke(); } // console.log('xx2', scaleX, scaleY, columnTotalWidth, rowTotalHeight, rowHeightAccumulation, columnWidthAccumulation); // border?.forValue((rowIndex, columnIndex, borderCaches) => { // if (!borderCaches) { // return true; // } // const cellInfo = spreadsheetSkeleton.getCellByIndexWithNoHeader(rowIndex, columnIndex); // let { startY, endY, startX, endX } = cellInfo; // const { isMerged, isMergedMainCell, mergeInfo } = cellInfo; // if (isMerged) { // return true; // } // if (isMergedMainCell) { // startY = mergeInfo.startY; // endY = mergeInfo.endY; // startX = mergeInfo.startX; // endX = mergeInfo.endX; // } // if (!(mergeInfo.startRow >= rowStart && mergeInfo.endRow <= rowEnd)) { // return true; // } // for (const key in borderCaches) { // const { type } = borderCaches[key] as BorderCacheItem; // clearLineByBorderType(ctx, type, { startX, startY, endX, endY }); // } // }); // Clearing the dashed line issue caused by overlaid auxiliary lines and strokes // merge cell this._clearRectangle(ctx, rowHeightAccumulation, columnWidthAccumulation, dataMergeCache); // overflow cell this._clearRectangle(ctx, rowHeightAccumulation, columnWidthAccumulation, overflowCache.toNativeArray()); // this._clearBackground(ctx, backgroundPositions); ctx.restore(); } /** * Clear the guide lines within a range in the table, to make room for merged cells and overflow. */ private _clearRectangle( ctx: UniverRenderingContext, rowHeightAccumulation: number[], columnWidthAccumulation: number[], dataMergeCache?: IRange[] ) { if (dataMergeCache == null) { return; } for (const dataCache of dataMergeCache) { const { startRow, endRow, startColumn, endColumn } = dataCache; const startY = rowHeightAccumulation[startRow - 1] || 0; const endY = rowHeightAccumulation[endRow] || rowHeightAccumulation[rowHeightAccumulation.length - 1]; const startX = columnWidthAccumulation[startColumn - 1] || 0; const endX = columnWidthAccumulation[endColumn] || columnWidthAccumulation[columnWidthAccumulation.length - 1]; ctx.clearRectByPrecision(startX, startY, endX - startX, endY - startY); // After ClearRect, the lines will become thinner, and the lines will be repaired below. ctx.beginPath(); ctx.moveToByPrecision(startX, startY); ctx.lineToByPrecision(endX, startY); ctx.lineToByPrecision(endX, endY); ctx.lineToByPrecision(startX, endY); ctx.lineToByPrecision(startX, startY); ctx.stroke(); ctx.closePath(); } } private _clearBackground(ctx: UniverRenderingContext, backgroundPositions?: ObjectMatrix) { backgroundPositions?.forValue((row, column, cellInfo) => { let { startY, endY, startX, endX } = cellInfo; const { isMerged, isMergedMainCell, mergeInfo } = cellInfo; if (isMerged) { return true; } if (isMergedMainCell) { startY = mergeInfo.startY; endY = mergeInfo.endY; startX = mergeInfo.startX; endX = mergeInfo.endX; } ctx.clearRectForTexture(startX, startY, endX - startX + 0.5, endY - startY + 0.5); }); } sheetContentViewport() { return [SHEET_VIEWPORT_KEY.VIEW_MAIN, SHEET_VIEWPORT_KEY.VIEW_MAIN_LEFT_TOP, SHEET_VIEWPORT_KEY.VIEW_MAIN_TOP, SHEET_VIEWPORT_KEY.VIEW_MAIN_LEFT]; } sheetHeaderViewport() { return [SHEET_VIEWPORT_KEY.VIEW_ROW_TOP, SHEET_VIEWPORT_KEY.VIEW_ROW_BOTTOM, SHEET_VIEWPORT_KEY.VIEW_COLUMN_LEFT, SHEET_VIEWPORT_KEY.VIEW_COLUMN_RIGHT, SHEET_VIEWPORT_KEY.VIEW_LEFT_TOP]; } testShowRuler(cacheCtx: UniverRenderingContext, viewportInfo: IViewportInfo): void { const { cacheBound } = viewportInfo; const spreadsheetSkeleton = this.getSkeleton()!; const { rowHeaderWidth, columnHeaderHeight } = spreadsheetSkeleton; const { left, top, right, bottom } = cacheBound; const findClosestHundred = (number: number) => { const remainder = number % 100; return number + (100 - remainder); }; const startX = findClosestHundred(left); const endX = findClosestHundred(right); const startY = findClosestHundred(top); const endY = findClosestHundred(bottom); cacheCtx.save(); cacheCtx.beginPath(); cacheCtx.strokeStyle = '#000000'; cacheCtx.fillStyle = '#000000'; cacheCtx.font = '16px Arial'; cacheCtx.lineWidth = 1; cacheCtx.textAlign = 'center'; cacheCtx.textBaseline = 'middle'; for (let i = startX; i <= endX; i += 50) { cacheCtx.beginPath(); cacheCtx.strokeStyle = (i % 100 === 0) ? 'red' : '#aaa'; cacheCtx.moveTo(i - rowHeaderWidth, top - columnHeaderHeight); cacheCtx.lineTo(i - rowHeaderWidth, bottom - columnHeaderHeight); cacheCtx.stroke(); cacheCtx.closePath(); } for (let j = startY; j <= endY; j += 50) { cacheCtx.beginPath(); cacheCtx.strokeStyle = (j % 100 === 0) ? 'red' : '#aaa'; cacheCtx.moveTo(left - rowHeaderWidth, j - columnHeaderHeight); cacheCtx.lineTo(right - rowHeaderWidth, j - columnHeaderHeight); cacheCtx.stroke(); cacheCtx.closePath(); } cacheCtx.fillStyle = '#666'; for (let i = startX; i <= endX; i += 100) { for (let j = startY; j <= endY; j += 100) { cacheCtx.fillText(`${i},${j}`, i - rowHeaderWidth, j - columnHeaderHeight); } } // start // cacheCtx.textAlign = 'left'; // for (let j = startY; j <= endY; j += 100) { // cacheCtx.clearRect(left - rowHeaderWidth, j - columnHeaderHeight - 15, 30, 30); // cacheCtx.fillText(`${left}`, left - rowHeaderWidth, j - columnHeaderHeight); // } cacheCtx.closePath(); cacheCtx.restore(); } testGetRandomLightColor(): string { const letters = 'ABCDEF'; let color = '#'; for (let i = 0; i < 6; i++) { color += letters[Math.floor(Math.random() * 6)]; } const r = Number.parseInt(color.substring(1, 3), 16); const g = Number.parseInt(color.substring(3, 5), 16); const b = Number.parseInt(color.substring(5, 7), 16); if (r + g + b < 610) { return this.testGetRandomLightColor(); // 递归调用直到生成足够亮的颜色 } return color; }}\r\n", + "textRuns": [ + { + "st": 0, + "ed": 29475, + "ts": { + "cl": { + "rgb": "rgb(93,93,95)" + }, + "bg": { + "rgb": "rgb(235,238,245)" + }, + "ff": "\"Jetbrains Mono\", Menlo, \"Lucida Console\", Monaco, \"Source Han Sans SC\", \"PingFang SC\", monospace, Menlo, Monaco, \"Courier New\", monospace", + "fs": 10.5 + } + } + ], + "paragraphs": [ + { + "startIndex": 29475, + "paragraphStyle": { + "horizontalAlign": 0 + } + } + ], + "customRanges": [], + "customDecorations": [] + }, + "drawings": {}, + "drawingsOrder": [], + "settings": { + "zoomRatio": 1 + }, + "resources": [ + { + "name": "SHEET_THREAD_COMMENT_PLUGIN", + "data": "{}" + }, + { + "name": "DOC_HYPER_LINK_PLUGIN", + "data": "{\"links\":[]}" + }, + { + "name": "SHEET_AuthzIoMockService_PLUGIN", + "data": "{}" + } + ] + } + } + }, + "49": { + "0": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "1": { + "v": 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"marginRight": 2, + "marginLeft": 2, + "renderConfig": { + "horizontalAlign": 0, + "verticalAlign": 0, + "centerAngle": 0, + "vertexAngle": 0, + "wrapStrategy": 0 + } + }, + "body": { + "dataStream": "/** * Copyright 2023-present DreamNum Inc. * * Licensed under the Apache License, Version 2.0 (the \"License\"); * you may not use this file except in compliance with the License. * You may obtain a copy of the License at * * http://www.apache.org/licenses/LICENSE-2.0 * * Unless required by applicable law or agreed to in writing, software * distributed under the License is distributed on an \"AS IS\" BASIS, * WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. * See the License for the specific language governing permissions and * limitations under the License. */import type { IRange, ISelectionCellWithMergeInfo, Nullable, ObjectMatrix } from '@univerjs/core';import { BooleanNumber, sortRules } from '@univerjs/core';import { FIX_ONE_PIXEL_BLUR_OFFSET, RENDER_CLASS_TYPE } from '../../basics/const';// import { clearLineByBorderType } from '../../basics/draw';import { getCellPositionByIndex, getColor } from '../../basics/tools';import type { IBoundRectNoAngle, IViewportInfo, Vector2 } from '../../basics/vector2';import type { Canvas } from '../../canvas';import type { UniverRenderingContext } from '../../context';import type { Engine } from '../../engine';import type { Scene } from '../../scene';import type { SceneViewer } from '../../scene-viewer';import { Documents } from '../docs/document';import { SpreadsheetExtensionRegistry } from '../extension';import type { Background } from './extensions/background';import type { Border } from './extensions/border';import type { Font } from './extensions/font';// import type { BorderCacheItem } from './interfaces';import { SheetComponent } from './sheet-component';import type { SpreadsheetSkeleton } from './sheet-skeleton';import { type IPaintForRefresh, type IPaintForScrolling, SHEET_VIEWPORT_KEY } from './interfaces';const OBJECT_KEY = '__SHEET_EXTENSION_FONT_DOCUMENT_INSTANCE__';export class Spreadsheet extends SheetComponent { private _backgroundExtension!: Background; private _borderExtension!: Border; private _fontExtension!: Font; private _refreshIncrementalState = false; private _dirtyBounds: IBoundRectNoAngle[] = []; private _forceDisableGridlines = false; private _documents: Documents = new Documents(OBJECT_KEY, undefined, { pageMarginLeft: 0, pageMarginTop: 0, }); isPrinting = false; constructor( oKey: string, spreadsheetSkeleton?: SpreadsheetSkeleton, private _allowCache: boolean = true ) { super(oKey, spreadsheetSkeleton); this._initialDefaultExtension(); this.makeDirty(true); } get backgroundExtension() { return this._backgroundExtension; } get borderExtension() { return this._borderExtension; } get fontExtension() { return this._fontExtension; } override getDocuments() { return this._documents; } get allowCache() { return this._allowCache; } get forceDisableGridlines() { return this._forceDisableGridlines; } /** * TODO: DR-Univer, fix as unknown as */ override dispose() { super.dispose(); this._documents?.dispose(); this._documents = null as unknown as Documents; this._backgroundExtension = null as unknown as Background; this._borderExtension = null as unknown as Border; this._fontExtension = null as unknown as Font; } /** * draw by viewport * cacheBound ---> viewBound * diffCacheBounds ---> diffRange * @param ctx * @param viewportInfo */ override draw(ctx: UniverRenderingContext, viewportInfo: IViewportInfo) { // const { parent = { scaleX: 1, scaleY: 1 } } = this; // const mergeData = this.getMergeData(); // const showGridlines = this.getShowGridlines() || 1; const spreadsheetSkeleton = this.getSkeleton(); if (!spreadsheetSkeleton) { return; } this._drawAuxiliary(ctx); const parentScale = this.getParentScale(); const diffRanges = this._refreshIncrementalState && viewportInfo?.diffBounds ? viewportInfo?.diffBounds?.map((bound) => spreadsheetSkeleton.getRowColumnSegmentByViewBound(bound)) : undefined; const viewRanges = [spreadsheetSkeleton.getRowColumnSegmentByViewBound(viewportInfo?.cacheBound)]; const extensions = this.getExtensionsByOrder(); // At this moment, ctx.transform is at topLeft of sheet content, cell(0, 0) for (const extension of extensions) { const _timeKey = `extension ${viewportInfo.viewportKey}:${extension.constructor.name}`; extension.draw(ctx, parentScale, spreadsheetSkeleton, diffRanges, { viewRanges, checkOutOfViewBound: true, viewportKey: viewportInfo.viewportKey, }); } } override isHit(coord: Vector2) { const oCoord = this.getInverseCoord(coord); const skeleton = this.getSkeleton(); if (!skeleton) { return false; } const { rowHeaderWidth, columnHeaderHeight } = skeleton; if (oCoord.x > rowHeaderWidth && oCoord.y > columnHeaderHeight) { return true; } return false; } override getNoMergeCellPositionByIndex(rowIndex: number, columnIndex: number) { const spreadsheetSkeleton = this.getSkeleton(); if (!spreadsheetSkeleton) { return; } const { rowHeightAccumulation, columnWidthAccumulation, rowHeaderWidth, columnHeaderHeight } = spreadsheetSkeleton; let { startY, endY, startX, endX } = getCellPositionByIndex( rowIndex, columnIndex, rowHeightAccumulation, columnWidthAccumulation ); startY += columnHeaderHeight; endY += columnHeaderHeight; startX += rowHeaderWidth; endX += rowHeaderWidth; return { startY, endY, startX, endX, }; } override getScrollXYByRelativeCoords(coord: Vector2) { const scene = this.getParent() as Scene; let x = 0; let y = 0; const viewPort = scene.findViewportByPosToViewport(coord); if (viewPort) { const actualX = viewPort.viewportScrollX || 0; const actualY = viewPort.viewportScrollY || 0; x += actualX; y += actualY; } return { x, y, }; } isForceDirty(): boolean { return this._forceDirty; } /** * canvas resize & zoom would call forceDirty * @param state */ override makeForceDirty(state = true) { this.makeDirty(state); this._forceDirty = state; } setForceDisableGridlines(disabled: boolean) { this._forceDisableGridlines = disabled; } override getSelectionBounding(startRow: number, startColumn: number, endRow: number, endColumn: number) { return this.getSkeleton()?.getMergeBounding(startRow, startColumn, endRow, endColumn); } /** * Since multiple controllers, not just the sheet-render.controller, invoke spreadsheet.makeDirty() — for instance, the cf.render-controller — it's essential to also call viewport.markDirty() whenever spreadsheet.makeDirty() is triggered. * @param state */ override makeDirty(state: boolean = true) { (this.getParent() as Scene)?.getViewports().forEach((vp) => vp.markDirty(state)); super.makeDirty(state); if (state === false) { this._dirtyBounds = []; } return this; } setDirtyArea(dirtyBounds: IBoundRectNoAngle[]) { this._dirtyBounds = dirtyBounds; } renderByViewport(mainCtx: UniverRenderingContext, viewportInfo: IViewportInfo, spreadsheetSkeleton: SpreadsheetSkeleton) { const { diffBounds, diffX, diffY, viewPortPosition, cacheCanvas, leftOrigin, topOrigin, bufferEdgeX, bufferEdgeY, isDirty: isViewportDirty, isForceDirty: isViewportForceDirty } = viewportInfo as Required; const { rowHeaderWidth, columnHeaderHeight } = spreadsheetSkeleton; const { a: scaleX = 1, d: scaleY = 1 } = mainCtx.getTransform(); const bufferEdgeSizeX = bufferEdgeX * scaleX / window.devicePixelRatio; const bufferEdgeSizeY = bufferEdgeY * scaleY / window.devicePixelRatio; const cacheCtx = cacheCanvas.getContext(); cacheCtx.save(); const { left, top, right, bottom } = viewPortPosition; const dw = right - left + rowHeaderWidth; const dh = bottom - top + columnHeaderHeight; const isForceDirty = isViewportForceDirty || this.isForceDirty(); const isDirty = isViewportDirty || this.isDirty(); if (diffBounds.length === 0 || (diffX === 0 && diffY === 0) || isForceDirty || isDirty) { if (isDirty || isForceDirty) { this.refreshCacheCanvas(viewportInfo, { cacheCanvas, cacheCtx, mainCtx, topOrigin, leftOrigin, bufferEdgeX, bufferEdgeY }); } } else if (diffBounds.length !== 0 || diffX !== 0 || diffY !== 0) { // scrolling && no dirty this.paintNewAreaForScrolling(viewportInfo, { cacheCanvas, cacheCtx, mainCtx, topOrigin, leftOrigin, bufferEdgeX, bufferEdgeY, scaleX, scaleY, columnHeaderHeight, rowHeaderWidth, }); } // support for browser native zoom (only windows has this problem) const sourceLeft = bufferEdgeSizeX * Math.min(1, window.devicePixelRatio); const sourceTop = bufferEdgeSizeY * Math.min(1, window.devicePixelRatio); this._applyCache(cacheCanvas, mainCtx, sourceLeft, sourceTop, dw, dh, left, top, dw, dh); cacheCtx.restore(); } paintNewAreaForScrolling(viewportInfo: IViewportInfo, param: IPaintForScrolling) { const { cacheCanvas, cacheCtx, mainCtx, topOrigin, leftOrigin, bufferEdgeX, bufferEdgeY, scaleX, scaleY, columnHeaderHeight, rowHeaderWidth } = param; const { shouldCacheUpdate, diffCacheBounds, diffX, diffY } = viewportInfo; cacheCtx.save(); cacheCtx.setTransform(1, 0, 0, 1, 0, 0); cacheCtx.globalCompositeOperation = 'copy'; cacheCtx.drawImage(cacheCanvas.getCanvasEle(), diffX * scaleX, diffY * scaleY); cacheCtx.restore(); this._refreshIncrementalState = true; // Reset the ctx position to the spreadsheet content origin before drawing. // trasnlation should be (rowHeaderWidth, colHeaderHeight) at start. const m = mainCtx.getTransform(); cacheCtx.setTransform(m.a, m.b, m.c, m.d, 0, 0); // leftOrigin 是 viewport 相对 sheetcorner 的偏移(不考虑缩放) // - (leftOrigin - bufferEdgeX) ----> 简化 - leftOrigin + bufferEdgeX cacheCtx.translateWithPrecision(m.e / m.a - leftOrigin + bufferEdgeX, m.f / m.d - topOrigin + bufferEdgeY); if (shouldCacheUpdate) { for (const diffBound of diffCacheBounds) { const { left: diffLeft, right: diffRight, bottom: diffBottom, top: diffTop } = diffBound; // this.draw 的时候 ctx.translate 单元格偏移是相对 spreadsheet content // 但是 diffBounds 包括 rowHeader columnWidth, 因此绘制前需要减去行头列头的偏移 const x = diffLeft - rowHeaderWidth; const y = diffTop - columnHeaderHeight; const w = diffRight - diffLeft; const h = diffBottom - diffTop; // w h 必须精确和 diffarea 大小匹配, 否则会造成往回滚时, clear 的区域过大, 导致上一帧有效内容被擦除 cacheCtx.clearRectByPrecision(x, y, w, h); // cacheCtx.fillStyle = this.testGetRandomLightColor(); // cacheCtx.fillRectByPrecision(x, y, w, h); // x, y is diffBounds, means it's relative to scrolling distance. cacheCtx.save(); cacheCtx.beginPath(); cacheCtx.rectByPrecision(x, y, w, h); cacheCtx.closePath(); // The reason for clipping here is to avoid duplicate drawing (otherwise the text would be jagged, especially on Windows) cacheCtx.clip(); this.draw(cacheCtx, { ...viewportInfo, diffBounds: [diffBound], }); cacheCtx.restore(); } } // this.testShowRuler(cacheCtx, viewportInfo); this._refreshIncrementalState = false; } /** * Redraw the entire viewport. */ refreshCacheCanvas(viewportInfo: IViewportInfo, param: IPaintForRefresh) { const { cacheCanvas, cacheCtx, mainCtx, topOrigin, leftOrigin, bufferEdgeX, bufferEdgeY } = param; cacheCtx.save(); cacheCtx.setTransform(1, 0, 0, 1, 0, 0); cacheCanvas.clear(); cacheCtx.restore(); cacheCtx.save(); // 所以 cacheCtx.setTransform 已经包含了 rowHeaderWidth + viewport + scroll 距离 const m = mainCtx.getTransform(); // cacheCtx.setTransform(m.a, m.b, m.c, m.d, m.e, m.f); cacheCtx.setTransform(m.a, m.b, m.c, m.d, 0, 0); // The 'leftOrigin' is the offset of the viewport relative to the sheet corner, which is the position of cell(0, 0), and it does not consider scaling. // - (leftOrigin - bufferEdgeX) ----> - leftOrigin + bufferEdgeX cacheCtx.translateWithPrecision(m.e / m.a - leftOrigin + bufferEdgeX, m.f / m.d - topOrigin + bufferEdgeY); // extension 绘制时按照内容的左上角计算, 不考虑 rowHeaderWidth this.draw(cacheCtx, viewportInfo); // this.testShowRuler(cacheCtx, viewportInfo); cacheCtx.restore(); } override render(mainCtx: UniverRenderingContext, viewportInfo: IViewportInfo) { if (!this.visible) { this.makeDirty(false); return this; } const spreadsheetSkeleton = this.getSkeleton(); if (!spreadsheetSkeleton) { return; } spreadsheetSkeleton.calculateWithoutClearingCache(viewportInfo); const segment = spreadsheetSkeleton.rowColumnSegment; if (!segment) { return; } if ( (segment.startRow === -1 && segment.endRow === -1) || (segment.startColumn === -1 && segment.endColumn === -1) ) { return; } mainCtx.save(); const { rowHeaderWidth, columnHeaderHeight } = spreadsheetSkeleton; mainCtx.translateWithPrecision(rowHeaderWidth, columnHeaderHeight); const { viewportKey } = viewportInfo; // scene --> layer, getObjects --> viewport.render(object) --> spreadsheet // SHEET_COMPONENT_MAIN_LAYER_INDEX = 0; // SHEET_COMPONENT_SELECTION_LAYER_INDEX = 1; // SHEET_COMPONENT_HEADER_LAYER_INDEX = 10; // SHEET_COMPONENT_HEADER_SELECTION_LAYER_INDEX = 11; // ...... // SHEET_COMPONENT_MAIN_LAYER_INDEX spreadsheet this.getObjectsByOrder() ---> [spreadsheet] // SHEET_COMPONENT_HEADER_LAYER_INDEX rowHeader & colHeader & freezeBorder this.getObjectsByOrder() ---> [SpreadsheetRowHeader, SpreadsheetColumnHeader, _Rect..., HeaderMenuResizeShape] // SHEET_COMPONENT_HEADER_SELECTION_LAYER_INDEX selection this.getObjectsByOrder() ---> [_Rect, Group] // SpreadsheetRowHeader SpreadsheetColumnHeader is not render by spreadsheet if (this.sheetContentViewport().includes(viewportKey as SHEET_VIEWPORT_KEY)) { if (viewportInfo && viewportInfo.cacheCanvas) { this.renderByViewport(mainCtx, viewportInfo, spreadsheetSkeleton); } else { this._draw(mainCtx, viewportInfo); } } else if (this.sheetHeaderViewport().includes(viewportKey as SHEET_VIEWPORT_KEY)) { // doing nothing, other components(SpreadsheetRowHeader...) will render } else { // embed in doc & slide // 现阶段 embed 开启贴图有问题, 3f12ad80188a83283bcd95c65e6c5dcc2d23ad72 if (viewportInfo && viewportInfo.cacheCanvas) { this.renderByViewport(mainCtx, viewportInfo, spreadsheetSkeleton); } else { this._draw(mainCtx, viewportInfo); } } mainCtx.restore(); return this; } /** * applyCache from cache canvas * @param cacheCanvas Source Image * @param ctx MainCtx * @param sx * @param sy * @param sw * @param sh * @param dx * @param dy * @param dw * @param dh */ protected _applyCache( cacheCanvas: Canvas, ctx: UniverRenderingContext, sx: number = 0, sy: number = 0, sw: number = 0, sh: number = 0, dx: number = 0, dy: number = 0, dw: number = 0, dh: number = 0 ) { if (!ctx) { return; } const pixelRatio = cacheCanvas.getPixelRatio(); const cacheCtx = cacheCanvas.getContext(); cacheCtx.save(); ctx.save(); ctx.setTransform(1, 0, 0, 1, 0, 0); cacheCtx.setTransform(1, 0, 0, 1, 0, 0); const fn = (num: number, scale: number) => { return Math.round(num * scale); }; ctx.imageSmoothingEnabled = false; // ctx.imageSmoothingEnabled = true; // ctx.imageSmoothingQuality = 'high'; ctx.drawImage( cacheCanvas.getCanvasEle(), fn(sx, pixelRatio), fn(sy, pixelRatio), sw * pixelRatio, sh * pixelRatio, fn(dx, pixelRatio), fn(dy, pixelRatio), dw * pixelRatio, dh * pixelRatio ); ctx.restore(); cacheCtx.restore(); } protected override _draw(ctx: UniverRenderingContext, bounds?: IViewportInfo) { this.draw(ctx, bounds!); } private _getAncestorSize() { const parent = this._getAncestorParent(); if (!parent) { return; } if (parent.classType === RENDER_CLASS_TYPE.ENGINE) { const mainCanvas = (parent as Engine).getCanvas(); return { width: mainCanvas.getWidth(), height: mainCanvas.getHeight(), }; } if (parent.classType === RENDER_CLASS_TYPE.SCENE_VIEWER) { return { width: parent.width, height: parent.height, }; } } private _getAncestorParent(): Nullable { let parent: any = this.parent; while (parent) { if (parent.classType === RENDER_CLASS_TYPE.ENGINE || parent.classType === RENDER_CLASS_TYPE.SCENE_VIEWER) { return parent as Nullable; } parent = parent?.getParent && parent?.getParent(); } } private _initialDefaultExtension() { SpreadsheetExtensionRegistry.getData() .sort(sortRules) .forEach((Extension) => { this.register(new Extension()); }); // this._borderAuxiliaryExtension = this.getExtensionByKey('DefaultBorderAuxiliaryExtension') as BorderAuxiliary; this._backgroundExtension = this.getExtensionByKey('DefaultBackgroundExtension') as Background; this._borderExtension = this.getExtensionByKey('DefaultBorderExtension') as Border; this._fontExtension = this.getExtensionByKey('DefaultFontExtension') as Font; } /** * draw gridlines * @param ctx */ // eslint-disable-next-line max-lines-per-function private _drawAuxiliary(ctx: UniverRenderingContext) { const spreadsheetSkeleton = this.getSkeleton(); if (spreadsheetSkeleton == null) { return; } const { rowColumnSegment, dataMergeCache, overflowCache, showGridlines } = spreadsheetSkeleton; const { startRow, endRow, startColumn, endColumn } = rowColumnSegment; if (!spreadsheetSkeleton || showGridlines === BooleanNumber.FALSE || this._forceDisableGridlines) { return; } const { rowHeightAccumulation, columnTotalWidth, columnWidthAccumulation, rowTotalHeight } = spreadsheetSkeleton; if ( !rowHeightAccumulation || !columnWidthAccumulation || columnTotalWidth === undefined || rowTotalHeight === undefined ) { return; } ctx.save(); ctx.setLineWidthByPrecision(1); // TODO@jikkai: these should be configurable ctx.strokeStyle = getColor([214, 216, 219]); const columnWidthAccumulationLength = columnWidthAccumulation.length; const rowHeightAccumulationLength = rowHeightAccumulation.length; const EXTRA_BOUND = 0.4; const rowCount = endRow - startRow + 1; const columnCount = endColumn - startColumn + 1; const extraRowCount = Math.ceil(rowCount * EXTRA_BOUND); const extraColumnCount = Math.ceil(columnCount * EXTRA_BOUND); const rowStart = Math.max(Math.floor(startRow - extraRowCount), 0); const rowEnd = Math.min(Math.ceil(endRow + extraRowCount), rowHeightAccumulationLength - 1); const columnEnd = Math.min(Math.ceil(endColumn + (extraColumnCount)), columnWidthAccumulationLength - 1); const columnStart = Math.max(Math.floor(startColumn - (extraColumnCount)), 0); const startX = columnWidthAccumulation[columnStart - 1] || 0; const startY = rowHeightAccumulation[rowStart - 1] || 0; const endX = columnWidthAccumulation[columnEnd]; const endY = rowHeightAccumulation[rowEnd]; ctx.translateWithPrecisionRatio(FIX_ONE_PIXEL_BLUR_OFFSET, FIX_ONE_PIXEL_BLUR_OFFSET); ctx.beginPath(); ctx.moveToByPrecision(startX, startY); ctx.lineToByPrecision(endX, startY); ctx.moveToByPrecision(startX, startY); ctx.lineToByPrecision(startX, endY); ctx.closePathByEnv(); ctx.stroke(); for (let r = rowStart; r <= rowEnd; r++) { if (r < 0 || r > rowHeightAccumulationLength - 1) { continue; } const rowEndPosition = rowHeightAccumulation[r]; ctx.beginPath(); ctx.moveToByPrecision(startX, rowEndPosition); ctx.lineToByPrecision(endX, rowEndPosition); ctx.closePathByEnv(); ctx.stroke(); } for (let c = columnStart; c <= columnEnd; c++) { if (c < 0 || c > columnWidthAccumulationLength - 1) { continue; } const columnEndPosition = columnWidthAccumulation[c]; ctx.beginPath(); ctx.moveToByPrecision(columnEndPosition, startY); ctx.lineToByPrecision(columnEndPosition, endY); ctx.closePathByEnv(); ctx.stroke(); } // console.log('xx2', scaleX, scaleY, columnTotalWidth, rowTotalHeight, rowHeightAccumulation, columnWidthAccumulation); // border?.forValue((rowIndex, columnIndex, borderCaches) => { // if (!borderCaches) { // return true; // } // const cellInfo = spreadsheetSkeleton.getCellByIndexWithNoHeader(rowIndex, columnIndex); // let { startY, endY, startX, endX } = cellInfo; // const { isMerged, isMergedMainCell, mergeInfo } = cellInfo; // if (isMerged) { // return true; // } // if (isMergedMainCell) { // startY = mergeInfo.startY; // endY = mergeInfo.endY; // startX = mergeInfo.startX; // endX = mergeInfo.endX; // } // if (!(mergeInfo.startRow >= rowStart && mergeInfo.endRow <= rowEnd)) { // return true; // } // for (const key in borderCaches) { // const { type } = borderCaches[key] as BorderCacheItem; // clearLineByBorderType(ctx, type, { startX, startY, endX, endY }); // } // }); // Clearing the dashed line issue caused by overlaid auxiliary lines and strokes // merge cell this._clearRectangle(ctx, rowHeightAccumulation, columnWidthAccumulation, dataMergeCache); // overflow cell this._clearRectangle(ctx, rowHeightAccumulation, columnWidthAccumulation, overflowCache.toNativeArray()); // this._clearBackground(ctx, backgroundPositions); ctx.restore(); } /** * Clear the guide lines within a range in the table, to make room for merged cells and overflow. */ private _clearRectangle( ctx: UniverRenderingContext, rowHeightAccumulation: number[], columnWidthAccumulation: number[], dataMergeCache?: IRange[] ) { if (dataMergeCache == null) { return; } for (const dataCache of dataMergeCache) { const { startRow, endRow, startColumn, endColumn } = dataCache; const startY = rowHeightAccumulation[startRow - 1] || 0; const endY = rowHeightAccumulation[endRow] || rowHeightAccumulation[rowHeightAccumulation.length - 1]; const startX = columnWidthAccumulation[startColumn - 1] || 0; const endX = columnWidthAccumulation[endColumn] || columnWidthAccumulation[columnWidthAccumulation.length - 1]; ctx.clearRectByPrecision(startX, startY, endX - startX, endY - startY); // After ClearRect, the lines will become thinner, and the lines will be repaired below. ctx.beginPath(); ctx.moveToByPrecision(startX, startY); ctx.lineToByPrecision(endX, startY); ctx.lineToByPrecision(endX, endY); ctx.lineToByPrecision(startX, endY); ctx.lineToByPrecision(startX, startY); ctx.stroke(); ctx.closePath(); } } private _clearBackground(ctx: UniverRenderingContext, backgroundPositions?: ObjectMatrix) { backgroundPositions?.forValue((row, column, cellInfo) => { let { startY, endY, startX, endX } = cellInfo; const { isMerged, isMergedMainCell, mergeInfo } = cellInfo; if (isMerged) { return true; } if (isMergedMainCell) { startY = mergeInfo.startY; endY = mergeInfo.endY; startX = mergeInfo.startX; endX = mergeInfo.endX; } ctx.clearRectForTexture(startX, startY, endX - startX + 0.5, endY - startY + 0.5); }); } sheetContentViewport() { return [SHEET_VIEWPORT_KEY.VIEW_MAIN, SHEET_VIEWPORT_KEY.VIEW_MAIN_LEFT_TOP, SHEET_VIEWPORT_KEY.VIEW_MAIN_TOP, SHEET_VIEWPORT_KEY.VIEW_MAIN_LEFT]; } sheetHeaderViewport() { return [SHEET_VIEWPORT_KEY.VIEW_ROW_TOP, SHEET_VIEWPORT_KEY.VIEW_ROW_BOTTOM, SHEET_VIEWPORT_KEY.VIEW_COLUMN_LEFT, SHEET_VIEWPORT_KEY.VIEW_COLUMN_RIGHT, SHEET_VIEWPORT_KEY.VIEW_LEFT_TOP]; } testShowRuler(cacheCtx: UniverRenderingContext, viewportInfo: IViewportInfo): void { const { cacheBound } = viewportInfo; const spreadsheetSkeleton = this.getSkeleton()!; const { rowHeaderWidth, columnHeaderHeight } = spreadsheetSkeleton; const { left, top, right, bottom } = cacheBound; const findClosestHundred = (number: number) => { const remainder = number % 100; return number + (100 - remainder); }; const startX = findClosestHundred(left); const endX = findClosestHundred(right); const startY = findClosestHundred(top); const endY = findClosestHundred(bottom); cacheCtx.save(); cacheCtx.beginPath(); cacheCtx.strokeStyle = '#000000'; cacheCtx.fillStyle = '#000000'; cacheCtx.font = '16px Arial'; cacheCtx.lineWidth = 1; cacheCtx.textAlign = 'center'; cacheCtx.textBaseline = 'middle'; for (let i = startX; i <= endX; i += 50) { cacheCtx.beginPath(); cacheCtx.strokeStyle = (i % 100 === 0) ? 'red' : '#aaa'; cacheCtx.moveTo(i - rowHeaderWidth, top - columnHeaderHeight); cacheCtx.lineTo(i - rowHeaderWidth, bottom - columnHeaderHeight); cacheCtx.stroke(); cacheCtx.closePath(); } for (let j = startY; j <= endY; j += 50) { cacheCtx.beginPath(); cacheCtx.strokeStyle = (j % 100 === 0) ? 'red' : '#aaa'; cacheCtx.moveTo(left - rowHeaderWidth, j - columnHeaderHeight); cacheCtx.lineTo(right - rowHeaderWidth, j - columnHeaderHeight); cacheCtx.stroke(); cacheCtx.closePath(); } cacheCtx.fillStyle = '#666'; for (let i = startX; i <= endX; i += 100) { for (let j = startY; j <= endY; j += 100) { cacheCtx.fillText(`${i},${j}`, i - rowHeaderWidth, j - columnHeaderHeight); } } // start // cacheCtx.textAlign = 'left'; // for (let j = startY; j <= endY; j += 100) { // cacheCtx.clearRect(left - rowHeaderWidth, j - columnHeaderHeight - 15, 30, 30); // cacheCtx.fillText(`${left}`, left - rowHeaderWidth, j - columnHeaderHeight); // } cacheCtx.closePath(); cacheCtx.restore(); } testGetRandomLightColor(): string { const letters = 'ABCDEF'; let color = '#'; for (let i = 0; i < 6; i++) { color += letters[Math.floor(Math.random() * 6)]; } const r = Number.parseInt(color.substring(1, 3), 16); const g = Number.parseInt(color.substring(3, 5), 16); const b = Number.parseInt(color.substring(5, 7), 16); if (r + g + b < 610) { return this.testGetRandomLightColor(); // 递归调用直到生成足够亮的颜色 } return color; }}\r\n", + "textRuns": [ + { + "st": 0, + "ed": 29475, + "ts": { + "cl": { + "rgb": "rgb(93,93,95)" + }, + "bg": { + "rgb": "rgb(235,238,245)" + }, + "ff": "\"Jetbrains Mono\", Menlo, \"Lucida Console\", Monaco, \"Source Han Sans SC\", \"PingFang SC\", monospace, Menlo, Monaco, \"Courier New\", monospace", + "fs": 10.5 + } + } + ], + "paragraphs": [ + { + "startIndex": 29475, + "paragraphStyle": { + "horizontalAlign": 0 + } + } + ], + "customRanges": [], + "customDecorations": [] + }, + "drawings": {}, + "drawingsOrder": [], + "settings": { + "zoomRatio": 1 + }, + "resources": [ + { + "name": "SHEET_THREAD_COMMENT_PLUGIN", + "data": "{}" + }, + { + "name": "DOC_HYPER_LINK_PLUGIN", + "data": "{\"links\":[]}" + }, + { + "name": "SHEET_AuthzIoMockService_PLUGIN", + "data": "{}" + } + ] + } + } + }, + "49": { + "0": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "1": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "2": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "3": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "4": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "5": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "6": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "7": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "8": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "9": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "10": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "11": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "12": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "13": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "14": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "15": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "16": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "17": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "18": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "19": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "20": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "21": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "22": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "23": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "24": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "25": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "26": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "27": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "28": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "29": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "30": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "31": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "32": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "33": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "34": { + "v": 1234567890, + "t": 2, + 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* Unless required by applicable law or agreed to in writing, software * distributed under the License is distributed on an \"AS IS\" BASIS, * WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. * See the License for the specific language governing permissions and * limitations under the License. */import type { IRange, ISelectionCellWithMergeInfo, Nullable, ObjectMatrix } from '@univerjs/core';import { BooleanNumber, sortRules } from '@univerjs/core';import { FIX_ONE_PIXEL_BLUR_OFFSET, RENDER_CLASS_TYPE } from '../../basics/const';// import { clearLineByBorderType } from '../../basics/draw';import { getCellPositionByIndex, getColor } from '../../basics/tools';import type { IBoundRectNoAngle, IViewportInfo, Vector2 } from '../../basics/vector2';import type { Canvas } from '../../canvas';import type { UniverRenderingContext } from '../../context';import type { Engine } from '../../engine';import type { Scene } from '../../scene';import type { SceneViewer } from '../../scene-viewer';import { Documents } from '../docs/document';import { SpreadsheetExtensionRegistry } from '../extension';import type { Background } from './extensions/background';import type { Border } from './extensions/border';import type { Font } from './extensions/font';// import type { BorderCacheItem } from './interfaces';import { SheetComponent } from './sheet-component';import type { SpreadsheetSkeleton } from './sheet-skeleton';import { type IPaintForRefresh, type IPaintForScrolling, SHEET_VIEWPORT_KEY } from './interfaces';const OBJECT_KEY = '__SHEET_EXTENSION_FONT_DOCUMENT_INSTANCE__';export class Spreadsheet extends SheetComponent { private _backgroundExtension!: Background; private _borderExtension!: Border; private _fontExtension!: Font; private _refreshIncrementalState = false; private _dirtyBounds: IBoundRectNoAngle[] = []; private _forceDisableGridlines = false; private _documents: Documents = new Documents(OBJECT_KEY, undefined, { pageMarginLeft: 0, pageMarginTop: 0, }); isPrinting = false; constructor( oKey: string, spreadsheetSkeleton?: SpreadsheetSkeleton, private _allowCache: boolean = true ) { super(oKey, spreadsheetSkeleton); this._initialDefaultExtension(); this.makeDirty(true); } get backgroundExtension() { return this._backgroundExtension; } get borderExtension() { return this._borderExtension; } get fontExtension() { return this._fontExtension; } override getDocuments() { return this._documents; } get allowCache() { return this._allowCache; } get forceDisableGridlines() { return this._forceDisableGridlines; } /** * TODO: DR-Univer, fix as unknown as */ override dispose() { super.dispose(); this._documents?.dispose(); this._documents = null as unknown as Documents; this._backgroundExtension = null as unknown as Background; this._borderExtension = null as unknown as Border; this._fontExtension = null as unknown as Font; } /** * draw by viewport * cacheBound ---> viewBound * diffCacheBounds ---> diffRange * @param ctx * @param viewportInfo */ override draw(ctx: UniverRenderingContext, viewportInfo: IViewportInfo) { // const { parent = { scaleX: 1, scaleY: 1 } } = this; // const mergeData = this.getMergeData(); // const showGridlines = this.getShowGridlines() || 1; const spreadsheetSkeleton = this.getSkeleton(); if (!spreadsheetSkeleton) { return; } this._drawAuxiliary(ctx); const parentScale = this.getParentScale(); const diffRanges = this._refreshIncrementalState && viewportInfo?.diffBounds ? viewportInfo?.diffBounds?.map((bound) => spreadsheetSkeleton.getRowColumnSegmentByViewBound(bound)) : undefined; const viewRanges = [spreadsheetSkeleton.getRowColumnSegmentByViewBound(viewportInfo?.cacheBound)]; const extensions = this.getExtensionsByOrder(); // At this moment, ctx.transform is at topLeft of sheet content, cell(0, 0) for (const extension of extensions) { const _timeKey = `extension ${viewportInfo.viewportKey}:${extension.constructor.name}`; extension.draw(ctx, parentScale, spreadsheetSkeleton, diffRanges, { viewRanges, checkOutOfViewBound: true, viewportKey: viewportInfo.viewportKey, }); } } override isHit(coord: Vector2) { const oCoord = this.getInverseCoord(coord); const skeleton = this.getSkeleton(); if (!skeleton) { return false; } const { rowHeaderWidth, columnHeaderHeight } = skeleton; if (oCoord.x > rowHeaderWidth && oCoord.y > columnHeaderHeight) { return true; } return false; } override getNoMergeCellPositionByIndex(rowIndex: number, columnIndex: number) { const spreadsheetSkeleton = this.getSkeleton(); if (!spreadsheetSkeleton) { return; } const { rowHeightAccumulation, columnWidthAccumulation, rowHeaderWidth, columnHeaderHeight } = spreadsheetSkeleton; let { startY, endY, startX, endX } = getCellPositionByIndex( rowIndex, columnIndex, rowHeightAccumulation, columnWidthAccumulation ); startY += columnHeaderHeight; endY += columnHeaderHeight; startX += rowHeaderWidth; endX += rowHeaderWidth; return { startY, endY, startX, endX, }; } override getScrollXYByRelativeCoords(coord: Vector2) { const scene = this.getParent() as Scene; let x = 0; let y = 0; const viewPort = scene.findViewportByPosToViewport(coord); if (viewPort) { const actualX = viewPort.viewportScrollX || 0; const actualY = viewPort.viewportScrollY || 0; x += actualX; y += actualY; } return { x, y, }; } isForceDirty(): boolean { return this._forceDirty; } /** * canvas resize & zoom would call forceDirty * @param state */ override makeForceDirty(state = true) { this.makeDirty(state); this._forceDirty = state; } setForceDisableGridlines(disabled: boolean) { this._forceDisableGridlines = disabled; } override getSelectionBounding(startRow: number, startColumn: number, endRow: number, endColumn: number) { return this.getSkeleton()?.getMergeBounding(startRow, startColumn, endRow, endColumn); } /** * Since multiple controllers, not just the sheet-render.controller, invoke spreadsheet.makeDirty() — for instance, the cf.render-controller — it's essential to also call viewport.markDirty() whenever spreadsheet.makeDirty() is triggered. * @param state */ override makeDirty(state: boolean = true) { (this.getParent() as Scene)?.getViewports().forEach((vp) => vp.markDirty(state)); super.makeDirty(state); if (state === false) { this._dirtyBounds = []; } return this; } setDirtyArea(dirtyBounds: IBoundRectNoAngle[]) { this._dirtyBounds = dirtyBounds; } renderByViewport(mainCtx: UniverRenderingContext, viewportInfo: IViewportInfo, spreadsheetSkeleton: SpreadsheetSkeleton) { const { diffBounds, diffX, diffY, viewPortPosition, cacheCanvas, leftOrigin, topOrigin, bufferEdgeX, bufferEdgeY, isDirty: isViewportDirty, isForceDirty: isViewportForceDirty } = viewportInfo as Required; const { rowHeaderWidth, columnHeaderHeight } = spreadsheetSkeleton; const { a: scaleX = 1, d: scaleY = 1 } = mainCtx.getTransform(); const bufferEdgeSizeX = bufferEdgeX * scaleX / window.devicePixelRatio; const bufferEdgeSizeY = bufferEdgeY * scaleY / window.devicePixelRatio; const cacheCtx = cacheCanvas.getContext(); cacheCtx.save(); const { left, top, right, bottom } = viewPortPosition; const dw = right - left + rowHeaderWidth; const dh = bottom - top + columnHeaderHeight; const isForceDirty = isViewportForceDirty || this.isForceDirty(); const isDirty = isViewportDirty || this.isDirty(); if (diffBounds.length === 0 || (diffX === 0 && diffY === 0) || isForceDirty || isDirty) { if (isDirty || isForceDirty) { this.refreshCacheCanvas(viewportInfo, { cacheCanvas, cacheCtx, mainCtx, topOrigin, leftOrigin, bufferEdgeX, bufferEdgeY }); } } else if (diffBounds.length !== 0 || diffX !== 0 || diffY !== 0) { // scrolling && no dirty this.paintNewAreaForScrolling(viewportInfo, { cacheCanvas, cacheCtx, mainCtx, topOrigin, leftOrigin, bufferEdgeX, bufferEdgeY, scaleX, scaleY, columnHeaderHeight, rowHeaderWidth, }); } // support for browser native zoom (only windows has this problem) const sourceLeft = bufferEdgeSizeX * Math.min(1, window.devicePixelRatio); const sourceTop = bufferEdgeSizeY * Math.min(1, window.devicePixelRatio); this._applyCache(cacheCanvas, mainCtx, sourceLeft, sourceTop, dw, dh, left, top, dw, dh); cacheCtx.restore(); } paintNewAreaForScrolling(viewportInfo: IViewportInfo, param: IPaintForScrolling) { const { cacheCanvas, cacheCtx, mainCtx, topOrigin, leftOrigin, bufferEdgeX, bufferEdgeY, scaleX, scaleY, columnHeaderHeight, rowHeaderWidth } = param; const { shouldCacheUpdate, diffCacheBounds, diffX, diffY } = viewportInfo; cacheCtx.save(); cacheCtx.setTransform(1, 0, 0, 1, 0, 0); cacheCtx.globalCompositeOperation = 'copy'; cacheCtx.drawImage(cacheCanvas.getCanvasEle(), diffX * scaleX, diffY * scaleY); cacheCtx.restore(); this._refreshIncrementalState = true; // Reset the ctx position to the spreadsheet content origin before drawing. // trasnlation should be (rowHeaderWidth, colHeaderHeight) at start. const m = mainCtx.getTransform(); cacheCtx.setTransform(m.a, m.b, m.c, m.d, 0, 0); // leftOrigin 是 viewport 相对 sheetcorner 的偏移(不考虑缩放) // - (leftOrigin - bufferEdgeX) ----> 简化 - leftOrigin + bufferEdgeX cacheCtx.translateWithPrecision(m.e / m.a - leftOrigin + bufferEdgeX, m.f / m.d - topOrigin + bufferEdgeY); if (shouldCacheUpdate) { for (const diffBound of diffCacheBounds) { const { left: diffLeft, right: diffRight, bottom: diffBottom, top: diffTop } = diffBound; // this.draw 的时候 ctx.translate 单元格偏移是相对 spreadsheet content // 但是 diffBounds 包括 rowHeader columnWidth, 因此绘制前需要减去行头列头的偏移 const x = diffLeft - rowHeaderWidth; const y = diffTop - columnHeaderHeight; const w = diffRight - diffLeft; const h = diffBottom - diffTop; // w h 必须精确和 diffarea 大小匹配, 否则会造成往回滚时, clear 的区域过大, 导致上一帧有效内容被擦除 cacheCtx.clearRectByPrecision(x, y, w, h); // cacheCtx.fillStyle = this.testGetRandomLightColor(); // cacheCtx.fillRectByPrecision(x, y, w, h); // x, y is diffBounds, means it's relative to scrolling distance. cacheCtx.save(); cacheCtx.beginPath(); cacheCtx.rectByPrecision(x, y, w, h); cacheCtx.closePath(); // The reason for clipping here is to avoid duplicate drawing (otherwise the text would be jagged, especially on Windows) cacheCtx.clip(); this.draw(cacheCtx, { ...viewportInfo, diffBounds: [diffBound], }); cacheCtx.restore(); } } // this.testShowRuler(cacheCtx, viewportInfo); this._refreshIncrementalState = false; } /** * Redraw the entire viewport. */ refreshCacheCanvas(viewportInfo: IViewportInfo, param: IPaintForRefresh) { const { cacheCanvas, cacheCtx, mainCtx, topOrigin, leftOrigin, bufferEdgeX, bufferEdgeY } = param; cacheCtx.save(); cacheCtx.setTransform(1, 0, 0, 1, 0, 0); cacheCanvas.clear(); cacheCtx.restore(); cacheCtx.save(); // 所以 cacheCtx.setTransform 已经包含了 rowHeaderWidth + viewport + scroll 距离 const m = mainCtx.getTransform(); // cacheCtx.setTransform(m.a, m.b, m.c, m.d, m.e, m.f); cacheCtx.setTransform(m.a, m.b, m.c, m.d, 0, 0); // The 'leftOrigin' is the offset of the viewport relative to the sheet corner, which is the position of cell(0, 0), and it does not consider scaling. // - (leftOrigin - bufferEdgeX) ----> - leftOrigin + bufferEdgeX cacheCtx.translateWithPrecision(m.e / m.a - leftOrigin + bufferEdgeX, m.f / m.d - topOrigin + bufferEdgeY); // extension 绘制时按照内容的左上角计算, 不考虑 rowHeaderWidth this.draw(cacheCtx, viewportInfo); // this.testShowRuler(cacheCtx, viewportInfo); cacheCtx.restore(); } override render(mainCtx: UniverRenderingContext, viewportInfo: IViewportInfo) { if (!this.visible) { this.makeDirty(false); return this; } const spreadsheetSkeleton = this.getSkeleton(); if (!spreadsheetSkeleton) { return; } spreadsheetSkeleton.calculateWithoutClearingCache(viewportInfo); const segment = spreadsheetSkeleton.rowColumnSegment; if (!segment) { return; } if ( (segment.startRow === -1 && segment.endRow === -1) || (segment.startColumn === -1 && segment.endColumn === -1) ) { return; } mainCtx.save(); const { rowHeaderWidth, columnHeaderHeight } = spreadsheetSkeleton; mainCtx.translateWithPrecision(rowHeaderWidth, columnHeaderHeight); const { viewportKey } = viewportInfo; // scene --> layer, getObjects --> viewport.render(object) --> spreadsheet // SHEET_COMPONENT_MAIN_LAYER_INDEX = 0; // SHEET_COMPONENT_SELECTION_LAYER_INDEX = 1; // SHEET_COMPONENT_HEADER_LAYER_INDEX = 10; // SHEET_COMPONENT_HEADER_SELECTION_LAYER_INDEX = 11; // ...... // SHEET_COMPONENT_MAIN_LAYER_INDEX spreadsheet this.getObjectsByOrder() ---> [spreadsheet] // SHEET_COMPONENT_HEADER_LAYER_INDEX rowHeader & colHeader & freezeBorder this.getObjectsByOrder() ---> [SpreadsheetRowHeader, SpreadsheetColumnHeader, _Rect..., HeaderMenuResizeShape] // SHEET_COMPONENT_HEADER_SELECTION_LAYER_INDEX selection this.getObjectsByOrder() ---> [_Rect, Group] // SpreadsheetRowHeader SpreadsheetColumnHeader is not render by spreadsheet if (this.sheetContentViewport().includes(viewportKey as SHEET_VIEWPORT_KEY)) { if (viewportInfo && viewportInfo.cacheCanvas) { this.renderByViewport(mainCtx, viewportInfo, spreadsheetSkeleton); } else { this._draw(mainCtx, viewportInfo); } } else if (this.sheetHeaderViewport().includes(viewportKey as SHEET_VIEWPORT_KEY)) { // doing nothing, other components(SpreadsheetRowHeader...) will render } else { // embed in doc & slide // 现阶段 embed 开启贴图有问题, 3f12ad80188a83283bcd95c65e6c5dcc2d23ad72 if (viewportInfo && viewportInfo.cacheCanvas) { this.renderByViewport(mainCtx, viewportInfo, spreadsheetSkeleton); } else { this._draw(mainCtx, viewportInfo); } } mainCtx.restore(); return this; } /** * applyCache from cache canvas * @param cacheCanvas Source Image * @param ctx MainCtx * @param sx * @param sy * @param sw * @param sh * @param dx * @param dy * @param dw * @param dh */ protected _applyCache( cacheCanvas: Canvas, ctx: UniverRenderingContext, sx: number = 0, sy: number = 0, sw: number = 0, sh: number = 0, dx: number = 0, dy: number = 0, dw: number = 0, dh: number = 0 ) { if (!ctx) { return; } const pixelRatio = cacheCanvas.getPixelRatio(); const cacheCtx = cacheCanvas.getContext(); cacheCtx.save(); ctx.save(); ctx.setTransform(1, 0, 0, 1, 0, 0); cacheCtx.setTransform(1, 0, 0, 1, 0, 0); const fn = (num: number, scale: number) => { return Math.round(num * scale); }; ctx.imageSmoothingEnabled = false; // ctx.imageSmoothingEnabled = true; // ctx.imageSmoothingQuality = 'high'; ctx.drawImage( cacheCanvas.getCanvasEle(), fn(sx, pixelRatio), fn(sy, pixelRatio), sw * pixelRatio, sh * pixelRatio, fn(dx, pixelRatio), fn(dy, pixelRatio), dw * pixelRatio, dh * pixelRatio ); ctx.restore(); cacheCtx.restore(); } protected override _draw(ctx: UniverRenderingContext, bounds?: IViewportInfo) { this.draw(ctx, bounds!); } private _getAncestorSize() { const parent = this._getAncestorParent(); if (!parent) { return; } if (parent.classType === RENDER_CLASS_TYPE.ENGINE) { const mainCanvas = (parent as Engine).getCanvas(); return { width: mainCanvas.getWidth(), height: mainCanvas.getHeight(), }; } if (parent.classType === RENDER_CLASS_TYPE.SCENE_VIEWER) { return { width: parent.width, height: parent.height, }; } } private _getAncestorParent(): Nullable { let parent: any = this.parent; while (parent) { if (parent.classType === RENDER_CLASS_TYPE.ENGINE || parent.classType === RENDER_CLASS_TYPE.SCENE_VIEWER) { return parent as Nullable; } parent = parent?.getParent && parent?.getParent(); } } private _initialDefaultExtension() { SpreadsheetExtensionRegistry.getData() .sort(sortRules) .forEach((Extension) => { this.register(new Extension()); }); // this._borderAuxiliaryExtension = this.getExtensionByKey('DefaultBorderAuxiliaryExtension') as BorderAuxiliary; this._backgroundExtension = this.getExtensionByKey('DefaultBackgroundExtension') as Background; this._borderExtension = this.getExtensionByKey('DefaultBorderExtension') as Border; this._fontExtension = this.getExtensionByKey('DefaultFontExtension') as Font; } /** * draw gridlines * @param ctx */ // eslint-disable-next-line max-lines-per-function private _drawAuxiliary(ctx: UniverRenderingContext) { const spreadsheetSkeleton = this.getSkeleton(); if (spreadsheetSkeleton == null) { return; } const { rowColumnSegment, dataMergeCache, overflowCache, showGridlines } = spreadsheetSkeleton; const { startRow, endRow, startColumn, endColumn } = rowColumnSegment; if (!spreadsheetSkeleton || showGridlines === BooleanNumber.FALSE || this._forceDisableGridlines) { return; } const { rowHeightAccumulation, columnTotalWidth, columnWidthAccumulation, rowTotalHeight } = spreadsheetSkeleton; if ( !rowHeightAccumulation || !columnWidthAccumulation || columnTotalWidth === undefined || rowTotalHeight === undefined ) { return; } ctx.save(); ctx.setLineWidthByPrecision(1); // TODO@jikkai: these should be configurable ctx.strokeStyle = getColor([214, 216, 219]); const columnWidthAccumulationLength = columnWidthAccumulation.length; const rowHeightAccumulationLength = rowHeightAccumulation.length; const EXTRA_BOUND = 0.4; const rowCount = endRow - startRow + 1; const columnCount = endColumn - startColumn + 1; const extraRowCount = Math.ceil(rowCount * EXTRA_BOUND); const extraColumnCount = Math.ceil(columnCount * EXTRA_BOUND); const rowStart = Math.max(Math.floor(startRow - extraRowCount), 0); const rowEnd = Math.min(Math.ceil(endRow + extraRowCount), rowHeightAccumulationLength - 1); const columnEnd = Math.min(Math.ceil(endColumn + (extraColumnCount)), columnWidthAccumulationLength - 1); const columnStart = Math.max(Math.floor(startColumn - (extraColumnCount)), 0); const startX = columnWidthAccumulation[columnStart - 1] || 0; const startY = rowHeightAccumulation[rowStart - 1] || 0; const endX = columnWidthAccumulation[columnEnd]; const endY = rowHeightAccumulation[rowEnd]; ctx.translateWithPrecisionRatio(FIX_ONE_PIXEL_BLUR_OFFSET, FIX_ONE_PIXEL_BLUR_OFFSET); ctx.beginPath(); ctx.moveToByPrecision(startX, startY); ctx.lineToByPrecision(endX, startY); ctx.moveToByPrecision(startX, startY); ctx.lineToByPrecision(startX, endY); ctx.closePathByEnv(); ctx.stroke(); for (let r = rowStart; r <= rowEnd; r++) { if (r < 0 || r > rowHeightAccumulationLength - 1) { continue; } const rowEndPosition = rowHeightAccumulation[r]; ctx.beginPath(); ctx.moveToByPrecision(startX, rowEndPosition); ctx.lineToByPrecision(endX, rowEndPosition); ctx.closePathByEnv(); ctx.stroke(); } for (let c = columnStart; c <= columnEnd; c++) { if (c < 0 || c > columnWidthAccumulationLength - 1) { continue; } const columnEndPosition = columnWidthAccumulation[c]; ctx.beginPath(); ctx.moveToByPrecision(columnEndPosition, startY); ctx.lineToByPrecision(columnEndPosition, endY); ctx.closePathByEnv(); ctx.stroke(); } // console.log('xx2', scaleX, scaleY, columnTotalWidth, rowTotalHeight, rowHeightAccumulation, columnWidthAccumulation); // border?.forValue((rowIndex, columnIndex, borderCaches) => { // if (!borderCaches) { // return true; // } // const cellInfo = spreadsheetSkeleton.getCellByIndexWithNoHeader(rowIndex, columnIndex); // let { startY, endY, startX, endX } = cellInfo; // const { isMerged, isMergedMainCell, mergeInfo } = cellInfo; // if (isMerged) { // return true; // } // if (isMergedMainCell) { // startY = mergeInfo.startY; // endY = mergeInfo.endY; // startX = mergeInfo.startX; // endX = mergeInfo.endX; // } // if (!(mergeInfo.startRow >= rowStart && mergeInfo.endRow <= rowEnd)) { // return true; // } // for (const key in borderCaches) { // const { type } = borderCaches[key] as BorderCacheItem; // clearLineByBorderType(ctx, type, { startX, startY, endX, endY }); // } // }); // Clearing the dashed line issue caused by overlaid auxiliary lines and strokes // merge cell this._clearRectangle(ctx, rowHeightAccumulation, columnWidthAccumulation, dataMergeCache); // overflow cell this._clearRectangle(ctx, rowHeightAccumulation, columnWidthAccumulation, overflowCache.toNativeArray()); // this._clearBackground(ctx, backgroundPositions); ctx.restore(); } /** * Clear the guide lines within a range in the table, to make room for merged cells and overflow. */ private _clearRectangle( ctx: UniverRenderingContext, rowHeightAccumulation: number[], columnWidthAccumulation: number[], dataMergeCache?: IRange[] ) { if (dataMergeCache == null) { return; } for (const dataCache of dataMergeCache) { const { startRow, endRow, startColumn, endColumn } = dataCache; const startY = rowHeightAccumulation[startRow - 1] || 0; const endY = rowHeightAccumulation[endRow] || rowHeightAccumulation[rowHeightAccumulation.length - 1]; const startX = columnWidthAccumulation[startColumn - 1] || 0; const endX = columnWidthAccumulation[endColumn] || columnWidthAccumulation[columnWidthAccumulation.length - 1]; ctx.clearRectByPrecision(startX, startY, endX - startX, endY - startY); // After ClearRect, the lines will become thinner, and the lines will be repaired below. ctx.beginPath(); ctx.moveToByPrecision(startX, startY); ctx.lineToByPrecision(endX, startY); ctx.lineToByPrecision(endX, endY); ctx.lineToByPrecision(startX, endY); ctx.lineToByPrecision(startX, startY); ctx.stroke(); ctx.closePath(); } } private _clearBackground(ctx: UniverRenderingContext, backgroundPositions?: ObjectMatrix) { backgroundPositions?.forValue((row, column, cellInfo) => { let { startY, endY, startX, endX } = cellInfo; const { isMerged, isMergedMainCell, mergeInfo } = cellInfo; if (isMerged) { return true; } if (isMergedMainCell) { startY = mergeInfo.startY; endY = mergeInfo.endY; startX = mergeInfo.startX; endX = mergeInfo.endX; } ctx.clearRectForTexture(startX, startY, endX - startX + 0.5, endY - startY + 0.5); }); } sheetContentViewport() { return [SHEET_VIEWPORT_KEY.VIEW_MAIN, SHEET_VIEWPORT_KEY.VIEW_MAIN_LEFT_TOP, SHEET_VIEWPORT_KEY.VIEW_MAIN_TOP, SHEET_VIEWPORT_KEY.VIEW_MAIN_LEFT]; } sheetHeaderViewport() { return [SHEET_VIEWPORT_KEY.VIEW_ROW_TOP, SHEET_VIEWPORT_KEY.VIEW_ROW_BOTTOM, SHEET_VIEWPORT_KEY.VIEW_COLUMN_LEFT, SHEET_VIEWPORT_KEY.VIEW_COLUMN_RIGHT, SHEET_VIEWPORT_KEY.VIEW_LEFT_TOP]; } testShowRuler(cacheCtx: UniverRenderingContext, viewportInfo: IViewportInfo): void { const { cacheBound } = viewportInfo; const spreadsheetSkeleton = this.getSkeleton()!; const { rowHeaderWidth, columnHeaderHeight } = spreadsheetSkeleton; const { left, top, right, bottom } = cacheBound; const findClosestHundred = (number: number) => { const remainder = number % 100; return number + (100 - remainder); }; const startX = findClosestHundred(left); const endX = findClosestHundred(right); const startY = findClosestHundred(top); const endY = findClosestHundred(bottom); cacheCtx.save(); cacheCtx.beginPath(); cacheCtx.strokeStyle = '#000000'; cacheCtx.fillStyle = '#000000'; cacheCtx.font = '16px Arial'; cacheCtx.lineWidth = 1; cacheCtx.textAlign = 'center'; cacheCtx.textBaseline = 'middle'; for (let i = startX; i <= endX; i += 50) { cacheCtx.beginPath(); cacheCtx.strokeStyle = (i % 100 === 0) ? 'red' : '#aaa'; cacheCtx.moveTo(i - rowHeaderWidth, top - columnHeaderHeight); cacheCtx.lineTo(i - rowHeaderWidth, bottom - columnHeaderHeight); cacheCtx.stroke(); cacheCtx.closePath(); } for (let j = startY; j <= endY; j += 50) { cacheCtx.beginPath(); cacheCtx.strokeStyle = (j % 100 === 0) ? 'red' : '#aaa'; cacheCtx.moveTo(left - rowHeaderWidth, j - columnHeaderHeight); cacheCtx.lineTo(right - rowHeaderWidth, j - columnHeaderHeight); cacheCtx.stroke(); cacheCtx.closePath(); } cacheCtx.fillStyle = '#666'; for (let i = startX; i <= endX; i += 100) { for (let j = startY; j <= endY; j += 100) { cacheCtx.fillText(`${i},${j}`, i - rowHeaderWidth, j - columnHeaderHeight); } } // start // cacheCtx.textAlign = 'left'; // for (let j = startY; j <= endY; j += 100) { // cacheCtx.clearRect(left - rowHeaderWidth, j - columnHeaderHeight - 15, 30, 30); // cacheCtx.fillText(`${left}`, left - rowHeaderWidth, j - columnHeaderHeight); // } cacheCtx.closePath(); cacheCtx.restore(); } testGetRandomLightColor(): string { const letters = 'ABCDEF'; let color = '#'; for (let i = 0; i < 6; i++) { color += letters[Math.floor(Math.random() * 6)]; } const r = Number.parseInt(color.substring(1, 3), 16); const g = Number.parseInt(color.substring(3, 5), 16); const b = Number.parseInt(color.substring(5, 7), 16); if (r + g + b < 610) { return this.testGetRandomLightColor(); // 递归调用直到生成足够亮的颜色 } return color; }}\r\n", + "textRuns": [ + { + "st": 0, + "ed": 29475, + "ts": { + "cl": { + "rgb": "rgb(93,93,95)" + }, + "bg": { + "rgb": "rgb(235,238,245)" + }, + "ff": "\"Jetbrains Mono\", Menlo, \"Lucida Console\", Monaco, \"Source Han Sans SC\", \"PingFang SC\", monospace, Menlo, Monaco, \"Courier New\", monospace", + "fs": 10.5 + } + } + ], + "paragraphs": [ + { + "startIndex": 29475, + "paragraphStyle": { + "horizontalAlign": 0 + } + } + ], + "customRanges": [], + "customDecorations": [] + }, + "drawings": {}, + "drawingsOrder": [], + "settings": { + "zoomRatio": 1 + }, + "resources": [ + { + "name": "SHEET_THREAD_COMMENT_PLUGIN", + "data": "{}" + }, + { + "name": "DOC_HYPER_LINK_PLUGIN", + "data": "{\"links\":[]}" + }, + { + "name": "SHEET_AuthzIoMockService_PLUGIN", + "data": "{}" + } + ] + } + } + }, + "49": { + "0": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "1": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "2": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "3": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "4": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "5": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "6": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "7": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "8": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "9": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "10": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "11": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "12": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "13": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "14": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "15": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "16": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "17": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "18": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "19": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "20": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "21": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "22": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "23": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "24": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "25": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "26": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "27": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "28": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "29": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "30": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "31": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "32": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "33": { + "v": 1234567890, + "t": 2, + "s": "4alW50" + }, + "34": { + "v": 1234567890, + "t": 2, + 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0, + "centerAngle": 0, + "vertexAngle": 0, + "wrapStrategy": 0 + } + }, + "body": { + "dataStream": "/** * Copyright 2023-present DreamNum Inc. * * Licensed under the Apache License, Version 2.0 (the \"License\"); * you may not use this file except in compliance with the License. * You may obtain a copy of the License at * * http://www.apache.org/licenses/LICENSE-2.0 * * Unless required by applicable law or agreed to in writing, software * distributed under the License is distributed on an \"AS IS\" BASIS, * WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. * See the License for the specific language governing permissions and * limitations under the License. */import type { IRange, ISelectionCellWithMergeInfo, Nullable, ObjectMatrix } from '@univerjs/core';import { BooleanNumber, sortRules } from '@univerjs/core';import { FIX_ONE_PIXEL_BLUR_OFFSET, RENDER_CLASS_TYPE } from '../../basics/const';// import { clearLineByBorderType } from '../../basics/draw';import { getCellPositionByIndex, getColor } from '../../basics/tools';import type { IBoundRectNoAngle, IViewportInfo, Vector2 } from '../../basics/vector2';import type { Canvas } from '../../canvas';import type { UniverRenderingContext } from '../../context';import type { Engine } from '../../engine';import type { Scene } from '../../scene';import type { SceneViewer } from '../../scene-viewer';import { Documents } from '../docs/document';import { SpreadsheetExtensionRegistry } from '../extension';import type { Background } from './extensions/background';import type { Border } from './extensions/border';import type { Font } from './extensions/font';// import type { BorderCacheItem } from './interfaces';import { SheetComponent } from './sheet-component';import type { SpreadsheetSkeleton } from './sheet-skeleton';import { type IPaintForRefresh, type IPaintForScrolling, SHEET_VIEWPORT_KEY } from './interfaces';const OBJECT_KEY = '__SHEET_EXTENSION_FONT_DOCUMENT_INSTANCE__';export class Spreadsheet extends SheetComponent { private _backgroundExtension!: Background; private _borderExtension!: Border; private _fontExtension!: Font; private _refreshIncrementalState = false; private _dirtyBounds: IBoundRectNoAngle[] = []; private _forceDisableGridlines = false; private _documents: Documents = new Documents(OBJECT_KEY, undefined, { pageMarginLeft: 0, pageMarginTop: 0, }); isPrinting = false; constructor( oKey: string, spreadsheetSkeleton?: SpreadsheetSkeleton, private _allowCache: boolean = true ) { super(oKey, spreadsheetSkeleton); this._initialDefaultExtension(); this.makeDirty(true); } get backgroundExtension() { return this._backgroundExtension; } get borderExtension() { return this._borderExtension; } get fontExtension() { return this._fontExtension; } override getDocuments() { return this._documents; } get allowCache() { return this._allowCache; } get forceDisableGridlines() { return this._forceDisableGridlines; } /** * TODO: DR-Univer, fix as unknown as */ override dispose() { super.dispose(); this._documents?.dispose(); this._documents = null as unknown as Documents; this._backgroundExtension = null as unknown as Background; this._borderExtension = null as unknown as Border; this._fontExtension = null as unknown as Font; } /** * draw by viewport * cacheBound ---> viewBound * diffCacheBounds ---> diffRange * @param ctx * @param viewportInfo */ override draw(ctx: UniverRenderingContext, viewportInfo: IViewportInfo) { // const { parent = { scaleX: 1, scaleY: 1 } } = this; // const mergeData = this.getMergeData(); // const showGridlines = this.getShowGridlines() || 1; const spreadsheetSkeleton = this.getSkeleton(); if (!spreadsheetSkeleton) { return; } this._drawAuxiliary(ctx); const parentScale = this.getParentScale(); const diffRanges = this._refreshIncrementalState && viewportInfo?.diffBounds ? viewportInfo?.diffBounds?.map((bound) => spreadsheetSkeleton.getRowColumnSegmentByViewBound(bound)) : undefined; const viewRanges = [spreadsheetSkeleton.getRowColumnSegmentByViewBound(viewportInfo?.cacheBound)]; const extensions = this.getExtensionsByOrder(); // At this moment, ctx.transform is at topLeft of sheet content, cell(0, 0) for (const extension of extensions) { const _timeKey = `extension ${viewportInfo.viewportKey}:${extension.constructor.name}`; extension.draw(ctx, parentScale, spreadsheetSkeleton, diffRanges, { viewRanges, checkOutOfViewBound: true, viewportKey: viewportInfo.viewportKey, }); } } override isHit(coord: Vector2) { const oCoord = this.getInverseCoord(coord); const skeleton = this.getSkeleton(); if (!skeleton) { return false; } const { rowHeaderWidth, columnHeaderHeight } = skeleton; if (oCoord.x > rowHeaderWidth && oCoord.y > columnHeaderHeight) { return true; } return false; } override getNoMergeCellPositionByIndex(rowIndex: number, columnIndex: number) { const spreadsheetSkeleton = this.getSkeleton(); if (!spreadsheetSkeleton) { return; } const { rowHeightAccumulation, columnWidthAccumulation, rowHeaderWidth, columnHeaderHeight } = spreadsheetSkeleton; let { startY, endY, startX, endX } = getCellPositionByIndex( rowIndex, columnIndex, rowHeightAccumulation, columnWidthAccumulation ); startY += columnHeaderHeight; endY += columnHeaderHeight; startX += rowHeaderWidth; endX += rowHeaderWidth; return { startY, endY, startX, endX, }; } override getScrollXYByRelativeCoords(coord: Vector2) { const scene = this.getParent() as Scene; let x = 0; let y = 0; const viewPort = scene.findViewportByPosToViewport(coord); if (viewPort) { const actualX = viewPort.viewportScrollX || 0; const actualY = viewPort.viewportScrollY || 0; x += actualX; y += actualY; } return { x, y, }; } isForceDirty(): boolean { return this._forceDirty; } /** * canvas resize & zoom would call forceDirty * @param state */ override makeForceDirty(state = true) { this.makeDirty(state); this._forceDirty = state; } setForceDisableGridlines(disabled: boolean) { this._forceDisableGridlines = disabled; } override getSelectionBounding(startRow: number, startColumn: number, endRow: number, endColumn: number) { return this.getSkeleton()?.getMergeBounding(startRow, startColumn, endRow, endColumn); } /** * Since multiple controllers, not just the sheet-render.controller, invoke spreadsheet.makeDirty() — for instance, the cf.render-controller — it's essential to also call viewport.markDirty() whenever spreadsheet.makeDirty() is triggered. * @param state */ override makeDirty(state: boolean = true) { (this.getParent() as Scene)?.getViewports().forEach((vp) => vp.markDirty(state)); super.makeDirty(state); if (state === false) { this._dirtyBounds = []; } return this; } setDirtyArea(dirtyBounds: IBoundRectNoAngle[]) { this._dirtyBounds = dirtyBounds; } renderByViewport(mainCtx: UniverRenderingContext, viewportInfo: IViewportInfo, spreadsheetSkeleton: SpreadsheetSkeleton) { const { diffBounds, diffX, diffY, viewPortPosition, cacheCanvas, leftOrigin, topOrigin, bufferEdgeX, bufferEdgeY, isDirty: isViewportDirty, isForceDirty: isViewportForceDirty } = viewportInfo as Required; const { rowHeaderWidth, columnHeaderHeight } = spreadsheetSkeleton; const { a: scaleX = 1, d: scaleY = 1 } = mainCtx.getTransform(); const bufferEdgeSizeX = bufferEdgeX * scaleX / window.devicePixelRatio; const bufferEdgeSizeY = bufferEdgeY * scaleY / window.devicePixelRatio; const cacheCtx = cacheCanvas.getContext(); cacheCtx.save(); const { left, top, right, bottom } = viewPortPosition; const dw = right - left + rowHeaderWidth; const dh = bottom - top + columnHeaderHeight; const isForceDirty = isViewportForceDirty || this.isForceDirty(); const isDirty = isViewportDirty || this.isDirty(); if (diffBounds.length === 0 || (diffX === 0 && diffY === 0) || isForceDirty || isDirty) { if (isDirty || isForceDirty) { this.refreshCacheCanvas(viewportInfo, { cacheCanvas, cacheCtx, mainCtx, topOrigin, leftOrigin, bufferEdgeX, bufferEdgeY }); } } else if (diffBounds.length !== 0 || diffX !== 0 || diffY !== 0) { // scrolling && no dirty this.paintNewAreaForScrolling(viewportInfo, { cacheCanvas, cacheCtx, mainCtx, topOrigin, leftOrigin, bufferEdgeX, bufferEdgeY, scaleX, scaleY, columnHeaderHeight, rowHeaderWidth, }); } // support for browser native zoom (only windows has this problem) const sourceLeft = bufferEdgeSizeX * Math.min(1, window.devicePixelRatio); const sourceTop = bufferEdgeSizeY * Math.min(1, window.devicePixelRatio); this._applyCache(cacheCanvas, mainCtx, sourceLeft, sourceTop, dw, dh, left, top, dw, dh); cacheCtx.restore(); } paintNewAreaForScrolling(viewportInfo: IViewportInfo, param: IPaintForScrolling) { const { cacheCanvas, cacheCtx, mainCtx, topOrigin, leftOrigin, bufferEdgeX, bufferEdgeY, scaleX, scaleY, columnHeaderHeight, rowHeaderWidth } = param; const { shouldCacheUpdate, diffCacheBounds, diffX, diffY } = viewportInfo; cacheCtx.save(); cacheCtx.setTransform(1, 0, 0, 1, 0, 0); cacheCtx.globalCompositeOperation = 'copy'; cacheCtx.drawImage(cacheCanvas.getCanvasEle(), diffX * scaleX, diffY * scaleY); cacheCtx.restore(); this._refreshIncrementalState = true; // Reset the ctx position to the spreadsheet content origin before drawing. // trasnlation should be (rowHeaderWidth, colHeaderHeight) at start. const m = mainCtx.getTransform(); cacheCtx.setTransform(m.a, m.b, m.c, m.d, 0, 0); // leftOrigin 是 viewport 相对 sheetcorner 的偏移(不考虑缩放) // - (leftOrigin - bufferEdgeX) ----> 简化 - leftOrigin + bufferEdgeX cacheCtx.translateWithPrecision(m.e / m.a - leftOrigin + bufferEdgeX, m.f / m.d - topOrigin + bufferEdgeY); if (shouldCacheUpdate) { for (const diffBound of diffCacheBounds) { const { left: diffLeft, right: diffRight, bottom: diffBottom, top: diffTop } = diffBound; // this.draw 的时候 ctx.translate 单元格偏移是相对 spreadsheet content // 但是 diffBounds 包括 rowHeader columnWidth, 因此绘制前需要减去行头列头的偏移 const x = diffLeft - rowHeaderWidth; const y = diffTop - columnHeaderHeight; const w = diffRight - diffLeft; const h = diffBottom - diffTop; // w h 必须精确和 diffarea 大小匹配, 否则会造成往回滚时, clear 的区域过大, 导致上一帧有效内容被擦除 cacheCtx.clearRectByPrecision(x, y, w, h); // cacheCtx.fillStyle = this.testGetRandomLightColor(); // cacheCtx.fillRectByPrecision(x, y, w, h); // x, y is diffBounds, means it's relative to scrolling distance. cacheCtx.save(); cacheCtx.beginPath(); cacheCtx.rectByPrecision(x, y, w, h); cacheCtx.closePath(); // The reason for clipping here is to avoid duplicate drawing (otherwise the text would be jagged, especially on Windows) cacheCtx.clip(); this.draw(cacheCtx, { ...viewportInfo, diffBounds: [diffBound], }); cacheCtx.restore(); } } // this.testShowRuler(cacheCtx, viewportInfo); this._refreshIncrementalState = false; } /** * Redraw the entire viewport. */ refreshCacheCanvas(viewportInfo: IViewportInfo, param: IPaintForRefresh) { const { cacheCanvas, cacheCtx, mainCtx, topOrigin, leftOrigin, bufferEdgeX, bufferEdgeY } = param; cacheCtx.save(); cacheCtx.setTransform(1, 0, 0, 1, 0, 0); cacheCanvas.clear(); cacheCtx.restore(); cacheCtx.save(); // 所以 cacheCtx.setTransform 已经包含了 rowHeaderWidth + viewport + scroll 距离 const m = mainCtx.getTransform(); // cacheCtx.setTransform(m.a, m.b, m.c, m.d, m.e, m.f); cacheCtx.setTransform(m.a, m.b, m.c, m.d, 0, 0); // The 'leftOrigin' is the offset of the viewport relative to the sheet corner, which is the position of cell(0, 0), and it does not consider scaling. // - (leftOrigin - bufferEdgeX) ----> - leftOrigin + bufferEdgeX cacheCtx.translateWithPrecision(m.e / m.a - leftOrigin + bufferEdgeX, m.f / m.d - topOrigin + bufferEdgeY); // extension 绘制时按照内容的左上角计算, 不考虑 rowHeaderWidth this.draw(cacheCtx, viewportInfo); // this.testShowRuler(cacheCtx, viewportInfo); cacheCtx.restore(); } override render(mainCtx: UniverRenderingContext, viewportInfo: IViewportInfo) { if (!this.visible) { this.makeDirty(false); return this; } const spreadsheetSkeleton = this.getSkeleton(); if (!spreadsheetSkeleton) { return; } spreadsheetSkeleton.calculateWithoutClearingCache(viewportInfo); const segment = spreadsheetSkeleton.rowColumnSegment; if (!segment) { return; } if ( (segment.startRow === -1 && segment.endRow === -1) || (segment.startColumn === -1 && segment.endColumn === -1) ) { return; } mainCtx.save(); const { rowHeaderWidth, columnHeaderHeight } = spreadsheetSkeleton; mainCtx.translateWithPrecision(rowHeaderWidth, columnHeaderHeight); const { viewportKey } = viewportInfo; // scene --> layer, getObjects --> viewport.render(object) --> spreadsheet // SHEET_COMPONENT_MAIN_LAYER_INDEX = 0; // SHEET_COMPONENT_SELECTION_LAYER_INDEX = 1; // SHEET_COMPONENT_HEADER_LAYER_INDEX = 10; // SHEET_COMPONENT_HEADER_SELECTION_LAYER_INDEX = 11; // ...... // SHEET_COMPONENT_MAIN_LAYER_INDEX spreadsheet this.getObjectsByOrder() ---> [spreadsheet] // SHEET_COMPONENT_HEADER_LAYER_INDEX rowHeader & colHeader & freezeBorder this.getObjectsByOrder() ---> [SpreadsheetRowHeader, SpreadsheetColumnHeader, _Rect..., HeaderMenuResizeShape] // SHEET_COMPONENT_HEADER_SELECTION_LAYER_INDEX selection this.getObjectsByOrder() ---> [_Rect, Group] // SpreadsheetRowHeader SpreadsheetColumnHeader is not render by spreadsheet if (this.sheetContentViewport().includes(viewportKey as SHEET_VIEWPORT_KEY)) { if (viewportInfo && viewportInfo.cacheCanvas) { this.renderByViewport(mainCtx, viewportInfo, spreadsheetSkeleton); } else { this._draw(mainCtx, viewportInfo); } } else if (this.sheetHeaderViewport().includes(viewportKey as SHEET_VIEWPORT_KEY)) { // doing nothing, other components(SpreadsheetRowHeader...) will render } else { // embed in doc & slide // 现阶段 embed 开启贴图有问题, 3f12ad80188a83283bcd95c65e6c5dcc2d23ad72 if (viewportInfo && viewportInfo.cacheCanvas) { this.renderByViewport(mainCtx, viewportInfo, spreadsheetSkeleton); } else { this._draw(mainCtx, viewportInfo); } } mainCtx.restore(); return this; } /** * applyCache from cache canvas * @param cacheCanvas Source Image * @param ctx MainCtx * @param sx * @param sy * @param sw * @param sh * @param dx * @param dy * @param dw * @param dh */ protected _applyCache( cacheCanvas: Canvas, ctx: UniverRenderingContext, sx: number = 0, sy: number = 0, sw: number = 0, sh: number = 0, dx: number = 0, dy: number = 0, dw: number = 0, dh: number = 0 ) { if (!ctx) { return; } const pixelRatio = cacheCanvas.getPixelRatio(); const cacheCtx = cacheCanvas.getContext(); cacheCtx.save(); ctx.save(); ctx.setTransform(1, 0, 0, 1, 0, 0); cacheCtx.setTransform(1, 0, 0, 1, 0, 0); const fn = (num: number, scale: number) => { return Math.round(num * scale); }; ctx.imageSmoothingEnabled = false; // ctx.imageSmoothingEnabled = true; // ctx.imageSmoothingQuality = 'high'; ctx.drawImage( cacheCanvas.getCanvasEle(), fn(sx, pixelRatio), fn(sy, pixelRatio), sw * pixelRatio, sh * pixelRatio, fn(dx, pixelRatio), fn(dy, pixelRatio), dw * pixelRatio, dh * pixelRatio ); ctx.restore(); cacheCtx.restore(); } protected override _draw(ctx: UniverRenderingContext, bounds?: IViewportInfo) { this.draw(ctx, bounds!); } private _getAncestorSize() { const parent = this._getAncestorParent(); if (!parent) { return; } if (parent.classType === RENDER_CLASS_TYPE.ENGINE) { const mainCanvas = (parent as Engine).getCanvas(); return { width: mainCanvas.getWidth(), height: mainCanvas.getHeight(), }; } if (parent.classType === RENDER_CLASS_TYPE.SCENE_VIEWER) { return { width: parent.width, height: parent.height, }; } } private _getAncestorParent(): Nullable { let parent: any = this.parent; while (parent) { if (parent.classType === RENDER_CLASS_TYPE.ENGINE || parent.classType === RENDER_CLASS_TYPE.SCENE_VIEWER) { return parent as Nullable; } parent = parent?.getParent && parent?.getParent(); } } private _initialDefaultExtension() { SpreadsheetExtensionRegistry.getData() .sort(sortRules) .forEach((Extension) => { this.register(new Extension()); }); // this._borderAuxiliaryExtension = this.getExtensionByKey('DefaultBorderAuxiliaryExtension') as BorderAuxiliary; this._backgroundExtension = this.getExtensionByKey('DefaultBackgroundExtension') as Background; this._borderExtension = this.getExtensionByKey('DefaultBorderExtension') as Border; this._fontExtension = this.getExtensionByKey('DefaultFontExtension') as Font; } /** * draw gridlines * @param ctx */ // eslint-disable-next-line max-lines-per-function private _drawAuxiliary(ctx: UniverRenderingContext) { const spreadsheetSkeleton = this.getSkeleton(); if (spreadsheetSkeleton == null) { return; } const { rowColumnSegment, dataMergeCache, overflowCache, showGridlines } = spreadsheetSkeleton; const { startRow, endRow, startColumn, endColumn } = rowColumnSegment; if (!spreadsheetSkeleton || showGridlines === BooleanNumber.FALSE || this._forceDisableGridlines) { return; } const { rowHeightAccumulation, columnTotalWidth, columnWidthAccumulation, rowTotalHeight } = spreadsheetSkeleton; if ( !rowHeightAccumulation || !columnWidthAccumulation || columnTotalWidth === undefined || rowTotalHeight === undefined ) { return; } ctx.save(); ctx.setLineWidthByPrecision(1); // TODO@jikkai: these should be configurable ctx.strokeStyle = getColor([214, 216, 219]); const columnWidthAccumulationLength = columnWidthAccumulation.length; const rowHeightAccumulationLength = rowHeightAccumulation.length; const EXTRA_BOUND = 0.4; const rowCount = endRow - startRow + 1; const columnCount = endColumn - startColumn + 1; const extraRowCount = Math.ceil(rowCount * EXTRA_BOUND); const extraColumnCount = Math.ceil(columnCount * EXTRA_BOUND); const rowStart = Math.max(Math.floor(startRow - extraRowCount), 0); const rowEnd = Math.min(Math.ceil(endRow + extraRowCount), rowHeightAccumulationLength - 1); const columnEnd = Math.min(Math.ceil(endColumn + (extraColumnCount)), columnWidthAccumulationLength - 1); const columnStart = Math.max(Math.floor(startColumn - (extraColumnCount)), 0); const startX = columnWidthAccumulation[columnStart - 1] || 0; const startY = rowHeightAccumulation[rowStart - 1] || 0; const endX = columnWidthAccumulation[columnEnd]; const endY = rowHeightAccumulation[rowEnd]; ctx.translateWithPrecisionRatio(FIX_ONE_PIXEL_BLUR_OFFSET, FIX_ONE_PIXEL_BLUR_OFFSET); ctx.beginPath(); ctx.moveToByPrecision(startX, startY); ctx.lineToByPrecision(endX, startY); ctx.moveToByPrecision(startX, startY); ctx.lineToByPrecision(startX, endY); ctx.closePathByEnv(); ctx.stroke(); for (let r = rowStart; r <= rowEnd; r++) { if (r < 0 || r > rowHeightAccumulationLength - 1) { continue; } const rowEndPosition = rowHeightAccumulation[r]; ctx.beginPath(); ctx.moveToByPrecision(startX, rowEndPosition); ctx.lineToByPrecision(endX, rowEndPosition); ctx.closePathByEnv(); ctx.stroke(); } for (let c = columnStart; c <= columnEnd; c++) { if (c < 0 || c > columnWidthAccumulationLength - 1) { continue; } const columnEndPosition = columnWidthAccumulation[c]; ctx.beginPath(); ctx.moveToByPrecision(columnEndPosition, startY); ctx.lineToByPrecision(columnEndPosition, endY); ctx.closePathByEnv(); ctx.stroke(); } // console.log('xx2', scaleX, scaleY, columnTotalWidth, rowTotalHeight, rowHeightAccumulation, columnWidthAccumulation); // border?.forValue((rowIndex, columnIndex, borderCaches) => { // if (!borderCaches) { // return true; // } // const cellInfo = spreadsheetSkeleton.getCellByIndexWithNoHeader(rowIndex, columnIndex); // let { startY, endY, startX, endX } = cellInfo; // const { isMerged, isMergedMainCell, mergeInfo } = cellInfo; // if (isMerged) { // return true; // } // if (isMergedMainCell) { // startY = mergeInfo.startY; // endY = mergeInfo.endY; // startX = mergeInfo.startX; // endX = mergeInfo.endX; // } // if (!(mergeInfo.startRow >= rowStart && mergeInfo.endRow <= rowEnd)) { // return true; // } // for (const key in borderCaches) { // const { type } = borderCaches[key] as BorderCacheItem; // clearLineByBorderType(ctx, type, { startX, startY, endX, endY }); // } // }); // Clearing the dashed line issue caused by overlaid auxiliary lines and strokes // merge cell this._clearRectangle(ctx, rowHeightAccumulation, columnWidthAccumulation, dataMergeCache); // overflow cell this._clearRectangle(ctx, rowHeightAccumulation, columnWidthAccumulation, overflowCache.toNativeArray()); // this._clearBackground(ctx, backgroundPositions); ctx.restore(); } /** * Clear the guide lines within a range in the table, to make room for merged cells and overflow. */ private _clearRectangle( ctx: UniverRenderingContext, rowHeightAccumulation: number[], columnWidthAccumulation: number[], dataMergeCache?: IRange[] ) { if (dataMergeCache == null) { return; } for (const dataCache of dataMergeCache) { const { startRow, endRow, startColumn, endColumn } = dataCache; const startY = rowHeightAccumulation[startRow - 1] || 0; const endY = rowHeightAccumulation[endRow] || rowHeightAccumulation[rowHeightAccumulation.length - 1]; const startX = columnWidthAccumulation[startColumn - 1] || 0; const endX = columnWidthAccumulation[endColumn] || columnWidthAccumulation[columnWidthAccumulation.length - 1]; ctx.clearRectByPrecision(startX, startY, endX - startX, endY - startY); // After ClearRect, the lines will become thinner, and the lines will be repaired below. ctx.beginPath(); ctx.moveToByPrecision(startX, startY); ctx.lineToByPrecision(endX, startY); ctx.lineToByPrecision(endX, endY); ctx.lineToByPrecision(startX, endY); ctx.lineToByPrecision(startX, startY); ctx.stroke(); ctx.closePath(); } } private _clearBackground(ctx: UniverRenderingContext, backgroundPositions?: ObjectMatrix) { backgroundPositions?.forValue((row, column, cellInfo) => { let { startY, endY, startX, endX } = cellInfo; const { isMerged, isMergedMainCell, mergeInfo } = cellInfo; if (isMerged) { return true; } if (isMergedMainCell) { startY = mergeInfo.startY; endY = mergeInfo.endY; startX = mergeInfo.startX; endX = mergeInfo.endX; } ctx.clearRectForTexture(startX, startY, endX - startX + 0.5, endY - startY + 0.5); }); } sheetContentViewport() { return [SHEET_VIEWPORT_KEY.VIEW_MAIN, SHEET_VIEWPORT_KEY.VIEW_MAIN_LEFT_TOP, SHEET_VIEWPORT_KEY.VIEW_MAIN_TOP, SHEET_VIEWPORT_KEY.VIEW_MAIN_LEFT]; } sheetHeaderViewport() { return [SHEET_VIEWPORT_KEY.VIEW_ROW_TOP, SHEET_VIEWPORT_KEY.VIEW_ROW_BOTTOM, SHEET_VIEWPORT_KEY.VIEW_COLUMN_LEFT, SHEET_VIEWPORT_KEY.VIEW_COLUMN_RIGHT, SHEET_VIEWPORT_KEY.VIEW_LEFT_TOP]; } testShowRuler(cacheCtx: UniverRenderingContext, viewportInfo: IViewportInfo): void { const { cacheBound } = viewportInfo; const spreadsheetSkeleton = this.getSkeleton()!; const { rowHeaderWidth, columnHeaderHeight } = spreadsheetSkeleton; const { left, top, right, bottom } = cacheBound; const findClosestHundred = (number: number) => { const remainder = number % 100; return number + (100 - remainder); }; const startX = findClosestHundred(left); const endX = findClosestHundred(right); const startY = findClosestHundred(top); const endY = findClosestHundred(bottom); cacheCtx.save(); cacheCtx.beginPath(); cacheCtx.strokeStyle = '#000000'; cacheCtx.fillStyle = '#000000'; cacheCtx.font = '16px Arial'; cacheCtx.lineWidth = 1; cacheCtx.textAlign = 'center'; cacheCtx.textBaseline = 'middle'; for (let i = startX; i <= endX; i += 50) { cacheCtx.beginPath(); cacheCtx.strokeStyle = (i % 100 === 0) ? 'red' : '#aaa'; cacheCtx.moveTo(i - rowHeaderWidth, top - columnHeaderHeight); cacheCtx.lineTo(i - rowHeaderWidth, bottom - columnHeaderHeight); cacheCtx.stroke(); cacheCtx.closePath(); } for (let j = startY; j <= endY; j += 50) { cacheCtx.beginPath(); cacheCtx.strokeStyle = (j % 100 === 0) ? 'red' : '#aaa'; cacheCtx.moveTo(left - rowHeaderWidth, j - columnHeaderHeight); cacheCtx.lineTo(right - rowHeaderWidth, j - columnHeaderHeight); cacheCtx.stroke(); cacheCtx.closePath(); } cacheCtx.fillStyle = '#666'; for (let i = startX; i <= endX; i += 100) { for (let j = startY; j <= endY; j += 100) { cacheCtx.fillText(`${i},${j}`, i - rowHeaderWidth, j - columnHeaderHeight); } } // start // cacheCtx.textAlign = 'left'; // for (let j = startY; j <= endY; j += 100) { // cacheCtx.clearRect(left - rowHeaderWidth, j - columnHeaderHeight - 15, 30, 30); // cacheCtx.fillText(`${left}`, left - rowHeaderWidth, j - columnHeaderHeight); // } cacheCtx.closePath(); cacheCtx.restore(); } testGetRandomLightColor(): string { const letters = 'ABCDEF'; let color = '#'; for (let i = 0; i < 6; i++) { color += letters[Math.floor(Math.random() * 6)]; } const r = Number.parseInt(color.substring(1, 3), 16); const g = Number.parseInt(color.substring(3, 5), 16); const b = Number.parseInt(color.substring(5, 7), 16); if (r + g + b < 610) { return this.testGetRandomLightColor(); // 递归调用直到生成足够亮的颜色 } return color; }}\r\n", + "textRuns": [ + { + "st": 0, + "ed": 29475, + "ts": { + "cl": { + "rgb": "rgb(93,93,95)" + }, + "bg": { + "rgb": "rgb(235,238,245)" + }, + "ff": "\"Jetbrains Mono\", Menlo, \"Lucida Console\", Monaco, \"Source Han Sans SC\", \"PingFang SC\", monospace, Menlo, Monaco, \"Courier New\", monospace", + "fs": 10.5 + } + } + ], + "paragraphs": [ + { + "startIndex": 29475, + "paragraphStyle": { + "horizontalAlign": 0 + } + } + ], + "customRanges": [], + "customDecorations": [] + }, + "drawings": {}, + "drawingsOrder": [], + "settings": { + "zoomRatio": 1 + }, + "resources": [ + { + "name": "SHEET_THREAD_COMMENT_PLUGIN", + "data": "{}" + }, + { + "name": "DOC_HYPER_LINK_PLUGIN", + "data": "{\"links\":[]}" + }, + { + "name": "SHEET_AuthzIoMockService_PLUGIN", + "data": "{}" + } + ] + } + } + }, + "368": { + "398": { + "v": "dlldldldlldldldlldldld", + "t": 1 + } + } + }, + "freeze": { + "startRow": -1, + "startColumn": -1, + "ySplit": 0, + "xSplit": 0 + }, + "scrollTop": 0, + "scrollLeft": 0, + "defaultColumnWidth": 73, + "defaultRowHeight": 19, + "mergeData": [ + { + "startRow": 0, + "endRow": 1, + "startColumn": 10, + "endColumn": 10 + }, + { + "startRow": 2, + "endRow": 3, + "startColumn": 10, + "endColumn": 10 + }, + { + "startRow": 4, + "endRow": 5, + "startColumn": 10, + "endColumn": 10 + }, + { + "startRow": 6, + "endRow": 7, + "startColumn": 10, + "endColumn": 10 + }, + { + "startRow": 8, + "endRow": 9, + "startColumn": 10, + "endColumn": 10 + } + ], + "rowData": { + "0": { + "hd": 0, + "h": 19 + }, + "11": { + "hd": 0, + "h": 19, + "ah": 19 + }, + "12": { + "hd": 0, + "h": 19, + "ah": 19 + }, + "13": { + "hd": 0, + "h": 19, + "ah": 19 + }, + "14": { + "hd": 1 + }, + "15": { + "hd": 1 + }, + "16": { + "hd": 1 + }, + "17": { + "hd": 0, + "h": 19, + "ah": 19 + }, + "18": { + "hd": 0, + "h": 19, + "ah": 19 + }, + "19": { + "hd": 0, + "h": 19, + "ah": 19 + }, + "20": { + "hd": 0, + "h": 19, + "ah": 19 + }, + "21": { + "hd": 0, + "h": 19, + "ah": 19 + }, + "22": { + "hd": 0, + "h": 19, + "ah": 19 + }, + "23": { + "hd": 0, + "h": 19, + "ah": 19 + }, + "30": { + "hd": 0, + "h": 19, + "ah": 19 + }, + "368": { + "hd": 0, + "h": 19, + "ah": 19 + } + }, + "columnData": { + "11": { + "w": 73, + "hd": 0 + }, + "12": { + "w": 73, + "hd": 0 + }, + "13": { + "w": 73, + "hd": 0 + }, + "14": { + "w": 73, + "hd": 0 + }, + "15": { + "w": 73, + "hd": 0 + }, + "16": { + "w": 73, + "hd": 0 + }, + "17": { + "w": 73, + "hd": 0 + }, + "18": { + "w": 73, + "hd": 0 + }, + "19": { + "w": 73, + "hd": 0 + }, + "20": { + "w": 73, + "hd": 0 + }, + "21": { + "w": 73, + "hd": 0 + }, + "22": { + "w": 73, + "hd": 0 + }, + "23": { + "w": 73, + "hd": 0 + }, + "24": { + "w": 73, + "hd": 0 + }, + "25": { + "w": 73, + "hd": 0 + }, + "26": { + "w": 73, + "hd": 0 + }, + "27": { + "w": 73, + "hd": 0 + }, + "28": { + "w": 73, + "hd": 0 + }, + "29": { + "w": 73, + "hd": 0 + }, + "30": { + "w": 73, + "hd": 0 + }, + "31": { + "w": 73, + "hd": 0 + }, + "32": { + "w": 73, + "hd": 0 + }, + "33": { + "w": 73, + "hd": 0 + }, + "34": { + "w": 73, + "hd": 0 + }, + "35": { + "w": 73, + "hd": 0 + }, + "36": { + "w": 73, + "hd": 0 + }, + "37": { + "w": 73, + "hd": 0 + }, + "38": { + "w": 73, + "hd": 0 + }, + "39": { + "w": 73, + "hd": 0 + }, + "40": { + "w": 73, + "hd": 0 + }, + "41": { + "w": 73, + "hd": 0 + }, + "42": { + "w": 73, + "hd": 0 + }, + "43": { + "w": 73, + "hd": 0 + }, + "44": { + "w": 73, + "hd": 0 + }, + "45": { + "w": 73, + "hd": 0 + }, + "46": { + "w": 73, + "hd": 0 + }, + "47": { + "w": 73, + "hd": 0 + }, + "48": { + "w": 73, + "hd": 0 + }, + "49": { + "w": 73, + "hd": 0 + }, + "50": { + "w": 73, + "hd": 0 + }, + "51": { + "w": 73, + "hd": 0 + }, + "52": { + "w": 73, + "hd": 0 + }, + "53": { + "w": 73, + "hd": 0 + }, + "54": { + "w": 73, + "hd": 0 + }, + "55": { + "w": 73, + "hd": 0 + }, + "56": { + "w": 73, + "hd": 0 + }, + "57": { + "w": 73, + "hd": 0 + }, + "58": { + "w": 73, + "hd": 0 + }, + "59": { + "w": 73, + "hd": 0 + }, + "60": { + "w": 73, + "hd": 0 + }, + "61": { + "w": 73, + "hd": 0 + }, + "62": { + "w": 73, + "hd": 0 + }, + "63": { + "w": 73, + "hd": 0 + }, + "64": { + "w": 73, + "hd": 0 + }, + "65": { + "w": 73, + "hd": 0 + }, + "66": { + "w": 73, + "hd": 0 + }, + "67": { + "w": 73, + "hd": 0 + }, + "68": { + "w": 73, + "hd": 0 + }, + "69": { + "w": 73, + "hd": 0 + }, + "70": { + "w": 73, + "hd": 0 + }, + "71": { + "w": 73, + "hd": 0 + }, + "72": { + "w": 73, + "hd": 0 + }, + "73": { + "w": 73, + "hd": 0 + }, + "74": { + "w": 73, + "hd": 0 + }, + "75": { + "w": 73, + "hd": 0 + }, + "76": { + "w": 73, + "hd": 0 + }, + "77": { + "w": 73, + "hd": 0 + }, + "78": { + "w": 73, + "hd": 0 + }, + "79": { + "w": 73, + "hd": 0 + }, + "80": { + "w": 73, + "hd": 0 + }, + "81": { + "w": 73, + "hd": 0 + }, + "82": { + "w": 73, + "hd": 0 + }, + "83": { + "w": 73, + "hd": 0 + }, + "84": { + "w": 73, + "hd": 0 + }, + "85": { + "w": 73, + 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{ - "rgb": "rgba(240,240,240)" - } + "3": { + "s": "lfCuNQ" }, - "b": { - "s": 2, - "cl": { - "rgb": "#999" - } - } - }, - "bg": { - "rgb": "rgba(240,240,240)" - } - }, - "g5e3FE": { - "bd": { - "r": { - "s": 1, - "cl": { - "rgb": "rgba(240,240,240)" - } + "4": { + "s": "lfCuNQ" }, - "b": { - "s": 2, - "cl": { - "rgb": "#999" - } - } - }, - "bg": { - "rgb": "rgba(240,240,240)" - } - }, - "sgmPVr": { - "bd": { - "l": { - "cl": { - "rgb": "rgb(240,240,240)" - }, - "s": 1 + "5": { + "s": "lfCuNQ" }, - "r": { - "cl": { - "rgb": "rgb(240,240,240)" - }, - "s": 1 + "6": { + "s": "lfCuNQ" }, - "b": { - "cl": { - "rgb": "rgb(240,240,240)" - }, - "s": 1 - } - }, - "bg": { - "rgb": "rgb(240, 240, 240)" - }, - "vt": 2 - }, - "cZOoRT": { - "bd": { - "r": { - "cl": { - "rgb": "rgb(240,240,240)" - }, - "s": 1 + "7": { + "s": "lfCuNQ" }, - "b": { - "cl": { - "rgb": "rgb(240,240,240)" - }, - "s": 1 - } - }, - "bg": { - "rgb": "rgb(240, 240, 240)" - }, - "vt": 2 - }, - "dYH18P": { - "bd": { - "r": { - "cl": { - "rgb": "rgb(230,145,56)" - }, - "s": 1 + "8": { + "s": "lfCuNQ" }, - "b": { - "cl": { - "rgb": "rgb(240,240,240)" - }, - "s": 1 + "9": { + "s": "u5otPe" } - }, - "bg": { - "rgb": "rgb(230, 145, 56)" - }, - "cl": { - "rgb": "rgb(255, 255, 255)" - }, - "vt": 2 - }, - "iYzJNJ": { - "bd": { - "r": { - "cl": { - "rgb": "rgb(240,240,240)" - }, - "s": 1 + }, + "19": { + "0": { + "s": "sgmPVr", + "v": "" }, - "b": { - "cl": { - "rgb": "rgb(240,240,240)" - }, - "s": 1 - } - }, - "bg": { - "rgb": "rgb(232, 175, 111)" - }, - "vt": 2, - "cl": { - "rgb": "rgb(255, 255, 255)" - }, - "ht": 2 - }, - "gR_DZO": { - "bd": { - "r": { - "cl": { - "rgb": "rgb(102,102,102)" - }, - "s": 1 + "1": { + "s": "cZOoRT", + "v": "目的地 02" }, - "b": { - "cl": { - "rgb": "rgb(240,240,240)" - }, - "s": 1 - } - }, - "bg": { - "rgb": "rgb(102, 102, 102)" - }, - "cl": { - "rgb": "rgb(255, 255, 255)" - }, - "vt": 2 - }, - "DEAIhl": { - "bd": { - "r": { - "cl": { - "rgb": "rgb(240,240,240)" - }, - "s": 1 + "2": { + 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+ "1": { + "s": "17RnT4", + "v": "德国柏林" }, - "r": { - "cl": { - "rgb": "rgb(240,240,240)" - }, - "s": 1 - } - }, - "vt": 3, - "bg": { - "rgb": "rgb(240, 240, 240)" - } - }, - "xkMHPK": { - "vt": 2, - "fs": 28, - "bg": { - "rgb": "rgb(240, 240, 240)" - }, - "bd": { - "b": { - "cl": { - "rgb": "rgb(240,240,240)" - }, - "s": 1 + "2": { + "s": "fvv4qs", + "v": "" }, - "r": { - "cl": { - "rgb": "rgb(240,240,240)" - }, - "s": 1 - } - } - }, - "iRyMM5": { - "bd": { - "b": { - "cl": { - "rgb": "rgb(0,0,0)" - }, - "s": 1 + "3": { + "s": "bec684", + "v": " 在此插入文本。" }, - "r": { - "cl": { - "rgb": "rgb(240,240,240)" - }, - "s": 1 - } - }, - "vt": 2, - "bg": { - "rgb": "rgb(240, 240, 240)" - } - }, - "vttNDj": { - "ht": 2, - "vt": 2, - "bd": { - "b": { - "cl": { - "rgb": "rgb(0,0,0)" - }, - "s": 1 + "4": { + "s": "Ypk22n", + "v": "4" }, - "r": { - "cl": { - "rgb": "rgb(240,240,240)" - }, - "s": 1 - } - }, - "bg": { - "rgb": "rgb(240, 240, 240)" - } - }, - "kB1Jee": { - "bd": { - "b": { - "cl": { - "rgb": "rgb(240,240,240)" - }, - "s": 1 + "5": { + "s": "fvv4qs", + "v": "" }, - "r": { - "cl": { - "rgb": "rgb(240,240,240)" - }, - "s": 1 - } - }, - "ht": 1, - "vt": 2, - "bl": 0, - "bg": { - "rgb": "rgb(240, 240, 240)" - } - }, - "TdY7ia": { - "ht": 2, - "vt": 2, - "bd": { - "b": { - "cl": { - "rgb": "rgb(240,240,240)" - }, - "s": 1 + "6": { + "s": "bec684", + "v": " 在此处插入文本。" }, - "r": { - "cl": { - "rgb": "rgb(240,240,240)" - }, - "s": 1 + "7": { + "s": "Ypk22n", + "v": "2" + }, + "8": { + "s": "fvv4qs", + "v": "" + }, + "9": { + "s": "u5otPe" } - }, - "bl": 1, - "fs": 18, - "bg": { - "rgb": "rgb(240, 240, 240)" - } - }, - "6oxJzk": { - "fs": 10, - "ff": "arial", - "bg": { - "rgb": "#333333" - }, - "vt": 3 - }, - "cuLiVa": { - "cl": { - "rgb": "#f5f5f5" - }, - "fs": 34, - "ff": "oswald", - "bg": { - "rgb": "#333333" - }, - "vt": 3 - }, - "7tD5qh": { - "cl": { - "rgb": "#f5f5f5" - }, - "bl": 0, - "ff": "source code pro", - "bg": { - "rgb": "#333333" - }, - "vt": 3 - }, - "QVmNrw": { - "cl": { - "rgb": "#f5f5f5" - }, - "ff": "source code pro", - "bg": { - "rgb": "#333333" - }, - "vt": 3 - }, - "AVuUUy": { - "fs": 10, - "ff": "arial", - "bd": { - "b": { - "cl": { - "rgb": "#000000" - }, - "s": 0 + }, + "21": { + "0": { + "s": "HXSo1r", + "v": "" + }, + "1": { + "s": "lUXsvN", + "v": "" + }, + "2": { + "s": "fvv4qs", + "v": "" + }, + "3": { + "s": "bec684", + "v": " 在此插入文本。" + }, + "4": { + "s": "Ypk22n", + "v": "4" + }, + "5": { + "s": "fvv4qs", + "v": "" + }, + "6": { + "s": "bec684", + "v": " 在此处插入文本。" + }, + "7": { + "s": "Ypk22n", + "v": "1" + }, + "8": { + "s": "fvv4qs", + "v": "" + }, + "9": { + "s": "u5otPe" } - }, - "bg": { - "rgb": "#333333" - }, - "vt": 3 - }, - "rAN9YB": { - "fs": 10, - "ff": "arial", - "bg": { - "rgb": "#f5f5f5" - }, - "vt": 1 - }, - "eZC9TA": { - "fs": 10, - "ff": "arial", - "bd": {}, - "bg": { - "rgb": "#f5f5f5" - }, - "vt": 1 - }, - "dU6OiC": { - "fs": 10, - "ff": "arial", - "vt": 1, - "bd": { - "t": { - "s": 2, - "cl": { - "rgb": "#999" - } + }, + "22": { + "0": { + "s": "HXSo1r", + "v": "" + }, + "1": { + "s": "j8X0h6", + "v": "得分" + }, + "2": { + "s": "fvv4qs", + "v": "" + }, + "3": { + "s": "bec684", + "v": " 在此插入文本。" + }, + "4": { + "s": "Ypk22n", + "v": "3" + }, + "5": { + "s": "fvv4qs", + "v": "" + }, + "6": { + "s": "bec684", + "v": " 在此处插入文本。" }, - "l": { - "s": 1, - "cl": { - "rgb": "#fff" - } + "7": { + "s": "Ypk22n", + "v": "2" }, - "r": { - "s": 1, - "cl": { - "rgb": "#fff" - } + "8": { + "s": "fvv4qs", + "v": "" } - } - }, - "-cpIBF": { - "fs": 10, - "ff": "arial", - "vt": 1, - "bd": { - "t": { - "s": 2, - "cl": { - "rgb": "#999" - } + }, + "23": { + "0": { + "s": "HXSo1r", + "v": "" }, - "r": { - "s": 1, - "cl": { - "rgb": "#fff" - } - } - } - }, - "bwtxyB": { - "bd": { - "t": { - "s": 2, - "cl": { - "rgb": "#999" - } + "1": { + "s": "xkMHPK", + "v": "9" }, - "r": { - "s": 1, - "cl": { - "rgb": "#fff" - } - } - } - }, - "Jn6ePj": { - "cl": { - "rgb": "#424242" - }, - "fs": 18, - "bl": 0, - "ff": "source code pro", - "bg": { - "rgb": "#f5f5f5" - }, - "ht": 3, - "vt": 1 - }, - "GWscef": { - "fs": 10, - "ff": "arial", - "vt": 1, - "bd": { - "t": { - "s": 1, - "cl": { - "rgb": "#fff" - } + "2": { + "s": "fvv4qs", + "v": "" }, - "b": { - "s": 1, - "cl": { - "rgb": "#fff" - } + "3": { + "s": "bec684", + "v": " 在此插入文本。" }, - "l": { - "s": 1, - "cl": { - "rgb": "#fff" - } + "4": { + "s": "Ypk22n", + "v": "2" }, - "r": { - "s": 1, - "cl": { - "rgb": "#fff" - } - } - } - }, - "o-JGtD": { - "cl": { - "rgb": "#d01556" - }, - "fs": 18, - "ff": "source code pro", - "vt": 1, - "bd": { - "t": { - "s": 1, - "cl": { - "rgb": "#fff" - } + "5": { + "s": "fvv4qs", + "v": "" }, - "r": { - "s": 1, - "cl": { - "rgb": "#fff" - } + "6": { + "s": "bec684", + "v": " 在此处插入文本。" }, - "b": { - "s": 1, - "cl": { - "rgb": "#fff" - } + "7": { + "s": "Ypk22n", + "v": "1" + }, + "8": { + "s": "fvv4qs", + "v": "" } - } - }, - "Hqv-oG": { - "bd": { - "t": { - "s": 1, - "cl": { - "rgb": "#fff" - } + }, + "24": { + "0": { + "s": "HXSo1r", + "v": "" }, - "r": { - "s": 1, - "cl": { - "rgb": "#fff" - } + "2": { + "s": "fvv4qs", + "v": "" }, - "b": { - "s": 1, - "cl": { - "rgb": "#fff" - } - } - }, - "fs": 18 - }, - "GbbD7Z": { - "cl": { - "rgb": "#666666" - }, - "fs": 10, - "ff": "source code pro", - "ht": 3, - "vt": 1, - "bd": { - "t": { - "s": 1, - "cl": { - "rgb": "#fff" - } + "3": { + "s": "bec684", + "v": " 在此插入文本。" }, - "b": { - "s": 1, - "cl": { - "rgb": "#fff" - } + "4": { + "s": "Ypk22n", + "v": "2" + }, + "5": { + "s": "fvv4qs", + "v": "" + }, + "6": { + "s": "bec684", + "v": " 在此处插入文本。" + }, + "7": { + "s": "Ypk22n", + "v": "1" + }, + "8": { + "s": "fvv4qs", + "v": "" } - } - }, - "pt2ghY": { - "cl": { - "rgb": "#666666" - }, - "ff": "source code pro", - "bg": { - "rgb": "#f5f5f5" - }, - "ht": 3, - "vt": 1 - }, - "aqSyf_": { - "fs": 10, - "ff": "arial", - "vt": 1, - "bd": { - "l": { - "s": 1, - "cl": { - "rgb": "#fff" - } + }, + "25": { + "0": { + "s": "HXSo1r", + "v": "" }, - "r": { - 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"v": "" - }, - "12": { - "s": "u5otPe" - } + "v": "", + "s": "njh8Q5" }, "3": { - "0": { - "s": "zd9SuK", - "v": "" - }, - "1": { - "s": "rsoGUl", - "v": "" - }, - "2": { - "s": "rsoGUl", - "v": "" - }, - "3": { - "s": "rsoGUl", - "v": "" - }, - "4": { - "s": "rsoGUl", - "v": "" - }, - "5": { - "s": "rsoGUl", - "v": "" - }, - "6": { - "s": "rsoGUl", - "v": "" - }, - "7": { - "s": "rsoGUl", - "v": "" - }, - "8": { - "s": "rsoGUl", - "v": "" - }, - "9": { - "s": "rsoGUl", - "v": "" - }, - "10": { - "s": "rsoGUl", - "v": "" - }, - "11": { - "s": "xVTUFO", - "v": "" - }, - "12": { - "s": "u5otPe" - } + "s": "njh8Q5" }, "4": { - "0": { - "s": "IDQDaJ", - "v": "" - }, - "1": { - "s": "rdT5sI", - "v": "" - }, - "2": { - "s": "RlwHsj", - "v": "" - }, - "3": { - "s": "rdT5sI", - "v": "" - }, - "4": { - "s": "rsoGUl", - "v": "" - }, - "5": { - "s": "oPB88_", - "v": "概览" - }, - "6": { - "s": "jbpbgG" - }, - "7": { - "s": "rsoGUl", - "v": "" - }, - "8": { - "s": "oPB88_", - "v": "风格" - }, - "9": { - "s": "jbpbgG" - }, - "10": { - "s": "rdT5sI", - "v": "" - }, - "11": { - "s": "Uhw-G1", - "v": "" - }, - "12": { - "s": "u5otPe" - } + "v": "", + "s": "njh8Q5" }, "5": { - "0": { - "s": "IDQDaJ", - "v": "" - }, - "1": { - "s": "rdT5sI", - "v": "" - }, - "2": { - "s": "7lxIfy", - "v": "使用此模板集中储存信息，助您轻松完成婚礼策划。您可以在此记录待办事项，货比三家，监控预算使用情况。" - }, - "3": { - "s": "rdT5sI", - "v": "" - }, - "4": { - "s": "fun6rF", - "v": "" - }, - "5": { - "s": "fun6rF", - "v": "" - }, - "6": { - "s": "IFcugs", - "v": "待办事项" - }, - "7": { - "s": "fun6rF", - "v": "" - }, - "8": { - "s": "fun6rF", - "v": "" - }, - "9": { - "s": "IFcugs", - "v": "服装" - }, - "10": { - "s": "rdT5sI", - "v": "" - }, - "11": { - "s": "Uhw-G1", - "v": "" - }, - "12": { - "s": "u5otPe" - } + "v": "", + "s": "njh8Q5" }, "6": { - "0": { - "s": "IDQDaJ", - "v": "" - }, - "1": { - "s": "rdT5sI", - "v": "" - }, - "2": { - "s": "7lxIfy" - }, - "3": { - "s": "rdT5sI", - "v": "" - }, - "4": { - "s": "fun6rF", - "v": "" - }, - "5": { - "s": "fun6rF", - "v": "" - }, - "6": { - "s": "IFcugs", - "v": "协调" - }, - "7": { - "s": "fun6rF", - "v": "" - }, - "8": { - "s": "fun6rF", - "v": "" - }, - "9": { - "s": "IFcugs", - "v": "发型和妆容" - }, - "10": { - "s": "rdT5sI", - "v": "" - }, - "11": { - "s": "Uhw-G1", - "v": "" - }, - "12": { - "s": "u5otPe" - } + "v": "", + "s": "njh8Q5" }, "7": { - "0": { - "s": "IDQDaJ", - "v": "" - }, - "1": { - "s": "rdT5sI", - "v": "" - }, - "2": { - "s": "7lxIfy", - "v": "每一个工作表标签都分门别类整理。您可以按想要的顺序填写这些标签，也可以根据需要随心添加、删除或自定义标签。" - }, - "3": { - "s": "rdT5sI", - "v": "" - }, - "4": { - "s": "fun6rF", - "v": "" - }, - "5": { - "s": "fun6rF", - "v": "" - }, - "6": { - "s": "IFcugs", - "v": "婚礼当日日程安排" - }, - "7": { - "s": "fun6rF", - "v": "" - }, - "8": { - "s": "fun6rF", - "v": "" - }, - "9": { - "s": "IFcugs", - "v": "花束" - }, - "10": { - "s": "rdT5sI", - "v": "" - }, - "11": { - "s": "Uhw-G1", - "v": "" - }, - "12": { - "s": "u5otPe" - } + "v": "", + "s": "njh8Q5" }, "8": { - "0": { - "s": "IDQDaJ", - "v": "" - }, - "1": { - "s": "rdT5sI", - "v": "" - }, - "2": { - "s": "7lxIfy", - "v": "" - }, - "3": { - "s": "rdT5sI", - "v": "" - }, - "4": { - "s": "rsoGUl", - "v": "" - }, - "5": { - "s": "oPB88_", - "v": "预算" - }, - "6": { - "s": "jbpbgG" - }, - "7": { - "s": "rsoGUl", - "v": "" - }, - "8": { - "s": "oPB88_", - "v": "餐饮" - }, - "9": { - "s": "jbpbgG" - }, - "10": { - "s": "rsoGUl", - "v": "" - }, - "11": { - "s": "xVTUFO", - "v": "" - }, - "12": { - "s": "u5otPe" - } + "v": "", + "s": "u5otPe" + } + }, + "15": { + "0": { + "v": "", + "s": "3_YUYr" }, - "9": { - "0": { - "s": "IDQDaJ", - "v": "" - }, - "1": { - "s": "rdT5sI", - "v": "" - }, - "2": { - "s": "4nSqZs", - "v": "此工作表可以共享给您的亲朋好友，以便协作处理." - }, - "3": { - "s": "rdT5sI", - "v": "" - }, - "4": { - "s": "fun6rF", - "v": "" - }, - "5": { - "s": "fun6rF", - "v": "" - }, - "6": { - "s": "IFcugs", - "v": "预算预估" - }, - "7": { - "s": "fun6rF", - "v": "" - }, - "8": { - "s": "fun6rF", - "v": "" - }, - "9": { - "s": "IFcugs", - "v": "婚礼蛋糕" - }, - "10": { - "s": "rdT5sI", - "v": "" - }, - "11": { - "s": "Uhw-G1", - "v": "" - }, - "12": { - "s": "u5otPe" - } + "1": { + "v": "午餐", + "s": "njh8Q5" }, - "10": { - "0": { - "s": "IDQDaJ", - "v": "" - }, - "1": { - "s": "meyrSb", - "v": "" - }, - "2": { - "s": "ky5JHZ", - "v": "了解如何共享" - }, - "3": { - "s": "meyrSb", - "v": "" - }, - "4": { - "s": "fun6rF", - "v": "" - }, - "5": { - "s": "fun6rF", - "v": "" - }, - "6": { - "s": "IFcugs", - "v": "详细预算" - }, - "7": { - "s": "fun6rF", - "v": "" - }, - "8": { - "s": "fun6rF", - "v": "" - }, - "9": { - "s": "IFcugs", - "v": "餐饮服务商" - }, - "10": { - "s": "rdT5sI", - "v": "" - }, - "11": { - "s": "Uhw-G1", - "v": "" - }, - "12": { - "s": "u5otPe" - } + "2": { + "v": "", + "s": "njh8Q5" }, - "11": { - "0": { - "s": "IDQDaJ", - "v": "" - }, - "1": { - "s": "xVTUFO", - "v": "" - }, - "2": { - "s": "aGTiZy", - "v": "" - }, - "3": { - "s": "xVTUFO", - "v": "" - }, - "4": { - "s": "rsoGUl", - "v": "" - }, - "5": { - "s": "oPB88_", - "v": "宾客" - }, - "6": { - "s": "jbpbgG" - }, - "7": { - "s": "rsoGUl", - "v": "" - }, - "8": { - "s": "oPB88_", - "v": "摄影" - }, - "9": { - "s": "jbpbgG" - }, - "10": { - "s": "rsoGUl", - "v": "" - }, - "11": { - "s": "xVTUFO", - "v": "" - }, - "12": { - "s": "u5otPe" - } + "3": { + "s": "njh8Q5" }, - "12": { - "0": { - "s": "IDQDaJ", - "v": "" - }, - "1": { - "s": "eaRSH2", - "v": "" - }, - "2": { - "s": "wr5GY_", - "v": " 注意" - }, - "3": { - "s": "rsoGUl", - "v": "" - }, - "4": { - "s": "fun6rF", - "v": "" - }, - "5": { - "s": "fun6rF", - "v": "" - }, - "6": { - "s": "IFcugs", - "v": "宾客名单" - }, - "7": { - "s": "fun6rF", - "v": "" - }, - "8": { - "s": "fun6rF", - "v": "" - }, - "9": { - "s": "IFcugs", - "v": "摄影师" - }, - "10": { - "s": "rdT5sI", - "v": "" - }, - "11": { - "s": "Uhw-G1", - "v": "" - }, - "12": { - "s": "u5otPe" - } + "4": { + "v": "", + "s": "njh8Q5" }, - "13": { - "0": { - "s": "IDQDaJ", - "v": "" - }, - "1": { - "s": "M5o8rI", - "v": "" - }, - "2": { - "s": "VCidAB", - "v": " 部分单元格包含公式。请勿编辑这类单元格，它们会根据您输入 的数值自动重新计算。" - }, - "3": { - "s": "rdT5sI", - "v": "" - }, - "4": { - "s": "fun6rF", - "v": "" - }, - "5": { - "s": "fun6rF", - "v": "" - }, - "6": { - "s": "IFcugs", - "v": "邀请函" - }, - "7": { - "s": "fun6rF", - "v": "" - }, - "8": { - "s": "fun6rF", - "v": "" - }, - "9": { - "s": "IFcugs", - "v": "录像师" - }, - "10": { - "s": "rdT5sI", - "v": "" - }, - "11": { - "s": "Uhw-G1", - "v": "" - }, - "12": { - "s": "u5otPe" - } + "5": { + "v": "中午", + "s": "njh8Q5" }, - "14": { - "0": { - "s": "IDQDaJ", - "v": "" - }, - "1": { - "s": "M5o8rI", - "v": "" - }, - "2": { - "s": "r89TA7" - }, - "3": { - "s": "rdT5sI", - "v": "" - }, - "4": { - "s": "fun6rF", - "v": "" - }, - "5": { - "s": "fun6rF", - "v": "" - }, - "6": { - "s": "IFcugs", - "v": "座位表" - }, - "7": { - "s": "fun6rF", - "v": "" - }, - "8": { - "s": "oPB88_", - "v": "娱乐" - }, - "9": { - "s": "jbpbgG" - }, - "10": { - "s": "rdT5sI", - "v": "" - }, - "11": { - "s": "Uhw-G1", - "v": "" - }, - "12": { - "s": "u5otPe" - } + "6": { + "v": "", + "s": "njh8Q5" }, - "15": { - "0": { - "s": "IDQDaJ", - "v": "" - }, - "1": { - "s": "xVTUFO", - "v": "" - }, - "2": { - "s": "xVTUFO", - "v": "" - }, - "3": { - "s": "xVTUFO", - "v": "" - }, - "4": { - "s": "fun6rF", - "v": "" - }, - "5": { - "s": "fun6rF", - "v": "" - }, - "6": { - "s": "IFcugs", - "v": "礼物" - }, - "7": { - "s": "fun6rF", - "v": "" - }, - "8": { - "s": "fun6rF", - "v": "" - }, - "9": { - "s": "IFcugs", - "v": "娱乐" - }, - "10": { - "s": "rdT5sI", - "v": "" - }, - "11": { - "s": "Uhw-G1", - "v": "" - }, - "12": { - "s": "u5otPe" - } + "7": { + "v": "", + "s": "njh8Q5" }, - "16": { - "0": { - "s": "IDQDaJ", - "v": "" - }, - "1": { - "s": "xVTUFO", - "v": "" - }, - "2": { - "s": "vGgSNs", - "v": "恭贺新婚！愿您能够享受筹办婚礼的过程。" - }, - "3": { - "s": "xVTUFO", - "v": "" - }, - "4": { - "s": "rsoGUl", - "v": "" - }, - "5": { - "s": "oPB88_", - "v": "地点" - }, - "6": { - "s": "jbpbgG" - }, - "7": { - "s": "fun6rF", - "v": "" - }, - "8": 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"eZC9TA", - "v": "" - }, - "6": { - "s": "eZC9TA", - "v": "" - }, - "7": { - "s": "eZC9TA", - "v": "" - }, - "8": { - "s": "rAN9YB", - "v": "" - } + "v": "", + "s": "njh8Q5" }, "7": { - "0": { - "s": "rAN9YB", - "v": "" - }, - "1": { - "s": "eZC9TA", - "v": "" - }, - "2": { - "s": "dU6OiC", - "v": "" - }, - "3": { - "s": "-cpIBF", - "v": "" - }, - "4": { - "s": "bwtxyB" - }, - "5": { - "s": "bwtxyB" - }, - "6": { - "s": "-cpIBF", - "v": "" - }, - "7": { - "s": "-cpIBF", - "v": "" - }, - "8": { - "s": "eZC9TA", - "v": "" - } + "v": "", + "s": "njh8Q5" }, "8": { - "0": { - "s": "Jn6ePj", - "v": "9月 5日" - }, - "1": { - "s": "eZC9TA", - "v": "" - }, - "2": { - "s": "GWscef", - "v": "" - }, - "3": { - "s": "o-JGtD", - "v": "航空公司和航班号" - }, - "4": { - "s": "Hqv-oG" - }, - "5": { - "s": "Hqv-oG" - }, - "6": { - "s": "GbbD7Z", - "v": "西雅图至纽约市" - }, - "7": { - "s": "GWscef", - "v": "" - }, - "8": { - "s": "eZC9TA", - "v": "" - } + "v": "", + "s": "u5otPe" }, "9": { - "0": { - "s": "pt2ghY", - "v": "周二" - }, - "1": { - "s": "eZC9TA", - "v": "" - }, - "2": { - "s": "aqSyf_", - "v": "" - }, - "3": { - "s": "YZ4k2e", - "v": "出发时间" - }, - "4": { - "s": "YZ4k2e", - "v": "机场" - }, - "5": { - "s": "YZ4k2e", - "v": "确认号" - }, - "6": { - "s": "pH6BGr", - "v": "备注" - }, - "7": { - "s": "aqSyf_", - "v": "" - }, - "8": { - "s": "eZC9TA", - "v": "" - } + "v": "" + } + }, + "34": { + "0": { + "v": "", + "s": "3_YUYr" }, - "10": { - "0": { - "s": "rAN9YB", - "v": "" - }, - "1": { - "s": "eZC9TA", - "v": "" - }, - "2": { - "s": "aqSyf_", - "v": "" - }, - "3": { - "s": "e8myya", - "v": "上午 7:10" - }, - "4": { - "s": "1bVFu2", - "v": "西雅图-塔科马国际机场 (SEA)" - }, - "5": { - "s": "WIeBDU", - "v": "ABC123" - }, - "6": { - "s": "mkaA11", - "v": "直达航班，6 小时" - }, - "7": { - "s": "aqSyf_", - "v": "" - }, - "8": { - "s": "eZC9TA", - "v": "" - } + "1": { + "v": "上午", + "s": "njh8Q5" }, - "11": { - "0": { - "s": "rAN9YB", - "v": "" - }, - "1": { - "s": "eZC9TA", - "v": "" - }, - "2": { - "s": "aqSyf_", - "v": "" - }, - "3": { - "s": "gWSzeF", - "v": "" - }, - "4": { - "s": "gWSzeF", - "v": "" - }, - "5": { - "s": "gWSzeF", - "v": "" - }, - "6": { - "s": "KiUW09", - "v": "" - }, - "7": { - "s": "aqSyf_", - "v": "" - }, - "8": { - "s": "eZC9TA", - "v": "" - } + "2": { + "v": "", + "s": "njh8Q5" }, - "12": { - "0": { - "s": "rAN9YB", - "v": "" - }, - "1": { - "s": "eZC9TA", - "v": "" - }, - "2": { - "s": "aqSyf_", - "v": "" - }, - "3": { - "s": "YZ4k2e", - "v": "到达时间" - }, - "4": { - "s": "YZ4k2e", - "v": "" - }, - "5": { - "s": "YZ4k2e", - "v": "" - }, - "6": { - "s": "pH6BGr", - "v": "" - }, - "7": { - "s": "aqSyf_", - "v": "" - }, - "8": { - "s": "eZC9TA", - "v": "" - } + "3": { + "s": "njh8Q5" }, - "13": { - "0": { - "s": "rAN9YB", - "v": "" - }, - "1": { - "s": "eZC9TA", - "v": "" - }, - "2": { - "s": "aqSyf_", - "v": "" - }, - "3": { - "s": "e8myya", - "v": "下午 3:55" - }, - "4": { - "s": "1bVFu2", - "v": "约翰·肯尼迪国际机场 (JFK)" - }, - "5": { - "s": "WIeBDU", - "v": "" - }, - "6": { - "s": "mkaA11", - "v": "" - }, - "7": { - "s": "aqSyf_", - "v": "" - }, - "8": { - "s": "eZC9TA", - "v": "" - } + "4": { + "v": "", + "s": "njh8Q5" }, - "14": { - "0": { - "s": "rAN9YB", - "v": "" - }, - "1": { - "s": "eZC9TA", - "v": "" - }, - "2": { - "s": "3sMgE1", - "v": "" - }, - "3": { - "s": "RN1xAp", - "v": "" - }, - "4": { - "s": "RN1xAp", - "v": "" - }, - "5": { - "s": "RN1xAp", - "v": "" - }, - "6": { - "s": "A5sQLM", - "v": "" - }, - "7": { - "s": "3sMgE1", - "v": "" - }, - "8": { - "s": "eZC9TA", - "v": "" - } + "5": { + "v": "", + "s": "njh8Q5" }, - "15": { - "0": { - "s": "rAN9YB", - "v": "" - }, - "1": { - "s": "eZC9TA", - "v": "" - }, - "2": { - "s": "aqSyf_", - "v": "" - }, - "3": { - "s": "gWSzeF", - "v": "" - }, - "4": { - "s": "jbpbgG" - }, - "5": { - "s": "jbpbgG" - }, - "6": { - "s": "KiUW09", - "v": "" - }, - "7": { - "s": "aqSyf_", - "v": "" - }, - "8": { - "s": "eZC9TA", - "v": "" - } + "6": { + "v": "", + "s": "njh8Q5" }, - "16": { - "0": { - "s": "rAN9YB", - "v": "" - }, - "1": { - "s": "eZC9TA", - "v": "" - }, - "2": { - "s": "aqSyf_", - "v": "" - }, - "3": { - "s": "vi13ON", - "v": "酒店名称" - }, - "4": { - "s": "hofIKA" - }, - "5": { - "s": "hofIKA" - }, - "6": { - "s": "nKsE-s", - "v": "纽约州城镇名称旅馆所在道路名称 123 号，邮编 12345" - }, - "7": { - "s": "aqSyf_", - "v": "" - }, - "8": { - "s": "eZC9TA", - "v": "" - } + "7": { + "v": "", + "s": "njh8Q5" }, - "17": { - "0": { - "s": "rAN9YB", - "v": "" - }, - "1": { - "s": "eZC9TA", - "v": "" - }, - "2": { - "s": "aqSyf_", - "v": "" - }, - "3": { - "s": "YZ4k2e", - "v": "入住登记时间" - }, - "4": { - "s": "YZ4k2e", - "v": "入住几晚" - }, - "5": { - "s": "YZ4k2e", - "v": "确认号" - }, - "6": { - "s": "pH6BGr", - "v": "备注" - }, - "7": { - "s": "aqSyf_", - "v": "" - }, - "8": { - "s": "eZC9TA", - "v": "" - } + "8": { + "v": "", + "s": "u5otPe" + } + }, + "35": { + "0": { + "v": "", + "s": "3_YUYr" }, - "18": { - "0": { - "s": "rAN9YB", - "v": "" - }, - "1": { - "s": "eZC9TA", - "v": "" - }, - "2": { - "s": "aqSyf_", - "v": "" - }, - "3": { - "s": "e8myya", - "v": "下午 5:00" - }, - "4": { - "s": "WIeBDU", - "v": "3" - }, - "5": { - "s": "WIeBDU", - "v": "123ABC" - }, - "6": { - "s": "mkaA11", - "v": "" - }, - "7": { - "s": "aqSyf_", - "v": "" - }, - "8": { - "s": "eZC9TA", - "v": "" - } + "1": { + "v": "午餐", + "s": "njh8Q5" }, - "19": { - "0": { - "s": "rAN9YB", - "v": "" - }, - "1": { - "s": "eZC9TA", - "v": "" - }, - "2": { - "s": "3sMgE1", - "v": "" - }, - "3": { - "s": "RN1xAp", - "v": "" - }, - "4": { - "s": "RN1xAp", - "v": "" - }, - "5": { - "s": "RN1xAp", - "v": "" - }, - "6": { - "s": "A5sQLM", - "v": "" - }, - "7": { - "s": "3sMgE1", - "v": "" - }, - "8": { - "s": "eZC9TA", - "v": "" - } + "2": { + "v": "", + "s": "njh8Q5" }, - "20": { - "0": { - "s": "rAN9YB", - "v": "" - }, - "1": { - "s": "rAN9YB", - "v": "" - }, - "2": { - "s": "eZC9TA", - "v": "" - }, - "3": { - "s": "eZC9TA", - "v": "" - }, - "4": { - "s": "eZC9TA", - "v": "" - }, - "5": { - "s": "eZC9TA", - "v": "" - }, - "6": { - "s": "eZC9TA", - "v": "" - }, - "7": { - "s": "eZC9TA", - "v": "" - }, - "8": { - "s": "rAN9YB", - "v": "" - } + "3": { + "s": "njh8Q5" }, - "21": { - "0": { - "s": "rAN9YB", - "v": "" - }, - "1": { - "s": "rAN9YB", - "v": "" - }, - "2": { - "s": "eZC9TA", - "v": "" - }, - "3": { - "s": "eZC9TA", - "v": "" - }, - "4": { - "s": "eZC9TA", - "v": "" - }, - "5": { - "s": "eZC9TA", - "v": "" - }, - "6": { - "s": "eZC9TA", - "v": "" - }, - "7": { - "s": "eZC9TA", - "v": "" - }, - "8": { - "s": "rAN9YB", - "v": "" - } + "4": { + "v": "", + "s": "njh8Q5" }, - "22": { - "0": { - "s": "rAN9YB", - "v": "" - }, - "1": { - "s": "eZC9TA", - "v": "" - }, - "2": { - "s": "oe3XDW", - "v": "" - }, - "3": { - "s": "FNtLW6", - "v": "" - }, - "4": { - "s": "6mKSI6" - }, - "5": { - "s": "6mKSI6" - }, - "6": { - "s": "FNtLW6", - "v": "" - }, - "7": { - "s": "FNtLW6", - "v": "" - }, - "8": { - "s": "eZC9TA", - "v": "" - } + "5": { + "v": "中午", + "s": "njh8Q5" }, - "23": { - "0": { - "s": "Jn6ePj", - "v": "9月 6日" - }, - "1": { - "s": "eZC9TA", - "v": "" - }, - "2": { - "s": "aqSyf_", - "v": "" - }, - "3": { - "s": "vi13ON", - "v": "会议议程" - }, - "4": { - "s": "hofIKA" - }, - "5": { - "s": "hofIKA" - }, - "6": { - "s": "AOpO1k", - "v": "纽约州城镇名称会议中心 123 号，邮编 12345" - }, - "7": { - "s": "gWSzeF", - "v": "" - }, - "8": { - "s": "eZC9TA", - "v": "" - } + "6": { + "v": "", + "s": "njh8Q5" }, - "24": { - "0": { - "s": "pt2ghY", - "v": "周三" - }, - "1": { - "s": "eZC9TA", - "v": "" - }, - "2": { - "s": "aqSyf_", - "v": "" - }, - "3": { - "s": "YZ4k2e", - "v": "时间" - }, - "4": { - "s": "YZ4k2e", - "v": "事项" - }, - "5": { - "s": "jbpbgG" - }, - "6": { - "s": "AERABS", - "v": "备注" - }, - "7": { - "s": "gWSzeF", - "v": "" - }, - "8": { - "s": "eZC9TA", - "v": "" - } + "7": { + "v": "", + "s": "njh8Q5" }, - "25": { - "0": { - "s": "rAN9YB", - "v": "" - }, - "1": { - "s": "eZC9TA", - "v": "" - }, - "2": { - "s": "aqSyf_", - "v": "" - }, - "3": { - "s": "UOV76J", - "v": "上午 10:00" - }, - "4": { - "s": 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\",\"sheetTransform\":{\"angle\":45,\"from\":{\"column\":14,\"columnOffset\":49.7,\"row\":3,\"rowOffset\":9.4},\"to\":{\"column\":18,\"columnOffset\":49.6,\"row\":17,\"rowOffset\":15.5}},\"transform\":{\"flipY\":false,\"flipX\":false,\"angle\":45,\"skewX\":0,\"skewY\":0,\"left\":1117.7,\"top\":86.4,\"width\":291.9,\"height\":215.1}}},\"order\":[\"sF2ogx\"]}}" + }, + { "name": "SHEET_DEFINED_NAME_PLUGIN", "data": "" - }, - { + }, + { "name": "SHEET_DATA_VALIDATION_PLUGIN", - "data": "{\"sheet-0011\":[],\"dv-test\":[{\"uid\":\"xxx-2\",\"type\":\"checkbox\",\"ranges\":[{\"startRow\":1,\"endRow\":2,\"startColumn\":1,\"endColumn\":2}]},{\"uid\":\"adN9-O\",\"type\":\"list\",\"formula1\":\"=='sheet-0005'!F4:F8\",\"ranges\":[{\"startRow\":4,\"startColumn\":5,\"endRow\":14,\"endColumn\":8,\"rangeType\":0}],\"formula2\":\"\"}]}" - }, - { + "data": "{\"sheet-0011\":[{\"uid\":\"xxx-1\",\"type\":\"decimal\",\"ranges\":[{\"startRow\":0,\"endRow\":5,\"startColumn\":0,\"endColumn\":2}],\"operator\":\"greaterThan\",\"formula1\":\"111\",\"errorStyle\":1},{\"uid\":\"xxx-0\",\"type\":\"date\",\"ranges\":[{\"startRow\":0,\"endRow\":5,\"startColumn\":3,\"endColumn\":5}],\"operator\":\"equal\",\"formula1\":\"2024/04/10\",\"formula2\":\"2024/10/10\"},{\"uid\":\"xxx-2\",\"type\":\"checkbox\",\"ranges\":[{\"startRow\":6,\"endRow\":10,\"startColumn\":0,\"endColumn\":5}]},{\"uid\":\"xxx-3\",\"type\":\"list\",\"ranges\":[{\"startRow\":11,\"endRow\":15,\"startColumn\":0,\"endColumn\":5}],\"formula1\":\"1,2,3,hahaha,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18\"},{\"uid\":\"xxx-4\",\"type\":\"custom\",\"ranges\":[{\"startRow\":16,\"endRow\":20,\"startColumn\":0,\"endColumn\":5}],\"formula1\":\"=A1\"},{\"uid\":\"xxx-5\",\"type\":\"listMultiple\",\"ranges\":[{\"startRow\":21,\"endRow\":21,\"startColumn\":0,\"endColumn\":0}],\"formula1\":\"1,2,3,4,5,哈哈哈哈\"}],\"dv-test\":[{\"uid\":\"xxx-2\",\"type\":\"checkbox\",\"ranges\":[{\"startRow\":1,\"endRow\":2,\"startColumn\":1,\"endColumn\":2}]},{\"uid\":\"adN9-O\",\"type\":\"list\",\"formula1\":\"=='sheet-0005'!F4:F8\",\"ranges\":[{\"startRow\":4,\"startColumn\":5,\"endRow\":14,\"endColumn\":8,\"rangeType\":0}],\"formula2\":\"\"}]}" + }, + { "name": "DOC_HYPER_LINK_PLUGIN", "data": "{\"links\":[]}" - }, - { + }, + { "name": "SHEET_AuthzIoMockService_PLUGIN", "data": "{}" - }, - { + }, + { "name": "SHEET_FILTER_PLUGIN", - "data": "{}" + "data": "{\"sheet-0011\":{\"ref\":{\"startRow\":11,\"startColumn\":4,\"endRow\":23,\"endColumn\":6},\"filterColumns\":[],\"cachedFilteredOut\":[]}}" + } + ], + "__env__": { + "gitHash": "8a8125516", + "gitBranch": "feat/addtext-slide", + "buildTime": "2024-08-08T06:13:22.547Z" } - ], - "__env__": { - "gitHash": "2ffd8180b", - "gitBranch": "feat/addtext-slide", - "buildTime": "2024-07-31T12:40:15.459Z" + } } -} + } +} \ No newline at end of file diff --git a/packages/engine-render/src/components/sheets/extensions/column-header-layout.ts b/packages/engine-render/src/components/sheets/extensions/column-header-layout.ts index 4151972f868..da3436b4569 100644 --- a/packages/engine-render/src/components/sheets/extensions/column-header-layout.ts +++ b/packages/engine-render/src/components/sheets/extensions/column-header-layout.ts @@ -81,7 +81,7 @@ export class ColumnHeaderLayout extends SheetExtension { curColSpecCfg = columnsCfg[colIndex] as IColumnStyleCfg & { text: string }; mergeWithSpecCfg = { ...this.headerStyle, ...curColSpecCfg }; } else { - mergeWithSpecCfg = { ...this.headerStyle, text: numberToABC(colIndex) }; + mergeWithSpecCfg = { ...this.headerStyle, text: colIndex }; } const specStyle = Object.keys(curColSpecCfg || {}).length > 1; // if cfg have more keys than 'text', means there would be special style config for this column. return [mergeWithSpecCfg, specStyle] as [IAColumnCfgObj, boolean]; diff --git a/packages/engine-render/src/components/sheets/extensions/font.ts b/packages/engine-render/src/components/sheets/extensions/font.ts index cbbf7012012..5beb6765a2f 100644 --- a/packages/engine-render/src/components/sheets/extensions/font.ts +++ b/packages/engine-render/src/components/sheets/extensions/font.ts @@ -60,10 +60,14 @@ export class Font extends SheetExtension { diffRanges: IRange[], moreBoundsInfo: IDrawInfo ) { - const { stylesCache, dataMergeCache, overflowCache, worksheet, rowHeightAccumulation, columnTotalWidth, columnWidthAccumulation, rowTotalHeight } = spreadsheetSkeleton; + const { stylesCache, dataMergeCache, overflowCache, worksheet } = spreadsheetSkeleton; const { font: fontList } = stylesCache; - if (!worksheet || !fontList) return; + if (!spreadsheetSkeleton || !worksheet || !fontList) { + return; + } + const { rowHeightAccumulation, columnTotalWidth, columnWidthAccumulation, rowTotalHeight } = + spreadsheetSkeleton; if ( !rowHeightAccumulation || !columnWidthAccumulation || @@ -296,6 +300,7 @@ export class Font extends SheetExtension { const cellHeight = endY - startY; const cellWidth = endX - startX; + // WRAP means next line if (wrapStrategy === WrapStrategy.WRAP && vertexAngle === 0) { documentSkeleton.getViewModel().getDataModel().updateDocumentDataPageSize(cellWidth); documentSkeleton.calculate(); @@ -306,7 +311,12 @@ export class Font extends SheetExtension { // Use fix https://github.com/dream-num/univer/issues/927, Set the actual width of the content to the page width of the document, // so that the divide will be aligned when the skeleton is calculated. const overflowRectangle = overflowCache.getValue(row, column); - if (!(wrapStrategy === WrapStrategy.WRAP && !overflowRectangle && vertexAngle === 0)) { + + if (row === 150 && column === 55) { + debugger; + } + const isOverflow = !(wrapStrategy === WrapStrategy.WRAP && !overflowRectangle && vertexAngle === 0); + if (isOverflow) { const contentSize = getDocsSkeletonPageSize(documentSkeleton); const documentStyle = documentSkeleton.getViewModel().getDataModel().getSnapshot().documentStyle; diff --git a/packages/engine-render/src/components/sheets/sheet-skeleton.ts b/packages/engine-render/src/components/sheets/sheet-skeleton.ts index 3222525ed3a..7c679be62e2 100644 --- a/packages/engine-render/src/components/sheets/sheet-skeleton.ts +++ b/packages/engine-render/src/components/sheets/sheet-skeleton.ts @@ -15,7 +15,7 @@ */ /* eslint-disable max-lines-per-function */ - +/* eslint-disable no-param-reassign */ import { BooleanNumber, CellValueType, @@ -52,6 +52,7 @@ import type { IRowAutoHeightInfo, IRowData, ISelectionCell, + IRowRange, ISelectionCellWithMergeInfo, ISize, IStyleBase, @@ -182,13 +183,7 @@ const DEFAULT_CELL_DOCUMENT_MODEL_OPTION: ICellDocumentModelOption = { ignoreTextRotation: false, }; -interface IRowColumnSegment { - startRow: number; - endRow: number; - startColumn: number; - endColumn: number; -} - +interface IRowColumnRange extends IRowRange, IColumnRange {} export interface IDocumentLayoutObject { documentModel: Nullable; fontString: string; @@ -224,9 +219,9 @@ export class SpreadsheetSkeleton extends Skeleton { private _columnHeaderHeight = 0; /** - * skeletonData(row col range) of visible area + * Range of visible area(range in viewBounds) */ - private _rowColumnSegment: IRowColumnSegment = { + private _rowColumnSegment: IRowColumnRange = { startRow: -1, endRow: -1, startColumn: -1, @@ -244,7 +239,7 @@ export class SpreadsheetSkeleton extends Skeleton { }; /** A matrix to store if a (row, column) position has render cache. */ - private _renderedCellCache = new ObjectMatrix(); + private _cellBgAndBorderCache = new ObjectMatrix(); private _showGridlines: BooleanNumber = BooleanNumber.TRUE; @@ -270,6 +265,7 @@ export class SpreadsheetSkeleton extends Skeleton { this._updateLayout(); this._initContextListener(); + window.sk = this; // this.updateDataMerge(); } @@ -298,9 +294,9 @@ export class SpreadsheetSkeleton extends Skeleton { } /** - * row col start & end range + * Range of visible area(range in viewBounds) */ - get rowColumnSegment(): IRowColumnSegment { + get rowColumnSegment(): IRowColumnRange { return this._rowColumnSegment; } @@ -343,8 +339,13 @@ export class SpreadsheetSkeleton extends Skeleton { this._columnHeaderHeight = 0; this._rowColumnSegment = null as any; this._dataMergeCache = []; - this._stylesCache = null as any; - this._renderedCellCache = null as unknown as ObjectMatrix; + this._stylesCache = { + background: {}, + backgroundPositions: new ObjectMatrix(), + font: {}, + border: new ObjectMatrix(), + }; + this._cellBgAndBorderCache = null as unknown as ObjectMatrix; this._overflowCache = null as unknown as ObjectMatrix; this._worksheetData = null as unknown as IWorksheetData; @@ -392,6 +393,11 @@ export class SpreadsheetSkeleton extends Skeleton { this._marginTop = top; } + /** + * Get range in visible area (range in viewbounds) and set into this._rowColumnSegment. + * @param bounds + * @returns boolean + */ calculateSegment(bounds?: IViewportInfo): boolean { if (!this._worksheetData) { return false; @@ -1604,43 +1610,38 @@ export class SpreadsheetSkeleton extends Skeleton { const columnWidthAccumulation = this.columnWidthAccumulation; const { startRow, endRow, startColumn, endColumn } = rowColumnSegment; - if (endColumn === -1 || endRow === -1) { - return; - } + if (endColumn === -1 || endRow === -1) return; for (const mergeRange of dataMergeCaches) { - this._setCellStylesCache(mergeRange.startRow, mergeRange.startColumn, { + this._setStylesCache(mergeRange.startRow, mergeRange.startColumn, { mergeRange, }); } for (let r = startRow; r <= endRow; r++) { - if (this.worksheet.getRowVisible(r) === false) { - continue; - } + if (this.worksheet.getRowVisible(r) === false) continue; + for (let c = startColumn; c <= endColumn; c++) { - this._setCellStylesCache(r, c); + this._setStylesCache(r, c, { cacheItem: { bg: true, border: true } }); } - - // 针对溢出的情况计算文本长度，可视范围左侧列 - for (let c = 0; c < startColumn; c++) { - this._setCellStylesCache(r, c, { cacheItem: { bg: false, border: false } }); + // Calculate the text length for overflow situations, focusing on the leftmost column within the visible range. + for (let c = Math.max(startColumn - 20, 0); c < startColumn; c++) { + this._setStylesCache(r, c, { cacheItem: { bg: false, border: false } }); + // if (r === 150 && c === 55) debugsger; + // console.log('_setCellStylesCache r, c,', r, c); } - - if (endColumn === 0) { - continue; - } - - // 针对溢出的情况计算文本长度，可视范围右侧列 - for (let c = endColumn + 1; c < columnWidthAccumulation.length; c++) { - this._setCellStylesCache(r, c, { cacheItem: { bg: false, border: false } }); + if (endColumn === 0) continue; + // Calculate the text length for overflow situations, focusing on the rightmost column within the visible range. + for (let c = endColumn + 1; c < Math.min(endColumn + 20, columnWidthAccumulation.length); c++) { + this._setStylesCache(r, c, { cacheItem: { bg: false, border: false } }); } } - - // this.calculateOverflow(); } - private _resetCache() { + /** + * Any changes to sheet model would reset cache. + */ + private _resetCache(): void { this._stylesCache = { background: {}, backgroundPositions: new ObjectMatrix(), @@ -1648,16 +1649,16 @@ export class SpreadsheetSkeleton extends Skeleton { border: new ObjectMatrix(), }; - this._renderedCellCache = new ObjectMatrix(); + this._cellBgAndBorderCache = new ObjectMatrix(); this._overflowCache.reset(); } - resetCache() { + resetCache(): void { this._resetCache(); } - private _makeDocumentSkeletonDirty(r: number, c: number) { + private _makeDocumentSkeletonDirty(r: number, c: number): void { if (this._stylesCache.font == null) { return; } @@ -1671,31 +1672,34 @@ export class SpreadsheetSkeleton extends Skeleton { } } + /** + * Set border background and font to this._stylesCache { border font background } + * @param row {number} + * @param col {number} + * @param options {{ mergeRange: IRange; cacheItem: ICacheItem } | undefined} + */ // eslint-disable-next-line complexity - private _setCellStylesCache(r: number, c: number, options?: { - mergeRange?: IRange; - cacheItem?: ICacheItem; - }) { - if (r === -1 || c === -1) { - return true; + private _setStylesCache(row: number, col: number, options?: { mergeRange?: IRange; cacheItem?: ICacheItem }): void { + if (row === -1 || col === -1) { + return; } - const needsRendering = this._renderedCellCache.getValue(r, c); - if (needsRendering === false) { - this._makeDocumentSkeletonDirty(r, c); - return true; + // In most cases, this._cellBgAndBorderCache(row, col) has value means this._styles.font has value. + // So we can return in advance by cellBgAndBorderCache(row, col) + const hasStyleCache = this._cellBgAndBorderCache.getValue(row, col); + if (hasStyleCache === true) { + this._makeDocumentSkeletonDirty(row, col); + return; } /** * TODO: DR-Univer getCellRaw for slide demo, the implementation approach will be changed in the future. */ // const cell = this.worksheet.getCellRaw(r, c); // getCellRaw would be faster but doesn't contain condition format info. - const cell = this.worksheet.getCell(r, c) || this.worksheet.getCellRaw(r, c); - if (!cell) { - return true; - } + const cell = this.worksheet.getCell(row, col) || this.worksheet.getCellRaw(row, col); + if (!cell) return; - const hidden = this.worksheet.getColVisible(c) === false || this.worksheet.getRowVisible(r) === false; + const hidden = this.worksheet.getColVisible(col) === false || this.worksheet.getRowVisible(row) === false; if (hidden) { const { isMerged, isMergedMainCell } = this._getCellMergeInfo( r, @@ -1712,84 +1716,78 @@ export class SpreadsheetSkeleton extends Skeleton { } } - const cache = this._stylesCache; - - // style supports inline styles - // const style = styles && styles.get(cell.s); - // const style = getStyle(styles, cell); - const style = this._styles.getStyleByCell(cell); - // by default, style cache should includes border and background info. const cacheItem = options?.cacheItem || { bg: true, border: true }; + + const style = this._styles.getStyleByCell(cell); + //#region cache for background if (cacheItem.bg && style && style.bg && style.bg.rgb) { const rgb = style.bg.rgb; - if (!cache.background![rgb]) { - cache.background![rgb] = new ObjectMatrix(); + if (!this._stylesCache.background![rgb]) { + this._stylesCache.background![rgb] = new ObjectMatrix(); } - const bgCache = cache.background![rgb]; - - bgCache.setValue(r, c, rgb); - - const cellInfo = this.getCellByIndexWithNoHeader(r, c); - cache.backgroundPositions?.setValue(r, c, cellInfo); + const bgCache = this._stylesCache.background![rgb]; + bgCache.setValue(row, col, rgb); + const cellInfo = this.getCellByIndexWithNoHeader(row, col); + this._stylesCache.backgroundPositions?.setValue(row, col, cellInfo); } + //#endregion + //#region cache for border if (cacheItem.border && style && style.bd) { const mergeRange = options?.mergeRange; if (mergeRange) { - this._setMergeBorderProps(BORDER_TYPE.TOP, cache, mergeRange); - this._setMergeBorderProps(BORDER_TYPE.BOTTOM, cache, mergeRange); - this._setMergeBorderProps(BORDER_TYPE.LEFT, cache, mergeRange); - this._setMergeBorderProps(BORDER_TYPE.RIGHT, cache, mergeRange); - } else if (!this.intersectMergeRange(r, c)) { - this._setBorderProps(r, c, BORDER_TYPE.TOP, style, cache); - this._setBorderProps(r, c, BORDER_TYPE.BOTTOM, style, cache); - this._setBorderProps(r, c, BORDER_TYPE.LEFT, style, cache); - this._setBorderProps(r, c, BORDER_TYPE.RIGHT, style, cache); + this._setMergeBorderProps(BORDER_TYPE.TOP, this._stylesCache, mergeRange); + this._setMergeBorderProps(BORDER_TYPE.BOTTOM, this._stylesCache, mergeRange); + this._setMergeBorderProps(BORDER_TYPE.LEFT, this._stylesCache, mergeRange); + this._setMergeBorderProps(BORDER_TYPE.RIGHT, this._stylesCache, mergeRange); + } else if (!this.intersectMergeRange(row, col)) { + this._setBorderProps(row, col, BORDER_TYPE.TOP, style, this._stylesCache); + this._setBorderProps(row, col, BORDER_TYPE.BOTTOM, style, this._stylesCache); + this._setBorderProps(row, col, BORDER_TYPE.LEFT, style, this._stylesCache); + this._setBorderProps(row, col, BORDER_TYPE.RIGHT, style, this._stylesCache); } - this._setBorderProps(r, c, BORDER_TYPE.TL_BR, style, cache); - this._setBorderProps(r, c, BORDER_TYPE.TL_BC, style, cache); - this._setBorderProps(r, c, BORDER_TYPE.TL_MR, style, cache); - this._setBorderProps(r, c, BORDER_TYPE.BL_TR, style, cache); - this._setBorderProps(r, c, BORDER_TYPE.ML_TR, style, cache); - this._setBorderProps(r, c, BORDER_TYPE.BC_TR, style, cache); + this._setBorderProps(row, col, BORDER_TYPE.TL_BR, style, this._stylesCache); + this._setBorderProps(row, col, BORDER_TYPE.TL_BC, style, this._stylesCache); + this._setBorderProps(row, col, BORDER_TYPE.TL_MR, style, this._stylesCache); + this._setBorderProps(row, col, BORDER_TYPE.BL_TR, style, this._stylesCache); + this._setBorderProps(row, col, BORDER_TYPE.ML_TR, style, this._stylesCache); + this._setBorderProps(row, col, BORDER_TYPE.BC_TR, style, this._stylesCache); } - if (needsRendering === true) { - this._makeDocumentSkeletonDirty(r, c); - return true; + // same as: if (!skipBackgroundAndBorder) {...} + if (cacheItem.bg || cacheItem.border) { + this._cellBgAndBorderCache.setValue(row, col, true); + } else { + this._cellBgAndBorderCache.setValue(row, col, false); } - if (isNullCell(cell)) { - return; - } + // When execution reaches here, it indicates that this is a new cell, and the _stylesCache.font does not yet record the data for this cell. - const modelObject = cell && this._getCellDocumentModel(cell, { + //#region font style + if (isNullCell(cell)) return; + const modelObject = this._getCellDocumentModel(cell, { displayRawFormula: this._renderRawFormula, }); - if (modelObject == null) { - return; - } - + if (modelObject == null) return; const { documentModel } = modelObject; - if (documentModel == null) { - return; - } + if (documentModel == null) return; const { fontString, textRotation, wrapStrategy, verticalAlign, horizontalAlign } = modelObject; - const documentViewModel = new DocumentViewModel(documentModel); - if (!cache.font![fontString]) { - cache.font![fontString] = new ObjectMatrix(); + if (!this._stylesCache.font![fontString]) { + this._stylesCache.font![fontString] = new ObjectMatrix(); } - const fontCache = cache.font![fontString]; - - const { vertexAngle, centerAngle } = convertTextRotation(textRotation); + const fontCacheMatrix: ObjectMatrix = this._stylesCache.font![fontString]; + if (fontCacheMatrix.getValue(row, col)) return; + const documentViewModel = new DocumentViewModel(documentModel); if (documentViewModel) { + // return; + const { vertexAngle, centerAngle } = convertTextRotation(textRotation); const documentSkeleton = DocumentSkeleton.create(documentViewModel, this._localService); documentSkeleton.calculate(); @@ -1801,18 +1799,10 @@ export class SpreadsheetSkeleton extends Skeleton { horizontalAlign, wrapStrategy, }; - - fontCache.setValue(r, c, config); - - this._calculateOverflowCell(r, c, config); - } - - // same as: if (!skipBackgroundAndBorder) {...} - if (cacheItem.bg || cacheItem.border) { - this._renderedCellCache.setValue(r, c, false); - } else { - this._renderedCellCache.setValue(r, c, true); + fontCacheMatrix.setValue(row, col, config); + this._calculateOverflowCell(row, col, config); } + //#endregion } private _updateConfigAndGetDocumentModel( @@ -2159,23 +2149,23 @@ export class SpreadsheetSkeleton extends Skeleton { /** * Cache the merged cells on the current screen to improve computational performance. * @param mergeData all marge data - * @param rowColumnSegment current screen range, include row and column + * @param range current screen range, include row and column */ - private _getMergeCells(mergeData: IRange[], rowColumnSegment?: IRowColumnSegment): IRange[] { + private _getMergeCells(mergeData: IRange[], range?: IRange): IRange[] { // const rowColumnSegment = this._rowColumnSegment; const endColumnLast = this.columnWidthAccumulation.length - 1; - if (!rowColumnSegment) { + if (!range) { const endRow = this.rowHeightAccumulation.length - 1; - rowColumnSegment = { startRow: 0, startColumn: 0, endRow, endColumn: endColumnLast }; + range = { startRow: 0, startColumn: 0, endRow, endColumn: endColumnLast }; } else { - rowColumnSegment = { - startRow: rowColumnSegment.startRow, - endRow: rowColumnSegment.endRow, + range = { + startRow: range.startRow, + endRow: range.endRow, endColumn: endColumnLast, startColumn: 0, }; } - const { startRow, startColumn, endRow, endColumn } = rowColumnSegment; + const { startRow, startColumn, endRow, endColumn } = range; const cacheDataMerge: IRange[] = []; for (let i = 0; i < mergeData.length; i++) { const { diff --git a/packages/sheets-ui/src/controllers/render-controllers/sheet.render-controller.ts b/packages/sheets-ui/src/controllers/render-controllers/sheet.render-controller.ts index 86da07343f2..bd1b9f0b6f6 100644 --- a/packages/sheets-ui/src/controllers/render-controllers/sheet.render-controller.ts +++ b/packages/sheets-ui/src/controllers/render-controllers/sheet.render-controller.ts @@ -245,6 +245,7 @@ export class SheetRenderController extends RxDisposable implements IRenderModule const bufferEdgeX = 100; const bufferEdgeY = 100; + window.sc = scene; const viewMain = new Viewport(SHEET_VIEWPORT_KEY.VIEW_MAIN, scene, { left: rowHeader.width, top: columnHeader.height, From 00c14a7433b4e9cfdd3afaa13b01929d737e0175 Mon Sep 17 00:00:00 2001 From: lumixraku Date: Mon, 9 Sep 2024 21:12:49 +0800 Subject: [PATCH 2/4] fix: get row visible by filter cache fix: scale --- packages/core/src/sheets/view-model.ts | 39 +++++++++++++++++- packages/core/src/sheets/worksheet.ts | 36 +++++++++++++---- packages/engine-render/src/basics/tools.ts | 1 + .../sheets/extensions/background.ts | 9 +++++ .../components/sheets/extensions/border.ts | 2 +- .../components/sheets/extensions/custom.ts | 12 +++--- .../src/components/sheets/extensions/font.ts | 2 +- .../components/sheets/extensions/marker.ts | 15 +++---- .../sheets/extensions/sheet-extension.ts | 4 +- .../src/components/sheets/sheet-skeleton.ts | 5 ++- .../src/components/sheets/spreadsheet.ts | 10 ++--- packages/engine-render/src/context.ts | 40 ++++++++++--------- packages/engine-render/src/viewport.ts | 34 +++++++++++++--- .../src/render/data-bar.render.ts | 9 ++--- .../src/render/icon.render.ts | 9 ++--- .../controllers/sheets-filter.controller.ts | 3 +- .../src/services/sheet-filter.service.ts | 2 + .../sheet.render-controller.ts | 2 +- .../src/services/scroll-manager.service.ts | 2 +- .../extensions/range-protection.render.ts | 6 +-- .../extensions/worksheet-permission.render.ts | 4 +- 21 files changed, 167 insertions(+), 79 deletions(-) diff --git a/packages/core/src/sheets/view-model.ts b/packages/core/src/sheets/view-model.ts index 93cf5c571c3..80908a947c4 100644 --- a/packages/core/src/sheets/view-model.ts +++ b/packages/core/src/sheets/view-model.ts @@ -14,11 +14,16 @@ * limitations under the License. */ +import { filter, merge, of, switchMap } from 'rxjs'; import type { IDisposable } from '../common/di'; +import { UniverInstanceType } from '../common/unit'; +import { CommandType } from '../services/command/command.service'; import { Disposable, toDisposable } from '../shared/lifecycle'; +import { fromCallback } from '../shared/rxjs'; import type { Nullable } from '../shared/types'; import type { ICellData, ICellDataForSheetInterceptor } from './typedef'; +import { Workbook } from './workbook'; /** * @internal @@ -55,11 +60,14 @@ export interface IRowFilteredInterceptor { export class SheetViewModel extends Disposable { private _cellContentInterceptor: Nullable = null; private _rowFilteredInterceptor: Nullable = null; + _commandService: any; + _univerInstanceService: any; constructor( private readonly getRawCell: (row: number, col: number) => Nullable ) { super(); + window.vm = this; } override dispose(): void { @@ -69,16 +77,45 @@ export class SheetViewModel extends Disposable { this._rowFilteredInterceptor = null; } + _cellDataCacheMap: Map>> = new Map(); getCell(row: number, col: number): Nullable { if (this._cellContentInterceptor) { - return this._cellContentInterceptor.getCell(row, col); + // return this._cellContentInterceptor.getCell(row, col); + + if (this._cellDataCacheMap.get(row)) { + if (!this._cellDataCacheMap.get(row)?.get(col)) { + this._cellDataCacheMap.get(row)?.set(col, this._cellContentInterceptor.getCell(row, col)); + // return this._cellDataCacheMap.get(row)?.get(col); + } + } else { + this._cellDataCacheMap.set(row, new Map()); + this._cellDataCacheMap.get(row)?.set(col, this._cellContentInterceptor.getCell(row, col)); + // return this._cellDataCacheMap.get(row)?.get(col); + } + return this._cellDataCacheMap.get(row)?.get(col); } return this.getRawCell(row, col); } + // _filteredRowCacheMap: Map = new Map(); getRowFiltered(row: number): boolean { return this._rowFilteredInterceptor?.getRowFiltered(row) ?? false; + + // if (!this._filteredRowCacheMap.has(row)) { + // this._filteredRowCacheMap.set(row, this._rowFilteredInterceptor?.getRowFiltered(row) ?? false); + // } + // return !!this._filteredRowCacheMap.get(row); + + // merge( + // // source1: executing filter related mutations + // fromCallback(this._commandService.onCommandExecuted.bind(this._commandService)) + // .pipe(filter(([command]) => command.type === CommandType.MUTATION && FILTER_MUTATIONS.has(command.id))), + + // // source2: activate sheet changes + // this._univerInstanceService.getCurrentTypeOfUnit$(UniverInstanceType.UNIVER_SHEET) + // .pipe(switchMap((workbook) => workbook?.activeSheet$ ?? of(null))) + // ).subscribe(() => this._updateActiveFilterModel())); } registerCellContentInterceptor(interceptor: ICellContentInterceptor): IDisposable { diff --git a/packages/core/src/sheets/worksheet.ts b/packages/core/src/sheets/worksheet.ts index 7753bb5cccd..a23bf462a2b 100644 --- a/packages/core/src/sheets/worksheet.ts +++ b/packages/core/src/sheets/worksheet.ts @@ -54,6 +54,8 @@ export class Worksheet { this._viewModel = new SheetViewModel((row, col) => this.getCellRaw(row, col)); this._rowManager = new RowManager(this._snapshot, this._viewModel, rowData); this._columnManager = new ColumnManager(this._snapshot, columnData); + + window.ws = this; // for debug } /** @@ -238,6 +240,7 @@ export class Worksheet { return null; } + _cellDataCacheMap: Map>> = new Map(); /** * Get cellData, includes cellData, customRender, markers, dataValidate, etc. * @@ -252,8 +255,17 @@ export class Worksheet { if (row < 0 || col < 0) { return null; } - - return this._viewModel.getCell(row, col); + if (this._cellDataCacheMap.get(row)) { + if (!this._cellDataCacheMap.get(row)?.get(col)) { + this._cellDataCacheMap.get(row)?.set(col, this._viewModel.getCell(row, col)); + // return this._cellDataCacheMap.get(row)?.get(col); + } + } else { + this._cellDataCacheMap.set(row, new Map()); + this._cellDataCacheMap.get(row)?.set(col, this._viewModel.getCell(row, col)); + // return this._cellDataCacheMap.get(row)?.get(col); + } + return this._cellDataCacheMap.get(row)?.get(col); } getCellRaw(row: number, col: number): Nullable { @@ -462,20 +474,28 @@ export class Worksheet { return this.getRowManager().getRowHeight(row); } + _filteredRowCacheMap: Map = new Map(); /** - * Get if the row in visible. It may be affected by features like filter and view. + * Get if the row is visible. It may be affected by features like filter and view. * @param row the row index * @returns if the row in visible to the user */ getRowVisible(row: number): boolean { - const filtered = this._viewModel.getRowFiltered(row); + return row <= 2732 && row >= 2727; + if (!this._filteredRowCacheMap.has(row)) { + this._filteredRowCacheMap.set(row, this._viewModel.getRowFiltered(row)); + } + const filtered = this._filteredRowCacheMap.get(row); if (filtered) return false; - return this.getRowRawVisible(row); } + clearFilteredRowCacheMap() { + this._filteredRowCacheMap.clear(); + } + /** - * Get if the row does not have `hidden` property. + * Get if the row does not have `hidden` property. This value won't affected by features like filter and view. * @param row the row index * @returns if the row does not have `hidden` property */ @@ -504,7 +524,7 @@ export class Worksheet { } /** - * Get all visible rows in the sheet. + * Get all visible rows in the sheet.(not include filter & view, like getRawVisibleRows) * @returns Visible rows range list */ getVisibleRows(): IRange[] { @@ -513,7 +533,7 @@ export class Worksheet { } /** - * Get all visible columns in the sheet. + * Get all visible columns in the sheet.(not include filter & view) * @returns Visible columns range list */ getVisibleCols(): IRange[] { diff --git a/packages/engine-render/src/basics/tools.ts b/packages/engine-render/src/basics/tools.ts index 6a1af279e3f..ce3045918d0 100644 --- a/packages/engine-render/src/basics/tools.ts +++ b/packages/engine-render/src/basics/tools.ts @@ -831,6 +831,7 @@ export function expandRangeIfIntersects(mainRanges: IRange[], ranges: IRange[]) } } return [...mainRanges, ...intersects]; + // return mainRanges.concat(intersects); } export function clampRanges(range: IRange) { diff --git a/packages/engine-render/src/components/sheets/extensions/background.ts b/packages/engine-render/src/components/sheets/extensions/background.ts index b01c46e5a49..628c181aff3 100644 --- a/packages/engine-render/src/components/sheets/extensions/background.ts +++ b/packages/engine-render/src/components/sheets/extensions/background.ts @@ -44,6 +44,7 @@ export class Background extends SheetExtension { return (this.parent as Spreadsheet)?.isPrinting ? this.PRINTING_Z_INDEX : this.Z_INDEX; } + //eslint-disable-next-line max-lines-per-function override draw( ctx: UniverRenderingContext, _parentScale: IScale, @@ -70,8 +71,11 @@ export class Background extends SheetExtension { const backgroundCache = background[rgb]; ctx.fillStyle = rgb || getColor([255, 255, 255])!; + // console.group('backgroundext'); const backgroundPaths = new Path2D(); + // let count = 0; backgroundCache.forValue((rowIndex, columnIndex) => { + // checkOutOfViewBound = false; if (!checkOutOfViewBound && !inViewRanges(viewRanges, rowIndex, columnIndex)) { return true; } @@ -100,6 +104,9 @@ export class Background extends SheetExtension { if (!visibleRow || !visibleCol) return true; } + // console.log('background', rowIndex, columnIndex); + // count++; + // For merged cells, and the current cell is the top-left cell in the merged region. if (isMergedMainCell) { startY = mergeInfo.startY; @@ -115,6 +122,8 @@ export class Background extends SheetExtension { backgroundPaths.rect(startXPrecise, startYPrecise, endXPrecise - startXPrecise, endYPrecise - startYPrecise); }); ctx.fill(backgroundPaths); + // if (count > 500) debugger; + // console.groupEnd('backgroundext'); }; Object.keys(background).forEach(renderBGByCell); diff --git a/packages/engine-render/src/components/sheets/extensions/border.ts b/packages/engine-render/src/components/sheets/extensions/border.ts index 7f0feec58e4..f844583b6e4 100644 --- a/packages/engine-render/src/components/sheets/extensions/border.ts +++ b/packages/engine-render/src/components/sheets/extensions/border.ts @@ -67,7 +67,7 @@ export class Border extends SheetExtension { return true; } - const cellInfo = this.getCellIndex( + const cellInfo = this.getCellByIndex( rowIndex, columnIndex, rowHeightAccumulation, diff --git a/packages/engine-render/src/components/sheets/extensions/custom.ts b/packages/engine-render/src/components/sheets/extensions/custom.ts index 1fde914d0cb..62c8c449c37 100644 --- a/packages/engine-render/src/components/sheets/extensions/custom.ts +++ b/packages/engine-render/src/components/sheets/extensions/custom.ts @@ -44,12 +44,15 @@ export class Custom extends SheetExtension { const subUnitId = worksheet.getSheetId(); Range.foreach(rowColumnSegment, (row, col) => { + if (!worksheet.getRowVisible(row) || !worksheet.getColVisible(col)) { + return; + } let cellData = worksheet.getCell(row, col); if (!cellData?.customRender) { return; } - let primaryWithCoord = this.getCellIndex(row, col, rowHeightAccumulation, columnWidthAccumulation, dataMergeCache); + let primaryWithCoord = this.getCellByIndex(row, col, rowHeightAccumulation, columnWidthAccumulation, dataMergeCache); const { mergeInfo } = primaryWithCoord; if (!this.isRenderDiffRangesByRow(mergeInfo.startRow, mergeInfo.endRow, diffRanges)) { @@ -75,7 +78,7 @@ export class Custom extends SheetExtension { return; } - primaryWithCoord = this.getCellIndex(mainCell.row, mainCell.col, rowHeightAccumulation, columnWidthAccumulation, dataMergeCache); + primaryWithCoord = this.getCellByIndex(mainCell.row, mainCell.col, rowHeightAccumulation, columnWidthAccumulation, dataMergeCache); } const renderInfo = { @@ -89,11 +92,6 @@ export class Custom extends SheetExtension { unitId: worksheet.unitId, }; - // current cell is hidden - if (!worksheet.getColVisible(col) || !worksheet.getRowVisible(row)) { - return; - } - const customRender = cellData.customRender.sort(sortRules); ctx.save(); diff --git a/packages/engine-render/src/components/sheets/extensions/font.ts b/packages/engine-render/src/components/sheets/extensions/font.ts index 5beb6765a2f..92261fb050d 100644 --- a/packages/engine-render/src/components/sheets/extensions/font.ts +++ b/packages/engine-render/src/components/sheets/extensions/font.ts @@ -104,7 +104,7 @@ export class Font extends SheetExtension { return true; } } - const cellInfo = this.getCellIndex( + const cellInfo = this.getCellByIndex( rowIndex, columnIndex, rowHeightAccumulation, diff --git a/packages/engine-render/src/components/sheets/extensions/marker.ts b/packages/engine-render/src/components/sheets/extensions/marker.ts index 9bcc72db16b..3bee1b8f248 100644 --- a/packages/engine-render/src/components/sheets/extensions/marker.ts +++ b/packages/engine-render/src/components/sheets/extensions/marker.ts @@ -50,8 +50,12 @@ export class Marker extends SheetExtension { // eslint-disable-next-line max-lines-per-function Range.foreach(rowColumnSegment, (row, col) => { + if (!worksheet.getRowVisible(row) || !worksheet.getColVisible(col)) { + return; + } + let cellData = worksheet.getCell(row, col); - const cellInfo = this.getCellIndex( + const cellInfo = this.getCellByIndex( row, col, skeleton.rowHeightAccumulation, @@ -77,10 +81,6 @@ export class Marker extends SheetExtension { cellData = worksheet.getCell(mainCell.row, mainCell.col); } - if (!this.isRenderDiffRangesByRow(mergeInfo.startRow, mergeInfo.endRow, diffRanges)) { - return true; - } - if (cellInfo.isMerged || cellInfo.isMergedMainCell) { const rangeStr = stringifyRange(mergeInfo); if (mergeCellRendered.has(rangeStr)) { @@ -90,11 +90,6 @@ export class Marker extends SheetExtension { mergeCellRendered.add(rangeStr); } - // current cell is hidden - if (!worksheet.getColVisible(col) || !worksheet.getRowVisible(row)) { - return; - } - if (!cellData) { return; } diff --git a/packages/engine-render/src/components/sheets/extensions/sheet-extension.ts b/packages/engine-render/src/components/sheets/extensions/sheet-extension.ts index a2d3802d8b6..71c3dac3638 100644 --- a/packages/engine-render/src/components/sheets/extensions/sheet-extension.ts +++ b/packages/engine-render/src/components/sheets/extensions/sheet-extension.ts @@ -40,9 +40,9 @@ export class SheetExtension extends ComponentExtension { this.onScrollEnd$.emitEvent({ rawScrollX: scrollSubParam.rawScrollX, @@ -1347,7 +1363,7 @@ export class Viewport { limitY: this._scrollBar?.limitY, isTrigger: false, }); - }, 2); + }, 16); } /** @@ -1395,7 +1411,7 @@ export class Viewport { } /** - * + * Scroll to position in viewport. * When scroll just in X direction, there is no y definition in scrollVpPos. So scrollVpPos is Partial * @param scrollVpPos Partial * @param isTrigger @@ -1422,11 +1438,17 @@ export class Viewport { const scrollX = afterLimitScrollXY.x; const scrollY = afterLimitScrollXY.y; + this._preScrollX = this.scrollX; + this._preScrollY = this.scrollY; + this._preViewportScrollX = this.viewportScrollX; + this._preViewportScrollY = this.viewportScrollY; this.scrollX = scrollX; this.scrollY = scrollY; this.viewportScrollX = viewportScrollX; this.viewportScrollY = viewportScrollY; + console.log('viewportScrollY', viewportScrollY, 'delta', this._deltaViewportScrollY); + const scrollSubParam: IScrollObserverParam = { isTrigger, viewport: this, diff --git a/packages/sheets-conditional-formatting/src/render/data-bar.render.ts b/packages/sheets-conditional-formatting/src/render/data-bar.render.ts index e367b42afdd..2b7516a4e50 100644 --- a/packages/sheets-conditional-formatting/src/render/data-bar.render.ts +++ b/packages/sheets-conditional-formatting/src/render/data-bar.render.ts @@ -49,14 +49,13 @@ export class DataBar extends SheetExtension { ctx.save(); // ctx.globalCompositeOperation = 'destination-over'; Range.foreach(spreadsheetSkeleton.rowColumnSegment, (row, col) => { + if (!worksheet.getRowVisible(row) || !worksheet.getColVisible(col)) { + return; + } const cellData = worksheet.getCell(row, col) as IDataBarCellData; if (cellData && cellData.dataBar) { - if (!worksheet.getColVisible(col) || !worksheet.getRowRawVisible(row)) { - return; - } - const { color, value, startPoint, isGradient } = cellData.dataBar; - const cellInfo = this.getCellIndex(row, col, rowHeightAccumulation, columnWidthAccumulation, dataMergeCache); + const cellInfo = this.getCellByIndex(row, col, rowHeightAccumulation, columnWidthAccumulation, dataMergeCache); let { isMerged, isMergedMainCell, mergeInfo, startY, endY, startX, endX } = cellInfo; if (isMerged) { return; diff --git a/packages/sheets-conditional-formatting/src/render/icon.render.ts b/packages/sheets-conditional-formatting/src/render/icon.render.ts index ac7b0bf4a46..bd74e152dc3 100644 --- a/packages/sheets-conditional-formatting/src/render/icon.render.ts +++ b/packages/sheets-conditional-formatting/src/render/icon.render.ts @@ -56,12 +56,11 @@ export class ConditionalFormattingIcon extends SheetExtension { ctx.save(); // ctx.globalCompositeOperation = 'destination-over'; Range.foreach(spreadsheetSkeleton.rowColumnSegment, (row, col) => { + if (!worksheet.getRowVisible(row) || !worksheet.getColVisible(col)) { + return; + } const cellData = worksheet.getCell(row, col) as IIconSetCellData; if (cellData?.iconSet) { - if (!worksheet.getColVisible(col) || !worksheet.getRowRawVisible(row)) { - return; - } - const { iconType, iconId } = cellData.iconSet; if (iconType === EMPTY_ICON_TYPE) { return; @@ -70,7 +69,7 @@ export class ConditionalFormattingIcon extends SheetExtension { if (!icon) { return; } - const cellInfo = this.getCellIndex(row, col, rowHeightAccumulation, columnWidthAccumulation, dataMergeCache); + const cellInfo = this.getCellByIndex(row, col, rowHeightAccumulation, columnWidthAccumulation, dataMergeCache); let { isMerged, isMergedMainCell, mergeInfo, startY, endY, startX, endX } = cellInfo; if (isMerged) { return; diff --git a/packages/sheets-filter/src/controllers/sheets-filter.controller.ts b/packages/sheets-filter/src/controllers/sheets-filter.controller.ts index d36d647cf90..a5764d7b97b 100644 --- a/packages/sheets-filter/src/controllers/sheets-filter.controller.ts +++ b/packages/sheets-filter/src/controllers/sheets-filter.controller.ts @@ -638,6 +638,8 @@ export class SheetsFilterController extends Disposable { private _initRowFilteredInterceptor(): void { this.disposeWithMe(this._sheetInterceptorService.intercept(INTERCEPTOR_POINT.ROW_FILTERED, { + + // sheet-interceptor.service.ts handler: (filtered, rowLocation) => { if (filtered) return true; return this._sheetsFilterService.getFilterModel( @@ -835,4 +837,3 @@ export class SheetsFilterController extends Disposable { return true; } } - diff --git a/packages/sheets-filter/src/services/sheet-filter.service.ts b/packages/sheets-filter/src/services/sheet-filter.service.ts index 49f13590703..66b7bdc871c 100644 --- a/packages/sheets-filter/src/services/sheet-filter.service.ts +++ b/packages/sheets-filter/src/services/sheet-filter.service.ts @@ -145,6 +145,8 @@ export class SheetsFilterService extends Disposable { const subUnitId = activeSheet.getSheetId(); const filterModel = this.getFilterModel(unitId, subUnitId); this._activeFilterModel$.next(filterModel); + + workbook.getActiveSheet().clearFilteredRowCacheMap(); } private _initActiveFilterModel(): void { diff --git a/packages/sheets-ui/src/controllers/render-controllers/sheet.render-controller.ts b/packages/sheets-ui/src/controllers/render-controllers/sheet.render-controller.ts index bd1b9f0b6f6..dcf17c5b72e 100644 --- a/packages/sheets-ui/src/controllers/render-controllers/sheet.render-controller.ts +++ b/packages/sheets-ui/src/controllers/render-controllers/sheet.render-controller.ts @@ -560,7 +560,7 @@ export class SheetRenderController extends RxDisposable implements IRenderModule let offsetX = 0; let offsetY = 0; - + console.log('mouse wheel event'); const isLimitedStore = viewMain.limitedScroll(); if (evt.inputIndex === PointerInput.MouseWheelX) { const deltaFactor = Math.abs(evt.deltaX); diff --git a/packages/sheets-ui/src/services/scroll-manager.service.ts b/packages/sheets-ui/src/services/scroll-manager.service.ts index 198af6ee546..d3ade3f576e 100644 --- a/packages/sheets-ui/src/services/scroll-manager.service.ts +++ b/packages/sheets-ui/src/services/scroll-manager.service.ts @@ -117,7 +117,7 @@ export class SheetScrollManagerService implements IRenderModule { } /** - * set scrollInfo by cmd, call by scroll operation + * set scrollInfo by SetScrollOperation, call by scroll operation * @param param */ setScrollInfoAndEmitEvent(param: IScrollStateWithSearchParam) { diff --git a/packages/sheets-ui/src/views/permission/extensions/range-protection.render.ts b/packages/sheets-ui/src/views/permission/extensions/range-protection.render.ts index f8c3c06a059..6ba3945f594 100644 --- a/packages/sheets-ui/src/views/permission/extensions/range-protection.render.ts +++ b/packages/sheets-ui/src/views/permission/extensions/range-protection.render.ts @@ -64,7 +64,7 @@ export abstract class RangeProtectionRenderExtension extends SheetExtension { } this.renderCache.clear(); Range.foreach(spreadsheetSkeleton.rowColumnSegment, (row, col) => { - if (!worksheet.getColVisible(col) || !worksheet.getRowVisible(row)) { + if (!worksheet.getRowVisible(row) || !worksheet.getColVisible(col)) { return; } const { selectionProtection = [] } = worksheet.getCell(row, col) as IRangeProtectionRenderCellData || {}; @@ -85,8 +85,8 @@ export abstract class RangeProtectionRenderExtension extends SheetExtension { } this.renderCache.add(config.ruleId); config.ranges!.forEach((range) => { - const start = this.getCellIndex(range.startRow, range.startColumn, rowHeightAccumulation, columnWidthAccumulation, dataMergeCache); - const end = this.getCellIndex(range.endRow, range.endColumn, rowHeightAccumulation, columnWidthAccumulation, dataMergeCache); + const start = this.getCellByIndex(range.startRow, range.startColumn, rowHeightAccumulation, columnWidthAccumulation, dataMergeCache); + const end = this.getCellByIndex(range.endRow, range.endColumn, rowHeightAccumulation, columnWidthAccumulation, dataMergeCache); ctx.fillRect(start.startX, start.startY, end.endX - start.startX, end.endY - start.startY); }); } diff --git a/packages/sheets-ui/src/views/permission/extensions/worksheet-permission.render.ts b/packages/sheets-ui/src/views/permission/extensions/worksheet-permission.render.ts index 775c72b08f2..7ed7224532b 100644 --- a/packages/sheets-ui/src/views/permission/extensions/worksheet-permission.render.ts +++ b/packages/sheets-ui/src/views/permission/extensions/worksheet-permission.render.ts @@ -54,8 +54,8 @@ export class WorksheetProtectionRenderExtension extends SheetExtension { this._pattern = ctx.createPattern(this._img, 'repeat'); } const { startRow, startColumn, endRow, endColumn } = spreadsheetSkeleton.rowColumnSegment; - const start = this.getCellIndex(startRow, startColumn, rowHeightAccumulation, columnWidthAccumulation, dataMergeCache); - const end = this.getCellIndex(endRow, endColumn, rowHeightAccumulation, columnWidthAccumulation, dataMergeCache); + const start = this.getCellByIndex(startRow, startColumn, rowHeightAccumulation, columnWidthAccumulation, dataMergeCache); + const end = this.getCellByIndex(endRow, endColumn, rowHeightAccumulation, columnWidthAccumulation, dataMergeCache); const { hasWorksheetRule = false, selectionProtection = [] } = worksheet.getCell(startRow, startColumn) as IWorksheetProtectionRenderCellData || {}; if (!this._pattern) { From 3f0dc5321e35534fdd897ce2c3745c05e16ce182 Mon Sep 17 00:00:00 2001 From: lumixraku Date: Tue, 10 Sep 2024 15:07:12 +0800 Subject: [PATCH 3/4] chore: better code --- .../sheets/demo/default-workbook-data-demo.ts | 23798 +- examples/src/data/sheets/demo/testdata.json | 948002 +-------------- packages/core/src/sheets/row-manager.ts | 4 +- packages/core/src/sheets/view-model.ts | 43 +- packages/core/src/sheets/worksheet.ts | 44 +- packages/engine-render/src/basics/tools.ts | 4 +- .../sheets/extensions/background.ts | 9 - .../sheets/extensions/column-header-layout.ts | 2 +- .../src/components/sheets/extensions/font.ts | 3 - .../components/sheets/extensions/marker.ts | 4 + .../src/components/sheets/sheet-skeleton.ts | 20 +- .../src/components/sheets/spreadsheet.ts | 10 +- packages/engine-render/src/context.ts | 8 - packages/engine-render/src/viewport.ts | 7 +- .../sheet.render-controller.ts | 3 +- 15 files changed, 58420 insertions(+), 913541 deletions(-) diff --git a/examples/src/data/sheets/demo/default-workbook-data-demo.ts b/examples/src/data/sheets/demo/default-workbook-data-demo.ts index 8685ac9493a..c23deaf926b 100644 --- a/examples/src/data/sheets/demo/default-workbook-data-demo.ts +++ b/examples/src/data/sheets/demo/default-workbook-data-demo.ts @@ -14,12 +14,12 @@ * limitations under the License. */ -import type { IDocumentData, IWorkbookData } from '@univerjs/core'; +import type { IDataValidationRule, IDocumentData, IWorkbookData } from '@univerjs/core'; import { BooleanNumber, DataValidationErrorStyle, DataValidationOperator, DataValidationType, LocaleType } from '@univerjs/core'; import { DATA_VALIDATION_PLUGIN_NAME } from '@univerjs/sheets-data-validation'; +import type { ICellHyperLink } from '@univerjs/sheets-hyper-link'; import { PAGE5_RICHTEXT_1 } from '../../slides/rich-text/page5-richtext1'; -import * as testData from './testdata.json'; const richTextDemo: IDocumentData = { id: 'd', @@ -40,7 +40,7 @@ const richTextDemo: IDocumentData = { { startIndex: 489, paragraphStyle: { - spaceAbove: 10, + spaceAbove: { v: 10 }, lineSpacing: 1.2, }, }, @@ -102,7 +102,7 @@ const richTextDemo1: IDocumentData = { }, }; -const dataValidation = [ +const dataValidation: IDataValidationRule[] = [ { uid: 'xxx-1', type: DataValidationType.DECIMAL, @@ -125,7 +125,7 @@ const dataValidation = [ startColumn: 3, endColumn: 5, }], - operator: DataValidationOperator.NOT_BETWEEN, + operator: DataValidationOperator.LESS_THAN_OR_EQUAL, formula1: '2024/04/10', formula2: '2024/10/10', errorStyle: DataValidationErrorStyle.STOP, @@ -150,6 +150,7 @@ const dataValidation = [ endColumn: 5, }], formula1: '1,2,3,hahaha,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18', + renderMode: 1, }, { uid: 'xxx-4', @@ -175,4 +176,23789 @@ const dataValidation = [ }, ]; -export const DEFAULT_WORKBOOK_DATA_DEMO = testData; +const dv2 = [ + { + uid: 'xxx-2', + type: 'checkbox', + ranges: [ + { + startRow: 1, + endRow: 2, + startColumn: 1, + endColumn: 2, + }, + ], + }, + { + uid: 'adN9-O', + type: 'list', + formula1: "='sheet-0005'!F4:F8", + ranges: [ + { + startRow: 4, + startColumn: 5, + endRow: 14, + endColumn: 8, + rangeType: 0, + }, + ], + formula2: '', + }, +]; + +const hyperLink = [ + { + row: 20, + column: 8, + id: '321', + display: 'linkTest', + payload: '#gid=sheet-0011&range=1:1', + }, + { + row: 20, + column: 12, + id: '123', + display: 'linkTest哈哈哈哈', + payload: '#gid=sheet-0011&range=1:1', + }, +] as ICellHyperLink[]; + +export const DEFAULT_WORKBOOK_DATA_DEMO: IWorkbookData = { + id: 'workbook-01', + locale: LocaleType.ZH_CN, + name: 'UniverSheet Demo', + sheetOrder: [ + 'sheet-0011', + 'dv-test', + 'sheet-0001', + 'sheet-0002', + 'sheet-0003', + 'sheet-0004', + 'sheet-0005', + 'sheet-0006', + 'sheet-0007', + 'sheet-0008', + 'sheet-0009', + 'sheet-0010', + ], + styles: { + 1: { + fs: 30, + vt: 2, + bl: 1, + pd: { + l: 5, + }, + }, + 2: { + vt: 2, + bl: 1, + bg: { + rgb: 'rgb(255,226,102)', + }, + pd: { + l: 5, + }, + bd: { + t: { + s: 1, + cl: { + rgb: 'rgb(217,217,217)', + }, + }, + l: { + s: 1, + cl: { + rgb: 'rgb(217,217,217)', + }, + }, + r: { + s: 1, + cl: { + rgb: 'rgb(217,217,217)', + }, + }, + b: { + s: 1, + cl: { + rgb: 'rgb(217,217,217)', + }, + }, + }, + }, + 3: { + vt: 2, + bl: 1, + bg: { + rgb: 'rgb(255,226,102)', + }, + ht: 2, + bd: { + t: { + s: 1, + cl: { + rgb: 'rgb(217,217,217)', + }, + }, + l: { + s: 1, + cl: { + rgb: 'rgb(217,217,217)', + }, + }, + r: { + s: 1, + cl: { + rgb: 'rgb(217,217,217)', + }, + }, + b: { + s: 1, + cl: { + rgb: 'rgb(217,217,217)', + }, + }, + }, + }, + 4: { + bl: 1, + vt: 2, + pd: { + l: 5, + }, + bg: { + rgb: 'rgb(255,226,102)', + }, + ht: 2, + }, + 5: { + vt: 2, + pd: { + l: 5, + }, + }, + 6: { + vt: 2, + ht: 2, + fs: 12, + cl: { + rgb: 'rgb(1,136,251)', + }, + }, + 7: { + vt: 2, + pd: { + l: 5, + }, + bg: { + rgb: 'rgb(255,251,224)', + }, + bd: { + t: { + s: 1, + cl: { + rgb: 'rgb(217,217,217)', + }, + }, + l: { + s: 1, + cl: { + rgb: 'rgb(217,217,217)', + }, + }, + r: { + s: 1, + cl: { + rgb: 'rgb(217,217,217)', + }, + }, + b: { + s: 1, + cl: { + rgb: 'rgb(217,217,217)', + }, + }, + }, + }, + 8: { + vt: 2, + ht: 2, + cl: { + rgb: 'rgb(1,136,251)', + }, + pd: { + l: 5, + }, + bg: { + rgb: 'rgb(255,251,224)', + }, + }, + 9: { + vt: 2, + pd: { + l: 25, + }, + }, + 10: { + bg: { + rgb: '#bf9000', + }, + pd: { + l: 5, + }, + bd: { + t: null, + l: null, + r: null, + b: null, + }, + }, + 11: { + vt: 2, + ht: 2, + fs: 24, + bg: { + rgb: 'rgb(183,83,119)', + }, + cl: { + rgb: '#fff', + }, + }, + 12: { + bg: { + rgb: 'rgb(248,237,241)', + }, + bd: { + t: null, + l: null, + r: null, + b: null, + }, + }, + 13: { + vt: 2, + ht: 2, + bg: { + rgb: 'rgb(244,186,112)', + }, + bd: { + t: null, + l: null, + r: null, + b: null, + }, + }, + 14: { + vt: 2, + ht: 2, + bg: { + rgb: 'rgb(248,237,241)', + }, + bd: { + b: { + s: 13, + cl: { + rgb: 'rgb(218,170,186)', + }, + }, + }, + }, + 15: { + vt: 2, + ht: 2, + bg: { + rgb: 'rgb(246,131,131)', + }, + bd: { + t: null, + l: null, + r: null, + b: null, + }, + }, + 16: { + vt: 2, + ht: 2, + bg: { + rgb: 'rgb(207,98,170)', + }, + bd: { + t: null, + l: null, + r: null, + b: null, + }, + }, + 17: { + vt: 2, + ht: 2, + bg: { + rgb: 'rgb(172,135,188)', + }, + bd: { + t: null, + l: null, + r: null, + b: null, + }, + }, + 18: { + vt: 2, + ht: 2, + bg: { + rgb: 'rgb(97,170,206)', + }, + bd: { + t: null, + l: null, + r: null, + b: null, + }, + }, + 19: { + vt: 2, + ht: 2, + cl: { + rgb: '#fff', + }, + bg: { + rgb: 'rgb(244,186,112,0.5)', + }, + bd: { + t: null, + l: null, + r: null, + b: null, + }, + }, + 20: { + vt: 2, + ht: 2, + cl: { + rgb: '#fff', + }, + bg: { + rgb: 'rgb(246,131,131,0.5)', + }, + bd: { + t: null, + l: null, + r: null, + b: null, + }, + }, + 21: { + vt: 2, + ht: 2, + cl: { + rgb: '#fff', + }, + bg: { + rgb: 'rgb(207,98,170,0.5)', + }, + bd: { + t: null, + l: null, + r: null, + b: null, + }, + }, + 22: { + vt: 2, + ht: 2, + cl: { + rgb: '#fff', + }, + bg: { + rgb: 'rgb(172,135,188,0.5)', + }, + bd: { + t: null, + l: null, + r: null, + b: null, + }, + }, + 23: { + vt: 2, + ht: 2, + cl: { + rgb: '#fff', + }, + bg: { + rgb: 'rgb(97,170,206,0.5)', + }, + bd: { + t: null, + l: null, + r: null, + b: null, + }, + }, + 24: { + bg: { + rgb: '#3d85c6', + }, + bd: { + t: null, + l: null, + r: null, + b: null, + }, + }, + 25: { + bg: { + rgb: '#c27ba0', + }, + bd: { + t: null, + l: null, + r: null, + b: null, + }, + }, + 26: { + bg: { + rgb: 'rgb(224, 102, 102)', + }, + bd: { + t: null, + l: null, + r: null, + b: null, + }, + }, + 27: { + bg: { + rgb: '#f90', + }, + bd: { + t: null, + l: null, + r: null, + b: null, + }, + }, + 28: { + bg: { + rgb: '#76a5af', + }, + bd: { + t: null, + l: null, + r: null, + b: null, + }, + }, + 29: { + bg: { + rgb: '#38761d', + }, + bd: { + t: null, + l: null, + r: null, + b: null, + }, + }, + 30: { + vt: 2, + ht: 2, + fs: 30, + bl: 1, + bg: { + rgb: '#6fa8dc', + }, + cl: { + rgb: '#fff', + }, + bd: { + t: 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cl: { + rgb: '#fff', + }, + }, + l: { + s: 5, + cl: { + rgb: '#fff', + }, + }, + r: { + s: 5, + cl: { + rgb: '#fff', + }, + }, + }, + }, + wSYO78: { + fs: 10, + ff: 'arial', + vt: 1, + bd: { + t: { + s: 5, + cl: { + rgb: '#fff', + }, + }, + b: { + s: 5, + cl: { + rgb: '#fff', + }, + }, + r: { + s: 5, + cl: { + rgb: '#fff', + }, + }, + }, + }, + GWscef: { + fs: 10, + ff: 'arial', + vt: 1, + bd: { + t: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + b: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + l: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + r: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + }, + }, + A8fjk5: { + fs: 10, + ff: 'arial', + vt: 1, + bd: { + t: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + b: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + r: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + }, + }, + oe3XDW: { + fs: 10, + ff: 'arial', + vt: 1, + bd: { + t: { + s: 2, + cl: { + rgb: '#999', + }, + }, + b: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + l: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + r: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + }, + }, + FNtLW6: { + fs: 10, + ff: 'arial', + vt: 1, + bd: { + t: { + s: 2, + cl: { + rgb: '#999', + }, + }, + b: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + r: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + }, + }, + '6mKSI6': { + bd: { + t: { + s: 2, + cl: { + rgb: '#999', + }, + }, + r: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + b: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + }, + }, + B74rtJ: { + cl: { + rgb: '#d01556', + }, + fs: 18, + ff: 'source code pro', + vt: 1, + bd: {}, + }, + ovjMNK: { + bd: {}, + fs: 18, + }, + dU6OiC: { + fs: 10, + ff: 'arial', + vt: 1, + bd: { + t: { + s: 2, + cl: { + rgb: '#999', + }, + }, + l: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + r: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + }, + }, + '-cpIBF': { + fs: 10, + ff: 'arial', + vt: 1, + bd: { + t: { + s: 2, + cl: { + rgb: '#999', + }, + }, + r: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + }, + }, + bwtxyB: { + bd: { + t: { + s: 2, + cl: { + rgb: '#999', + }, + }, + r: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + }, + }, + 'o-JGtD': { + cl: { + rgb: '#d01556', + }, + fs: 18, + ff: 'source code pro', + vt: 1, + bd: { + t: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + r: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + b: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + }, + }, + 'Hqv-oG': { + bd: { + t: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + r: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + b: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + }, + fs: 18, + }, + '4sqT09': { + cl: { + rgb: '#666666', + }, + fs: 10, + ff: 'source code pro', + ht: 3, + vt: 1, + bd: { + t: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + r: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + b: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + }, + }, + aqSyf_: { + fs: 10, + ff: 'arial', + vt: 1, + bd: { + l: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + r: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + b: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + }, + }, + YZ4k2e: { + cl: { + rgb: '#565656', + }, + ff: 'source code pro', + vt: 1, + bd: { + r: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + b: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + }, + }, + AERABS: { + cl: { + rgb: '#565656', + }, + it: 1, + ff: 'source code pro', + vt: 1, + bd: { + r: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + b: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + }, + }, + iSveh9: { + cl: { + rgb: '#434343', + }, + bl: 0, + ff: 'source code pro', + vt: 1, + bd: { + r: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + b: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + }, + }, + WIeBDU: { + cl: { + rgb: '#000000', + }, + ff: 'source code pro', + vt: 1, + bd: { + r: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + b: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + }, + }, + '3Xk3pq': { + cl: { + rgb: '#000000', + }, + fs: 10, + it: 1, + ff: 'source code pro', + vt: 1, + bd: { + r: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + b: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + }, + }, + gWSzeF: { + fs: 10, + ff: 'arial', + vt: 1, + bd: { + r: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + b: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + }, + }, + '-X6AWe': { + cl: { + rgb: '#d01556', + }, + fs: 14, + ff: 'source code pro', + vt: 1, + bd: { + r: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + b: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + }, + }, + AOpO1k: { + cl: { + rgb: '#666666', + }, + fs: 10, + ff: 'source code pro', + ht: 3, + vt: 1, + bd: { + r: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + b: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + }, + }, + e8myya: { + cl: { + rgb: '#434343', + }, + bl: 1, + ff: 'source code pro', + vt: 1, + bd: { + r: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + b: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + }, + }, + '1bVFu2': { + cl: { + rgb: '#000000', + }, + ff: 'source code pro', + vt: 1, + bd: { + r: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + b: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + }, + tb: 3, + }, + GbbD7Z: { + cl: { + rgb: '#666666', + }, + fs: 10, + ff: 'source code pro', + ht: 3, + vt: 1, + bd: { + t: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + b: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + }, + }, + pH6BGr: { + cl: { + rgb: '#565656', + }, + it: 1, + ff: 'source code pro', + vt: 1, + bd: { + b: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + }, + }, + mkaA11: { + cl: { + rgb: '#000000', + }, + fs: 10, + it: 1, + ff: 'source code pro', + vt: 1, + bd: { + b: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + }, + }, + KiUW09: { + fs: 10, + ff: 'arial', + vt: 1, + bd: { + b: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + }, + }, + 'nKsE-s': { + cl: { + rgb: '#666666', + }, + fs: 10, + ff: 'source code pro', + ht: 3, + vt: 1, + bd: { + b: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + }, + }, + '3sMgE1': { + fs: 10, + ff: 'arial', + vt: 1, + bd: { + l: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + r: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + b: { + s: 2, + cl: { + rgb: '#999', + }, + }, + }, + }, + RN1xAp: { + fs: 10, + ff: 'arial', + vt: 1, + bd: { + r: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + b: { + s: 2, + cl: { + rgb: '#999', + }, + }, + }, + }, + A5sQLM: { + fs: 10, + ff: 'arial', + vt: 1, + bd: { + b: { + s: 2, + cl: { + rgb: '#999', + }, + }, + }, + }, + vi13ON: { + cl: { + rgb: '#d01556', + }, + fs: 18, + ff: 'source code pro', + vt: 1, + bd: { + r: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + b: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + }, + }, + hofIKA: { + bd: { + r: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + b: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + }, + fs: 18, + }, + UOV76J: { + fs: 10, + ff: 'arial', + vt: 1, + bd: { + r: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + b: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + }, + bl: 1, + }, + ptge0q: { + cl: { + rgb: '#000000', + }, + ff: 'source code pro', + vt: 1, + bd: { + r: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + b: { + s: 2, + cl: { + rgb: '#999', + }, + }, + }, + }, + d8CqkA: { + cl: { + rgb: '#000000', + }, + fs: 10, + it: 1, + ff: 'source code pro', + vt: 1, + bd: { + r: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + b: { + s: 2, + cl: { + rgb: '#999', + }, + }, + }, + }, + MJWnzK: { + fs: 10, + ff: 'arial', + bd: { + b: { + s: 5, + cl: { + rgb: '#999', + }, + }, + t: { + s: 5, + cl: { + rgb: '#999', + }, + }, + l: { + s: 5, + cl: { + rgb: '#999', + }, + }, + r: { + s: 5, + cl: { + rgb: '#999', + }, + }, + }, + bg: { + rgb: '#f5f5f5', + }, + vt: 1, + }, + BfP7VJ: { + fs: 10, + ff: 'arial', + bd: { + b: { + s: 5, + cl: { + rgb: '#999', + }, + }, + t: { + s: 5, + cl: { + rgb: '#999', + }, + }, + r: { + s: 5, + cl: { + rgb: '#999', + }, + }, + }, + bg: { + rgb: '#f5f5f5', + }, + vt: 1, + }, + 'i-a9qy': { + fs: 10, + ff: 'arial', + bd: { + b: { + s: 1, + cl: { + rgb: '#351c75', + }, + }, + t: { + s: 1, + cl: { + rgb: '#351c75', + }, + }, + l: { + s: 1, + cl: { + rgb: '#351c75', + }, + }, + r: { + s: 1, + cl: { + rgb: '#351c75', + }, + }, + }, + bg: { + rgb: '#f5f5f5', + }, + vt: 1, + }, + q9xZbX: { + fs: 10, + ff: 'arial', + bd: { + b: { + s: 1, + cl: { + rgb: '#351c75', + }, + }, + t: { + s: 1, + cl: { + rgb: '#351c75', + }, + }, + r: { + s: 1, + cl: { + rgb: '#351c75', + }, + }, + }, + bg: { + rgb: '#f5f5f5', + }, + vt: 1, + }, + KZ5xKJ: { + fs: 10, + ff: 'arial', + bd: { + b: { + s: 1, + cl: { + rgb: 'rgb(245, 245, 245)', + }, + }, + t: { + s: 1, + cl: { + rgb: 'rgb(245, 245, 245)', + }, + }, + l: { + s: 1, + cl: { + rgb: 'rgb(245, 245, 245)', + }, + }, + r: { + s: 1, + cl: { + rgb: 'rgb(245, 245, 245)', + }, + }, + }, + bg: { + rgb: '#f5f5f5', + }, + vt: 1, + }, + wI2koI: { + fs: 10, + ff: 'arial', + bd: { + b: { + s: 1, + cl: { + rgb: 'rgb(245, 245, 245)', + }, + }, + t: { + s: 1, + cl: { + rgb: 'rgb(245, 245, 245)', + }, + }, + r: { + s: 1, + cl: { + rgb: 'rgb(245, 245, 245)', + }, + }, + }, + bg: { + rgb: '#f5f5f5', + }, + vt: 1, + }, + '5W-8An': { + bg: { + rgb: 'rgba(87,100,117)', + }, + }, + XBukcH: { + fs: 20, + }, + lO1eMP: { + fs: 20, + vt: 3, + }, + eYRpvL: { + fs: 20, + vt: 3, + bl: 1, + }, + zFIwfo: { + fs: 22, + vt: 3, + bl: 1, + }, + _2GsBW: { + fs: 24, + vt: 3, + bl: 1, + }, + f4I_Xm: { + bl: 1, + }, + yvPdf9: { + bl: 0, + }, + '0ERPBf': { + bl: 1, + fs: 24, + }, + '81Jt42': { + vt: 3, + }, + IhoVpx: { + vt: 2, + }, + snx7iU: { + vt: 2, + fs: 24, + }, + qdefUR: { + vt: 2, + fs: 26, + }, + kCKpOl: { + vt: 2, + fs: 28, + }, + D4ZHwS: { + vt: 2, + fs: 28, + bg: { + rgb: 'rgba(183,225,205)', + }, + }, + kup_Yl: { + fs: 22, + }, + CRVzVJ: { + fs: 26, + }, + '1_oPbC': { + fs: 36, + }, + MsaoJ7: { + fs: 36, + cl: { + rgb: 'rgba(87,100,117)', + }, + }, + tBkgY0: { + fs: 36, + cl: { + rgb: 'rgba(87,100,117)', + }, + ul: { + s: 0, + cl: { + rgb: 'rgba(87,100,117)', + }, + }, + }, + j_k3O0: { + fs: 36, + cl: { + rgb: 'rgba(87,100,117)', + }, + ul: { + s: 0, + cl: { + rgb: 'rgba(87,100,117)', + }, + }, + st: { + s: 0, + cl: { + rgb: 'rgba(87,100,117)', + }, + }, + }, + D35_9r: { + cl: { + rgb: '#fff', + }, + }, + a0_sqc: { + cl: { + rgb: '#fff', + }, + ul: { + s: 0, + cl: { + rgb: '#fff', + }, + }, + }, + kAAylN: { + cl: { + rgb: '#fff', + }, + ul: { + s: 0, + cl: { + rgb: '#fff', + }, + }, + st: { + s: 0, + cl: { + rgb: '#fff', + }, + }, + }, + QRRL4f: { + cl: { + rgb: '#fff', + }, + ul: { + s: 0, + cl: { + rgb: '#fff', + }, + }, + st: { + s: 0, + cl: { + rgb: '#fff', + }, + }, + bg: { + rgb: 'rgba(183,225,205)', + }, + }, + U8PKJF: { + cl: { + rgb: '#fff', + }, + ul: { + s: 0, + cl: { + rgb: '#fff', + }, + }, + st: { + s: 0, + cl: { + rgb: '#fff', + }, + }, + bg: { + rgb: 'rgba(230,145,56)', + }, + }, + vvuScQ: { + cl: { + rgb: '#fff', + }, + ul: { + s: 0, + cl: { + rgb: '#fff', + }, + }, + st: { + s: 0, + cl: { + rgb: '#fff', + }, + }, + bg: { + rgb: 'rgba(230,145,56)', + }, + vt: 2, + }, + JU4Hww: { + cl: { + rgb: 'rgb(255, 255, 255)', + }, + ul: { + s: 0, + cl: { + rgb: '#fff', + }, + }, + st: { + s: 0, + cl: { + rgb: '#fff', + }, + }, + bg: { + rgb: 'rgb(230, 145, 56)', + }, + vt: 2, + }, + Vy556o: { + vt: 2, + bg: { + rgb: 'rgba(232,175,111)', + }, + }, + '02VpuE': { + vt: 2, + bg: { + rgb: 'rgb(232, 175, 111)', + }, + }, + fkfgpk: { + vt: 2, + bg: { + rgb: 'rgb(232, 175, 111)', + }, + cl: { + rgb: '#fff', + }, + }, + fw9feg: { + vt: 2, + bg: { + rgb: 'rgb(232, 175, 111)', + }, + cl: { + rgb: '#fff', + }, + ul: { + s: 0, + cl: { + rgb: '#fff', + }, + }, + }, + iGHXXE: { + vt: 2, + bg: { + rgb: 'rgb(232, 175, 111)', + }, + cl: { + rgb: '#fff', + }, + ul: { + s: 0, + cl: { + rgb: '#fff', + }, + }, + st: { + s: 0, + cl: { + rgb: '#fff', + }, + }, + }, + '13T6mq': { + vt: 2, + bg: { + rgb: 'rgb(232, 175, 111)', + }, + cl: { + rgb: '#fff', + }, + ul: { + s: 0, + cl: { + rgb: '#fff', + }, + }, + st: { + s: 0, + cl: { + rgb: '#fff', + }, + }, + ht: 2, + }, + gXWaSF: { + ht: 2, + vt: 2, + bd: {}, + }, + OSskMe: { + vt: 2, + bd: { + b: { + s: 2, + cl: { + rgb: '#999', + }, + }, + }, + }, + NL30EO: { + ht: 2, + vt: 2, + bd: { + b: { + s: 2, + cl: { + rgb: '#999', + }, + }, + }, + }, + B0ypMJ: { + bd: { + b: { + s: 1, + cl: { + rgb: '#000', + }, + }, + }, + vt: 2, + }, + 'D-2_ke': { + bd: {}, + ht: 2, + }, + '-I4DvW': { + bd: {}, + ht: 1, + }, + '-FayOR': { + bd: {}, + ht: 1, + vt: 2, + }, + FxrWD6: { + bd: {}, + ht: 1, + vt: 2, + bl: 1, + }, + VuEV48: { + ht: 2, + vt: 2, + bd: {}, + bl: 1, + }, + odC_20: { + vt: 2, + bg: { + rgb: 'rgba(102，102，102)', + }, + }, + UrhPy2: { + vt: 2, + bg: { + rgb: 'rgba(102,102,102)', + }, + }, + '5ufl3y': { + vt: 2, + bg: { + rgb: 'rgba(102,102,102)', + }, + cl: { + rgb: '#fff', + }, + }, + bVWVYg: { + vt: 2, + bg: { + rgb: 'rgba(102,102,102)', + }, + cl: { + rgb: '#fff', + }, + ul: { + s: 0, + cl: { + rgb: '#fff', + }, + }, + }, + mgKW20: { + vt: 2, + bg: { + rgb: 'rgba(102,102,102)', + }, + cl: { + rgb: '#fff', + }, + ul: { + s: 0, + cl: { + rgb: '#fff', + }, + }, + st: { + s: 0, + cl: { + rgb: '#fff', + }, + }, + }, + M2p_nn: { + vt: 2, + bg: { + rgb: 'rgb(102, 102, 102)', + }, + cl: { + rgb: 'rgb(255, 255, 255)', + }, + ul: { + s: 0, + cl: { + rgb: '#fff', + }, + }, + st: { + s: 0, + cl: { + rgb: '#fff', + }, + }, + }, + '2J1UZs': { + vt: 2, + bg: { + rgb: 'rgba(134,134,134)', + }, + }, + bRXb3R: { + vt: 2, + bg: { + rgb: 'rgba(134,134,134)', + }, + cl: { + rgb: '#fff', + }, + }, + erWM6s: { + vt: 2, + bg: { + rgb: 'rgba(134,134,134)', + }, + cl: { + rgb: '#fff', + }, + ul: { + s: 0, + cl: { + rgb: '#fff', + }, + }, + }, + qf_naW: { + vt: 2, + bg: { + rgb: 'rgba(134,134,134)', + }, + cl: { + rgb: '#fff', + }, + ul: { + s: 0, + cl: { + rgb: '#fff', + }, + }, + st: { + s: 0, + cl: { + rgb: '#fff', + }, + }, + }, + cdwl7W: { + vt: 2, + bg: { + rgb: 'rgba(134,134,134)', + }, + cl: { + rgb: '#fff', + }, + ul: { + s: 0, + cl: { + rgb: '#fff', + }, + }, + st: { + s: 0, + cl: { + rgb: '#fff', + }, + }, + ht: 2, + }, + '9fgo1A': { + bd: {}, + ht: 1, + vt: 2, + bl: 0, + }, + g_dqT6: { + bl: 1, + ht: 2, + }, + KghAct: { + bl: 1, + ht: 2, + vt: 2, + }, + Cit8Xd: { + ht: 2, + vt: 2, + bd: {}, + bl: 1, + fs: 22, + }, + '7z3GsN': { + ht: 2, + vt: 2, + bd: {}, + bl: 1, + fs: 18, + }, + WuIQfy: { + bl: 1, + ht: 2, + vt: 2, + fs: 18, + }, + 'Dz-BrD': { + bd: { + b: { + s: 2, + cl: { + rgb: '#999', + }, + }, + }, + }, + HTjrBF: { + bg: { + rgb: 'rgba(87,100,117)', + }, + bd: {}, + }, + '7-hxd8': { + fs: 36, + cl: { + rgb: 'rgba(87,100,117)', + }, + ul: { + s: 0, + cl: { + rgb: 'rgba(87,100,117)', + }, + }, + st: { + s: 0, + cl: { + rgb: 'rgba(87,100,117)', + }, + }, + bd: { + r: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + b: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + }, + }, + IoyyYw: { + vt: 2, + bd: { + l: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + r: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + b: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + }, + }, + 'DKJ-tX': { + cl: { + rgb: 'rgb(255, 255, 255)', + }, + ul: { + s: 0, + cl: { + rgb: '#fff', + }, + }, + st: { + s: 0, + cl: { + rgb: '#fff', + }, + }, + bg: { + rgb: 'rgb(230, 145, 56)', + }, + vt: 2, + bd: { + r: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + b: { + s: 1, + cl: { + 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'rgb(153,153,153)', + }, + s: 2, + }, + }, + bg: { + rgb: 'rgb(240, 240, 240)', + }, + ht: 2, + vt: 2, + }, + lUXsvN: { + bd: { + r: { + cl: { + rgb: 'rgb(240,240,240)', + }, + s: 1, + }, + b: { + cl: { + rgb: 'rgb(240,240,240)', + }, + s: 1, + }, + }, + bg: { + rgb: 'rgb(240, 240, 240)', + }, + bl: 1, + fs: 24, + }, + j8X0h6: { + bd: { + b: { + cl: { + rgb: 'rgb(240,240,240)', + }, + s: 1, + }, + r: { + cl: { + rgb: 'rgb(240,240,240)', + }, + s: 1, + }, + }, + vt: 3, + bg: { + rgb: 'rgb(240, 240, 240)', + }, + }, + xkMHPK: { + vt: 2, + fs: 28, + bg: { + rgb: 'rgb(240, 240, 240)', + }, + bd: { + b: { + cl: { + rgb: 'rgb(240,240,240)', + }, + s: 1, + }, + r: { + cl: { + rgb: 'rgb(240,240,240)', + }, + s: 1, + }, + }, + }, + iRyMM5: { + bd: { + b: { + cl: { + rgb: 'rgb(0,0,0)', + }, + s: 1, + }, + r: { + cl: { + rgb: 'rgb(240,240,240)', + }, + s: 1, + }, + }, + vt: 2, + bg: { + rgb: 'rgb(240, 240, 240)', + }, + }, + vttNDj: { + ht: 2, + vt: 2, + bd: { + b: { + cl: { + rgb: 'rgb(0,0,0)', 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}, + }, + }, + bg: { + rgb: 'rgba(240,240,240)', + }, + }, + '4CLUIa': { + vt: 2, + fs: 28, + bg: { + rgb: 'rgb(240, 240, 240)', + }, + bd: { + r: { + s: 1, + cl: { + rgb: 'rgba(240,240,240)', + }, + }, + b: { + s: 1, + cl: { + rgb: 'rgba(240,240,240)', + }, + }, + }, + }, + FBgHHK: { + ht: 2, + vt: 2, + bd: { + b: { + s: 2, + cl: { + rgb: '#999', + }, + }, + r: { + s: 1, + cl: { + rgb: 'rgba(240,240,240)', + }, + }, + }, + bg: { + rgb: 'rgb(240, 240, 240)', + }, + }, + uDgP8Y: { + ht: 2, + vt: 2, + bd: { + r: { + s: 1, + cl: { + rgb: 'rgba(240,240,240)', + }, + }, + b: { + s: 1, + cl: { + rgb: 'rgba(240,240,240)', + }, + }, + }, + bl: 1, + fs: 18, + bg: { + rgb: 'rgb(240, 240, 240)', + }, + }, + ppzzPl: { + ht: 2, + vt: 2, + bd: { + b: { + s: 1, + cl: { + rgb: '#000', + }, + }, + r: { + s: 1, + cl: { + rgb: 'rgba(240,240,240)', + }, + }, + }, + bg: { + rgb: 'rgb(240, 240, 240)', + }, + }, + hrDBIq: { + vt: 3, + bg: { + rgb: 'rgb(204, 2, 132)', + }, + }, + '4EmUot': { + vt: 3, + ff: 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0, + }, + }, + vt: 3, + }, + 'Ck-HHu': { + bd: { + r: { + cl: { + rgb: 'rgb(204,204,204)', + }, + s: 0, + }, + }, + vt: 1, + }, + hnBS7H: { + vt: 3, + bg: { + rgb: 'rgb(255, 255, 255)', + }, + ff: 'Arial', + fs: 11, + bl: 1, + cl: { + rgb: 'rgb(204, 2, 132)', + }, + }, + mE0J9k: { + bd: { + r: { + cl: { + rgb: 'rgb(204,204,204)', + }, + s: 0, + }, + }, + vt: 3, + bg: { + rgb: 'rgb(255, 255, 255)', + }, + }, + Kxl2GO: { + bd: { + r: { + cl: { + rgb: 'rgb(204,204,204)', + }, + s: 0, + }, + }, + vt: 1, + bg: { + rgb: 'rgb(255, 255, 255)', + }, + }, + nxr8HW: { + bd: { + b: { + cl: { + rgb: 'rgb(204,204,204)', + }, + s: 0, + }, + }, + vt: 2, + bg: { + rgb: 'rgb(255, 255, 255)', + }, + }, + '3pfUBn': { + bd: { + r: { + cl: { + rgb: 'rgb(204,204,204)', + }, + s: 0, + }, + b: { + cl: { + rgb: 'rgb(204,204,204)', + }, + s: 0, + }, + }, + vt: 1, + bg: { + rgb: 'rgb(255, 255, 255)', + }, + }, + '1t5Hcd': { + vt: 1, + bg: { + rgb: 'rgb(255, 255, 255)', + }, + ff: 'alegreya', + fs: 12, + bl: 1, + cl: { + rgb: 'rgb(204, 2, 132)', + }, + }, + JV08of: { + vt: 3, + bg: { + rgb: 'rgb(204, 2, 132)', + }, + bd: {}, + }, + LOjUce: { + vt: 3, + bd: { + t: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + l: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + r: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + b: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + }, + }, + oKTWd7: { + vt: 3, + bd: { + t: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + r: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + b: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + }, + }, + wz6nOR: { + vt: 3, + ff: 'alegreya', + fs: 30, + bl: 0, + cl: { + rgb: 'rgb(204, 2, 132)', + }, + bd: { + t: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + r: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + b: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + }, + }, + zd9SuK: { + vt: 3, + bd: { + l: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + r: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + b: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + }, + }, + rsoGUl: { + vt: 3, + bg: { + rgb: 'rgb(255, 255, 255)', + }, + bd: { + r: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + b: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + }, + }, + IDQDaJ: { + vt: 1, + bd: { + l: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + r: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + b: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + }, + }, + rdT5sI: { + vt: 1, + bg: { + rgb: 'rgb(255, 255, 255)', + }, + bd: { + r: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + b: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + }, + }, + pKmlhC: { + vt: 3, + bg: { + rgb: 'rgb(255, 255, 255)', + }, + ff: 'Arial', + bl: 0, + cl: { + rgb: 'rgb(67, 67, 67)', + }, + bd: { + r: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + b: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + }, + }, + oPB88_: { + vt: 3, + bg: { + rgb: 'rgb(255, 255, 255)', + }, + ff: 'Arial', + bl: 1, + cl: { + rgb: 'rgb(102, 102, 102)', + }, + bd: { + r: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + b: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + }, + }, + 'Uhw-G1': { + vt: 1, + bd: { + r: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + b: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + }, + }, + fun6rF: { + vt: 2, + bg: { + rgb: 'rgb(255, 255, 255)', + }, + bd: { + r: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + b: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + }, + }, + IFcugs: { + vt: 2, + bg: { + rgb: 'rgb(255, 255, 255)', + }, + ff: 'Arial', + bl: 0, + cl: { + rgb: 'rgb(102, 102, 102)', + }, + bd: { + r: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + b: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + }, + }, + WoeEm3: { + vt: 1, + ff: 'Arial', + bl: 0, + it: 1, + st: { + s: 1, + }, + cl: { + rgb: 'rgb(204, 2, 132)', + }, + bd: { + r: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + b: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + }, + }, + zvg7Xn: { + vt: 3, + bg: { + rgb: 'rgb(255, 255, 255)', + }, + ff: 'Arial', + fs: 11, + bl: 1, + cl: { + rgb: 'rgb(204, 2, 132)', + }, + bd: { + r: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + b: { + s: 1, + cl: { 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s: 1, + cl: { + rgb: '#fff', + }, + }, + }, + tb: 1, + }, + RlwHsj: { + vt: 1, + bg: { + rgb: 'rgb(255, 255, 255)', + }, + ff: 'Arial', + bl: 0, + cl: { + rgb: 'rgb(67, 67, 67)', + }, + bd: { + r: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + b: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + }, + tb: 3, + }, + '4nSqZs': { + vt: 1, + bd: { + r: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + b: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + }, + tb: 3, + }, + '7lxIfy': { + vt: 2, + bd: { + r: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + b: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + }, + tb: 3, + }, + jfDVFZ: { + vt: 1, + ff: 'Arial', + bl: 0, + it: 1, + st: { + s: 0, + cl: { + rgb: 'rgb(204, 2, 132)', + }, + }, + cl: { + rgb: 'rgb(204, 2, 132)', + }, + bd: { + r: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + b: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + }, + }, + ky5JHZ: { + vt: 1, + ff: 'Arial', + bl: 0, + it: 1, + st: { + s: 0, + cl: { + rgb: 'rgb(204, 2, 132)', + }, + }, + cl: { + rgb: 'rgb(204, 2, 132)', + }, + bd: { + r: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + b: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + }, + ul: { + s: 1, + cl: { + rgb: 'rgb(204, 2, 132)', + }, + }, + }, + aGTiZy: { + vt: 3, + bd: { + r: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + }, + }, + eaRSH2: { + vt: 3, + bg: { + rgb: 'rgb(255, 255, 255)', + }, + bd: { + b: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + }, + }, + M5o8rI: { + vt: 2, + bg: { + rgb: 'rgb(255, 255, 255)', + }, + bd: { + b: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + }, + }, + '8CT-zC': { + vt: 3, + bg: { + rgb: 'rgb(255, 255, 255)', + }, + ff: 'Arial', + fs: 11, + bl: 1, + cl: { + rgb: 'rgb(204, 2, 132)', + }, + bd: { + r: { + s: 2, + cl: { + rgb: '#999', + }, + }, + b: { + s: 2, + cl: { + rgb: '#999', + }, + }, + t: { + s: 2, + cl: { + rgb: '#999', + }, + }, + l: { + s: 2, + cl: { + rgb: '#999', + }, + }, + }, + }, + KEoARM: { + vt: 1, + bg: { + rgb: 'rgb(255, 255, 255)', + }, + bd: { + r: { + s: 2, + cl: { + rgb: '#999', + }, + }, + b: { + s: 2, + cl: { + rgb: '#999', + }, + }, + l: { + s: 2, + cl: { + rgb: '#999', + }, + }, + }, + }, + '10QMdO': { + bd: { + r: { + s: 2, + cl: { + rgb: '#999', + }, + }, + b: { + s: 2, + cl: { + rgb: '#999', + }, + }, + l: { + s: 2, + cl: { + rgb: '#999', + }, + }, + }, + }, + '2kWGsk': { + vt: 3, + bg: { + rgb: 'rgb(255, 255, 255)', + }, + ff: 'Arial', + fs: 16, + bl: 1, + cl: { + rgb: 'rgb(204, 2, 132)', + }, + bd: { + r: { + s: 2, + cl: { + rgb: '#999', + }, + }, + b: { + s: 2, + cl: { + rgb: '#999', + }, + }, + t: { + s: 2, + cl: { + rgb: '#999', + }, + }, + l: { + s: 2, + cl: { + rgb: '#999', + }, + }, + }, + }, + vjmoEm: { + vt: 3, + bg: { + rgb: 'rgb(255, 255, 255)', + }, + ff: 'Arial', + fs: 18, + bl: 1, + cl: { + rgb: 'rgb(204, 2, 132)', + }, + bd: { + r: { + s: 2, + cl: { + rgb: '#999', + }, + }, + b: { + s: 2, + cl: { + rgb: '#999', + }, + }, + t: { + s: 2, + cl: { + rgb: '#999', + }, + }, + l: { + s: 2, + cl: { + rgb: '#999', + }, + }, + }, + }, + lzlLcC: { + vt: 1, + bg: { + rgb: 'rgb(255, 255, 255)', + }, + bd: { + r: { + s: 2, + cl: { + rgb: '#999', + }, + }, + b: { + s: 2, + cl: { + rgb: '#999', + }, + }, + l: { + s: 2, + cl: { + rgb: '#999', + }, + }, + }, + tb: 3, + }, + J_46EA: { + bd: { + r: { + s: 2, + cl: { + rgb: '#999', + }, + }, + b: { + s: 2, + cl: { + rgb: '#999', + }, + }, + l: { + s: 2, + cl: { + rgb: '#999', + }, + }, + }, + tb: 3, + }, + VCidAB: { + vt: 2, + bg: { + rgb: 'rgb(255, 255, 255)', + }, + bd: { + r: { + s: 2, + cl: { + rgb: '#999', + }, + }, + b: { + s: 2, + cl: { + rgb: '#999', + }, + }, + l: { + s: 2, + cl: { + rgb: '#999', + }, + }, + }, + tb: 3, + }, + r89TA7: { + bd: { + r: { + s: 2, + cl: { + rgb: '#999', + }, + }, + b: { + s: 2, + cl: { + rgb: '#999', + }, + }, + l: { + s: 2, + cl: { + rgb: '#999', + }, + }, + }, + tb: 3, + vt: 2, + }, + '8bQil3': { + vt: 3, + bg: { + rgb: 'rgb(255, 255, 255)', + }, + ff: 'Arial', + fs: 18, + bl: 1, + cl: { + rgb: 'rgb(204, 2, 132)', + }, + bd: {}, + }, + 'pM-7qi': { + vt: 3, + bg: { + rgb: 'rgb(255, 255, 255)', + }, + ff: 'Arial', + fs: 18, + bl: 1, + cl: { + rgb: 'rgb(204, 2, 132)', + }, + bd: { + t: { + s: 2, + cl: { + rgb: '#999', + }, + }, + }, + }, + '4jvGDx': { + vt: 3, + bg: { + rgb: 'rgb(255, 255, 255)', + }, + ff: 'Arial', + fs: 18, + bl: 1, + cl: { + rgb: 'rgb(204, 2, 132)', + }, + bd: { + t: { + s: 2, + cl: { + rgb: '#999', + }, + }, + l: { + s: 2, + cl: { + rgb: '#999', + }, + }, + }, + }, + wr5GY_: { + vt: 3, + bg: { + rgb: 'rgb(255, 255, 255)', + }, + ff: 'Arial', + fs: 18, + bl: 1, + cl: { + rgb: 'rgb(204, 2, 132)', + }, + bd: { + t: { + s: 2, + cl: { + rgb: '#999', + }, + }, + l: { + s: 2, + cl: { + rgb: '#999', + }, + }, + r: { + s: 2, + cl: { + rgb: '#999', + }, + }, + }, + }, + vGgSNs: { + vt: 1, + bg: { + rgb: 'rgb(255, 255, 255)', + }, + ff: 'alegreya', + fs: 18, + bl: 1, + cl: { + rgb: 'rgb(204, 2, 132)', + }, + bd: { + r: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + b: { + s: 1, + cl: { + rgb: '#fff', + }, + }, + }, + }, + jvlB8Y: { + bg: { + rgb: '#fff', + }, + }, + BrvrNK: { + bg: { + rgb: '#fff', + }, + bl: 1, + fs: 10, + }, + ovq7Zc: { + bg: { + rgb: '#fff', + }, + cl: { + rgb: 'rgb(28, 114, 49)', + }, + bl: 1, + fs: 18, + ht: 2, + }, + SZ7hZk: { + bg: { + rgb: '#fff', + }, + bl: 1, + fs: 12, + }, + '6bAn99': { + bg: { + rgb: 'rgb(152, 192, 145)', + }, + cl: { + rgb: 'rgb(219, 238, 243)', + }, + bl: 1, + fs: 12, + ht: 2, + bd: { + b: { + cl: { + rgb: 'rgb(28, 114, 49) rgb(28, 114, 49) rgb(212, 233, 214)', + }, + s: 0, + }, + t: { + cl: { + rgb: 'rgb(28, 114, 49) rgb(28, 114, 49) rgb(212, 233, 214)', + }, + s: 0, + }, + l: { + cl: { + rgb: 'rgb(28, 114, 49) rgb(28, 114, 49) rgb(212, 233, 214)', + }, + s: 0, + }, + r: { + cl: { + rgb: 'rgb(28, 114, 49) rgb(28, 114, 49) rgb(212, 233, 214)', + }, + s: 0, + }, + }, + }, + tcfrkc: { + bg: { + rgb: '#fff', + }, + cl: { + rgb: 'rgb(219, 238, 243)', + }, + bl: 1, + fs: 12, + ht: 2, + }, + AgOOdb: { + bg: { + rgb: 'rgb(152, 192, 145)', + }, + cl: { + rgb: 'rgb(255, 255, 255)', + }, + bl: 1, + fs: 12, + ht: 2, + bd: { + b: { + cl: { + rgb: 'rgb(28, 114, 49) rgb(28, 114, 49) rgb(212, 233, 214)', + }, + s: 0, + }, + t: { + cl: { + rgb: 'rgb(28, 114, 49) rgb(28, 114, 49) rgb(212, 233, 214)', + }, + s: 0, + }, + l: { + cl: { + rgb: 'rgb(28, 114, 49) rgb(28, 114, 49) rgb(212, 233, 214)', + }, + s: 0, + }, + r: { + cl: { + rgb: 'rgb(28, 114, 49) rgb(28, 114, 49) rgb(212, 233, 214)', + }, + s: 0, + }, + }, + }, + lHMCtK: { + bg: { + rgb: '#fff', + }, + fs: 10, + }, + pvx8kG: { + bg: { + rgb: 'rgb(152, 192, 145)', + }, + cl: { + rgb: 'rgb(219, 238, 243)', + }, + bl: 1, + fs: 10, + ht: 2, + bd: { + b: { + cl: { + rgb: 'rgb(212, 233, 214) rgb(212, 233, 214) rgb(212, 233, 214) rgb(28, 114, 49)', + }, + s: 0, + }, + t: { + cl: { + rgb: 'rgb(212, 233, 214) rgb(212, 233, 214) rgb(212, 233, 214) rgb(28, 114, 49)', + }, + s: 0, + }, + l: { + cl: { + rgb: 'rgb(212, 233, 214) rgb(212, 233, 214) rgb(212, 233, 214) rgb(28, 114, 49)', + }, + s: 0, + }, 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fs: 10, + ht: 3, + bd: { + b: { + cl: { + rgb: 'rgb(212, 233, 214) rgb(212, 233, 214) rgb(212, 233, 214) rgb(28, 114, 49)', + }, + s: 0, + }, + t: { + cl: { + rgb: 'rgb(212, 233, 214) rgb(212, 233, 214) rgb(212, 233, 214) rgb(28, 114, 49)', + }, + s: 0, + }, + l: { + cl: { + rgb: 'rgb(212, 233, 214) rgb(212, 233, 214) rgb(212, 233, 214) rgb(28, 114, 49)', + }, + s: 0, + }, + r: { + cl: { + rgb: 'rgb(212, 233, 214) rgb(212, 233, 214) rgb(212, 233, 214) rgb(28, 114, 49)', + }, + s: 0, + }, + }, + }, + vMUJGm: { + bg: { + rgb: '#fff', + }, + fs: 10, + ht: 3, + bd: { + r: { + cl: { + rgb: 'rgb(212,233,214)', + }, + s: 1, + }, + t: { + cl: { + rgb: 'rgb(212,233,214)', + }, + s: 1, + }, + b: { + cl: { + rgb: 'rgb(212,233,214)', + }, + s: 1, + }, + }, + }, + '44Fjcf': { + bg: { + rgb: '#fff', + }, + fs: 10, + ht: 1, + bd: { + b: { + cl: { + rgb: 'rgb(212, 233, 214) rgb(212, 233, 214) rgb(212, 233, 214) rgb(28, 114, 49)', + }, + s: 0, + }, + t: { + cl: { + rgb: 'rgb(212, 233, 214) rgb(212, 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', sheetTransform: { angle: 45, from: { column: 14, columnOffset: 49.7, row: 3, rowOffset: 9.4 }, to: { column: 18, columnOffset: 49.6, row: 17, rowOffset: 15.5 } }, transform: { flipY: false, flipX: false, angle: 45, skewX: 0, skewY: 0, left: 1117.7, top: 86.4, width: 291.9, height: 215.1 }, + }, + 'UPBpL-A3RvKoOqPdd8VIq': { + unitId: 'workbook-01', + subUnitId: 'sheet-0011', + drawingId: 'UPBpL-A3RvKoOqPdd8VIq', + drawingType: 8, + componentKey: 'ImageDemo', + sheetTransform: { + from: { column: 2, columnOffset: 8, row: 9, rowOffset: 9 }, + to: { column: 4, columnOffset: 62, row: 23, rowOffset: 0 }, + }, + transform: { flipY: false, flipX: false, angle: 0, skewX: 0, skewY: 0, left: 200, top: 200, width: 200, height: 200 }, + data: { aa: '128' }, + }, + }, + order: [ + 'sF2ogx', + 'UPBpL-A3RvKoOqPdd8VIq', + ], + }, + }), + }, + ], + // namedRanges: [ + // { + // namedRangeId: 'named-rang', + // name: 'namedRange', + // range: { + // sheetId: 'sheet-0001', + // range: { + // startRow: 0, + // startColumn: 0, + // endRow: 1, + // endColumn: 1, + // }, + // }, + // }, + // ], +}; diff --git a/examples/src/data/sheets/demo/testdata.json b/examples/src/data/sheets/demo/testdata.json index 5f8e9123acb..e3be9eef6ec 100644 --- a/examples/src/data/sheets/demo/testdata.json +++ b/examples/src/data/sheets/demo/testdata.json @@ -1,915032 +1,36192 @@ { - "id": "workbook-01", - "sheetOrder": [ - "sheet-0011", - "dv-test", - "sheet-0001", - "sheet-0002", - "sheet-0003", - "sheet-0004", - "sheet-0005", - "sheet-0006", - "sheet-0007", - "sheet-0008", - "sheet-0009", - "sheet-0010" - ], - "name": "UniverSheet Demo", - "appVersion": "3.0.0-alpha", - "locale": "zhCN", - "styles": { - "1": { - "fs": 30, - "vt": 2, - "bl": 1, - "pd": { - "l": 5 - } - }, - "2": { - "vt": 2, - "bl": 1, - "bg": { - "rgb": "rgb(255,226,102)" - }, - "pd": { - "l": 5 - }, - "bd": { - "t": { - "s": 1, - "cl": { - "rgb": "rgb(217,217,217)" - } - }, - "l": { - "s": 1, - "cl": { - "rgb": "rgb(217,217,217)" - } - }, - "r": { - "s": 1, - "cl": { - "rgb": "rgb(217,217,217)" - } - }, - "b": { - "s": 1, - "cl": { - "rgb": "rgb(217,217,217)" - } - } - } - }, - "3": { - "vt": 2, - "bl": 1, - "bg": { - "rgb": "rgb(255,226,102)" - }, - "ht": 2, - "bd": { - "t": { - "s": 1, - "cl": { - "rgb": "rgb(217,217,217)" - } - }, - "l": { - "s": 1, - "cl": { - "rgb": "rgb(217,217,217)" - } - }, - "r": { - "s": 1, - "cl": { - "rgb": "rgb(217,217,217)" - } - }, - "b": { - "s": 1, - "cl": { - "rgb": "rgb(217,217,217)" - } - } - } - }, - "4": { - "bl": 1, - "vt": 2, - "pd": { - "l": 5 - }, - "bg": { - "rgb": "rgb(255,226,102)" - }, - "ht": 2 - }, - "5": { - "vt": 2, - "pd": { - "l": 5 - } - }, - "6": { - "vt": 2, - "ht": 2, - "fs": 12, - "cl": { - "rgb": "rgb(1,136,251)" - } - }, - "7": { - "vt": 2, - "pd": { - "l": 5 - }, - "bg": { - "rgb": "rgb(255,251,224)" - }, - "bd": { - "t": { - "s": 1, - "cl": { - "rgb": "rgb(217,217,217)" - } - }, - "l": { - "s": 1, - "cl": { - "rgb": "rgb(217,217,217)" - } - }, - "r": { - "s": 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"469": { - "s": "kjJk5Q" - }, - "470": { - "s": "kjJk5Q" - }, - "471": { - "s": "kjJk5Q" - }, - "472": { - "s": "kjJk5Q" - }, - "473": { - "s": "kjJk5Q" - }, - "474": { - "s": "kjJk5Q" - }, - "475": { - "v": 234, - "t": 2, - "s": "kjJk5Q" - }, - "476": { - "s": "kjJk5Q" - }, - "477": { - "s": "kjJk5Q" - }, - "478": { - "s": "kjJk5Q" - }, - "479": { - "s": "kjJk5Q" - }, - "480": { - "s": "kjJk5Q" - }, - "481": { - "s": "kjJk5Q" - }, - "482": { - "s": "kjJk5Q" - }, - "483": { - "v": 234, - "t": 2, - "s": "kjJk5Q" - }, - "484": { - "s": "kjJk5Q" - }, - "485": { - "s": "kjJk5Q" - }, - "486": { - "s": "kjJk5Q" - }, - "487": { - "s": "kjJk5Q" - }, - "488": { - "s": "kjJk5Q" - }, - "489": { - "s": "kjJk5Q" - }, - "490": { - "s": "kjJk5Q" - }, - "491": { - "s": "kjJk5Q" - } - }, - "1": { - "0": { - "s": { - "n": { - "pattern": "yyyy-mm-dd;@" - } - }, - "v": 1 - }, - "10": { - "v": 12313 - }, - "11": { - "v": 123 - } + "id": "workbook-01", + "sheetOrder": [ + "sheet-0011", + "dv-test", + "sheet-0001", + "sheet-0002", + "sheet-0003", + "sheet-0004", + "sheet-0005", + "sheet-0006", + "sheet-0007", + "sheet-0008", + "sheet-0009", + "sheet-0010" + ], + "name": "UniverSheet Demo", + "appVersion": "3.0.0-alpha", + "locale": "zhCN", + "styles": { + "1": { + "fs": 30, + "vt": 2, + "bl": 1, + "pd": { + "l": 5 + } }, "2": { - "0": { - "f": "=A2", - "v": 1, - "t": 2, - "s": "zx2sv1" - }, - "10": { - "v": 0 - }, - "11": { - "v": 235 - } - }, - "4": { - "10": { - "v": 123 - }, - "11": { - "v": 632 - } - }, - "5": { - "5": { - "s": "uJSelZ11", - "v": "sadf" - }, - "6": { - "s": "uJSelZ11" - }, - "7": { - "s": "uJSelZ11" - }, - "8": { - "s": "uJSelZ11" - }, - "9": { - "s": "uJSelZ22" - }, - "11": { - "v": 126 - } - }, - "6": { - "5": { - "s": "uJSelZ22", - "v": "123123" - }, - "6": { - "s": "uJSelZ22" - }, - "7": { - "s": "uJSelZ22" - }, - "8": { - "s": "uJSelZ22" - }, - "10": { - "v": "ewe" - }, - "11": { - "v": 893 - } - }, - "10": { - "11": { - "v": 12 - } - }, - "11": { - "4": { - "v": 123, - "t": 2 - } - }, - "12": { - "4": { - "v": "123tu", - "t": 1 - }, - "5": { - "v": "sdfj", - "t": 1 - } - }, - "13": { - "4": { - "v": "ghj", - "t": 1 - }, - "5": { - "v": "ghk", - "t": 1 - } - }, - "17": { - "4": { - "v": "fh", - "t": 1 - }, - "5": { - "v": "jk", - "t": 1 - } - }, - "18": { - "4": { - "v": "dfg", - "t": 1 - }, - "5": { - "v": "l", - "t": 1 - } - }, - "19": { - "4": { - "v": "sdfg", - "t": 1 - }, - "5": { - "v": "h", - "t": 1 - } - }, - "20": { - "4": { - "v": "fdgh", - "t": 1 - }, - "5": { - "v": 345, - "t": 2 - }, - "8": { - "v": "linkTest", - "t": 1 - }, - "12": { - "v": "linkTest哈哈哈哈", - "t": 1 - } - }, - "21": { - "4": { - "v": "sgh", - "t": 1 - }, - "5": { - "v": "fgs", - "t": 1 - } - }, - "22": { - "4": { - "v": "sdfh", - "t": 1 - }, - "5": { - "v": "gth", - "t": 1 - } - }, - "23": { - "5": { - "v": "iop", - "t": 1 - } - }, - "30": { - "2": { - "v": "dsdsdsdds", - "t": 1 - }, - "3": { - "p": { - "id": "__INTERNAL_EDITOR__DOCS_NORMAL", - "documentStyle": { - "pageSize": { - "width": 183510.39073181152, - "height": null - }, - "marginTop": 0, - "marginBottom": 1, - "marginRight": 2, - "marginLeft": 2, - "renderConfig": { - "horizontalAlign": 0, - "verticalAlign": 0, - "centerAngle": 0, - "vertexAngle": 0, - "wrapStrategy": 0 - } - }, - "body": { - "dataStream": "/** * Copyright 2023-present DreamNum Inc. * * Licensed under the Apache License, Version 2.0 (the \"License\"); * you may not use this file except in compliance with the License. * You may obtain a copy of the License at * * http://www.apache.org/licenses/LICENSE-2.0 * * Unless required by applicable law or agreed to in writing, software * distributed under the License is distributed on an \"AS IS\" BASIS, * WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. * See the License for the specific language governing permissions and * limitations under the License. */import type { IRange, ISelectionCellWithMergeInfo, Nullable, ObjectMatrix } from '@univerjs/core';import { BooleanNumber, sortRules } from '@univerjs/core';import { FIX_ONE_PIXEL_BLUR_OFFSET, RENDER_CLASS_TYPE } from '../../basics/const';// import { clearLineByBorderType } from '../../basics/draw';import { getCellPositionByIndex, getColor } from '../../basics/tools';import type { IBoundRectNoAngle, IViewportInfo, Vector2 } from '../../basics/vector2';import type { Canvas } from '../../canvas';import type { UniverRenderingContext } from '../../context';import type { Engine } from '../../engine';import type { Scene } from '../../scene';import type { SceneViewer } from '../../scene-viewer';import { Documents } from '../docs/document';import { SpreadsheetExtensionRegistry } from '../extension';import type { Background } from './extensions/background';import type { Border } from './extensions/border';import type { Font } from './extensions/font';// import type { BorderCacheItem } from './interfaces';import { SheetComponent } from './sheet-component';import type { SpreadsheetSkeleton } from './sheet-skeleton';import { type IPaintForRefresh, type IPaintForScrolling, SHEET_VIEWPORT_KEY } from './interfaces';const OBJECT_KEY = '__SHEET_EXTENSION_FONT_DOCUMENT_INSTANCE__';export class Spreadsheet extends SheetComponent { private _backgroundExtension!: Background; private _borderExtension!: Border; private _fontExtension!: Font; private _refreshIncrementalState = false; private _dirtyBounds: IBoundRectNoAngle[] = []; private _forceDisableGridlines = false; private _documents: Documents = new Documents(OBJECT_KEY, undefined, { pageMarginLeft: 0, pageMarginTop: 0, }); isPrinting = false; constructor( oKey: string, spreadsheetSkeleton?: SpreadsheetSkeleton, private _allowCache: boolean = true ) { super(oKey, spreadsheetSkeleton); this._initialDefaultExtension(); this.makeDirty(true); } get backgroundExtension() { return this._backgroundExtension; } get borderExtension() { return this._borderExtension; } get fontExtension() { return this._fontExtension; } override getDocuments() { return this._documents; } get allowCache() { return this._allowCache; } get forceDisableGridlines() { return this._forceDisableGridlines; } /** * TODO: DR-Univer, fix as unknown as */ override dispose() { super.dispose(); this._documents?.dispose(); this._documents = null as unknown as Documents; this._backgroundExtension = null as unknown as Background; this._borderExtension = null as unknown as Border; this._fontExtension = null as unknown as Font; } /** * draw by viewport * cacheBound ---> viewBound * diffCacheBounds ---> diffRange * @param ctx * @param viewportInfo */ override draw(ctx: UniverRenderingContext, viewportInfo: IViewportInfo) { // const { parent = { scaleX: 1, scaleY: 1 } } = this; // const mergeData = this.getMergeData(); // const showGridlines = this.getShowGridlines() || 1; const spreadsheetSkeleton = this.getSkeleton(); if (!spreadsheetSkeleton) { return; } this._drawAuxiliary(ctx); const parentScale = this.getParentScale(); const diffRanges = this._refreshIncrementalState && viewportInfo?.diffBounds ? viewportInfo?.diffBounds?.map((bound) => spreadsheetSkeleton.getRowColumnSegmentByViewBound(bound)) : undefined; const viewRanges = [spreadsheetSkeleton.getRowColumnSegmentByViewBound(viewportInfo?.cacheBound)]; const extensions = this.getExtensionsByOrder(); // At this moment, ctx.transform is at topLeft of sheet content, cell(0, 0) for (const extension of extensions) { const _timeKey = `extension ${viewportInfo.viewportKey}:${extension.constructor.name}`; extension.draw(ctx, parentScale, spreadsheetSkeleton, diffRanges, { viewRanges, checkOutOfViewBound: true, viewportKey: viewportInfo.viewportKey, }); } } override isHit(coord: Vector2) { const oCoord = this.getInverseCoord(coord); const skeleton = this.getSkeleton(); if (!skeleton) { return false; } const { rowHeaderWidth, columnHeaderHeight } = skeleton; if (oCoord.x > rowHeaderWidth && oCoord.y > columnHeaderHeight) { return true; } return false; } override getNoMergeCellPositionByIndex(rowIndex: number, columnIndex: number) { const spreadsheetSkeleton = this.getSkeleton(); if (!spreadsheetSkeleton) { return; } const { rowHeightAccumulation, columnWidthAccumulation, rowHeaderWidth, columnHeaderHeight } = spreadsheetSkeleton; let { startY, endY, startX, endX } = getCellPositionByIndex( rowIndex, columnIndex, rowHeightAccumulation, columnWidthAccumulation ); startY += columnHeaderHeight; endY += columnHeaderHeight; startX += rowHeaderWidth; endX += rowHeaderWidth; return { startY, endY, startX, endX, }; } override getScrollXYByRelativeCoords(coord: Vector2) { const scene = this.getParent() as Scene; let x = 0; let y = 0; const viewPort = scene.findViewportByPosToViewport(coord); if (viewPort) { const actualX = viewPort.viewportScrollX || 0; const actualY = viewPort.viewportScrollY || 0; x += actualX; y += actualY; } return { x, y, }; } isForceDirty(): boolean { return this._forceDirty; } /** * canvas resize & zoom would call forceDirty * @param state */ override makeForceDirty(state = true) { this.makeDirty(state); this._forceDirty = state; } setForceDisableGridlines(disabled: boolean) { this._forceDisableGridlines = disabled; } override getSelectionBounding(startRow: number, startColumn: number, endRow: number, endColumn: number) { return this.getSkeleton()?.getMergeBounding(startRow, startColumn, endRow, endColumn); } /** * Since multiple controllers, not just the sheet-render.controller, invoke spreadsheet.makeDirty() — for instance, the cf.render-controller — it's essential to also call viewport.markDirty() whenever spreadsheet.makeDirty() is triggered. * @param state */ override makeDirty(state: boolean = true) { (this.getParent() as Scene)?.getViewports().forEach((vp) => vp.markDirty(state)); super.makeDirty(state); if (state === false) { this._dirtyBounds = []; } return this; } setDirtyArea(dirtyBounds: IBoundRectNoAngle[]) { this._dirtyBounds = dirtyBounds; } renderByViewport(mainCtx: UniverRenderingContext, viewportInfo: IViewportInfo, spreadsheetSkeleton: SpreadsheetSkeleton) { const { diffBounds, diffX, diffY, viewPortPosition, cacheCanvas, leftOrigin, topOrigin, bufferEdgeX, bufferEdgeY, isDirty: isViewportDirty, isForceDirty: isViewportForceDirty } = viewportInfo as Required; const { rowHeaderWidth, columnHeaderHeight } = spreadsheetSkeleton; const { a: scaleX = 1, d: scaleY = 1 } = mainCtx.getTransform(); const bufferEdgeSizeX = bufferEdgeX * scaleX / window.devicePixelRatio; const bufferEdgeSizeY = bufferEdgeY * scaleY / window.devicePixelRatio; const cacheCtx = cacheCanvas.getContext(); cacheCtx.save(); const { left, top, right, bottom } = viewPortPosition; const dw = right - left + rowHeaderWidth; const dh = bottom - top + columnHeaderHeight; const isForceDirty = isViewportForceDirty || this.isForceDirty(); const isDirty = isViewportDirty || this.isDirty(); if (diffBounds.length === 0 || (diffX === 0 && diffY === 0) || isForceDirty || isDirty) { if (isDirty || isForceDirty) { this.refreshCacheCanvas(viewportInfo, { cacheCanvas, cacheCtx, mainCtx, topOrigin, leftOrigin, bufferEdgeX, bufferEdgeY }); } } else if (diffBounds.length !== 0 || diffX !== 0 || diffY !== 0) { // scrolling && no dirty this.paintNewAreaForScrolling(viewportInfo, { cacheCanvas, cacheCtx, mainCtx, topOrigin, leftOrigin, bufferEdgeX, bufferEdgeY, scaleX, scaleY, columnHeaderHeight, rowHeaderWidth, }); } // support for browser native zoom (only windows has this problem) const sourceLeft = bufferEdgeSizeX * Math.min(1, window.devicePixelRatio); const sourceTop = bufferEdgeSizeY * Math.min(1, window.devicePixelRatio); this._applyCache(cacheCanvas, mainCtx, sourceLeft, sourceTop, dw, dh, left, top, dw, dh); cacheCtx.restore(); } paintNewAreaForScrolling(viewportInfo: IViewportInfo, param: IPaintForScrolling) { const { cacheCanvas, cacheCtx, mainCtx, topOrigin, leftOrigin, bufferEdgeX, bufferEdgeY, scaleX, scaleY, columnHeaderHeight, rowHeaderWidth } = param; const { shouldCacheUpdate, diffCacheBounds, diffX, diffY } = viewportInfo; cacheCtx.save(); cacheCtx.setTransform(1, 0, 0, 1, 0, 0); cacheCtx.globalCompositeOperation = 'copy'; cacheCtx.drawImage(cacheCanvas.getCanvasEle(), diffX * scaleX, diffY * scaleY); cacheCtx.restore(); this._refreshIncrementalState = true; // Reset the ctx position to the spreadsheet content origin before drawing. // trasnlation should be (rowHeaderWidth, colHeaderHeight) at start. const m = mainCtx.getTransform(); cacheCtx.setTransform(m.a, m.b, m.c, m.d, 0, 0); // leftOrigin 是 viewport 相对 sheetcorner 的偏移(不考虑缩放) // - (leftOrigin - bufferEdgeX) ----> 简化 - leftOrigin + bufferEdgeX cacheCtx.translateWithPrecision(m.e / m.a - leftOrigin + bufferEdgeX, m.f / m.d - topOrigin + bufferEdgeY); if (shouldCacheUpdate) { for (const diffBound of diffCacheBounds) { const { left: diffLeft, right: diffRight, bottom: diffBottom, top: diffTop } = diffBound; // this.draw 的时候 ctx.translate 单元格偏移是相对 spreadsheet content // 但是 diffBounds 包括 rowHeader columnWidth, 因此绘制前需要减去行头列头的偏移 const x = diffLeft - rowHeaderWidth; const y = diffTop - columnHeaderHeight; const w = diffRight - diffLeft; const h = diffBottom - diffTop; // w h 必须精确和 diffarea 大小匹配, 否则会造成往回滚时, clear 的区域过大, 导致上一帧有效内容被擦除 cacheCtx.clearRectByPrecision(x, y, w, h); // cacheCtx.fillStyle = this.testGetRandomLightColor(); // cacheCtx.fillRectByPrecision(x, y, w, h); // x, y is diffBounds, means it's relative to scrolling distance. cacheCtx.save(); cacheCtx.beginPath(); cacheCtx.rectByPrecision(x, y, w, h); cacheCtx.closePath(); // The reason for clipping here is to avoid duplicate drawing (otherwise the text would be jagged, especially on Windows) cacheCtx.clip(); this.draw(cacheCtx, { ...viewportInfo, diffBounds: [diffBound], }); cacheCtx.restore(); } } // this.testShowRuler(cacheCtx, viewportInfo); this._refreshIncrementalState = false; } /** * Redraw the entire viewport. */ refreshCacheCanvas(viewportInfo: IViewportInfo, param: IPaintForRefresh) { const { cacheCanvas, cacheCtx, mainCtx, topOrigin, leftOrigin, bufferEdgeX, bufferEdgeY } = param; cacheCtx.save(); cacheCtx.setTransform(1, 0, 0, 1, 0, 0); cacheCanvas.clear(); cacheCtx.restore(); cacheCtx.save(); // 所以 cacheCtx.setTransform 已经包含了 rowHeaderWidth + viewport + scroll 距离 const m = mainCtx.getTransform(); // cacheCtx.setTransform(m.a, m.b, m.c, m.d, m.e, m.f); cacheCtx.setTransform(m.a, m.b, m.c, m.d, 0, 0); // The 'leftOrigin' is the offset of the viewport relative to the sheet corner, which is the position of cell(0, 0), and it does not consider scaling. // - (leftOrigin - bufferEdgeX) ----> - leftOrigin + bufferEdgeX cacheCtx.translateWithPrecision(m.e / m.a - leftOrigin + bufferEdgeX, m.f / m.d - topOrigin + bufferEdgeY); // extension 绘制时按照内容的左上角计算, 不考虑 rowHeaderWidth this.draw(cacheCtx, viewportInfo); // this.testShowRuler(cacheCtx, viewportInfo); cacheCtx.restore(); } override render(mainCtx: UniverRenderingContext, viewportInfo: IViewportInfo) { if (!this.visible) { this.makeDirty(false); return this; } const spreadsheetSkeleton = this.getSkeleton(); if (!spreadsheetSkeleton) { return; } spreadsheetSkeleton.calculateWithoutClearingCache(viewportInfo); const segment = spreadsheetSkeleton.rowColumnSegment; if (!segment) { return; } if ( (segment.startRow === -1 && segment.endRow === -1) || (segment.startColumn === -1 && segment.endColumn === -1) ) { return; } mainCtx.save(); const { rowHeaderWidth, columnHeaderHeight } = spreadsheetSkeleton; mainCtx.translateWithPrecision(rowHeaderWidth, columnHeaderHeight); const { viewportKey } = viewportInfo; // scene --> layer, getObjects --> viewport.render(object) --> spreadsheet // SHEET_COMPONENT_MAIN_LAYER_INDEX = 0; // SHEET_COMPONENT_SELECTION_LAYER_INDEX = 1; // SHEET_COMPONENT_HEADER_LAYER_INDEX = 10; // SHEET_COMPONENT_HEADER_SELECTION_LAYER_INDEX = 11; // ...... // SHEET_COMPONENT_MAIN_LAYER_INDEX spreadsheet this.getObjectsByOrder() ---> [spreadsheet] // SHEET_COMPONENT_HEADER_LAYER_INDEX rowHeader & colHeader & freezeBorder this.getObjectsByOrder() ---> [SpreadsheetRowHeader, SpreadsheetColumnHeader, _Rect..., HeaderMenuResizeShape] // SHEET_COMPONENT_HEADER_SELECTION_LAYER_INDEX selection this.getObjectsByOrder() ---> [_Rect, Group] // SpreadsheetRowHeader SpreadsheetColumnHeader is not render by spreadsheet if (this.sheetContentViewport().includes(viewportKey as SHEET_VIEWPORT_KEY)) { if (viewportInfo && viewportInfo.cacheCanvas) { this.renderByViewport(mainCtx, viewportInfo, spreadsheetSkeleton); } else { this._draw(mainCtx, viewportInfo); } } else if (this.sheetHeaderViewport().includes(viewportKey as SHEET_VIEWPORT_KEY)) { // doing nothing, other components(SpreadsheetRowHeader...) will render } else { // embed in doc & slide // 现阶段 embed 开启贴图有问题, 3f12ad80188a83283bcd95c65e6c5dcc2d23ad72 if (viewportInfo && viewportInfo.cacheCanvas) { this.renderByViewport(mainCtx, viewportInfo, spreadsheetSkeleton); } else { this._draw(mainCtx, viewportInfo); } } mainCtx.restore(); return this; } /** * applyCache from cache canvas * @param cacheCanvas Source Image * @param ctx MainCtx * @param sx * @param sy * @param sw * @param sh * @param dx * @param dy * @param dw * @param dh */ protected _applyCache( cacheCanvas: Canvas, ctx: UniverRenderingContext, sx: number = 0, sy: number = 0, sw: number = 0, sh: number = 0, dx: number = 0, dy: number = 0, dw: number = 0, dh: number = 0 ) { if (!ctx) { return; } const pixelRatio = cacheCanvas.getPixelRatio(); const cacheCtx = cacheCanvas.getContext(); cacheCtx.save(); ctx.save(); ctx.setTransform(1, 0, 0, 1, 0, 0); cacheCtx.setTransform(1, 0, 0, 1, 0, 0); const fn = (num: number, scale: number) => { return Math.round(num * scale); }; ctx.imageSmoothingEnabled = false; // ctx.imageSmoothingEnabled = true; // ctx.imageSmoothingQuality = 'high'; ctx.drawImage( cacheCanvas.getCanvasEle(), fn(sx, pixelRatio), fn(sy, pixelRatio), sw * pixelRatio, sh * pixelRatio, fn(dx, pixelRatio), fn(dy, pixelRatio), dw * pixelRatio, dh * pixelRatio ); ctx.restore(); cacheCtx.restore(); } protected override _draw(ctx: UniverRenderingContext, bounds?: IViewportInfo) { this.draw(ctx, bounds!); } private _getAncestorSize() { const parent = this._getAncestorParent(); if (!parent) { return; } if (parent.classType === RENDER_CLASS_TYPE.ENGINE) { const mainCanvas = (parent as Engine).getCanvas(); return { width: mainCanvas.getWidth(), height: mainCanvas.getHeight(), }; } if (parent.classType === RENDER_CLASS_TYPE.SCENE_VIEWER) { return { width: parent.width, height: parent.height, }; } } private _getAncestorParent(): Nullable { let parent: any = this.parent; while (parent) { if (parent.classType === RENDER_CLASS_TYPE.ENGINE || parent.classType === RENDER_CLASS_TYPE.SCENE_VIEWER) { return parent as Nullable; } parent = parent?.getParent && parent?.getParent(); } } private _initialDefaultExtension() { SpreadsheetExtensionRegistry.getData() .sort(sortRules) .forEach((Extension) => { this.register(new Extension()); }); // this._borderAuxiliaryExtension = this.getExtensionByKey('DefaultBorderAuxiliaryExtension') as BorderAuxiliary; this._backgroundExtension = this.getExtensionByKey('DefaultBackgroundExtension') as Background; this._borderExtension = this.getExtensionByKey('DefaultBorderExtension') as Border; this._fontExtension = this.getExtensionByKey('DefaultFontExtension') as Font; } /** * draw gridlines * @param ctx */ // eslint-disable-next-line max-lines-per-function private _drawAuxiliary(ctx: UniverRenderingContext) { const spreadsheetSkeleton = this.getSkeleton(); if (spreadsheetSkeleton == null) { return; } const { rowColumnSegment, dataMergeCache, overflowCache, showGridlines } = spreadsheetSkeleton; const { startRow, endRow, startColumn, endColumn } = rowColumnSegment; if (!spreadsheetSkeleton || showGridlines === BooleanNumber.FALSE || this._forceDisableGridlines) { return; } const { rowHeightAccumulation, columnTotalWidth, columnWidthAccumulation, rowTotalHeight } = spreadsheetSkeleton; if ( !rowHeightAccumulation || !columnWidthAccumulation || columnTotalWidth === undefined || rowTotalHeight === undefined ) { return; } ctx.save(); ctx.setLineWidthByPrecision(1); // TODO@jikkai: these should be configurable ctx.strokeStyle = getColor([214, 216, 219]); const columnWidthAccumulationLength = columnWidthAccumulation.length; const rowHeightAccumulationLength = rowHeightAccumulation.length; const EXTRA_BOUND = 0.4; const rowCount = endRow - startRow + 1; const columnCount = endColumn - startColumn + 1; const extraRowCount = Math.ceil(rowCount * EXTRA_BOUND); const extraColumnCount = Math.ceil(columnCount * EXTRA_BOUND); const rowStart = Math.max(Math.floor(startRow - extraRowCount), 0); const rowEnd = Math.min(Math.ceil(endRow + extraRowCount), rowHeightAccumulationLength - 1); const columnEnd = Math.min(Math.ceil(endColumn + (extraColumnCount)), columnWidthAccumulationLength - 1); const columnStart = Math.max(Math.floor(startColumn - (extraColumnCount)), 0); const startX = columnWidthAccumulation[columnStart - 1] || 0; const startY = rowHeightAccumulation[rowStart - 1] || 0; const endX = columnWidthAccumulation[columnEnd]; const endY = rowHeightAccumulation[rowEnd]; ctx.translateWithPrecisionRatio(FIX_ONE_PIXEL_BLUR_OFFSET, FIX_ONE_PIXEL_BLUR_OFFSET); ctx.beginPath(); ctx.moveToByPrecision(startX, startY); ctx.lineToByPrecision(endX, startY); ctx.moveToByPrecision(startX, startY); ctx.lineToByPrecision(startX, endY); ctx.closePathByEnv(); ctx.stroke(); for (let r = rowStart; r <= rowEnd; r++) { if (r < 0 || r > rowHeightAccumulationLength - 1) { continue; } const rowEndPosition = rowHeightAccumulation[r]; ctx.beginPath(); ctx.moveToByPrecision(startX, rowEndPosition); ctx.lineToByPrecision(endX, rowEndPosition); ctx.closePathByEnv(); ctx.stroke(); } for (let c = columnStart; c <= columnEnd; c++) { if (c < 0 || c > columnWidthAccumulationLength - 1) { continue; } const columnEndPosition = columnWidthAccumulation[c]; ctx.beginPath(); ctx.moveToByPrecision(columnEndPosition, startY); ctx.lineToByPrecision(columnEndPosition, endY); ctx.closePathByEnv(); ctx.stroke(); } // console.log('xx2', scaleX, scaleY, columnTotalWidth, rowTotalHeight, rowHeightAccumulation, columnWidthAccumulation); // border?.forValue((rowIndex, columnIndex, borderCaches) => { // if (!borderCaches) { // return true; // } // const cellInfo = spreadsheetSkeleton.getCellByIndexWithNoHeader(rowIndex, columnIndex); // let { startY, endY, startX, endX } = cellInfo; // const { isMerged, isMergedMainCell, mergeInfo } = cellInfo; // if (isMerged) { // return true; // } // if (isMergedMainCell) { // startY = mergeInfo.startY; // endY = mergeInfo.endY; // startX = mergeInfo.startX; // endX = mergeInfo.endX; // } // if (!(mergeInfo.startRow >= rowStart && mergeInfo.endRow <= rowEnd)) { // return true; // } // for (const key in borderCaches) { // const { type } = borderCaches[key] as BorderCacheItem; // clearLineByBorderType(ctx, type, { startX, startY, endX, endY }); // } // }); // Clearing the dashed line issue caused by overlaid auxiliary lines and strokes // merge cell this._clearRectangle(ctx, rowHeightAccumulation, columnWidthAccumulation, dataMergeCache); // overflow cell this._clearRectangle(ctx, rowHeightAccumulation, columnWidthAccumulation, overflowCache.toNativeArray()); // this._clearBackground(ctx, backgroundPositions); ctx.restore(); } /** * Clear the guide lines within a range in the table, to make room for merged cells and overflow. */ private _clearRectangle( ctx: UniverRenderingContext, rowHeightAccumulation: number[], columnWidthAccumulation: number[], dataMergeCache?: IRange[] ) { if (dataMergeCache == null) { return; } for (const dataCache of dataMergeCache) { const { startRow, endRow, startColumn, endColumn } = dataCache; const startY = rowHeightAccumulation[startRow - 1] || 0; const endY = rowHeightAccumulation[endRow] || rowHeightAccumulation[rowHeightAccumulation.length - 1]; const startX = columnWidthAccumulation[startColumn - 1] || 0; const endX = columnWidthAccumulation[endColumn] || columnWidthAccumulation[columnWidthAccumulation.length - 1]; ctx.clearRectByPrecision(startX, startY, endX - startX, endY - startY); // After ClearRect, the lines will become thinner, and the lines will be repaired below. ctx.beginPath(); ctx.moveToByPrecision(startX, startY); ctx.lineToByPrecision(endX, startY); ctx.lineToByPrecision(endX, endY); ctx.lineToByPrecision(startX, endY); ctx.lineToByPrecision(startX, startY); ctx.stroke(); ctx.closePath(); } } private _clearBackground(ctx: UniverRenderingContext, backgroundPositions?: ObjectMatrix) { backgroundPositions?.forValue((row, column, cellInfo) => { let { startY, endY, startX, endX } = cellInfo; const { isMerged, isMergedMainCell, mergeInfo } = cellInfo; if (isMerged) { return true; } if (isMergedMainCell) { startY = mergeInfo.startY; endY = mergeInfo.endY; startX = mergeInfo.startX; endX = mergeInfo.endX; } ctx.clearRectForTexture(startX, startY, endX - startX + 0.5, endY - startY + 0.5); }); } sheetContentViewport() { return [SHEET_VIEWPORT_KEY.VIEW_MAIN, SHEET_VIEWPORT_KEY.VIEW_MAIN_LEFT_TOP, SHEET_VIEWPORT_KEY.VIEW_MAIN_TOP, SHEET_VIEWPORT_KEY.VIEW_MAIN_LEFT]; } sheetHeaderViewport() { return [SHEET_VIEWPORT_KEY.VIEW_ROW_TOP, SHEET_VIEWPORT_KEY.VIEW_ROW_BOTTOM, SHEET_VIEWPORT_KEY.VIEW_COLUMN_LEFT, SHEET_VIEWPORT_KEY.VIEW_COLUMN_RIGHT, SHEET_VIEWPORT_KEY.VIEW_LEFT_TOP]; } testShowRuler(cacheCtx: UniverRenderingContext, viewportInfo: IViewportInfo): void { const { cacheBound } = viewportInfo; const spreadsheetSkeleton = this.getSkeleton()!; const { rowHeaderWidth, columnHeaderHeight } = spreadsheetSkeleton; const { left, top, right, bottom } = cacheBound; const findClosestHundred = (number: number) => { const remainder = number % 100; return number + (100 - remainder); }; const startX = findClosestHundred(left); const endX = findClosestHundred(right); const startY = findClosestHundred(top); const endY = findClosestHundred(bottom); cacheCtx.save(); cacheCtx.beginPath(); cacheCtx.strokeStyle = '#000000'; cacheCtx.fillStyle = '#000000'; cacheCtx.font = '16px Arial'; cacheCtx.lineWidth = 1; cacheCtx.textAlign = 'center'; cacheCtx.textBaseline = 'middle'; for (let i = startX; i <= endX; i += 50) { cacheCtx.beginPath(); cacheCtx.strokeStyle = (i % 100 === 0) ? 'red' : '#aaa'; cacheCtx.moveTo(i - rowHeaderWidth, top - columnHeaderHeight); cacheCtx.lineTo(i - rowHeaderWidth, bottom - columnHeaderHeight); cacheCtx.stroke(); cacheCtx.closePath(); } for (let j = startY; j <= endY; j += 50) { cacheCtx.beginPath(); cacheCtx.strokeStyle = (j % 100 === 0) ? 'red' : '#aaa'; cacheCtx.moveTo(left - rowHeaderWidth, j - columnHeaderHeight); cacheCtx.lineTo(right - rowHeaderWidth, j - columnHeaderHeight); cacheCtx.stroke(); cacheCtx.closePath(); } cacheCtx.fillStyle = '#666'; for (let i = startX; i <= endX; i += 100) { for (let j = startY; j <= endY; j += 100) { cacheCtx.fillText(`${i},${j}`, i - rowHeaderWidth, j - columnHeaderHeight); } } // start // cacheCtx.textAlign = 'left'; // for (let j = startY; j <= endY; j += 100) { // cacheCtx.clearRect(left - rowHeaderWidth, j - columnHeaderHeight - 15, 30, 30); // cacheCtx.fillText(`${left}`, left - rowHeaderWidth, j - columnHeaderHeight); // } cacheCtx.closePath(); cacheCtx.restore(); } testGetRandomLightColor(): string { const letters = 'ABCDEF'; let color = '#'; for (let i = 0; i < 6; i++) { color += letters[Math.floor(Math.random() * 6)]; } const r = Number.parseInt(color.substring(1, 3), 16); const g = Number.parseInt(color.substring(3, 5), 16); const b = Number.parseInt(color.substring(5, 7), 16); if (r + g + b < 610) { return this.testGetRandomLightColor(); // 递归调用直到生成足够亮的颜色 } return color; }}\r\n", - "textRuns": [ - { - "st": 0, - "ed": 29475, - "ts": { - "cl": { - "rgb": "rgb(93,93,95)" - }, - "bg": { - "rgb": "rgb(235,238,245)" - }, - "ff": "\"Jetbrains Mono\", Menlo, \"Lucida Console\", Monaco, \"Source Han Sans SC\", \"PingFang SC\", monospace, Menlo, Monaco, \"Courier New\", monospace", - "fs": 10.5 - } - } - ], - "paragraphs": [ - { - "startIndex": 29475, - "paragraphStyle": { - "horizontalAlign": 0 - } - } - ], - "customRanges": [], - "customDecorations": [] - }, - "drawings": {}, - "drawingsOrder": [], - "settings": { - "zoomRatio": 1 - }, - "resources": [ - { - "name": "SHEET_THREAD_COMMENT_PLUGIN", - "data": "{}" - }, - { - "name": "DOC_HYPER_LINK_PLUGIN", - "data": "{\"links\":[]}" - }, - { - "name": "SHEET_AuthzIoMockService_PLUGIN", - "data": "{}" - } - ] - } - } - }, - "49": { - "0": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "1": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "2": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "3": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "4": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "5": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "6": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "7": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "8": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "9": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "10": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "11": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "12": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "13": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "14": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "15": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "16": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "17": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "18": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "19": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "20": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "21": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "22": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "23": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "24": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "25": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "26": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "27": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "28": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "29": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "30": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "31": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "32": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "33": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "34": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "35": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "36": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "37": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "38": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "39": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "40": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "41": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "42": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "43": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "44": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "45": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "46": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "47": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "48": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "49": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "50": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "51": { - "v": 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"marginRight": 2, - "marginLeft": 2, - "renderConfig": { - "horizontalAlign": 0, - "verticalAlign": 0, - "centerAngle": 0, - "vertexAngle": 0, - "wrapStrategy": 0 - } - }, - "body": { - "dataStream": "/** * Copyright 2023-present DreamNum Inc. * * Licensed under the Apache License, Version 2.0 (the \"License\"); * you may not use this file except in compliance with the License. * You may obtain a copy of the License at * * http://www.apache.org/licenses/LICENSE-2.0 * * Unless required by applicable law or agreed to in writing, software * distributed under the License is distributed on an \"AS IS\" BASIS, * WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. * See the License for the specific language governing permissions and * limitations under the License. */import type { IRange, ISelectionCellWithMergeInfo, Nullable, ObjectMatrix } from '@univerjs/core';import { BooleanNumber, sortRules } from '@univerjs/core';import { FIX_ONE_PIXEL_BLUR_OFFSET, RENDER_CLASS_TYPE } from '../../basics/const';// import { clearLineByBorderType } from '../../basics/draw';import { getCellPositionByIndex, getColor } from '../../basics/tools';import type { IBoundRectNoAngle, IViewportInfo, Vector2 } from '../../basics/vector2';import type { Canvas } from '../../canvas';import type { UniverRenderingContext } from '../../context';import type { Engine } from '../../engine';import type { Scene } from '../../scene';import type { SceneViewer } from '../../scene-viewer';import { Documents } from '../docs/document';import { SpreadsheetExtensionRegistry } from '../extension';import type { Background } from './extensions/background';import type { Border } from './extensions/border';import type { Font } from './extensions/font';// import type { BorderCacheItem } from './interfaces';import { SheetComponent } from './sheet-component';import type { SpreadsheetSkeleton } from './sheet-skeleton';import { type IPaintForRefresh, type IPaintForScrolling, SHEET_VIEWPORT_KEY } from './interfaces';const OBJECT_KEY = '__SHEET_EXTENSION_FONT_DOCUMENT_INSTANCE__';export class Spreadsheet extends SheetComponent { private _backgroundExtension!: Background; private _borderExtension!: Border; private _fontExtension!: Font; private _refreshIncrementalState = false; private _dirtyBounds: IBoundRectNoAngle[] = []; private _forceDisableGridlines = false; private _documents: Documents = new Documents(OBJECT_KEY, undefined, { pageMarginLeft: 0, pageMarginTop: 0, }); isPrinting = false; constructor( oKey: string, spreadsheetSkeleton?: SpreadsheetSkeleton, private _allowCache: boolean = true ) { super(oKey, spreadsheetSkeleton); this._initialDefaultExtension(); this.makeDirty(true); } get backgroundExtension() { return this._backgroundExtension; } get borderExtension() { return this._borderExtension; } get fontExtension() { return this._fontExtension; } override getDocuments() { return this._documents; } get allowCache() { return this._allowCache; } get forceDisableGridlines() { return this._forceDisableGridlines; } /** * TODO: DR-Univer, fix as unknown as */ override dispose() { super.dispose(); this._documents?.dispose(); this._documents = null as unknown as Documents; this._backgroundExtension = null as unknown as Background; this._borderExtension = null as unknown as Border; this._fontExtension = null as unknown as Font; } /** * draw by viewport * cacheBound ---> viewBound * diffCacheBounds ---> diffRange * @param ctx * @param viewportInfo */ override draw(ctx: UniverRenderingContext, viewportInfo: IViewportInfo) { // const { parent = { scaleX: 1, scaleY: 1 } } = this; // const mergeData = this.getMergeData(); // const showGridlines = this.getShowGridlines() || 1; const spreadsheetSkeleton = this.getSkeleton(); if (!spreadsheetSkeleton) { return; } this._drawAuxiliary(ctx); const parentScale = this.getParentScale(); const diffRanges = this._refreshIncrementalState && viewportInfo?.diffBounds ? viewportInfo?.diffBounds?.map((bound) => spreadsheetSkeleton.getRowColumnSegmentByViewBound(bound)) : undefined; const viewRanges = [spreadsheetSkeleton.getRowColumnSegmentByViewBound(viewportInfo?.cacheBound)]; const extensions = this.getExtensionsByOrder(); // At this moment, ctx.transform is at topLeft of sheet content, cell(0, 0) for (const extension of extensions) { const _timeKey = `extension ${viewportInfo.viewportKey}:${extension.constructor.name}`; extension.draw(ctx, parentScale, spreadsheetSkeleton, diffRanges, { viewRanges, checkOutOfViewBound: true, viewportKey: viewportInfo.viewportKey, }); } } override isHit(coord: Vector2) { const oCoord = this.getInverseCoord(coord); const skeleton = this.getSkeleton(); if (!skeleton) { return false; } const { rowHeaderWidth, columnHeaderHeight } = skeleton; if (oCoord.x > rowHeaderWidth && oCoord.y > columnHeaderHeight) { return true; } return false; } override getNoMergeCellPositionByIndex(rowIndex: number, columnIndex: number) { const spreadsheetSkeleton = this.getSkeleton(); if (!spreadsheetSkeleton) { return; } const { rowHeightAccumulation, columnWidthAccumulation, rowHeaderWidth, columnHeaderHeight } = spreadsheetSkeleton; let { startY, endY, startX, endX } = getCellPositionByIndex( rowIndex, columnIndex, rowHeightAccumulation, columnWidthAccumulation ); startY += columnHeaderHeight; endY += columnHeaderHeight; startX += rowHeaderWidth; endX += rowHeaderWidth; return { startY, endY, startX, endX, }; } override getScrollXYByRelativeCoords(coord: Vector2) { const scene = this.getParent() as Scene; let x = 0; let y = 0; const viewPort = scene.findViewportByPosToViewport(coord); if (viewPort) { const actualX = viewPort.viewportScrollX || 0; const actualY = viewPort.viewportScrollY || 0; x += actualX; y += actualY; } return { x, y, }; } isForceDirty(): boolean { return this._forceDirty; } /** * canvas resize & zoom would call forceDirty * @param state */ override makeForceDirty(state = true) { this.makeDirty(state); this._forceDirty = state; } setForceDisableGridlines(disabled: boolean) { this._forceDisableGridlines = disabled; } override getSelectionBounding(startRow: number, startColumn: number, endRow: number, endColumn: number) { return this.getSkeleton()?.getMergeBounding(startRow, startColumn, endRow, endColumn); } /** * Since multiple controllers, not just the sheet-render.controller, invoke spreadsheet.makeDirty() — for instance, the cf.render-controller — it's essential to also call viewport.markDirty() whenever spreadsheet.makeDirty() is triggered. * @param state */ override makeDirty(state: boolean = true) { (this.getParent() as Scene)?.getViewports().forEach((vp) => vp.markDirty(state)); super.makeDirty(state); if (state === false) { this._dirtyBounds = []; } return this; } setDirtyArea(dirtyBounds: IBoundRectNoAngle[]) { this._dirtyBounds = dirtyBounds; } renderByViewport(mainCtx: UniverRenderingContext, viewportInfo: IViewportInfo, spreadsheetSkeleton: SpreadsheetSkeleton) { const { diffBounds, diffX, diffY, viewPortPosition, cacheCanvas, leftOrigin, topOrigin, bufferEdgeX, bufferEdgeY, isDirty: isViewportDirty, isForceDirty: isViewportForceDirty } = viewportInfo as Required; const { rowHeaderWidth, columnHeaderHeight } = spreadsheetSkeleton; const { a: scaleX = 1, d: scaleY = 1 } = mainCtx.getTransform(); const bufferEdgeSizeX = bufferEdgeX * scaleX / window.devicePixelRatio; const bufferEdgeSizeY = bufferEdgeY * scaleY / window.devicePixelRatio; const cacheCtx = cacheCanvas.getContext(); cacheCtx.save(); const { left, top, right, bottom } = viewPortPosition; const dw = right - left + rowHeaderWidth; const dh = bottom - top + columnHeaderHeight; const isForceDirty = isViewportForceDirty || this.isForceDirty(); const isDirty = isViewportDirty || this.isDirty(); if (diffBounds.length === 0 || (diffX === 0 && diffY === 0) || isForceDirty || isDirty) { if (isDirty || isForceDirty) { this.refreshCacheCanvas(viewportInfo, { cacheCanvas, cacheCtx, mainCtx, topOrigin, leftOrigin, bufferEdgeX, bufferEdgeY }); } } else if (diffBounds.length !== 0 || diffX !== 0 || diffY !== 0) { // scrolling && no dirty this.paintNewAreaForScrolling(viewportInfo, { cacheCanvas, cacheCtx, mainCtx, topOrigin, leftOrigin, bufferEdgeX, bufferEdgeY, scaleX, scaleY, columnHeaderHeight, rowHeaderWidth, }); } // support for browser native zoom (only windows has this problem) const sourceLeft = bufferEdgeSizeX * Math.min(1, window.devicePixelRatio); const sourceTop = bufferEdgeSizeY * Math.min(1, window.devicePixelRatio); this._applyCache(cacheCanvas, mainCtx, sourceLeft, sourceTop, dw, dh, left, top, dw, dh); cacheCtx.restore(); } paintNewAreaForScrolling(viewportInfo: IViewportInfo, param: IPaintForScrolling) { const { cacheCanvas, cacheCtx, mainCtx, topOrigin, leftOrigin, bufferEdgeX, bufferEdgeY, scaleX, scaleY, columnHeaderHeight, rowHeaderWidth } = param; const { shouldCacheUpdate, diffCacheBounds, diffX, diffY } = viewportInfo; cacheCtx.save(); cacheCtx.setTransform(1, 0, 0, 1, 0, 0); cacheCtx.globalCompositeOperation = 'copy'; cacheCtx.drawImage(cacheCanvas.getCanvasEle(), diffX * scaleX, diffY * scaleY); cacheCtx.restore(); this._refreshIncrementalState = true; // Reset the ctx position to the spreadsheet content origin before drawing. // trasnlation should be (rowHeaderWidth, colHeaderHeight) at start. const m = mainCtx.getTransform(); cacheCtx.setTransform(m.a, m.b, m.c, m.d, 0, 0); // leftOrigin 是 viewport 相对 sheetcorner 的偏移(不考虑缩放) // - (leftOrigin - bufferEdgeX) ----> 简化 - leftOrigin + bufferEdgeX cacheCtx.translateWithPrecision(m.e / m.a - leftOrigin + bufferEdgeX, m.f / m.d - topOrigin + bufferEdgeY); if (shouldCacheUpdate) { for (const diffBound of diffCacheBounds) { const { left: diffLeft, right: diffRight, bottom: diffBottom, top: diffTop } = diffBound; // this.draw 的时候 ctx.translate 单元格偏移是相对 spreadsheet content // 但是 diffBounds 包括 rowHeader columnWidth, 因此绘制前需要减去行头列头的偏移 const x = diffLeft - rowHeaderWidth; const y = diffTop - columnHeaderHeight; const w = diffRight - diffLeft; const h = diffBottom - diffTop; // w h 必须精确和 diffarea 大小匹配, 否则会造成往回滚时, clear 的区域过大, 导致上一帧有效内容被擦除 cacheCtx.clearRectByPrecision(x, y, w, h); // cacheCtx.fillStyle = this.testGetRandomLightColor(); // cacheCtx.fillRectByPrecision(x, y, w, h); // x, y is diffBounds, means it's relative to scrolling distance. cacheCtx.save(); cacheCtx.beginPath(); cacheCtx.rectByPrecision(x, y, w, h); cacheCtx.closePath(); // The reason for clipping here is to avoid duplicate drawing (otherwise the text would be jagged, especially on Windows) cacheCtx.clip(); this.draw(cacheCtx, { ...viewportInfo, diffBounds: [diffBound], }); cacheCtx.restore(); } } // this.testShowRuler(cacheCtx, viewportInfo); this._refreshIncrementalState = false; } /** * Redraw the entire viewport. */ refreshCacheCanvas(viewportInfo: IViewportInfo, param: IPaintForRefresh) { const { cacheCanvas, cacheCtx, mainCtx, topOrigin, leftOrigin, bufferEdgeX, bufferEdgeY } = param; cacheCtx.save(); cacheCtx.setTransform(1, 0, 0, 1, 0, 0); cacheCanvas.clear(); cacheCtx.restore(); cacheCtx.save(); // 所以 cacheCtx.setTransform 已经包含了 rowHeaderWidth + viewport + scroll 距离 const m = mainCtx.getTransform(); // cacheCtx.setTransform(m.a, m.b, m.c, m.d, m.e, m.f); cacheCtx.setTransform(m.a, m.b, m.c, m.d, 0, 0); // The 'leftOrigin' is the offset of the viewport relative to the sheet corner, which is the position of cell(0, 0), and it does not consider scaling. // - (leftOrigin - bufferEdgeX) ----> - leftOrigin + bufferEdgeX cacheCtx.translateWithPrecision(m.e / m.a - leftOrigin + bufferEdgeX, m.f / m.d - topOrigin + bufferEdgeY); // extension 绘制时按照内容的左上角计算, 不考虑 rowHeaderWidth this.draw(cacheCtx, viewportInfo); // this.testShowRuler(cacheCtx, viewportInfo); cacheCtx.restore(); } override render(mainCtx: UniverRenderingContext, viewportInfo: IViewportInfo) { if (!this.visible) { this.makeDirty(false); return this; } const spreadsheetSkeleton = this.getSkeleton(); if (!spreadsheetSkeleton) { return; } spreadsheetSkeleton.calculateWithoutClearingCache(viewportInfo); const segment = spreadsheetSkeleton.rowColumnSegment; if (!segment) { return; } if ( (segment.startRow === -1 && segment.endRow === -1) || (segment.startColumn === -1 && segment.endColumn === -1) ) { return; } mainCtx.save(); const { rowHeaderWidth, columnHeaderHeight } = spreadsheetSkeleton; mainCtx.translateWithPrecision(rowHeaderWidth, columnHeaderHeight); const { viewportKey } = viewportInfo; // scene --> layer, getObjects --> viewport.render(object) --> spreadsheet // SHEET_COMPONENT_MAIN_LAYER_INDEX = 0; // SHEET_COMPONENT_SELECTION_LAYER_INDEX = 1; // SHEET_COMPONENT_HEADER_LAYER_INDEX = 10; // SHEET_COMPONENT_HEADER_SELECTION_LAYER_INDEX = 11; // ...... // SHEET_COMPONENT_MAIN_LAYER_INDEX spreadsheet this.getObjectsByOrder() ---> [spreadsheet] // SHEET_COMPONENT_HEADER_LAYER_INDEX rowHeader & colHeader & freezeBorder this.getObjectsByOrder() ---> [SpreadsheetRowHeader, SpreadsheetColumnHeader, _Rect..., HeaderMenuResizeShape] // SHEET_COMPONENT_HEADER_SELECTION_LAYER_INDEX selection this.getObjectsByOrder() ---> [_Rect, Group] // SpreadsheetRowHeader SpreadsheetColumnHeader is not render by spreadsheet if (this.sheetContentViewport().includes(viewportKey as SHEET_VIEWPORT_KEY)) { if (viewportInfo && viewportInfo.cacheCanvas) { this.renderByViewport(mainCtx, viewportInfo, spreadsheetSkeleton); } else { this._draw(mainCtx, viewportInfo); } } else if (this.sheetHeaderViewport().includes(viewportKey as SHEET_VIEWPORT_KEY)) { // doing nothing, other components(SpreadsheetRowHeader...) will render } else { // embed in doc & slide // 现阶段 embed 开启贴图有问题, 3f12ad80188a83283bcd95c65e6c5dcc2d23ad72 if (viewportInfo && viewportInfo.cacheCanvas) { this.renderByViewport(mainCtx, viewportInfo, spreadsheetSkeleton); } else { this._draw(mainCtx, viewportInfo); } } mainCtx.restore(); return this; } /** * applyCache from cache canvas * @param cacheCanvas Source Image * @param ctx MainCtx * @param sx * @param sy * @param sw * @param sh * @param dx * @param dy * @param dw * @param dh */ protected _applyCache( cacheCanvas: Canvas, ctx: UniverRenderingContext, sx: number = 0, sy: number = 0, sw: number = 0, sh: number = 0, dx: number = 0, dy: number = 0, dw: number = 0, dh: number = 0 ) { if (!ctx) { return; } const pixelRatio = cacheCanvas.getPixelRatio(); const cacheCtx = cacheCanvas.getContext(); cacheCtx.save(); ctx.save(); ctx.setTransform(1, 0, 0, 1, 0, 0); cacheCtx.setTransform(1, 0, 0, 1, 0, 0); const fn = (num: number, scale: number) => { return Math.round(num * scale); }; ctx.imageSmoothingEnabled = false; // ctx.imageSmoothingEnabled = true; // ctx.imageSmoothingQuality = 'high'; ctx.drawImage( cacheCanvas.getCanvasEle(), fn(sx, pixelRatio), fn(sy, pixelRatio), sw * pixelRatio, sh * pixelRatio, fn(dx, pixelRatio), fn(dy, pixelRatio), dw * pixelRatio, dh * pixelRatio ); ctx.restore(); cacheCtx.restore(); } protected override _draw(ctx: UniverRenderingContext, bounds?: IViewportInfo) { this.draw(ctx, bounds!); } private _getAncestorSize() { const parent = this._getAncestorParent(); if (!parent) { return; } if (parent.classType === RENDER_CLASS_TYPE.ENGINE) { const mainCanvas = (parent as Engine).getCanvas(); return { width: mainCanvas.getWidth(), height: mainCanvas.getHeight(), }; } if (parent.classType === RENDER_CLASS_TYPE.SCENE_VIEWER) { return { width: parent.width, height: parent.height, }; } } private _getAncestorParent(): Nullable { let parent: any = this.parent; while (parent) { if (parent.classType === RENDER_CLASS_TYPE.ENGINE || parent.classType === RENDER_CLASS_TYPE.SCENE_VIEWER) { return parent as Nullable; } parent = parent?.getParent && parent?.getParent(); } } private _initialDefaultExtension() { SpreadsheetExtensionRegistry.getData() .sort(sortRules) .forEach((Extension) => { this.register(new Extension()); }); // this._borderAuxiliaryExtension = this.getExtensionByKey('DefaultBorderAuxiliaryExtension') as BorderAuxiliary; this._backgroundExtension = this.getExtensionByKey('DefaultBackgroundExtension') as Background; this._borderExtension = this.getExtensionByKey('DefaultBorderExtension') as Border; this._fontExtension = this.getExtensionByKey('DefaultFontExtension') as Font; } /** * draw gridlines * @param ctx */ // eslint-disable-next-line max-lines-per-function private _drawAuxiliary(ctx: UniverRenderingContext) { const spreadsheetSkeleton = this.getSkeleton(); if (spreadsheetSkeleton == null) { return; } const { rowColumnSegment, dataMergeCache, overflowCache, showGridlines } = spreadsheetSkeleton; const { startRow, endRow, startColumn, endColumn } = rowColumnSegment; if (!spreadsheetSkeleton || showGridlines === BooleanNumber.FALSE || this._forceDisableGridlines) { return; } const { rowHeightAccumulation, columnTotalWidth, columnWidthAccumulation, rowTotalHeight } = spreadsheetSkeleton; if ( !rowHeightAccumulation || !columnWidthAccumulation || columnTotalWidth === undefined || rowTotalHeight === undefined ) { return; } ctx.save(); ctx.setLineWidthByPrecision(1); // TODO@jikkai: these should be configurable ctx.strokeStyle = getColor([214, 216, 219]); const columnWidthAccumulationLength = columnWidthAccumulation.length; const rowHeightAccumulationLength = rowHeightAccumulation.length; const EXTRA_BOUND = 0.4; const rowCount = endRow - startRow + 1; const columnCount = endColumn - startColumn + 1; const extraRowCount = Math.ceil(rowCount * EXTRA_BOUND); const extraColumnCount = Math.ceil(columnCount * EXTRA_BOUND); const rowStart = Math.max(Math.floor(startRow - extraRowCount), 0); const rowEnd = Math.min(Math.ceil(endRow + extraRowCount), rowHeightAccumulationLength - 1); const columnEnd = Math.min(Math.ceil(endColumn + (extraColumnCount)), columnWidthAccumulationLength - 1); const columnStart = Math.max(Math.floor(startColumn - (extraColumnCount)), 0); const startX = columnWidthAccumulation[columnStart - 1] || 0; const startY = rowHeightAccumulation[rowStart - 1] || 0; const endX = columnWidthAccumulation[columnEnd]; const endY = rowHeightAccumulation[rowEnd]; ctx.translateWithPrecisionRatio(FIX_ONE_PIXEL_BLUR_OFFSET, FIX_ONE_PIXEL_BLUR_OFFSET); ctx.beginPath(); ctx.moveToByPrecision(startX, startY); ctx.lineToByPrecision(endX, startY); ctx.moveToByPrecision(startX, startY); ctx.lineToByPrecision(startX, endY); ctx.closePathByEnv(); ctx.stroke(); for (let r = rowStart; r <= rowEnd; r++) { if (r < 0 || r > rowHeightAccumulationLength - 1) { continue; } const rowEndPosition = rowHeightAccumulation[r]; ctx.beginPath(); ctx.moveToByPrecision(startX, rowEndPosition); ctx.lineToByPrecision(endX, rowEndPosition); ctx.closePathByEnv(); ctx.stroke(); } for (let c = columnStart; c <= columnEnd; c++) { if (c < 0 || c > columnWidthAccumulationLength - 1) { continue; } const columnEndPosition = columnWidthAccumulation[c]; ctx.beginPath(); ctx.moveToByPrecision(columnEndPosition, startY); ctx.lineToByPrecision(columnEndPosition, endY); ctx.closePathByEnv(); ctx.stroke(); } // console.log('xx2', scaleX, scaleY, columnTotalWidth, rowTotalHeight, rowHeightAccumulation, columnWidthAccumulation); // border?.forValue((rowIndex, columnIndex, borderCaches) => { // if (!borderCaches) { // return true; // } // const cellInfo = spreadsheetSkeleton.getCellByIndexWithNoHeader(rowIndex, columnIndex); // let { startY, endY, startX, endX } = cellInfo; // const { isMerged, isMergedMainCell, mergeInfo } = cellInfo; // if (isMerged) { // return true; // } // if (isMergedMainCell) { // startY = mergeInfo.startY; // endY = mergeInfo.endY; // startX = mergeInfo.startX; // endX = mergeInfo.endX; // } // if (!(mergeInfo.startRow >= rowStart && mergeInfo.endRow <= rowEnd)) { // return true; // } // for (const key in borderCaches) { // const { type } = borderCaches[key] as BorderCacheItem; // clearLineByBorderType(ctx, type, { startX, startY, endX, endY }); // } // }); // Clearing the dashed line issue caused by overlaid auxiliary lines and strokes // merge cell this._clearRectangle(ctx, rowHeightAccumulation, columnWidthAccumulation, dataMergeCache); // overflow cell this._clearRectangle(ctx, rowHeightAccumulation, columnWidthAccumulation, overflowCache.toNativeArray()); // this._clearBackground(ctx, backgroundPositions); ctx.restore(); } /** * Clear the guide lines within a range in the table, to make room for merged cells and overflow. */ private _clearRectangle( ctx: UniverRenderingContext, rowHeightAccumulation: number[], columnWidthAccumulation: number[], dataMergeCache?: IRange[] ) { if (dataMergeCache == null) { return; } for (const dataCache of dataMergeCache) { const { startRow, endRow, startColumn, endColumn } = dataCache; const startY = rowHeightAccumulation[startRow - 1] || 0; const endY = rowHeightAccumulation[endRow] || rowHeightAccumulation[rowHeightAccumulation.length - 1]; const startX = columnWidthAccumulation[startColumn - 1] || 0; const endX = columnWidthAccumulation[endColumn] || columnWidthAccumulation[columnWidthAccumulation.length - 1]; ctx.clearRectByPrecision(startX, startY, endX - startX, endY - startY); // After ClearRect, the lines will become thinner, and the lines will be repaired below. ctx.beginPath(); ctx.moveToByPrecision(startX, startY); ctx.lineToByPrecision(endX, startY); ctx.lineToByPrecision(endX, endY); ctx.lineToByPrecision(startX, endY); ctx.lineToByPrecision(startX, startY); ctx.stroke(); ctx.closePath(); } } private _clearBackground(ctx: UniverRenderingContext, backgroundPositions?: ObjectMatrix) { backgroundPositions?.forValue((row, column, cellInfo) => { let { startY, endY, startX, endX } = cellInfo; const { isMerged, isMergedMainCell, mergeInfo } = cellInfo; if (isMerged) { return true; } if (isMergedMainCell) { startY = mergeInfo.startY; endY = mergeInfo.endY; startX = mergeInfo.startX; endX = mergeInfo.endX; } ctx.clearRectForTexture(startX, startY, endX - startX + 0.5, endY - startY + 0.5); }); } sheetContentViewport() { return [SHEET_VIEWPORT_KEY.VIEW_MAIN, SHEET_VIEWPORT_KEY.VIEW_MAIN_LEFT_TOP, SHEET_VIEWPORT_KEY.VIEW_MAIN_TOP, SHEET_VIEWPORT_KEY.VIEW_MAIN_LEFT]; } sheetHeaderViewport() { return [SHEET_VIEWPORT_KEY.VIEW_ROW_TOP, SHEET_VIEWPORT_KEY.VIEW_ROW_BOTTOM, SHEET_VIEWPORT_KEY.VIEW_COLUMN_LEFT, SHEET_VIEWPORT_KEY.VIEW_COLUMN_RIGHT, SHEET_VIEWPORT_KEY.VIEW_LEFT_TOP]; } testShowRuler(cacheCtx: UniverRenderingContext, viewportInfo: IViewportInfo): void { const { cacheBound } = viewportInfo; const spreadsheetSkeleton = this.getSkeleton()!; const { rowHeaderWidth, columnHeaderHeight } = spreadsheetSkeleton; const { left, top, right, bottom } = cacheBound; const findClosestHundred = (number: number) => { const remainder = number % 100; return number + (100 - remainder); }; const startX = findClosestHundred(left); const endX = findClosestHundred(right); const startY = findClosestHundred(top); const endY = findClosestHundred(bottom); cacheCtx.save(); cacheCtx.beginPath(); cacheCtx.strokeStyle = '#000000'; cacheCtx.fillStyle = '#000000'; cacheCtx.font = '16px Arial'; cacheCtx.lineWidth = 1; cacheCtx.textAlign = 'center'; cacheCtx.textBaseline = 'middle'; for (let i = startX; i <= endX; i += 50) { cacheCtx.beginPath(); cacheCtx.strokeStyle = (i % 100 === 0) ? 'red' : '#aaa'; cacheCtx.moveTo(i - rowHeaderWidth, top - columnHeaderHeight); cacheCtx.lineTo(i - rowHeaderWidth, bottom - columnHeaderHeight); cacheCtx.stroke(); cacheCtx.closePath(); } for (let j = startY; j <= endY; j += 50) { cacheCtx.beginPath(); cacheCtx.strokeStyle = (j % 100 === 0) ? 'red' : '#aaa'; cacheCtx.moveTo(left - rowHeaderWidth, j - columnHeaderHeight); cacheCtx.lineTo(right - rowHeaderWidth, j - columnHeaderHeight); cacheCtx.stroke(); cacheCtx.closePath(); } cacheCtx.fillStyle = '#666'; for (let i = startX; i <= endX; i += 100) { for (let j = startY; j <= endY; j += 100) { cacheCtx.fillText(`${i},${j}`, i - rowHeaderWidth, j - columnHeaderHeight); } } // start // cacheCtx.textAlign = 'left'; // for (let j = startY; j <= endY; j += 100) { // cacheCtx.clearRect(left - rowHeaderWidth, j - columnHeaderHeight - 15, 30, 30); // cacheCtx.fillText(`${left}`, left - rowHeaderWidth, j - columnHeaderHeight); // } cacheCtx.closePath(); cacheCtx.restore(); } testGetRandomLightColor(): string { const letters = 'ABCDEF'; let color = '#'; for (let i = 0; i < 6; i++) { color += letters[Math.floor(Math.random() * 6)]; } const r = Number.parseInt(color.substring(1, 3), 16); const g = Number.parseInt(color.substring(3, 5), 16); const b = Number.parseInt(color.substring(5, 7), 16); if (r + g + b < 610) { return this.testGetRandomLightColor(); // 递归调用直到生成足够亮的颜色 } return color; }}\r\n", - "textRuns": [ - { - "st": 0, - "ed": 29475, - "ts": { - "cl": { - "rgb": "rgb(93,93,95)" - }, - "bg": { - "rgb": "rgb(235,238,245)" - }, - "ff": "\"Jetbrains Mono\", Menlo, \"Lucida Console\", Monaco, \"Source Han Sans SC\", \"PingFang SC\", monospace, Menlo, Monaco, \"Courier New\", monospace", - "fs": 10.5 - } - } - ], - "paragraphs": [ - { - "startIndex": 29475, - "paragraphStyle": { - "horizontalAlign": 0 - } - } - ], - "customRanges": [], - "customDecorations": [] - }, - "drawings": {}, - "drawingsOrder": [], - "settings": { - "zoomRatio": 1 - }, - "resources": [ - { - "name": "SHEET_THREAD_COMMENT_PLUGIN", - "data": "{}" - }, - { - "name": "DOC_HYPER_LINK_PLUGIN", - "data": "{\"links\":[]}" - }, - { - "name": "SHEET_AuthzIoMockService_PLUGIN", - "data": "{}" - } - ] - } - } - }, - "49": { - "0": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "1": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "2": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "3": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "4": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "5": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "6": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "7": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "8": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "9": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "10": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "11": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "12": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "13": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "14": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "15": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "16": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "17": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "18": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "19": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "20": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "21": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "22": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "23": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "24": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "25": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "26": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "27": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "28": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "29": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "30": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "31": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "32": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "33": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "34": { - "v": 1234567890, - "t": 2, - 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"" - }, - "12": { - "s": "u5otPe" - } - }, - "20": { - "0": { - "s": "eoTO7a" - }, - "1": { - "s": "jbpbgG" - }, - "2": { - "s": "jbpbgG" - }, - "3": { - "s": "jbpbgG" - }, - "4": { - "s": "jbpbgG" - }, - "5": { - "s": "jbpbgG" - }, - "6": { - "s": "jbpbgG" - }, - "7": { - "s": "jbpbgG" - }, - "8": { - "s": "jbpbgG" - }, - "9": { - "s": "jbpbgG" - }, - "10": { - "s": "jbpbgG" - }, - "11": { - "s": "jbpbgG" - }, - "12": { - "s": "u5otPe" - } - }, - "21": { - "0": { - "s": "u5otPe", - "v": "1,2" - }, - "1": { - "s": "u5otPe", - "v": "1,2,3" - }, - "2": { - "s": "u5otPe" - }, - "3": { - "s": "u5otPe" - }, - "4": { - "s": "u5otPe" - }, - "5": { - "s": "u5otPe" - }, - "6": { - "s": "u5otPe" - }, - "7": { - "s": "u5otPe" - }, - "8": { - "s": "u5otPe" - }, - "9": { - "s": "u5otPe" - }, - "10": { - "s": "u5otPe" - }, - "11": { - "s": "u5otPe" - } - } - }, - "rowData": { - "0": { - "hd": 0, - "h": 19 - }, - "1": { - "hd": 0, - "h": 70 - }, - "2": { - "hd": 0, - "h": 10 - }, - "3": { - "hd": 0, 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- }, - "12": { - "v": "linkTest哈哈哈哈", - "t": 1 - } - }, - "21": { - "4": { - "v": "sgh", - "t": 1 - }, - "5": { - "v": "fgs", - "t": 1 - } - }, - "22": { - "4": { - "v": "sdfh", - "t": 1 - }, - "5": { - "v": "gth", - "t": 1 - } - }, - "23": { - "5": { - "v": "iop", - "t": 1 - } - }, - "30": { - "2": { - "v": "dsdsdsdds", - "t": 1 - }, - "3": { - "p": { - "id": "__INTERNAL_EDITOR__DOCS_NORMAL", - "documentStyle": { - "pageSize": { - "width": 183510.39073181152, - "height": null - }, - "marginTop": 0, - "marginBottom": 1, - "marginRight": 2, - "marginLeft": 2, - "renderConfig": { - "horizontalAlign": 0, - "verticalAlign": 0, - "centerAngle": 0, - "vertexAngle": 0, - "wrapStrategy": 0 - } - }, - "body": { - "dataStream": "/** * Copyright 2023-present DreamNum Inc. * * Licensed under the Apache License, Version 2.0 (the \"License\"); * you may not use this file except in compliance with the License. * You may obtain a copy of the License at * * http://www.apache.org/licenses/LICENSE-2.0 * * Unless required by applicable law or agreed to in writing, software * distributed under the License is distributed on an \"AS IS\" BASIS, * WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. * See the License for the specific language governing permissions and * limitations under the License. */import type { IRange, ISelectionCellWithMergeInfo, Nullable, ObjectMatrix } from '@univerjs/core';import { BooleanNumber, sortRules } from '@univerjs/core';import { FIX_ONE_PIXEL_BLUR_OFFSET, RENDER_CLASS_TYPE } from '../../basics/const';// import { clearLineByBorderType } from '../../basics/draw';import { getCellPositionByIndex, getColor } from '../../basics/tools';import type { IBoundRectNoAngle, IViewportInfo, Vector2 } from '../../basics/vector2';import type { Canvas } from '../../canvas';import type { UniverRenderingContext } from '../../context';import type { Engine } from '../../engine';import type { Scene } from '../../scene';import type { SceneViewer } from '../../scene-viewer';import { Documents } from '../docs/document';import { SpreadsheetExtensionRegistry } from '../extension';import type { Background } from './extensions/background';import type { Border } from './extensions/border';import type { Font } from './extensions/font';// import type { BorderCacheItem } from './interfaces';import { SheetComponent } from './sheet-component';import type { SpreadsheetSkeleton } from './sheet-skeleton';import { type IPaintForRefresh, type IPaintForScrolling, SHEET_VIEWPORT_KEY } from './interfaces';const OBJECT_KEY = '__SHEET_EXTENSION_FONT_DOCUMENT_INSTANCE__';export class Spreadsheet extends SheetComponent { private _backgroundExtension!: Background; private _borderExtension!: Border; private _fontExtension!: Font; private _refreshIncrementalState = false; private _dirtyBounds: IBoundRectNoAngle[] = []; private _forceDisableGridlines = false; private _documents: Documents = new Documents(OBJECT_KEY, undefined, { pageMarginLeft: 0, pageMarginTop: 0, }); isPrinting = false; constructor( oKey: string, spreadsheetSkeleton?: SpreadsheetSkeleton, private _allowCache: boolean = true ) { super(oKey, spreadsheetSkeleton); this._initialDefaultExtension(); this.makeDirty(true); } get backgroundExtension() { return this._backgroundExtension; } get borderExtension() { return this._borderExtension; } get fontExtension() { return this._fontExtension; } override getDocuments() { return this._documents; } get allowCache() { return this._allowCache; } get forceDisableGridlines() { return this._forceDisableGridlines; } /** * TODO: DR-Univer, fix as unknown as */ override dispose() { super.dispose(); this._documents?.dispose(); this._documents = null as unknown as Documents; this._backgroundExtension = null as unknown as Background; this._borderExtension = null as unknown as Border; this._fontExtension = null as unknown as Font; } /** * draw by viewport * cacheBound ---> viewBound * diffCacheBounds ---> diffRange * @param ctx * @param viewportInfo */ override draw(ctx: UniverRenderingContext, viewportInfo: IViewportInfo) { // const { parent = { scaleX: 1, scaleY: 1 } } = this; // const mergeData = this.getMergeData(); // const showGridlines = this.getShowGridlines() || 1; const spreadsheetSkeleton = this.getSkeleton(); if (!spreadsheetSkeleton) { return; } this._drawAuxiliary(ctx); const parentScale = this.getParentScale(); const diffRanges = this._refreshIncrementalState && viewportInfo?.diffBounds ? viewportInfo?.diffBounds?.map((bound) => spreadsheetSkeleton.getRowColumnSegmentByViewBound(bound)) : undefined; const viewRanges = [spreadsheetSkeleton.getRowColumnSegmentByViewBound(viewportInfo?.cacheBound)]; const extensions = this.getExtensionsByOrder(); // At this moment, ctx.transform is at topLeft of sheet content, cell(0, 0) for (const extension of extensions) { const _timeKey = `extension ${viewportInfo.viewportKey}:${extension.constructor.name}`; extension.draw(ctx, parentScale, spreadsheetSkeleton, diffRanges, { viewRanges, checkOutOfViewBound: true, viewportKey: viewportInfo.viewportKey, }); } } override isHit(coord: Vector2) { const oCoord = this.getInverseCoord(coord); const skeleton = this.getSkeleton(); if (!skeleton) { return false; } const { rowHeaderWidth, columnHeaderHeight } = skeleton; if (oCoord.x > rowHeaderWidth && oCoord.y > columnHeaderHeight) { return true; } return false; } override getNoMergeCellPositionByIndex(rowIndex: number, columnIndex: number) { const spreadsheetSkeleton = this.getSkeleton(); if (!spreadsheetSkeleton) { return; } const { rowHeightAccumulation, columnWidthAccumulation, rowHeaderWidth, columnHeaderHeight } = spreadsheetSkeleton; let { startY, endY, startX, endX } = getCellPositionByIndex( rowIndex, columnIndex, rowHeightAccumulation, columnWidthAccumulation ); startY += columnHeaderHeight; endY += columnHeaderHeight; startX += rowHeaderWidth; endX += rowHeaderWidth; return { startY, endY, startX, endX, }; } override getScrollXYByRelativeCoords(coord: Vector2) { const scene = this.getParent() as Scene; let x = 0; let y = 0; const viewPort = scene.findViewportByPosToViewport(coord); if (viewPort) { const actualX = viewPort.viewportScrollX || 0; const actualY = viewPort.viewportScrollY || 0; x += actualX; y += actualY; } return { x, y, }; } isForceDirty(): boolean { return this._forceDirty; } /** * canvas resize & zoom would call forceDirty * @param state */ override makeForceDirty(state = true) { this.makeDirty(state); this._forceDirty = state; } setForceDisableGridlines(disabled: boolean) { this._forceDisableGridlines = disabled; } override getSelectionBounding(startRow: number, startColumn: number, endRow: number, endColumn: number) { return this.getSkeleton()?.getMergeBounding(startRow, startColumn, endRow, endColumn); } /** * Since multiple controllers, not just the sheet-render.controller, invoke spreadsheet.makeDirty() — for instance, the cf.render-controller — it's essential to also call viewport.markDirty() whenever spreadsheet.makeDirty() is triggered. * @param state */ override makeDirty(state: boolean = true) { (this.getParent() as Scene)?.getViewports().forEach((vp) => vp.markDirty(state)); super.makeDirty(state); if (state === false) { this._dirtyBounds = []; } return this; } setDirtyArea(dirtyBounds: IBoundRectNoAngle[]) { this._dirtyBounds = dirtyBounds; } renderByViewport(mainCtx: UniverRenderingContext, viewportInfo: IViewportInfo, spreadsheetSkeleton: SpreadsheetSkeleton) { const { diffBounds, diffX, diffY, viewPortPosition, cacheCanvas, leftOrigin, topOrigin, bufferEdgeX, bufferEdgeY, isDirty: isViewportDirty, isForceDirty: isViewportForceDirty } = viewportInfo as Required; const { rowHeaderWidth, columnHeaderHeight } = spreadsheetSkeleton; const { a: scaleX = 1, d: scaleY = 1 } = mainCtx.getTransform(); const bufferEdgeSizeX = bufferEdgeX * scaleX / window.devicePixelRatio; const bufferEdgeSizeY = bufferEdgeY * scaleY / window.devicePixelRatio; const cacheCtx = cacheCanvas.getContext(); cacheCtx.save(); const { left, top, right, bottom } = viewPortPosition; const dw = right - left + rowHeaderWidth; const dh = bottom - top + columnHeaderHeight; const isForceDirty = isViewportForceDirty || this.isForceDirty(); const isDirty = isViewportDirty || this.isDirty(); if (diffBounds.length === 0 || (diffX === 0 && diffY === 0) || isForceDirty || isDirty) { if (isDirty || isForceDirty) { this.refreshCacheCanvas(viewportInfo, { cacheCanvas, cacheCtx, mainCtx, topOrigin, leftOrigin, bufferEdgeX, bufferEdgeY }); } } else if (diffBounds.length !== 0 || diffX !== 0 || diffY !== 0) { // scrolling && no dirty this.paintNewAreaForScrolling(viewportInfo, { cacheCanvas, cacheCtx, mainCtx, topOrigin, leftOrigin, bufferEdgeX, bufferEdgeY, scaleX, scaleY, columnHeaderHeight, rowHeaderWidth, }); } // support for browser native zoom (only windows has this problem) const sourceLeft = bufferEdgeSizeX * Math.min(1, window.devicePixelRatio); const sourceTop = bufferEdgeSizeY * Math.min(1, window.devicePixelRatio); this._applyCache(cacheCanvas, mainCtx, sourceLeft, sourceTop, dw, dh, left, top, dw, dh); cacheCtx.restore(); } paintNewAreaForScrolling(viewportInfo: IViewportInfo, param: IPaintForScrolling) { const { cacheCanvas, cacheCtx, mainCtx, topOrigin, leftOrigin, bufferEdgeX, bufferEdgeY, scaleX, scaleY, columnHeaderHeight, rowHeaderWidth } = param; const { shouldCacheUpdate, diffCacheBounds, diffX, diffY } = viewportInfo; cacheCtx.save(); cacheCtx.setTransform(1, 0, 0, 1, 0, 0); cacheCtx.globalCompositeOperation = 'copy'; cacheCtx.drawImage(cacheCanvas.getCanvasEle(), diffX * scaleX, diffY * scaleY); cacheCtx.restore(); this._refreshIncrementalState = true; // Reset the ctx position to the spreadsheet content origin before drawing. // trasnlation should be (rowHeaderWidth, colHeaderHeight) at start. const m = mainCtx.getTransform(); cacheCtx.setTransform(m.a, m.b, m.c, m.d, 0, 0); // leftOrigin 是 viewport 相对 sheetcorner 的偏移(不考虑缩放) // - (leftOrigin - bufferEdgeX) ----> 简化 - leftOrigin + bufferEdgeX cacheCtx.translateWithPrecision(m.e / m.a - leftOrigin + bufferEdgeX, m.f / m.d - topOrigin + bufferEdgeY); if (shouldCacheUpdate) { for (const diffBound of diffCacheBounds) { const { left: diffLeft, right: diffRight, bottom: diffBottom, top: diffTop } = diffBound; // this.draw 的时候 ctx.translate 单元格偏移是相对 spreadsheet content // 但是 diffBounds 包括 rowHeader columnWidth, 因此绘制前需要减去行头列头的偏移 const x = diffLeft - rowHeaderWidth; const y = diffTop - columnHeaderHeight; const w = diffRight - diffLeft; const h = diffBottom - diffTop; // w h 必须精确和 diffarea 大小匹配, 否则会造成往回滚时, clear 的区域过大, 导致上一帧有效内容被擦除 cacheCtx.clearRectByPrecision(x, y, w, h); // cacheCtx.fillStyle = this.testGetRandomLightColor(); // cacheCtx.fillRectByPrecision(x, y, w, h); // x, y is diffBounds, means it's relative to scrolling distance. cacheCtx.save(); cacheCtx.beginPath(); cacheCtx.rectByPrecision(x, y, w, h); cacheCtx.closePath(); // The reason for clipping here is to avoid duplicate drawing (otherwise the text would be jagged, especially on Windows) cacheCtx.clip(); this.draw(cacheCtx, { ...viewportInfo, diffBounds: [diffBound], }); cacheCtx.restore(); } } // this.testShowRuler(cacheCtx, viewportInfo); this._refreshIncrementalState = false; } /** * Redraw the entire viewport. */ refreshCacheCanvas(viewportInfo: IViewportInfo, param: IPaintForRefresh) { const { cacheCanvas, cacheCtx, mainCtx, topOrigin, leftOrigin, bufferEdgeX, bufferEdgeY } = param; cacheCtx.save(); cacheCtx.setTransform(1, 0, 0, 1, 0, 0); cacheCanvas.clear(); cacheCtx.restore(); cacheCtx.save(); // 所以 cacheCtx.setTransform 已经包含了 rowHeaderWidth + viewport + scroll 距离 const m = mainCtx.getTransform(); // cacheCtx.setTransform(m.a, m.b, m.c, m.d, m.e, m.f); cacheCtx.setTransform(m.a, m.b, m.c, m.d, 0, 0); // The 'leftOrigin' is the offset of the viewport relative to the sheet corner, which is the position of cell(0, 0), and it does not consider scaling. // - (leftOrigin - bufferEdgeX) ----> - leftOrigin + bufferEdgeX cacheCtx.translateWithPrecision(m.e / m.a - leftOrigin + bufferEdgeX, m.f / m.d - topOrigin + bufferEdgeY); // extension 绘制时按照内容的左上角计算, 不考虑 rowHeaderWidth this.draw(cacheCtx, viewportInfo); // this.testShowRuler(cacheCtx, viewportInfo); cacheCtx.restore(); } override render(mainCtx: UniverRenderingContext, viewportInfo: IViewportInfo) { if (!this.visible) { this.makeDirty(false); return this; } const spreadsheetSkeleton = this.getSkeleton(); if (!spreadsheetSkeleton) { return; } spreadsheetSkeleton.calculateWithoutClearingCache(viewportInfo); const segment = spreadsheetSkeleton.rowColumnSegment; if (!segment) { return; } if ( (segment.startRow === -1 && segment.endRow === -1) || (segment.startColumn === -1 && segment.endColumn === -1) ) { return; } mainCtx.save(); const { rowHeaderWidth, columnHeaderHeight } = spreadsheetSkeleton; mainCtx.translateWithPrecision(rowHeaderWidth, columnHeaderHeight); const { viewportKey } = viewportInfo; // scene --> layer, getObjects --> viewport.render(object) --> spreadsheet // SHEET_COMPONENT_MAIN_LAYER_INDEX = 0; // SHEET_COMPONENT_SELECTION_LAYER_INDEX = 1; // SHEET_COMPONENT_HEADER_LAYER_INDEX = 10; // SHEET_COMPONENT_HEADER_SELECTION_LAYER_INDEX = 11; // ...... // SHEET_COMPONENT_MAIN_LAYER_INDEX spreadsheet this.getObjectsByOrder() ---> [spreadsheet] // SHEET_COMPONENT_HEADER_LAYER_INDEX rowHeader & colHeader & freezeBorder this.getObjectsByOrder() ---> [SpreadsheetRowHeader, SpreadsheetColumnHeader, _Rect..., HeaderMenuResizeShape] // SHEET_COMPONENT_HEADER_SELECTION_LAYER_INDEX selection this.getObjectsByOrder() ---> [_Rect, Group] // SpreadsheetRowHeader SpreadsheetColumnHeader is not render by spreadsheet if (this.sheetContentViewport().includes(viewportKey as SHEET_VIEWPORT_KEY)) { if (viewportInfo && viewportInfo.cacheCanvas) { this.renderByViewport(mainCtx, viewportInfo, spreadsheetSkeleton); } else { this._draw(mainCtx, viewportInfo); } } else if (this.sheetHeaderViewport().includes(viewportKey as SHEET_VIEWPORT_KEY)) { // doing nothing, other components(SpreadsheetRowHeader...) will render } else { // embed in doc & slide // 现阶段 embed 开启贴图有问题, 3f12ad80188a83283bcd95c65e6c5dcc2d23ad72 if (viewportInfo && viewportInfo.cacheCanvas) { this.renderByViewport(mainCtx, viewportInfo, spreadsheetSkeleton); } else { this._draw(mainCtx, viewportInfo); } } mainCtx.restore(); return this; } /** * applyCache from cache canvas * @param cacheCanvas Source Image * @param ctx MainCtx * @param sx * @param sy * @param sw * @param sh * @param dx * @param dy * @param dw * @param dh */ protected _applyCache( cacheCanvas: Canvas, ctx: UniverRenderingContext, sx: number = 0, sy: number = 0, sw: number = 0, sh: number = 0, dx: number = 0, dy: number = 0, dw: number = 0, dh: number = 0 ) { if (!ctx) { return; } const pixelRatio = cacheCanvas.getPixelRatio(); const cacheCtx = cacheCanvas.getContext(); cacheCtx.save(); ctx.save(); ctx.setTransform(1, 0, 0, 1, 0, 0); cacheCtx.setTransform(1, 0, 0, 1, 0, 0); const fn = (num: number, scale: number) => { return Math.round(num * scale); }; ctx.imageSmoothingEnabled = false; // ctx.imageSmoothingEnabled = true; // ctx.imageSmoothingQuality = 'high'; ctx.drawImage( cacheCanvas.getCanvasEle(), fn(sx, pixelRatio), fn(sy, pixelRatio), sw * pixelRatio, sh * pixelRatio, fn(dx, pixelRatio), fn(dy, pixelRatio), dw * pixelRatio, dh * pixelRatio ); ctx.restore(); cacheCtx.restore(); } protected override _draw(ctx: UniverRenderingContext, bounds?: IViewportInfo) { this.draw(ctx, bounds!); } private _getAncestorSize() { const parent = this._getAncestorParent(); if (!parent) { return; } if (parent.classType === RENDER_CLASS_TYPE.ENGINE) { const mainCanvas = (parent as Engine).getCanvas(); return { width: mainCanvas.getWidth(), height: mainCanvas.getHeight(), }; } if (parent.classType === RENDER_CLASS_TYPE.SCENE_VIEWER) { return { width: parent.width, height: parent.height, }; } } private _getAncestorParent(): Nullable { let parent: any = this.parent; while (parent) { if (parent.classType === RENDER_CLASS_TYPE.ENGINE || parent.classType === RENDER_CLASS_TYPE.SCENE_VIEWER) { return parent as Nullable; } parent = parent?.getParent && parent?.getParent(); } } private _initialDefaultExtension() { SpreadsheetExtensionRegistry.getData() .sort(sortRules) .forEach((Extension) => { this.register(new Extension()); }); // this._borderAuxiliaryExtension = this.getExtensionByKey('DefaultBorderAuxiliaryExtension') as BorderAuxiliary; this._backgroundExtension = this.getExtensionByKey('DefaultBackgroundExtension') as Background; this._borderExtension = this.getExtensionByKey('DefaultBorderExtension') as Border; this._fontExtension = this.getExtensionByKey('DefaultFontExtension') as Font; } /** * draw gridlines * @param ctx */ // eslint-disable-next-line max-lines-per-function private _drawAuxiliary(ctx: UniverRenderingContext) { const spreadsheetSkeleton = this.getSkeleton(); if (spreadsheetSkeleton == null) { return; } const { rowColumnSegment, dataMergeCache, overflowCache, showGridlines } = spreadsheetSkeleton; const { startRow, endRow, startColumn, endColumn } = rowColumnSegment; if (!spreadsheetSkeleton || showGridlines === BooleanNumber.FALSE || this._forceDisableGridlines) { return; } const { rowHeightAccumulation, columnTotalWidth, columnWidthAccumulation, rowTotalHeight } = spreadsheetSkeleton; if ( !rowHeightAccumulation || !columnWidthAccumulation || columnTotalWidth === undefined || rowTotalHeight === undefined ) { return; } ctx.save(); ctx.setLineWidthByPrecision(1); // TODO@jikkai: these should be configurable ctx.strokeStyle = getColor([214, 216, 219]); const columnWidthAccumulationLength = columnWidthAccumulation.length; const rowHeightAccumulationLength = rowHeightAccumulation.length; const EXTRA_BOUND = 0.4; const rowCount = endRow - startRow + 1; const columnCount = endColumn - startColumn + 1; const extraRowCount = Math.ceil(rowCount * EXTRA_BOUND); const extraColumnCount = Math.ceil(columnCount * EXTRA_BOUND); const rowStart = Math.max(Math.floor(startRow - extraRowCount), 0); const rowEnd = Math.min(Math.ceil(endRow + extraRowCount), rowHeightAccumulationLength - 1); const columnEnd = Math.min(Math.ceil(endColumn + (extraColumnCount)), columnWidthAccumulationLength - 1); const columnStart = Math.max(Math.floor(startColumn - (extraColumnCount)), 0); const startX = columnWidthAccumulation[columnStart - 1] || 0; const startY = rowHeightAccumulation[rowStart - 1] || 0; const endX = columnWidthAccumulation[columnEnd]; const endY = rowHeightAccumulation[rowEnd]; ctx.translateWithPrecisionRatio(FIX_ONE_PIXEL_BLUR_OFFSET, FIX_ONE_PIXEL_BLUR_OFFSET); ctx.beginPath(); ctx.moveToByPrecision(startX, startY); ctx.lineToByPrecision(endX, startY); ctx.moveToByPrecision(startX, startY); ctx.lineToByPrecision(startX, endY); ctx.closePathByEnv(); ctx.stroke(); for (let r = rowStart; r <= rowEnd; r++) { if (r < 0 || r > rowHeightAccumulationLength - 1) { continue; } const rowEndPosition = rowHeightAccumulation[r]; ctx.beginPath(); ctx.moveToByPrecision(startX, rowEndPosition); ctx.lineToByPrecision(endX, rowEndPosition); ctx.closePathByEnv(); ctx.stroke(); } for (let c = columnStart; c <= columnEnd; c++) { if (c < 0 || c > columnWidthAccumulationLength - 1) { continue; } const columnEndPosition = columnWidthAccumulation[c]; ctx.beginPath(); ctx.moveToByPrecision(columnEndPosition, startY); ctx.lineToByPrecision(columnEndPosition, endY); ctx.closePathByEnv(); ctx.stroke(); } // console.log('xx2', scaleX, scaleY, columnTotalWidth, rowTotalHeight, rowHeightAccumulation, columnWidthAccumulation); // border?.forValue((rowIndex, columnIndex, borderCaches) => { // if (!borderCaches) { // return true; // } // const cellInfo = spreadsheetSkeleton.getCellByIndexWithNoHeader(rowIndex, columnIndex); // let { startY, endY, startX, endX } = cellInfo; // const { isMerged, isMergedMainCell, mergeInfo } = cellInfo; // if (isMerged) { // return true; // } // if (isMergedMainCell) { // startY = mergeInfo.startY; // endY = mergeInfo.endY; // startX = mergeInfo.startX; // endX = mergeInfo.endX; // } // if (!(mergeInfo.startRow >= rowStart && mergeInfo.endRow <= rowEnd)) { // return true; // } // for (const key in borderCaches) { // const { type } = borderCaches[key] as BorderCacheItem; // clearLineByBorderType(ctx, type, { startX, startY, endX, endY }); // } // }); // Clearing the dashed line issue caused by overlaid auxiliary lines and strokes // merge cell this._clearRectangle(ctx, rowHeightAccumulation, columnWidthAccumulation, dataMergeCache); // overflow cell this._clearRectangle(ctx, rowHeightAccumulation, columnWidthAccumulation, overflowCache.toNativeArray()); // this._clearBackground(ctx, backgroundPositions); ctx.restore(); } /** * Clear the guide lines within a range in the table, to make room for merged cells and overflow. */ private _clearRectangle( ctx: UniverRenderingContext, rowHeightAccumulation: number[], columnWidthAccumulation: number[], dataMergeCache?: IRange[] ) { if (dataMergeCache == null) { return; } for (const dataCache of dataMergeCache) { const { startRow, endRow, startColumn, endColumn } = dataCache; const startY = rowHeightAccumulation[startRow - 1] || 0; const endY = rowHeightAccumulation[endRow] || rowHeightAccumulation[rowHeightAccumulation.length - 1]; const startX = columnWidthAccumulation[startColumn - 1] || 0; const endX = columnWidthAccumulation[endColumn] || columnWidthAccumulation[columnWidthAccumulation.length - 1]; ctx.clearRectByPrecision(startX, startY, endX - startX, endY - startY); // After ClearRect, the lines will become thinner, and the lines will be repaired below. ctx.beginPath(); ctx.moveToByPrecision(startX, startY); ctx.lineToByPrecision(endX, startY); ctx.lineToByPrecision(endX, endY); ctx.lineToByPrecision(startX, endY); ctx.lineToByPrecision(startX, startY); ctx.stroke(); ctx.closePath(); } } private _clearBackground(ctx: UniverRenderingContext, backgroundPositions?: ObjectMatrix) { backgroundPositions?.forValue((row, column, cellInfo) => { let { startY, endY, startX, endX } = cellInfo; const { isMerged, isMergedMainCell, mergeInfo } = cellInfo; if (isMerged) { return true; } if (isMergedMainCell) { startY = mergeInfo.startY; endY = mergeInfo.endY; startX = mergeInfo.startX; endX = mergeInfo.endX; } ctx.clearRectForTexture(startX, startY, endX - startX + 0.5, endY - startY + 0.5); }); } sheetContentViewport() { return [SHEET_VIEWPORT_KEY.VIEW_MAIN, SHEET_VIEWPORT_KEY.VIEW_MAIN_LEFT_TOP, SHEET_VIEWPORT_KEY.VIEW_MAIN_TOP, SHEET_VIEWPORT_KEY.VIEW_MAIN_LEFT]; } sheetHeaderViewport() { return [SHEET_VIEWPORT_KEY.VIEW_ROW_TOP, SHEET_VIEWPORT_KEY.VIEW_ROW_BOTTOM, SHEET_VIEWPORT_KEY.VIEW_COLUMN_LEFT, SHEET_VIEWPORT_KEY.VIEW_COLUMN_RIGHT, SHEET_VIEWPORT_KEY.VIEW_LEFT_TOP]; } testShowRuler(cacheCtx: UniverRenderingContext, viewportInfo: IViewportInfo): void { const { cacheBound } = viewportInfo; const spreadsheetSkeleton = this.getSkeleton()!; const { rowHeaderWidth, columnHeaderHeight } = spreadsheetSkeleton; const { left, top, right, bottom } = cacheBound; const findClosestHundred = (number: number) => { const remainder = number % 100; return number + (100 - remainder); }; const startX = findClosestHundred(left); const endX = findClosestHundred(right); const startY = findClosestHundred(top); const endY = findClosestHundred(bottom); cacheCtx.save(); cacheCtx.beginPath(); cacheCtx.strokeStyle = '#000000'; cacheCtx.fillStyle = '#000000'; cacheCtx.font = '16px Arial'; cacheCtx.lineWidth = 1; cacheCtx.textAlign = 'center'; cacheCtx.textBaseline = 'middle'; for (let i = startX; i <= endX; i += 50) { cacheCtx.beginPath(); cacheCtx.strokeStyle = (i % 100 === 0) ? 'red' : '#aaa'; cacheCtx.moveTo(i - rowHeaderWidth, top - columnHeaderHeight); cacheCtx.lineTo(i - rowHeaderWidth, bottom - columnHeaderHeight); cacheCtx.stroke(); cacheCtx.closePath(); } for (let j = startY; j <= endY; j += 50) { cacheCtx.beginPath(); cacheCtx.strokeStyle = (j % 100 === 0) ? 'red' : '#aaa'; cacheCtx.moveTo(left - rowHeaderWidth, j - columnHeaderHeight); cacheCtx.lineTo(right - rowHeaderWidth, j - columnHeaderHeight); cacheCtx.stroke(); cacheCtx.closePath(); } cacheCtx.fillStyle = '#666'; for (let i = startX; i <= endX; i += 100) { for (let j = startY; j <= endY; j += 100) { cacheCtx.fillText(`${i},${j}`, i - rowHeaderWidth, j - columnHeaderHeight); } } // start // cacheCtx.textAlign = 'left'; // for (let j = startY; j <= endY; j += 100) { // cacheCtx.clearRect(left - rowHeaderWidth, j - columnHeaderHeight - 15, 30, 30); // cacheCtx.fillText(`${left}`, left - rowHeaderWidth, j - columnHeaderHeight); // } cacheCtx.closePath(); cacheCtx.restore(); } testGetRandomLightColor(): string { const letters = 'ABCDEF'; let color = '#'; for (let i = 0; i < 6; i++) { color += letters[Math.floor(Math.random() * 6)]; } const r = Number.parseInt(color.substring(1, 3), 16); const g = Number.parseInt(color.substring(3, 5), 16); const b = Number.parseInt(color.substring(5, 7), 16); if (r + g + b < 610) { return this.testGetRandomLightColor(); // 递归调用直到生成足够亮的颜色 } return color; }}\r\n", - "textRuns": [ - { - "st": 0, - "ed": 29475, - "ts": { - "cl": { - "rgb": "rgb(93,93,95)" - }, - "bg": { - "rgb": "rgb(235,238,245)" - }, - "ff": "\"Jetbrains Mono\", Menlo, \"Lucida Console\", Monaco, \"Source Han Sans SC\", \"PingFang SC\", monospace, Menlo, Monaco, \"Courier New\", monospace", - "fs": 10.5 - } - } - ], - "paragraphs": [ - { - "startIndex": 29475, - "paragraphStyle": { - "horizontalAlign": 0 - } - } - ], - "customRanges": [], - "customDecorations": [] - }, - "drawings": {}, - "drawingsOrder": [], - "settings": { - "zoomRatio": 1 - }, - "resources": [ - { - "name": "SHEET_THREAD_COMMENT_PLUGIN", - "data": "{}" - }, - { - "name": "DOC_HYPER_LINK_PLUGIN", - "data": "{\"links\":[]}" - }, - { - "name": "SHEET_AuthzIoMockService_PLUGIN", - "data": "{}" - } - ] - } - } - }, - "49": { - "0": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "1": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "2": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "3": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "4": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "5": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "6": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "7": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "8": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "9": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "10": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "11": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "12": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "13": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "14": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "15": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "16": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "17": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "18": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "19": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "20": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "21": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "22": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "23": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "24": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "25": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "26": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "27": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "28": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "29": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "30": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "31": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "32": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "33": { - "v": 1234567890, - "t": 2, - "s": "4alW50" - }, - "34": { - "v": 1234567890, - "t": 2, - 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H4lmT7nsXvoYSVI9vwmvk4ph8mup1hSJqAoMX1Eer6TP8APxKRws+L5c2i3GooFAAoAGYO7X4wxDA3Z4QxHVoAG2ubc+HTwAJrX66vAwQJYF20hDGLB9H/AJ/QQxDKIEsF/wB4QxnSBzhDIiXOuvOJER1AWfSzwIGMBYODtoP25CGIFi72LnjAALK1DwAJ/vAAxeABF2IHCACFLkcTzvw/WABlNle2j39P163AGlgMXAt1v1pABItaTmSDc205fxABD3aeJ8/tAABDBjq8AH4Fx7A5po0kvMkFJcA5SxsLbb3B8wfMxFgXUpUpQSkEklgBqTCAYgEEEODqIAM+qQFAZUklQBSWvxOnM7WuOENAUokBu9m+yOM9ou8m4fRmZLlhQKyPC4Dke14pyZo49GSjBy2Ppn+mHsPh1fgdTWYnTFa0Tlyyld0lOjcNDtbxe/A+LdW8Ul2nQ6TCprUye1/ZQYR2knUkqQlVOqcwUwJSCdB/qHYgDccy6xdVDJjtPx+188+xN4ZJnp3ZPBpdLhKJ2Uh9UszWFuX7bR53LOWTI2/P98/ZnVSUI1zxz+DVpcZMmepCAFKSzsSNj9n8rtyjLOPdqy5JVR0GH4wqbNSzA6gjUOSL/S3ntc0TxqhVWp0ZxNBlhRVqbufr1wjE4tFqSbokRWpYPLU/ANrbQ+3vFM+fnz7vpc4x5+HPv+tWJVUFOXSADpyf+IyzdPnPWzTGNrnPoWpM0B8iwMySCCSxOo03cBtnY6PCT15z8/YjKLrY2sMxVEsf3dADZRu+rB1OwCRrfQcIUnpXPPt7v9SqWO/qbqK1KwUpfQgDmbFLem7agbxlbp23z19vz11IPG1znLJJdVLmMUrQWLizcG2vYj3iLWmi/Lnp+pFxcdGShQcZC2UvzBiLk+c9iI8tSJiXSoEMCC1rtfhFTtFnbW5IyrFBL8N9LezGEptPUTj6FhSphAKSo3INn5N1uB5m2UrjoJJ2T5wQ4Ifz84g5rn38/Gt9ZpMCYtxo50D9eXtEPnMfYRqmLH+Lv6NFablzn/Cf3EsmSuaoAJPidgL/AF69omsMnKmuc/vQTlRZNDOLMk3fY9dcbRfLBKS05z09PcrU0iSgwifPqElUthqTxAO+43hYumlGSctkSlltVE6uVhqpPiUlXhGuh0v5bn2js5J1iUHznPagkNNUTJiUhF3YuCkjxA6jYDUb20jE02O0a1NJEmWAR4tTxezxNFbdkqmylywbV2iUWk7YjzXtROlplVCAUgX0GvD84u6nucIrzRu6bR2eFY1PzYisISj+2rg5cBzp5fXlbEtEdXEk1qd38Nu0xKDhdYoheY5QSRb+Y6PRZ+2STOd1mDt1R6/g0vvJ6GIKeMepxVXuefy3Z16UkIZOlo3QWhmYY0DxaQHhiFAA+U30sH1gAWU3uLB9YABY7mEMRB2MFAJlaOLwr0Aq4jiFNhdGuqqpqUpSksDv5CM+bKscbbLccHN6HivbztTMxLOiYM2d2AVoOEed6nK8r3OtigoKqPJ6wTqQTJk6qCEAGwtYmx35xjce5GzHXhanAYr2jpfxISjvkFOYCaZKgCQH+dtGzHyBJjTHp3uzodPFTVJr8vpz1Pq7+nTtccd7JKo5qwqZTqOXKXBTsRHR+HZXGTxtnA+J4eyVo9ejunHGccYAHgAT+XKGIG5L84Qxr8OumgAWlngAdg0ADEMX9YQxmSP365CGIE6lMRJDZRpsYABdLsB6vDERu6rG+0MQrbMw9bP5QxCvz0uPIecAAqJch3a0AAm17wAAZiQyWa7cOtIAHWpKRlJBewBgAiA59dflygAZXyG2o6/P28oABGmXfcdeZgARzFVgSCdh1w+kADKmpSczE+TnrSACJRzlgPl13EAH4Gx7A5pr0qSJSSdgwP6X009oiwJwpQBAJAIY8xCAZRIDgOdoAKc5ImBKtXuCRrpy5DjqRwEMCktC3cgkl332cl/rDA+2f6dexNHQ/DxEyooUd5US1rWTcsSNTzv+UeM+M9c8eW0/J2ejwKUNTuux3ZmX2Rl1kqmUgpqlldncPzjhZusnm33OiscY6RRy/wAQMJNXiCJqSlJzOS+gI4cXBjR0/Udsa9ufz/xCeO9X68/g6DB5kr/jEDMlGVJSSk/KWNgeHXGKJSuTb5+/5lnbSSXP2OXIVLrVsf8A+RTEa8ue/rwOkS3iS8m5SVGTKczpsR4jo72v5j/7GM8ty+MbWnN/c3aXEVTkJQVoclI1+Y2fU835ONbgZsip3znNCyOPwub/AHf9vUt0s+yQFZmCVG+9xyLuDsPvGLJTu+c5/wCrNUVrpznL+0jTpKkqVlWrRhdRuSev23zzj6fp9fZc/BPbX9/p7v8A7+L0EKmOySS1z5fpFK3HJKjTw9E9cxpZUGAKhldxmFm0Jdix1IbUwTaSKHSNmnk1MhKO9TMuxHgu7pDA3B+QMOSD8pUBTKpOlzn8kG03pznNaNGnpqgICVApIOUHVI8BS+oOoDHVm4qMUebIzmmufXnv9xalyHKVKB/2CVAEp5cGDJ0/1dzBKTe7Ku7wieRSKSA8sKIFyE3zAEEu5Nxb9XirfYm3+/4en4/d7F6XQzSxKQQ/ygcdvO0T+VJ85z8CFpF6VQzlJH9pjYFy33udTFywNoXeTowStmB8hB8rA3+13+ju0Ql08n515z9PQkpotyOy9TNYlwNw1/o+lomumjznPrqJ5GaNL2Wly1eNClm7OnL00WxxRjsiDle7NSVg8lIBSnKXBISOFxv5G7axZRG0W0YbKSSVLJd3YNDoXcGiVSyRmdBI0JI64RKEO90DbYcoywWSRYNex1/i3laJZHctec42J2SZEDRCbcuuA9orEEQxZ4lKPa6Yk7KNXVF1S0q8IOVXh1fb6EajX1gjqy2EdTzftSuUtM9RUFEEjV3LfxE8ktFE34kkeH4s8rEp+dJusqsRcOOXKM1WjpYn9ktYPUGiqJdXKmOqWbAHWwfXyHVhCM3CXdzfnNR5cTywpH0N8PMZk4tSyJiVo70M4e8ez6HqYZodqep5LrMEsUn3HoKDYjhHZhsjnsKJkBaQAKGAZB8VjoFfK38C/wBoBDOLkmxIJDMfThAA7kkeIFTu5HHiTAAjdIZIdtNTzP03gAo4pi1HhFMqoqVOf8UjUmMufqYYlqX48LyPQ8a7fds5kxYM1YQpRPdj/W0efz9X85nUx4PlqjzwV0yapUyqIINyt9NIyJ3oWmP2hVSVVJMlyS61IbMA5AOzdaQ0r1RdhuMrPNMTwqTQVKqoF6lds4KkurMyUliARoGLAlg+8aU5Ndr2Oridr7T5p4/D6a+57F/TB2hlI7Trw+Tm7ubmQc6jmCk2Yg3ez3veJ9PePOr8/wDTn/FIPsV8s+swXaPTKV0eWocQxCMADc4QCEMBjrCY0ICABiecAC01MACgAD/Iwhi7xI1SbQxEZZ9G3vAgZGDq59DxaGIcnU6gFvSGIdXh3v5c9vrAACgAWEADEOGgADKOGkACKQojMIABUkHYAEdfeABjMRqZZ9uuMAEU0pPiSCCD7QACleVnDsYAIVDNmSwe2wPW/vAA4JsUkn1HGAD8D0gEsS1iY9gc02ZH/iT6/f7RACUqKh4rm1yS4ADN1whUACg4ys72uHHrDAqzC4AuCSzG9yLba+d2AfUwwCwWhOIYtR0SB/5pyQQDfLYm1ibN7ExHJLsg5Diu6SR+i/w4wmRgvY6ipAEJySk3DXs5f3j5j8UzrJkpet84meo6eHbHUu19SiT3hAAB2IYku/B3+zmMOOLlRczzPtfjEsTvDlJKnAJ11O3r7iOngx2KTpUVsMx1SpXdpUcmhAOoHDjru2txcRLJjoUZEc+aZ8xSwQoqDFn+bQCzb211a93iOyovhBuSb4vz/R6X6GxRThMlkiZnGrv9W4b8OFgIzzXnnOeS+P2H2vn6/wDfobNHMUVDKWIctqAb7OeCQLa5df8ALLNWuf1y9vF60dc9f3f3Pz53aOmmqAQHIDJDk6AAAanh+u5jHNrW+a/T6/xqkS7u3n9/T+dGzYoqItnSE6s+Z7efoOjGed8/jV+fx193FT9+fkvH4aey6jCsFStXdrTZCfEBYh2DNq4Y2sAQDca5pS8t/fz/AKVzyUtDsaDDQEhLrCQ6iAolybk3JI3N7feIrE5b85pflfijLJ2asvAJS0q7xNlFlaHNtf0t6QLCtNSPcaMjs9LAYIuSdRc6hr6aGGsKSsVltOBBUskgFJTqSbi+zRJwS0Yalmn7Pys5d1AHRtuL7a78PWBJAaacClLTlNMkAl/ETbX9frDoVouSsJp5YJSllMdgN/tElFsXcTpopAJ8Dgjc8/4hUHcyYIQCSEi5cwERwAAAAwEMCOdUS5TgrGZtIVjSsoT6+as5UugH/UEnbeFZNRSKvcT1vMXMCs3E2PH8+O3rZij3PnPcB5C+5YrWGvcl21cdGIz0loMsL7R4bJS06eM41bR2doj3pbsj2NvQpT+2GHqV3UqZqN038i9uXrC74+pNYnuBXYlTpo88ialaiPDbS3N+Z2/S2Me3Vk4Rd6nmWMYhKUZn4hYDeIlR06HvGbLk1OnDHex5xj2HioX+MpCFrHzMH8L7exiuGdKXbLY1Y4OMTMoE1yFJSqSsqZlESzs92va5LO+geLsuSDi0n+f0+novbzXkuUnVUdv2Q7RYlglfKmSpUwhxYjQc4On6mXTvRmDqMEM1s90wHt5huIykpqlCRMPzZzYx7HB8WhOC7jzWXoJRk1E6WTiFFOOWVUylFtAoPG/H1uGfkyy6fJHwTpWk3H3jQskJ7Mq7ZR3Hz8CfaJd0fUWoQUNy0HdF+Q+0J1AguxGjRJewnb3HJFxdtg+kAqMzG8ew7AaNdZWTQMoOVL3JjL1HUxxRbsvxYXN6Hh3bD4lTJve4lUTF90gkypYe0eYz9R/kZNGdnBgcF20eaUXaGd2tqF18wnu5dglWh9YjKLhoy2ce1WnuVMTxeTTjuadGc2zlT+E8ufNouwxrfn7UQWjv0/s59eOApKlTjLLZjnTlLanUeXHb1v7H5L4Rf+q9lprWv57Wkr9b0d0ZspdasTpc0TBLBISEjZweX52PlEJpxVM2YXapfv57ar29PFJP0b3PhTVJwjtxhs9S1A94kFRuVnS9mdgH/QCIp/ai/cOu+3h05znk+6JLTpSFoQWWAzcxHp8OsEzxk9JNBRaQGOt9ohMkhiRDAbzgAXKABawALzgAQdxz4QgFt1whgB/kYQxWe8MQpgSkO2sAEWh8uvygAC1nZxx26vEiIsh4gcidIABcnWAByQdmgAaACMmzQAMr5CLbwARlLHrj11qAAWAIIck2by/eACJSUk+tt94TdDqxFIZgBx03hiBABU9tH4Hb9IAPwTklWbKne+vAH0bzj15zTWkl5SS788z/AFiIE8xRYALUUkbq1ZwLbW2hIGQTDceF2Dsd/TzbY6wwKywkslN9g240H/8AbkPEG4hgdf8AB3DjiXbOkKC6JS7gFgXO+nADTfZmjnfFcix9NKzV0UXLMqPvOknqkUcqTKYAJDDhb9vO0fNcr75uUtWelhGlS2Oe7Q1NQmUvweBLlOZJbQ8uR3fha8XYkmS2R5hjFSqoqiVHMB/kUXsWN9w78o6eONISrd/X18pbfzo/wsaBKwk5Wu9iQxsRbZ3LX/2BaCdMcZONa1Wmj979dfupXX1fQUtMuoWWGZnGhBuQGdnALM44uBuMs32qy7E1ajXp6f0m9dnfo9EzoMJwtc6YpSJRZRS6hqRroRYuVe9yXjLknznPoXJ9qVt+P0Vc09NTrqLAZxKCElIAbU/9XsS/+ItwjHOaIfM8HS0OBzFJCMurBmJDEs7ercdOUY5y7df65+Xkk5Wuc4vBsyKBUkBCUgqV4SSSAPlHzAu3jANrg2N3FDdrn8e38+jg5XojrcFwybPSkhBAUzKIPy7Cxb2YC7c6Eqmvb9eedfcqbOupMJXaYBcF9GAcPYbnfT0jSvsppc/Xm2lkNWbtDhKkq8SiXIa2wI/UGKg2NCXQJCQFSwygm1x6MD6afvZFur9Ob/jXvtqRbLaJCAPluXcnViX146X5QpfkKyUBoQh4bpNrcB3/AGifzWv9fu9vy30Wqr8xURmokod5qA2oeId1O1zn/B9rZVn4vRSHBmhRHD2/LaBzctGNRMms7U06XShZHIa++u31iuWSMdyaiYtV2mkrBBUZYVZgQNXH5ged2sxzSz93+nOcVb2KHqZlV25oqJRWuajO+6U6cLXsSrfQ8bicPmS1S5y64ySx2rMeq+JiZswjvGCbAFQ+zc46WBOL9hTioqjOr/iFOQAJc9N20A+7Q82Lv1W4oqD3MOb21rp5bvrkbF3u7XjL/iLyuf8AS64PwVh2grVrB/ETA7Ae/nEn01+ECyQ9Dq8Bx2qqk5J81RlpT4QXbM1otlSiyUFcrOT7RYRjOMYqJdI/chRuXSE31PlGFqKb0tnQxz7VqdLhnZuTRBKCgzZiWSSdX38uPvEYYKYp5XIvzKNEpPhkgb2AL9a/q8WOHbqiCdlUiWAXAZ2+j/kPNyz6xTdPQerIZhDjKLM4PXreDvkth9qe6B/H1sod5T1M1BGmxBI5+nr6xOPU5ILRkZYYyeqNvDu1faWnzKTiSykAg94R6b+XuI2x+KdRHZmWfRYnpRIvtp2qSVKXiKwAWJA0v0Is/wDlepewl8Pw+EBK+IPaynJ/94JrgPmTxewPWsOPxnOiL+HYmaFL8UMcSFd/IQoagsXF+Hp9ovXx3LHYqfwuDLUv4uVTOqTTqGjBYseni1fH8jVPQrfwqKZwvbntlMxlSqioqAABmShKtB6eUZM/V5Op0W3P5X5GrF0ixLuo8c7Wdq1YhUyMGpZjTJ5GZCSBxd/bT8nbV0+DsTnLYn2Nq1vy3z281eimZT4dRinp1ZSEpzKLAeenTwrbZH/Z20cviONCXnM8CeTdpZAB8v3/ADjbjx3o0VucFJSvl+dH49vP48zNxOk77vpZmAAqIQZlrFjZr3b1jZHDNRUlzn8eqF8yMnV+H5W3al67K39ybd00uk7PVyJ09ctC0zO9SDmHJj6fLp5cow5k4x/Ivhaf2r9/x1W+6u60abfmmbuAL7jtZhypaf8AyT0KLWcE6Wtbk978hig+5W35NHUa4nZ90USs1HKUwDy06jkI9hgd40eNyqpMmUGfbgDq0XFY0RaT3GMANW9zCYwW5QwHADXD3gARDHygAbTZoW4CtDATPtAAH+RPrCGEwbSGIZXi1uIAIgHeF5AAcAWfnEhDZzoLeXm8MQMACMADOYAAItCAG94L1oYJytfcW/nr7wxALDpPHy669YAIsrwqQ7GAYkvrDEO31gA/A0FiCNo9gc01qSYZskKJ3bq5iLAtTi8xVruXObMTfUnfzERWwMrTVXI0Ybj6+ha7FvswKywxURfocfXXip9LsD6C/pY7ETcaql42EFaJRUEAAnxaWc3FuGjDaPM/+Q9T2Q+Uuc5udb4bj1+Yz6zR2dxDN3XcKdiwykDgNumjwfe5bHd2q+c57HXfDvEquQSKQAakgMp78uJfq+vDDJJ7FUsij5PNcY+EvaFVYVooJpSNWDOA/EdM3ONyySxqpISnGS9V9/Nfx0JKb4YYvSsDQzcw1ISS5Ztet+MVzzO6okp3/tJ81/XU6rBexRp5YM+ROCknRSCwu7MYxZcsm9CakkjoabDRTkHu1E8SnW8Y5SdE7tm9h9EmYkBYZwOD/lx/eI6xi3znNQdG3IoJMuW4Ykjw8D7vz9ALHxA48kpXouc/7Xaw7mamGYXJMzMlKcqTb3Op8iz6t6xBLuS7uf8AGttNfuscm1bOzwyjQlSQLAM59dG04CLO1LWv7/f39vvK93qdBTlMtlkB7HwmxHDyv+0Lu115781/UbLKawJSEOXAGh31fp/1i1pZHtBXiKES3LJSBpsxJDcDZj78osdp155+Hp4+oUJWMS0llrlguxDu1x++/wBoj3a2uc+gdqIJvaKmFkzAFb+H/rfXq4iN+G/6CkU6rtdKkAssG9iGD6xGU0lY+0wsT7f0qUuZoGUEjMrdz+ew4NyiDnpaVk1jb2OarviHTI0nZ1HQ6/eEnN76E1gkznq34jzMoBmAO1iocOveLo4JS0ZJYkYlT29qZgIlzlE8hcnlaJ/4d6tFtx595lze0eIVLtMWrdyWfbX0+0WrpIoPm9ui5zllNU+sqATPmuFF8odPXXlFsMMYbEZZLGRSlVy53dzrx+vnFqfbsVyle5Zl0ZWf9n4/b7QX6FdlyXRAXNju14VUgbcnqaeHYTMqlCXLClZthf6RBzp6c5zySULR22B9np0qW81BQhZDPxihxtUaY6O2bCMKlyh8gYB7jVn5cOrRFYifeRzjkACpWUJDF9ho32ix4WQ+arMbEKggK8J03uIpyYvUsjk9DFn1gQFuoFTOGN3PpGHJHtNEHZROIqUsEqJSoOLOBuGsxIseNuZih2i5Ityq1J8OV2sADc68ddtW38onFtog6s0qdZWoETMqTZ3tp58h+1otgpNlcmluXMneKErMApIt5dDqxi3tbI2iGoo5fcq5XPkOrxFwVaElIxpxMsKliecqhuBy69+F6vJI86xufXYTjkwVFRMNMslaVFil7lrcvrpGzHjjlx6L7S/T1LVL8DD7U9s6bB6UUtCpVVOnkt/iCdVX035u8b+k6Sbf2tFz+PP5MUo233PT15/xGB2DoZuJYrUYzOloOdQCVEZgEvoNmsm+rggtG7qZ9keyPgpyr7Kjrzd+278tVVG92rp6pcoU9KVXF1JHy+ENseMVdNK5vu5z8tjLlVRdc9v0PDMfr8Qwycr/AMiApeVaeB8Thy92I14buW9N0mGGVa7/APP7/Hxoc/q87S0bcbrd7XLTalaS/BUnqllYTXVlXWJTPqlEKUPC4Ggzcf8AoBozE6E32dRihCH2Vzb97+5eDF0s25d0nf1r6+q9K2ejfmr927LYYihw3OJUt1JPhCCfEeO54Pw4aR5Lqpty1O5jq+1b6Lx40W3PrubfY2lNb2uw6VKXMUpVWnZxlBfM9j9IpinKkzR1LUcTPuulGSllId8qAH9I9XgVQR4/I7kyZyzA21i0rGgAQ0vCGJxufOEAneGIFXzFwYSGNytAAn4m28ADFJIcaQwBvmZoQxE84AFDERfx19IXkAXtZ+MSECoMYYhtIAGJA3gATQACSH5QhjKuXtAAnfhDECtikgh34QARFaWKQnjAABbKRzH5wAC8JOx0fgZHsTmGnQLUUAXZtyT5cuP04GIsC3CAqTR4iCWSXtwcsT7Oei7AgUXQsq1IKiNNXex529P/AIwwP0L/AKVuzFPhXYqkmClV3sxCSpRRlct76NHzj431PzuolGB6To8ThiXcfRdHh0lSkmZKGYG78X/mOPhX2klrz3f0/B+WaZbNnWSKKk/DuuSjS9o9NihCMLOTknJyK8xOCZyhYluf+o93hyjBjTmhjh+CTQxTLTEHgxvx+Q/mTBHZ7BpgDFBDsNIj/jY3oyXz5oR7J4UTZKbcxwiL6HE2SWfJ6c4uUMOyeHaoy8iGMVvoca8En1E06Yv/AEnRXYp5Wiufw6L0SHHqvUnkYCinI7pVk6ft1vGWXw3W+c/q9C5dSvQvSZK5BDByGc8dIjL4YmqT5qP/ACV6BLXVkZEWSwDbfbn00V//ABNap/pznuP/ACYlKon4kkkhTkF7uOHtpFL+GSS05zm7RNZovyYtZV42AVoQFFr31P31vGafw7JF2v0/v9iUckX5POu0nxOxDBp6qaqSpLEhBIcq5ecZ/wDBk2ascYSVtnLVPxfrFqyhUy4Zwdftx+sWw6Bw885/JcowrTnNPJl1XxJxOrJ7pSim4+blbR9v13aLP8T/AO75zm5NJf8Arzlfg/oUz2jxmsXm73KFbX3dhsNhvoX4s108I89CUqS/v/vkkE2qnpHeT163ILgW5++/qIk4Rhtzn8lPffjnP2J5FMtZHiUbNy663huiDk+c59S/Io0DZ347cuvziDYu7QuSaJNjyfg/rEbIORYRSHMBcMGcbdPBVkbZak0KlN4SSfvBQGtS9na2qYyUK4+IHSIOdMmsdm5RdiqskLmy1Mz24QOdqiax07OtwjAKTDkJmmUnvEggK52draxBE1S2NNIBIQAEh2TFijexJ+pOmgmTEPlzJ1fjyEaIY4pW9zNOd6c5yzNxKmUlOWYgJBFtdtfziycEvoVxle5yGLTEyc2oBLAk7xzs2mhrx66nFY5XISkIlKaYSwvZz9f4jm5Hbr7zo4IXqPQSquchKZqFgOFFwxcX+7H39aFC9ufTn3bFsskVenOc9NVIRIAlLWSpnV9b22jTDF6mSWQt0lUVjIyRwDxqhC9TPPJQS8Tlyic2ZSpmgf6/SJSj2kYz7iZFWtdOkkAINwCPPSIdqrQs7vDKYCTP7xSfme3pGeUNS5SKWN4LTY/h66KaEyzqClnSr9H+3ODFJ4p9y5zngsUqPnzHOyuO4FjNRT1CFVEqYtK0TncuDYs7kgEjUAOC4Zx6PB1WPNBNaP0NE5RyR9Ofh+vprZ1fZerp0Uop5IyBEtOTKQSkMG3LltC589IozRlTfrz2+/8ATUxyl3Tae65+nNzSxTFZUmkm9wxWlL94ojNuC520bdmhdHhk8mnOfd5M3UZPlxvxz+j5d+IHa5eL4wuip6pNZ4lAKQGlBRIDCzKPM6huBj3vRdGsEe5nluo6n5j7UbPw9w4VNdIlzVFcx8yyC4BGh5EnMBbQ7PfH8QnpS05/zm2rpbS15zXm/wBE0OGrTRy5E0JWpSQSlrctfL8+LeM6vL2tnf6VKrOw+GODqru2mHU6UkiTNzqAuUs9yfub6xX0X28qS5XPRE+vnWI+t5YOVLnQcI9niVRo8nN27Di0iIwgEITQAHWAYQaABlDfYwANxgARD23gAcfKBwgAAl1G0IY2uzwxDePlAA+UKIcXhUBX/wCtzEhCXt5fnAAMMQPrCoYQ0hiI2s7wmMaAAhAgBWHBHGGIrqLrcgtvCuhjzA4zAWhagA4y5Qn1gi9Ae5+U3aL+jiqkKK8GxeehgVKROQFB9QAQ3LjFXTf+Y4sn/wCxL7tP1N+b4BKOsHz7jhsQ/py+IGCpUqnRLqkhz4QpL2fmNm43527GL/yHo8u7owT+E9RG61o5HFOyHa3B0qVXdnaxAS5JCcyQHYFxb8vo/Tx9Z0+b/SaMU+ny4/8AaLOanLUiZkWlYKHd0EF9dGDXB9RswI1LUpNHsTg03tL2owvA6cKK6qpQCEgFhvb0vrbyirqMnycUpk8UO+aifrD8OOztD2X7MUlMgBPdSkpZm0HCPlnVZO/K2lo+bnqcaail5NiXjPe4mKKmKSLgH1/eI9Mrmr3/AODyaRs7DE5iqbB5igspVkdx5CPQNtRo5VLus+Uu3HxM7S4Diy5VHXrJWpTAktluAdeLfXSMM8jc32vQ7/QfD454fMyLS/49PYyqb+oDtQkpQqclTguy3JIICmv/AAT7kpZN3y9jdj+F9Okkmm/40fl37/hpdrs+znxl7XYyM0iiBlg+IqCnD6AE25+8Rl1E00v0M3UfC8WJOUW39Wvff9/7fb1Uv4odr5WUqo5RLN8x1uNvT32i2PUSrnOUc6XTR7mo1Xj9Vur+/TTV7NF2n+LWOAFc7DVKOoAJvqeOrRP58pc5z7yufTfkv69X/T03q7kv4y1Tq/EUU1ISQklJJ8/t9DFizy5zn41TLpa5z0ftp9C3K+MtKADMk1I4pKLjjf0MTWd7fuQfSy3a/L6/w/wNKR8X8GmIDqIvYka/rCfU+EL/ABn3V5NCR8V+zqmSutkJJS/iUBs978PzhPqUuc5XsTh0c5uq5v8Apf5mhQfETs7XTUyZdVKWtZIDKG3RhQzxloGTpcmNd0tvv568o6KaqROpJi0yUkKSSC2sXyqStIzL7O58+/FjC6SpnLOQOMxcjTlHK6ldk/w/c6PTytHk0qls6UsBvp6fU+7xkcr5znsdjsUNHzx+G+vm/Wr0KegJUO8JzAhgQ734Hg4P8NFdpajlkey5z9r00rUpaZKQkISA2jHbrfz4mK5PUrbbXP65oaMmmDJOVTWBvyv929DEHq9BN+hoyZW/0N+toRTJ0W5VM18oF9D7ftCpvYg3e5clygLJDerbwJCLdPSlZASP2t9IG1HcaVnY9meyc+qXLnzUp7uzghvTziDbm6RdGFas9ARh9LTSgJMhAIAJZLWbj6RNQRJzq/QFaFpJCklhYOPy9ftB2PyR+b7FKrnqQdS7uSLHR9vL7xDseyJxal/qBhq11SwqdmSkG7gO0OFeec5qQnb5znsb3fSglIkpcAH0/TT842w20M0nqZmN5ZtMrNqgPb6QZF555Ixfg807RVCZdIpRKfCSQG1jlZ3odDGji6RBr61KpqRllErUX+Y3DezRgePutc5zydCORY4e50pQub3fdrCUJDHZ/L6xqxYW6SMOTLqMujWlSiETSSB4zdhwjbDp0zJLMySRKkIChLpJhULrUQPHxJi1Y3Hcr7r2Gmy6hM5KpcmUhCRlGri0Rnj0scZDpWqXNBTNJI2UQ2vCMzjSNFtakhmGdnWkJBB0VYxTJF0WLKkjvmGfezgdW1irsTdFilJGf2o7NUuPYROpRLSqaUKKbOCw3G8ShL5T+YvH8k8cqkeVyMEXhS5gqx3MxROcTHDeJ3cnlY7W4R1Fk+cko6kJySdpVzlnh/xj+JM2bOndmsCqSUAqTVzUHxLNvADoBb6CPX/CPhyilmyL6fyea+IdY2/lxZ5v2fw+onqCghSlzFEIZQuH08rXdmbUh47PUZIwVvZGDp8cpul5Poz4X9h102Wqq5RAlK8aphOZZA24JAAsHsOMeS6rqfmztbfdzU72DA67V+PPwX/Wes1ndyKacgAFbMVF/L9Y8v1Uvm5NPU6fSLt1fOfieqf08YJJWus7QTykrSru0ki46aOl8JxpZLfOc9TH8UyWqR7qm7tvePVrRnn6skIylSQTqzvt00SsXawWgsKGtAIZheEwEUu5uGGghDBhgIcrmEAtuMMBeRgAD/IwhhgbwxATFZdL8YAIiSTwgAHm2kMQm+nEbv5QxDKBc20+kAAC2ogAV4ABPlCGC5YsHMADBWbXSBAOdHaGIjCHDM+wiIwXCP7ZAIJ1eHYEZS2494SBnzgwOsfH02tj6I0nuVqrD6aoTeQjMxHygdfzE4ZZwdphS2Zg4j2RwSulmXMopawWIGQBJs+nqPeN+H4l1GLaRVPpsWT/AGRxOO/BHshjAKpuHSVkhIJKBmUBfXz+nHbs9N/5J1WF1Ziy/COmyauJg9kP6duzfZntbSdoaWmRKNKosEEhOpY312+/COh1H/leXqMDxSe5k/8AgsOOfzMa+7nP1Pouqx009EZEtSgwyi9v329o4y62E3e430ko6FPsTWVeIdpO7WkZUXfiH1+kdPopd2RNGXqodkD1vtMtMrBVpdz3f5R6HLOo2cfHG3R8S/E2mmTcXDZlIT/csl8rqzaHy1+xjmQk1Jvmx7npOk7OmS83bf0r1+n/ABnJiROJCe6U5LBw13b7wzb2y9D6W+DvZGTJwannTKYJUpJPiDEkvc89vTnEsMO96nA+N5skJqHjx6fh+p6ZMwKQpDGSgjRm6tG2PT0rPPvO/TnOXtCez1Got+GAPEpF4ksVaIhLK3/xe/t78pES+yOHqLmkl2tZA0iL6eyazPX05/PPMMzsfQLSpH4ZBCgXYenpEJ9Pa0BZrdUUKrsLRrQSmnYsCClLF7b+g1it4Wtec1NEc9STSfjm3olX008V55207LJo5S50gqlJZSvEkF7ORcNo+sZc0e3XyjpfDs0ZSf2Vf4enp+P1qmkjgvhNOxOu+INNTfipipKFrWtKllmCiT63PCJR0ao7fWYMTi+5LT2/BcvRe1r7VIVIwcpUWaW3raOuqUEzwU33ZHWx4T8RiuaS3+yhrcxxernFTTZ0Omg2qR59JpzuL6CzNYjh9xurjGBy8nXfpx/Xj9y6iSCGAs7Nxf8AUvr+8Ruld6ia9S1JlscwukO7A8+B5A+nHWu7dIVWXpEskMENa7eR/eHVO3zbyK+1avnPTbc0qakzAOxL22/iC23oZ5SsvSKRmLWcHr0iai3uV2kXpNGpgyb7c4moPahN+5v4Bgn4ioQpaSpLeIjYRVNFkNT06nlSqSmlCUAAlIDni3OI9qq0aL8SEmZNWp5bkjYDnE0tPfnNvQLjJUiOsmGSkkoGYkAhw3pby4QNVdC7VLZ3zn5GamTUVf8AdmoSJWgSUkG/H6wuyW68c3Idyg9QZ9eKMpkWKluRm48/rGnH07dGeeUsUtZmBIfMGdo0vH6c5t+GjKu4y8YxhMinmJSPEUm36vpGbOuzReC2G+p5hjdemfKUkKDqU3pv5RxMkk3odLGn5KFB/YCZUpKHWRoN2sLcvyhY1bHkk9zrcHoRUqCTKCwhQdwL+X2jpYo0rME5WzpZWGS0oCFJLc9I34orwUTepVrMKQEqmBgCCSEf5CLZ41RXGTObxEzyQMxQgKdZSGW3s0Y8tbIuhZm1GJ0yp4CAJndsCBYgmzjr8oxTS2XNOcutUNk2aNLPROQVIASpN1Zjy0+sZnTLl7llSET0BMseOxcwqJWSIUZZSc7KAy69c4bj5EpUYva3stR9o6GYFsmcoEOLO8KOZ9O+5E+3v0PnDtx8DZVJRT5WFU6lVM5ZzrbxMVKJYPcnOfQco9H0X/kL718x6Jbc+hkn8Jx5YtR0d7788/iQ9gfhrKpJMpVdLQKiURYX3DA3c6cfO8Xdd8TeaTp6eAxdCunilH01fr7a+FpVrfX0PUZFJitDLBp0BUhKMy0myratsNrfaOM+oUno+eDRHEoq+fycnRYv2u7cYrVUGHUy6KgpllM6etTLJBvcfK+zXDnk+zNHB0mJNytvWvH9jwd7blkj2rx6t+v0XPJ9O/AcqwvCJtGZ2YJWHO0UfD8/dkZj6+F6nt9PNStAUk7x6iM122cJqmS3eJKViCiQwPSGQpjvd99uIhBQibFL+8MKBYvob8oWgAOWhgOC4hAOdP2gABt2LwDHYk2EAEZC7knytDEDv7QAALcmHX1hiHs7NuzAXhiBJJtYwAOw4tCGDDEMQCLwARs7gi0IY4CQXgQAqIsnYwxDlmOwhbDIVyyQCLlzBvoBGHNnaElQM+cY+PH0UZRYEjhweACpPNlANYk39T+Sbc/WLIjRUUGUR9OEWIYklIF0uev3hAJSnPzqL8fOGnQmk9zr/hlSy1YtNnZA4ASbev6x6D4RJymzhfEo1od121qEyMHmFZAGRnOwb949R1Lfyzg4I3PQ+Qu2CivGVqIA8AHsSPyjBHyfSelj246XNDB7mXmCmuG1u7efpfkIkX9q3PesB+LvZXs/hEhE+oQjKhOYIZnbRtYtw5fl+DzXxT4Zk6iacdufxfvtuaUn4+9jZoymslpUHfMWBtsTbVutNa6xeUceXwbJGmvbn6ut9K3aNmi+L/YutTmTicoafKvMNf2icurgjLL4dmg1Gej/ALa/Vfo9nptSe3nZmddFXJIJceMHhaytvsfaUepgyqXRZFXbrf3elb+tpl6R2gwOo8UuuSQGs9yXY+W/0ET+dAr/AMed0t/52/b8fqXUYjhK0WqJJOUFwt30dr79ahm8sHoH+Pkiu/0/7/f0V+l8B8Saell4HWVpmJCQgqcapG5H1jn9VFPY6vwbG55U78rb3PJfgRhSVdt1ViA5RLKlF7sT5ceYsPWKcb+2j1PxKCjgbPrvEk5cPUnRkfkI6kv9Oe586X+3PY8G7dSxOqBKOmZRL+wjjdXD7Pfzmx0+nlUqOWRQpUuz2Z7ff78njnralzY3PK+feWpdEVBihyeJbXX7w2nPl8/oi8pdkYZULSFd2ohTkXHDi/GBY23XOc9iLzKOqNWlwaeSQmUo62b9PX9Imumm1b3KXmVmrSYBWaIkkNxF+rRpx9GyqWc1aXs1ULPiRlL7jWLF0c27I/Pia9P2ZmpYKKLbxfDpaWpVLPZ0uC4R+FSpGYEgaNZrcI53UY+2Rtwys1U0dRPSAldgLEq68/WK4YXkVLcsllUdWTJw+roU96ZZOe2rtr+0TeCWNdwlmjL7KPOPi/8AEin+G3ZWu7T16ypFKjMJaUuVqsEpA1NzF3Q9E+sydhV1PUfJVnxT2z/rE+PWEVQqv+BTh0ipyrk066cnIhQ8Oa7OrYa+9vY9P8G6bt7e7Y4eXrcjd0el/Bf+qer+KtOME7QmTQ4xTA95lQUDZyxJbX6Rn6z4bHplcduc5rZh6l5XT3PqDDqwysMlVBU5WjM/LaPN5MvY3HydSEbSZzePVa68qEsFhd316vHK6jM3aNmLHqmcfW0gmzXU7MCwFn4/T6RzGtbN0ZNKkHhGFLnVbmYourM5uU2vbeNGJU0+fXn7FOSXcq5znk9WwaVLp5KEFIAZx+sdjpcSkrZz8s6YddklgqC2Cy1o1TXboVJ92oMwtJSESs1iCTpFeTIicIHMYvQIqlTMijnJGhsR6Rycs5W6Ztx44tKzlqvD6qgX4p0hBdwBK+7xjb/+xorwieinTUpXNmqQVKLJIR4YIu9hPTc15M+SacHvEFQb5DyiTqgRYoZyZ0xLjRJzFQYnlFsCt7miZVNMSpRHiNm/P8vWKcsPQuhIzsQ7LUdcspmIWVEEEgOSNIyLE1r+xfHLaPPse7NzcFnhaFGZKLkK3T+pF94mslaMvi+/RmaMRmSJUwqlpypTmCSwDN6eY6MSi25aPcHhRiyO28yVWHDpdLKlylJJWUggsVAZtLiymcWbmH6Uumcsdt680/n/AKDwpRte3P6/g9f+EeOibKmKT4ZZWUk8SNxyjNjm+my9r3MfUYe5NHuuC161pCFKcCPU9Ln+bFM87nxqOxvJLi8dKJkH+giYx+MIBQwG3heNQBV8sMVAekAhEPaEAwDbwwHtAA4hiIln+43KAB+7BLP04gQMjEskO40fTyhiBIax8meABuHtAAytoAGhiEbwAMU+F3hMYAuYBArDKB1hgCtd2/2LDrrWEA5Dhzq4gWgyAm0MR8PUXxapWSJtQkBylykksGu2jfkeRjwk/gW9c5zfT3kOsxSTt+L/ACv8vP8AaN6j+IOH1qUgLBUUkkPfbYXFw3JjvGDJ8IyQbrYtWeDdJmjK7Q4fPQSmckDQkhm8L+ln9m2aMsujyweqLFOLLBrKab4kzk2LOSxPvFXy5LwSTQ3eo1Cg2rkta/6GDtY7HSvPoGA1f7QmqA9D+FNOtU2bOWkMVsRrHo/gq+1Z5/4q90bHxKn5MKnygWJlqH009o9F1LaSo5XQusya9UfKmKyJmK9pV0stQT3igEkjQNm9TcxiW1n0WCWLHr4Wp2lB8MaOemWZybKA/wAy6udi30HpGeXUVtqc3N8Whik4JNtGir4S4LUhp6JShrqbF3OjDc67AeiedqLaRS/ibzaRX6P+f4t0/V16v4JYEuS8tORRBZiRsz6nf7eYNK69ptNc+9Lxt6/jVseq0uaXPw8bedvc5PGfhZh+EoUtcyYwKmJU+ZhsLb/bnbRj6pZI2Th1eGWjjr+Ji0nYGpmoVMpK2bLUzEJUwIy6+Tn2L8osfUQivtNL60aFDHL7Ttff6bP057IMdmO0NIoJpcfqQQCsIE5SCWUCWGnDWwJHByv8jE1docceJLR8qv00+ht4Zh3xHwxaZ8vHFzUkhJlrBNndy7HU7XbyaM8vieCLcVIyzwYHPuav7vp/H46+WzVxqZ25xfDvwdR3CkZTmDkrU99ww0ZnLPtEf/lcMnUnzn9Eunx4MEu9J3+nt+n3q9zpfgRgFdQ9oKn8bJGQAJcLcatYbO30Ds0bekzw6iVwZm+L9VF4Pss+jceINH3bkZkBIIEdu7SR4StWzzvEeyiMRWlc1JOR2dTa+sUPC5alscnboFJ7AyjYypYJdwpLNq9z5H2PCF/h29RvqGaVL2GkHKD3aSPlBLNyb0PsYtj0UbshLqHRoyux9KksRKBF7hyL8LtvvtFn+JHcr/yHRdk9mqaToU66BLbQ/wDFQv8AIZdp8Jky0HwOAbttqf1iawJbsi8rexfRhsoZQpA8Rvfn108Hy0HcyZNPJQj5QgsBc6P19+EGRVBoIf7Ck0hnTBLSHK1Btr7dCOFmxfOyUdWE+yFs7TC8Fp6OQlK0hS9SSA8dXp+jjiglI5ubqJTloLFaenNP3apY8VgIXU44JUGCUu60fMHxop+zVfjOKTMSQusPZPC52OIpiypcycl0ys97gKu3/WNnR9OscdN9hZ80pvXY+DO13xK7a4j2SOGdoiqdQrq51dMkqkJGarm6z3Z3CAQxIAZ2jsY8aeSkZZOo2Xvhv2vxD4h9p+yXZ/AuzuGYTKwCQmROq6CnEqorQVOVz1h+8PtYq4kxV18V0+Fylq2T6b/8k6Wx+glF+In0smmlJOWWgJHIAR826jN35Gz1OHHUUWk4GJMqYuarKQ9yLdaxV2E1JbGUvA0VE7PKTb/ZrGCOO9hSkluSfgpNJN1uNSYmseor9Ddl1yUS0hSwSzcGjrdPKlRgyKzPxfE6VKQqbVJlIleIklgn1jS4fMKe7t0PNsa/qY+HWD4icKndpqJakHItQmjIkuQzizvtzic/hvUZIfZT/AI9Tji9WbmE9vezfaSXLq8NxWRNMw+HIsKHlYxyuo+F5cerNuPrYvQu1FRSYkFywgps3jDg/m0cnJFp0zdCaatGMilqqecp5ichPykavuOEVpVoNuzSp0KSUoUlMtAN24RIRpUqJmUhC5Vza5dmuftF8dCqrNOUtNKnvFrSsgv5NBsqJqty9JnSlyns2xsxt/MKUG9WOM60MrG8OkVkuYAHzjXXpuMYsuFp2aYZEeXY5g1RRKmS5KE2BUnKwKi1gLdPEIzjas0wbd2eMYl2imSMRnS14auSUKP9srKMqi7lhptpwN/EY9NjxJwVOzXBaXvzm/7I9t+FeKSfwcsUoyoWkKCdg44bE/nHner7sfUNyMuWLa90fQnZCt71GeZUg5GSABr6x3fhuaqTRwOtx2nR39OoGWGuCBePTRfejitU6JecTAbNAFitDoVoQJL2ZjCGnY/rAAz84AI1u5s8AgRe5DQCHhAPZrmJCE4bWACOdoGu0AEbNtAAlachaAANjDEMSTrAA0MQznMzW4wAMrXSExjEsWgQAqbkX2hiBKkpNzccd4AIyWOmvXXrAAJSgBwoQAfkkqqq5QGWfPScinSVFJdmNtNQou3mX00rFCeyXNefpRe8ko7gjtLiFKp+/Pi2yEvx0ve9uBLM1ovo8U/BOPV5cX+sq/o3uzvaPtBWrVMpELyyyBmluzOl2uQbBJ8ksdbYeq6Pp8aqW/P+G3B1/UTvXTn839d9TdPxHxbCpv4GqzhawPCgFIKidBkKSSTa49nMYf8A4nHmj8yNaev9m+HxjJCfbON3sl+CWt/hW/3HRYR8Rq+ZLCpbzsqSc2ZwpSfCGe4uADe+oub83P8ACoRdSVf3rz8DqY+vw9Q/s6fht59dv0121XYyO2E+WXqJShLSpnCHcBmINwoFww1JPEFuVP4dB/6vXnGXxm2rTXOfQ97+DdYK3B01iEt3uZQIuHc6co6vwzpXjbPO/EsqlbTJfilVKRSKSGdQ+hYH7x0uqqkjL8Oj3ZlZ85YXImVHa5U3KVCSXdikDwsNeXMOz8owS0jofQc8u3E2eyYQibLSgT0gKSgJsNAI571TfP2/Y8bll3Tb9yziU1ciQoygM1yPTaM2abUdCeBVKzEoZ2PYkVJznugWLBgLmz+V/WOdOSs6jUVFUuc4y1inZxdXQ91MSTmPiUVXKbvps5PleI/OnGu1hjqN2YCadFCTRTJQvr4QAXte9/0IHm5Z8mSm29H6/wBeyr3V/Taslrckm4GTL/FjM4BUnKryLnYl21L2PEkyeSoXft+y31Sq/HovKSi8kXot+L68/DZpUd5KlywlIzABiWHq8cqW4N1qaRw+XMly0KSSlQSXya5i25szosWHMOCov0KfmavnPPNui7A4UKatWoJFwGBBB47x6v4FBx+0zifFcne9DvsaYygkasCY9bDdHAe4GHSkCSlQbMWPPp3HpxjTGCbtlM5PYtCWgNq43JL7b+gi2iuw4YhkpAASGSALCACZKQm+hbXcH9unhDJgpRILb2cu367fRtmiSJUFKk5gksRd06jnbmYQx5qEqlAK4uWEU5v9SzHua3Z3DJxnpqpzZUmwaMuDFc7Zdmy/Z7UdTHRMJzPaCuy1IKVjKgMz6s5Mcrqs8e+mdHpsT7LPl74uKxKgxzEsWpaUVNNidMqjmS8oHepUR4SrUcX97a7+m6rH21LnNSnJhleh8co7E9s8Rq5vZiT2ZRUHK1PMNQFJXLAsonUK19Y6c+rw41blznKKI4Zzex9Hf02f0up+GOGz+0GPMcTxFKXlpJyU6NgH3dRHRjzfxn40+pSjA6nQ9B2O5H0HSSU0rIkqdQ+a5EeV/wBpWdr/AFjRLWypk4JlBBZRLnjGiK01KJPUM0kuhleA2Kcxf6w7paC7bepx2MYuimqQlSm39IolN9xPtSRw3a74q0fZmmXUVU6VLSlycyg5AG0dboIT6qSgtmYeorEnJngOIfE/t1/UL2ol/Dr4dTjhtFPJFbX2ITLZnB9Ta2u8eww9DDpod+ZW/C/njs40+oc5duN89g/id/Th/St2Tl1PZrHPibj+C9qaDD/xUypEhNVTVE4pcIUkHMklQaz2L7GN+Lq88tUrRlliij5TwzHO1fYKoFZ2X7STJQmy8ylUyzZOY2Wk2Bs+9jrHQnix9TGskSmM5YncWfZnwR/qB/8AzHwKXJxOYZHaCil5ZqUnwThoFh/LSPAfH/hP+NLvh/q/J6P4Z1fzdJbnveGVBxGTJqVywoKAJHnHlKadM7D0s2pNKuZ/cRLdB/xe5DxdGJS23qi1Tyyg922XL4g+1uPvE2qFFjKXOQCCoEA6hO3OKW63LUSSj/bL5gVXIe0TTtESRawqSULAAy7iKcuuhdj0RgY1RorJZyoOYsxA059cY589zXB0eF/EHspLNV+OVJmibLISsS9VoDaA6qbMxFto7fw7qn2/LNUZbX93tznk6v4ZJVQyJMmcl1ICUuB4SUpA194x/EGp5LKJtvVbWfQPY+eV5JSbAqvt1+8afhbbmn9Tl9dXaz1mhvISSGLCPZ4v9Uedl/syxFggGs8MgPDENc7QmNOh06GESQi5MMTYIJKmOkIECrUmABecIBQwGBSTAAjAAD57GzQACpKdHhiYCkAOQTpDEBDEKABGAAD+0JjBY8IAGKQFC9+EFgMUh9LHlAACwGJIu3DTWGIiJPE3hJ2Nn5qfEb4Zf8QiZXYMpbzFKzpNwL6G/EC++/GMnQ/EYySjkN+bA3bieSU9PUz6+RR1SVIVNUJa8wDpDnVtwW4NbTMRHelOMYOcfBz4xbkoyPrr4afBmjTIpJsyQmUJiMyipPiWT9Rb8o8ply5c07b5ziO7g6d5E441odp8Rv6fOy+KYDU1MmhQqslpUqXNSPECxs+tzGrHJ4F9l0LL0OTVvU8p+HnwP7VZDPqqIyQk5E5/mYOAS/ID2GmkV9RJ59YleNyX2Vb/AK/hco9gofgRJq6QJxDOcyfFex4s7ghmjHHpHd2dCM8rad1t6fv7pHpHYjsfK7IYYnD6VJCEaPdzHQxY/lo5HVrXfi0/Z/kcZ8WMQStPcJmsogi3IfRoxdTLW2avhrWPNGUtluePfD+oT/z9VMm0+YKmJJcZSxNiRbkdHL3jLLWH3HsusyOPTd0a/X+v2PWxWpKQyBccYwVWx5N0yKdUieDLKdiTz2jn9ZkcVobemgpPU0aEiXSJI/1LkD9PaOapNq2bmqdIFFWZylSZjgqcG7gm+u8W43qr9ee34oVqO6MjHzh+Hy/xM4JZ3B1sPyvGqGHupL6c59ChZJJ3Ew5naagqlIo6WaFZ/CA7726/aK83TThByexowp91vnObGxRqQsSicmUEAhROUebXb6xyZKmaZbG8KuVTSu8W+axDrKi7ufE+ty508RsH8dkYVLUwzj3/AGVznHpcd/sXXCdOXOShQQCyQ1mFhHsvgtJUcP4gmtjqcVmqnFKm2tblHpIVZyi/TP3CHLlrl3eNWP8A11M0/wDYliZEUACAd7E22gAmdLZSRoAb8Lnr76whh5ZhKndROvmyhw3bX3eFY6HUFA94SbG430B48Pt6whkstJm5JKbF8p57Rl6jV0i/FpudthlMqlpES13UBFuGNRspyS7paFolg8WvQrPLu2k7/wB8JZfwu7m3GPK9VfzTv9MrxpI5Wp7PpxaWqVVIKkKDBA1AL3f0N4jHLKKtE3jvVj4P2G7O9mFGqpMLp01CmCphl+Kx0fWKJ5JtdqLYRjdsvTROqprIslxc33vvzjI4OWr56GqMoxLNJh6JS801yXJBZonGL25z9tBSmqLMyZJkEZZJUC2g060i3tX3lSla0M2vWieci02Oga2kVyWg4vU8s+IeH1ipOfDpqZc438bANy62ihyjGdy2LoJeT5H+PeH9qJcinyZ5shasgWTZL824PxHGPbfAPlayaOH8WlKTqPOf9Nz+j3GcO7J0WMorGkYwV91kKkhZQWyMeBKjcPcjeO/1TWSd+GcfGnFV5PEfjPW9o+0/brHe0a5XeBM4yUJBS6UFFnAtcesaumnCMFF7sryRk3a2PP8AA1YgtQws0K5s6ZNyoSlLzFr0yt7j13Dg6ciX+1lUfQ+j/gL8AMZm9qaPEBWTkIpQJtWTKKQlanPdEOxZw55mPP8AxfrFkwOFb8s6XQ43jyKfofaGE9k5+GSe5kACWmyWPh9Lx8+lhfdfqejWVyWptSsOrnGZyxcFOrROKdkG9N+c56WU0KpSVZs1w2VXnrE+1Nai7mnoVlUS1pyhYBOhGo6aKJYXLwWqaZGunqJCWUhmZzEVgnDcFkT8gqTLJPeDxNqeHrBkwutSUMqKNWgIQrOkFJszO+v6RzsuJ22+fyasWTwcf2pwSTWT5czKlg1iAbtvx1iqGSWJvtNkJKqYWEYXLoEhYCSybKAt/DaecRnNu2+c5oKT7mkuc5qen9jMgq0pU+UsSPXeO18K1av3OV12zPZaNhJSAGYC0ezx/wCqPOt6smUXJIDRYRBtpDIDCExpDkXtBY2hOxuReECGLPY/WC6BoZiTDBDEXMIYmbY/bbroQAJlagH2gEAReABztxgAiyq2BtDEAQQTYiGIRPhLm5eAAN4YhyQdtoQyJT5nAgsB/KABOOP0hACdRDAR0LawARTCGZx5QWBGmxcbPvAgZ8S9o5KalCEzUgpGbMMvH00DEluXKOB0VKV8/X3Vfj4Z1srfa0uflz7zA7N/C7De0fa6kmzadUtFMQpSEpu4PAnR/Nr6R13NxhUXpz9fq7syp9zprXnPFUfTGG4FUhUmmpgEyUpA0sANg/IRh7W2eq6dfKh2x0R2qZSDJFPMAWMoCgbvGhLShSXduUsTrqbAqEzkSU6gBIGt4jOaxqyWLF3Oomfh3bCRXKCPwygVkBBBsRa/1EVRzqXg0S6ZpXZ1Cqmnk0qps0JTlBFhwA58eXrsNNnn/iMXCPcnv/ft6e/1Vu38x/GLtKr/AJZUmjqkkFx8xcG7uPo8ZsuOMo2YcDadUYXYqbJl1S50wp8QQTfzLj+W945Obui9Dty6mWTEk3quc/X09ATidKmWVGYGA839vWM2xjSvYnw6plVpVNlr8I8LkdcI53UY3Lc24Zdjo2aXKpJSMzIOY8yNDfkPKwZo5/yqdI2/MsgrZE1BCpBIYPYcPtF0U1qyqTvY5rtNJrauhmS1zCEJBsNN7xqwTqaZBUtzzns1VzZWNzhVSlIloWkS1FRYgtzvcgeagNhHQ62Hdg+zvzn3HRpVFx19ec9fU9Mw/GKOomJShfduxSp3trbyf6R5qeCcNWO7Wh2OGYQjGlFP4hLJ8IGUsRs19b7vpfcDd0PTy6zIsaMeRSTpHYUNBIwZKKeQjgAEjZ/qTcbR7Tp+mh0se2JlyYoyj2vW+c9NDq52GU1Rh2clilIU9i1gfzjZCdPU87nwvFKlzWislYSEpBFmcbn3MbYTT0MMovcmi0rFAASS5APAgMkGAA8yQ6iq9za/HifLrVDEqfwDDn11fiYVVuFksuYlScrBjbz189m9oT01JJ2aeB06lVyZhYy0gEgjYecUuu5tlmvbR2KFoWHQoEC1jFy9ihlefNWtDJQQ5bjx+oZ4hPWJKKpnK492dmVIOhJLpzFjppHG6rpnOVnT6fqEl2mX+Cp8Dp81UpK5imYG4DcIy/4/a9DR82zMVPTUrKgcznMeHWkUywPzzn7E1krUjNbRoWUrmZTp5njE3gUVfP1GsrvYKXUpntlHhO8VLE4u1znN0S+Z5Yp5CCGIVcHSw5+35QSi6rxz8r1JRyLbnLMzEkIWgd2ply7gkttfrlGRpouTTOH7TSJs+YAUKXnOUMLPxeMmVF8Wcl2l+GGD9vMEXhmOSSHmZ0ZFFN25ai+8dn4R1Mumkmzndbj+ZdHkFR/S5i/ZnFVYr2Ox6YpKUlHc1CQRNT/qo3sw+jDWPVw+JQyrtmvwOPLp3HVGTjfwDxDtBj07GcUwfEUTTKUO4p6pKUTFAf45gS3J312LxfDq1GPbFqr5z9yt4m3bOl+Hn9IeG4diFNjc/u6EIW5R3ypk1IPBRsD1zirP8VUl2ydksfSNao+mOzmA4H2aw2Tg2DUiJUuUlnZ1KJ1KjuTrHB6rrPmytnQw4OxHQSKRS0pypSobARHHBMlOXabKKB6dlSipPBhGlYYVsUPLK9yhPwpKy+QJHI7xXkwRaJRzSvUpqoJUtbKWlxy0EVfJouWZ1uMcOVOQwUkp3Gph/KXkh8xlaZQU0sKUmQkqa1t4qy4VRZDJbMCtkICilSSpWrZbDWOR1OJI34Mj2MfEKJE1JCkgEXuOr844+SDg7OjCXcjPkUYy/wCJy21uNALXtf7xnq/svnP1Lr/9jq+yFVM/5AOq5INuZjtfC5ds0jm9arjZ7lQTHkJJN2j22J3BHm5aSaLJUACYtI2gdbwyA4Bd9oTJIc8X5wiRGQTcXBgEMftCEElQAAIaGOxiop1FoBCdSrgeUAwgoM3JoAIwAVEg6QCEWFyWYQAC44mAAVJzO25h2KiNSVAG0OxUCQRqCIAGhiGOkIYJ0goAQ7sRAAvaABlfKWvaACApXdRBd4WgDAKJZLuNYYHwPjfaqi/5CbTTJoIkkpCQtLH/AO3mAd443SwlGKkvr59H7/dzXq5Etn5/r25+nR/DfF1VWPyptAEELLrYNkAOzW3bpo25F9nR3Xvft+aV/wA2Z4Rbl21v93NdD6Yw/EaOTKAnTkpWpiokjhFUZpbnqcWJuH2QMZqFSpJqqaZdJCrnog2iM35RJtxjqYq8SRjElKZ5fKQSkqF7cS+58tfTMs0cui5zm6NOB6Wv05yhU9HT0U/MEpYEqcjKbEHR9WOn52hxcFsyyWTujoXO0VdU1GErlUKypak5WBvpvfjGn5h5v4hU3X4Hzx2i7FdscXxhBRhU5YCWVMKSAbsQfOFK9H4/n+fqc+DirXnnNjY7P/CrtTLmZ6ynICUsSot1eMM43Ftc5xGlZG9Eb0ns9LlNIWoAp8KhzEcuc6l9pl8YtrRGsmhkUkgSqdbbW+nXlGfNKL0LsaluPJqU4bTrXNBURoP0jIoeTT3VoR0OPiunBHc5QXb87daRP5bgJyss4pJl1oNIhL95YjciFD7Uu2OjCb7V3MGT8MMMWlK1SkZ1JOc7vd7xvn02Wa0ZTDrex6kdR8OpVL/elVBQp3IzBTlvJ+XpGd9JJvsTs0Pr0la5+Zs9hMMqKStMpNSSAoEkh3jq9B0j6WTkY5fELn3S2PUqaTSSUIXUAKzLAYOzWNyBwYWJLK4hj29b0NM55JtqHOb+Fp6Mr4pjM2XTGXLZCihg7l/CATw1zH/7q1e6yS7UZuo6ddjrnNF9yrYx8GxKYpBCgVZiTmZ35xHDlctGcbLi7TXGKy5SSahKhuGjoQy72Y5Y/QqVmM08+TlCiiUqxUpLoUGe9tG301F4scn4EoJasnwzE6JcpKPxaVKU6nKuPEuRsdLODrqZJ9ujFJOWqNIT5ZRaakp+axfj+h9obaWpCnsZdTiaQps6QP8A5WPlb+XaM8pW9S+MKLeH1Rn5QhQUVG3iB484V+4VR2vZkLlpmTFjkSD+cR7lEUlaNGcV0kwz6dlJPzygWd9SnhpFkZ2RqwsTxvC8FwupxzFqqTSUFHLMybOmMEpSm+/r77xbH7WxBqj5j7bf1mYHWLqKbshiWHSpEqwVOUldQtv9UOwu19A7FovjgUv9v0DWJ5R/+ofGsYmLnTO16lhCM0twgCaSQAAnUEEuzGz8HiH+NFpvt5+JPvae5NI/qL7S4SAvEe4myFlKQoTEhSiwLEAlnzejHgWrXRQaempP50l5O47D/F/s721qU9ziyJU8qZVNMUygdtW1t0Yz5+h1dfdzn4k4dRWrPXaKYoSxMkU5moLBJ2UDuGjnz6eULRqjmUjYqe7RTyxMYLXZgl784zyxqW5apNGNWUycy0LUlRUPlbQneMWaKuqNMJWrMarogpKZaioMGFut94xuGtF6noV6PC5iEkIRcfWLcUXErm1LYqVVGunmBKAoKJOZL6xpjKtChxsrrlJvMqVs2iVJFvziMs/YyUcXcTyJs5aBLkKRLQkNbcNvFMsrkWRx0amGyj3fduFX0ieKEpNJkJtLY6bDpeQpJSS1mjvY8dR0OZObb1NxMxa0hlAcEjyi5QrfnOe9bkZmLz6ukkqVLlhYubFyOcRcaGmc9RTBUzQZyyF3bgYg4qySk6NUJTLSFBTvpBSQrbIpjTPCmWrNv5xnyLyi+D8MpTqWWAorLgaAamMGfGqs145NMwK+lQkLWWJcaBo4ufFqdLFktGRJpkupJTlClO2w63jnrE3oa3NI0sKT+DqkTZaQChtG14s8bOm+xJIyZbmmezYHWS6mglLCgVBIB849r00++Ko87mj2yNRJcPG1GdhPyh2Ie6kiw9YiTWw5uC3nAMZIOUA8IAAKCFFXGATGNjpAIdQeWOUAx0EZYAQJ1PnAIYnKlxqYAI1EqDE8oAEW3hANmF94YDZhwMMQCi7NDEDDEMoORygAaE0MBSg2XV4KAYnLa5hAMVMCQD1/EAESlrUkuGHlDAB22heQPzNxHs/VUVUO/IX3zhKwMxWWdvcnX/YtvEXcFS/jnjz4t2bIyWTV859PNaHrPwPo5FJic9awSVJdIUWcC1mjDlcW9d1/Ne3pxtpbOm//AGRvb+vv59x6RPnYpMx0TkVRMoK8JSfCUjW3EMR5kcRGCTfdZ7HCl2ar/vPw09ztKjEkDCVImqCUiUXUTdI2/Lp4syzcYWt+c0/PYyzq78b8/P8ADb14GVis2hlVNXLIXLVNJSoq0LEg6voAG+zF+bCUk1C2qWu/t/dNfi9irBD7XavTbnluqa/PxylZ8RMXnVxo5IUSRlOnh31LHS/pGm3R0ZYm3S5X3ful+OvqHwzxSonmWnFVhX9wAhWosLXvxieOfa6Z5r4hi+VNpcWv9HvGH4Fg9TLTUIkS1hV3aOpCHcqOFKX2iLH6Cgl4bOFNIQGACVJJbMSUnZrEaP6C0PNjhsvJp6aEpSUfX+LX4nguK4fMTiE2W2sxTFOwP5x5bq+kmslnVxZHhS7jKGHVlPM7xa08XBLnX9SfNTbRHJjbWnNv208be7LcnUxyPTTn/B5y+/T3cxLsdOPpGbs7Xrzn8EO61oT09NTU6PChKGFmDdWhTaq2SinY9DMmT8SSpBcJLaE23+8HSRubdC6mVRSO2p50xsyTtxaPQRSS1OZdlPEMSUSZKFc+WwvwHPz8owtfLyd1c1+nj63p6WS3Rk02N1eHVaZsumWUg3yoJL67e0dv5i+Xa3MnZ9o6NfbKVNSDMMyUwAOzHzjK+qcd2dXD1Mo6M15EuTUUS6o/KQwBvw/eNEZxnFa85z12Yckc0tXb5z73v552d2ywvDcQNEhGZeYAEEkAk8tP0MQ+aofZOguhhKKtHSTMuKSAygCpOge4LEHlvGqMtNDh/Eejhjj3RVVzn5EGJ9maqrwxaKad3c3u2BAD6Hz4n35mN2O1qloedk1dHy92vxX4n9iseNNWYtNmSM4VJzOULS+hIvby+l4M3U9qbT1571z1LsOGM3TXPwPR/ht8W5mKIl0OJyAmakBJc+2/ReMEusSdvyXvpnFaHq/4qjrZHeywnKoOyi9tY0QyKcbKJR7XTJMMXR98ESlAKUQEpSS79feHa2RGj0Smq5GEYegqrsmUuoFLp03iFOrB1Zr4RX02MKtMkLUm6u7W78PKL8UaKp/Z2Pnn/wDELxbtLh3wLVRdmwvuZ9UkV3dLAUJSRmAI+YgkXbYRv6WMZZF3FMm0rR+TdPjVZWTqtM0gKBUUFCWy8g1wGG24D2eO+8UY1Rk7myCqxSqkoMz8RODlkgLLA++kSUI+gu5lui+IHaULlyZuL1a0IUe7SucpQDnQueMRl08H4GpyR2XY/t9jdPWy5kmoyVFOAuWsO7JBs+w0Bd9TpeMefAoq0X48jk6Z+jH9LvbntD257FfjO0i0mqkqyDKQ5QGYlvUekcbNhi5s097itD3hNNJICphe93veOfmxKzRimUMTpKZS80tIJ0cRz8kE9GbISrVHN1NKorUE3YtbjeOc4p/6mpNokoqdMpYM5QS4sUsQY04oO9Sqc2zR/wCNoqrLmSFK0BMaFhvwVPLXkpVfY2RUTEqCif0eKJdEpuya6jtRDN7O09MQjK24i6HQRjqVy6pvQjlUcukUe6mKC9TmuCPSNEenUXoip5m0bdDMyBAmpUttSBGuNrRGZ0zVkTkqF0qysxcRPnObESVVNIUkgocnUE2+sQkrJp0VZtFSS0hSaeWC7BkiK9iRUmoQR/42B+toUhxKis0osEWO7tEJa85xEo6FKafE+UAa6xjzRs1Y5GZXykdwSlnIuSdr7RyeoxNLU34ZUc/nE2fkSkFrl+AjmVTNt2Xp/dyiGSVEXF9PUdWhxdeec54Iv3XOfod12HrAZfdmc5JYDaPRfCsrkqkcnr8aTuJ3kssLx6C0jk0EL6AxKxUENLwmTQn4wAFAMFTtaGRaGYuLQCSGUpOWx3hDYBsAToYBDZhCAZRBSwhgR5b3D8IAFlSdoQAlLHTygAYkAa3h0KwXPExIQ0MQxKd4AFaAAfC4aExkcwKIGV3gAYJIe38dNCAFRZ07t6w9w2I1JUm6oAPirtZ8He3uF1AEzA1z0p8IXJII31+nlGDNnaei5zT6WbsMI1q+c/YpyPh/2/oiJuGS1SZg8Lqllm0aOf8ANi3qmbLrZncdnOxHbtUjvq6pld8GYpSUbF9njO5ty+ynXudHD18saqT5+J0x7A9rsQkiTMrwkm4KAWSSX+/tCk5TXb93PzDJ13drzm/3Fyk+CuPzKFdOuqBKwASzX4njqfKHCHYre/Oe+hPB8Rjj0a59f2/TUxx8Acaw6uXXpMpagUnxKOrM/AkP9Tfi7pG9fF8cYdqWuv8AX4+fqEjsZ2xoauSunXLHdrBbMojn+cUu3Juue5xuoz/ObdbnsWDYzjeH0EuQunKlBIcgFnjp4+pi1TZgj00ZS1Isb7Q4oaZaUoUtTNlUS5Fv0DX+pL6Z5L1Oph6eMV3KNcae1crxVcFVjEaiYVro5hNrtpHK6jKslJc56i6pUkl4KdX+KTKUTRzAQdk84xT0M0UczLqJ340ibJmoQNyk3sdIonC9fJbF0i3W1UvuihJd3BEY8irY043bNDswZWUqWqWlRJI5XjR0mjKep1OrYKlhMpYL/n/EdmEnN0jCsUpOojUHZirnVCp9Q+W7OPzMXLE5KyxdPkevg2E0VJTMiqQMp23PN2+jvFmPGl/ubsPRwSue/wCRXrsFwqvpT+HSjNqCLgs72+vuIJ4YSVb8/otydLFVa5zQu4ZRr/ApppiyEgNY6sRt9Isx44qkuc0I4sag7jzT7/2+8ycS7JYShf4vukqWDmzHZj/MKeGK1OhHPKMW+c4jNn9qaTCpSEBRdNk5XN9X+sRjl7ZqKOL8Q6iWW4I3+zPbmhxQilUtOcWbcecdTFnWx57Jhe5mfE34dU3a2hKkoT4Q6SBdB5ctIj1GHv8AtLYlgzODpnjmCfCzG8Lq5iJygEBQWkpO4b945ksEmzoPPGtD1rBsPnU9PLlVJzKSLkveNWJdqoyZHbs7bsfQyZ2JyimSjwkKLgH6xat9SDPT69EmZS92JaC4YeGLk29ylJ3qU6enThjVcmTKSpepAyj15ROLV6Clroz5o/q2+IEnDez5qMVwGZiOGIUDWSJQGYoUCCxKSB5uDfeNuCHcypuj80+0ND2Up6mtqOydLW06alayRUrC+6lkhRR4QwAG5ubR2ITnJrv8GeSik+04+vkd/LdAKUlTjw2cC4158zpGtMpM5VBWolGeaZfdpLFYDgeZEPuV0FG92TTi2K4oiRRU7uQJiwksEuHfWKs7jGOpKCbeh+mP9L9KcC7PUKpipf8A7+nQgZFggL1vwe3NybaRwcidaev9G1tNn0Mie8paUqsQ4uD5H1aMuSKmtRxbiyEkpkqQagd5sVcY5+bHSNmKdszpqisqCyCVBlNp5xyZY1F3zl8ujoRlaDkSEpdISON9hG7Fjsy5Z9uhpUwPd5NVAWJNzy64xthi9Oc/AySyE1N36lBSHIDBSSdIsWFeSLyPwSVEiRPvMBTlGWwdurxL5SF3spqoaYqClIyj/cC/r1xhOHgFMjl5JJKSokpiFVpznGSuwxWnN3acyTsdv5gTChxUqAZTmzcOtPpBbXOe4EU2oOX+4snYAFogSKk/EAgPoeADxW2iaTK8yuVO8Ki1tAbxTaLlGyjOqxeWiW++YmM+aVFsInPYni2V3cqJYlMcTqsrvU6PTxRk0c+dNmuqa7H5R9f0jDB9zs1S+ya7LAGUEbMNerfSHSau+cZBSvQ6PsxPXT1SD3gDm5PHlHW+Hz7JKzJ1ce5aHqVFMTNp0KO4j0mOTlqcSce10W0M2u8aBIcrSN7/AHgAHOC7QCvUMFxaAY2ZPGABFSGPiEAERYvARGWQUBI2gAFjwgAUACtAAxI1gAjWo2tAgYBiREaGIWkAAksX5iExj6pfeAAAb3gYDFadCR7wACSCdtPzgAjVdeY6bwAKapJSWId9oYjam01HVAiZJlr806RiaT0Zam1sVxgWFZSk0MoP/wBBeIrHH1H8yRBP7L4ZOfLKSjySIhLFFk1nkisnsjJlrBp5xBSQ12EVvp7LF1HqRTcIxenC/wAKpJ1uxOsJ4WlTJrqIt2zOn0XaWYCe6lXtdOo1D8dfrzjPPC39Oc+4vjnjsYNbRY9TL7ybh4W+uVHTxlyYMlUi9ZoPcrqxKskIzTqFSSzACW9h19YwZPmp9pphOFEKu0ktIEudIT5LSODb9fnT82ePxRojW6ZNIxjDpmXPJQHIZw8T+dKe/OaCkrNWScFqUFK5clRNvCQdr/aLlNLcz/LT2KtZhHZ2acvdocbAC1v5iM3ElGPqYtZ2M7PVSiVykAB2AADevoYpVLZk6UjOm/D3CM70s0ySCXyuN4lGSTshKHctC9h3ZQUM8TDUKWBzLXtr7bbxvwdTHGGGHy5dx0k1Kpc1CEEXvfXbQeuto2R62LTvm/PP3suvuWvN+a3+JQxrB5tZIJlNn1HBxx9CPeNKksytb8/h/gasOftdGTg1IvDpJTVzRNuVXLAQQXbuaMknJ3sH2mxqnk4LUVFJUBa0ArGU3fTryh5XGMbiQ6eFzUWchhPa+dPopy6srZFwTezcWHOMyyummL4ljhHD8xcv9DyOu7RVmIdpZ8uSid3CZpCV6PxF/QfpCX+rlz+vX7jzjjVI6DszW1VFjdNMlTVOpYQ2oOg/KNGLKto85a5vROF7n0NR1C59BLM4apBL7epjo22u0wtJOzOqRKBUsISkjUsYhOOlk0yiVlRZIFv9m09YgB0HZLEZdLWlV5ywlgkCz84PFD3O3q14zXSXTUIo5agLAMfMPEoJt0iFJGFiWJVWFSVyKifNrEZWKnD/AHbbeNMXW5W03sfNHx8rKLtJhNZh3cCbLWgomISWJS4yqUGup7hy4HGz7op442VL7TPgrtdg0zA6qbTygZ6U2RnDuQ4LMHOrbW4Xjo4ZKT1KZxpWji6NcqZSTULRnm5lJQwAPzADz001ueJI2ytST8FCqi3hPZrGcXrO5w5a5aZiTnmFTJyBrsbsX92iM8sIrXclGDbPoD4P/DeR+N/ArkTppTMHeKEglKtXQS1lEaPvoI5mbJKbviNMUoqj6+7KrVgfZ+XLw6RLnz5OVHdy5wSFZVg3WhQDgJT+xAimvAPVneUlD2pnVhq6vFF/h1SRLVJUGIUCXccjvwD7xhyyjVLnP3L4Lyy+MDW8qYnFZ6O6BKkhQZZJJv7xin9pF0XTKdRJTJmnLUqUpRcgL6aOTkVTOhH/AFNegp5c2Wk55gI3zmOj09UrMeZvuNJI7sAd6o6JYqfh+v2jclzn1MrI/wDkDLcFDkgHwnwkHmdNteUO2HaiWnrlF1IUpKknxJVqA/XtEb15zyNqi2qbLnoDFYVq+0Na85z7xc5z9inNCpSyhSFZgAb9a3iuTolFDKqaVKcq5TKAuToOv0hdzew6KlROBfKCA22sVSlROMbM+bWpQVEXbm4N4olksvjArqr1zQRlSlt3eKXMs7DOnVCyp0vbRornLwiaRVXPmoSozXZjr5RlyS0ZbFHNY1P75SVAoKQW8Jcu28cbqdzoYNiKhWpCrEknZvp7NFGN0i6WrN2lWhyBms7OpyfLhEpSdWQ7a0NbDp8zvklE1SAki46/KNOCUrSfOfUqnHQ9VwCpApEoKiovuY9V02R9n1OJnj9o3UKGViY6BmQyklS8wvAA4FmUWMADhSUjWAEPkSTm9oB0AWfw6QERvSEAOUnS8MArBr33EAAkWIgAjSpV3s3OBiQ8IYCwXAA2hrcTGUCXe0SECQ0ADesMQKg510gAdwNTAACi40u1oTGAEpIfXhAAIJN9bwvAArWGsdRDAjVsxeGI2DNy3SOcY09C6iaXUOS9+UKwaC71VjaHS2I0Omcc14QNEyZqVIygji20G+gqCCkBnH0hIVCKZKrEJL8b9fvDUE9Gh20RLwyhngd9TS1+YeIPDjl4JLNNbMzqvsTglcoGZSS/CX+UG/QiD6LHPwiyPVzjuUqj4cYErwiUEsbN100US+GQRaviE34MSr+FyCoJpKuYn/7Rnn8LT/1ZfH4h6oozvhniskD8PXzSoXD361jNP4RJvRl0fiEN6M+Z2R7USVrTkzJFwXIf7xjyfCMt6P8AP+zTHrsclbKlVg/aKibvaNagxJKS9opn8NzYlav8X/JOPVYp6IzhieJUpCfw85IHi0PX8Rmhjzw3L1kg9wk9pKuWkZgUnU5k6RK8u4P5d6F3/wBWTe6CVgML6P79bxOPVThsSik3aK1ZjEmok90WAW4VuC4477OSL7xZLr3dx5/GnhPS3Wjotq9zj6890pRQSEnRwzDo/eDD1crTlLT6i7pJ9rfOJf3sYuM1Uk0Bp5ISkzTdgLaufV41f5MctJe3PxM/Ud2WvP7c33d6Xqdb2C7A4D+BROqpMlRWMzKDudz9enjZgcsktDD8mWS+038c+HXZuQJVdTy0S5sohQMsj/ZgQ2osfKNkYO21zyRXTTmq5+fPSy/InCXSpkpUV+HK+46v7x0sUu4wZ+neF6mfVTAZjJBU1tWYwTdvQoKy+8NkqUkHhqR00QYI6jsLKlS60kpD/wCJIdrwmM9BqmUgKmDOQGA4xfjSpEHocV2ql1LlUtCA4BCVD5YcnTpBE+Tfi2ivWqpmZZSM80JSkE5prZRlDCwfKTzDbRujljOqf8lXY47ngHaHA01S0yp5zJOUd7NJIUsDd9Htu3NgQNcXa0K9mee0vw/ld0kVqFBUyavMJYBABNj82gTm8tg9jpeed6FaxxovYPQzaStmJqpE6nkS5ZBnd53d7MpVw4sprHVi7WrbTRKmj3n4c19JKRMxjDKCrr1Uc8SyJczIqYpTgTCwDhLb3IJLuBGSVp9xZ4o+hsJxiqosUlU9L2YEiRUS1T6iqRMyArU2YKA/z1Dts52aE4qWi5z+hJ9urNTCsV7W1NLUyMXrfw1aZxWO6USEy3La3vqRoHjFnnFJVu1z9/v+4vgtfY1peI4ggzZK6lYVl8I2PMGOZPN6muOLyBKmKljOuaVLVY8+cYu77Vs0eDYwnEGQQFqzA8Y3YZmfLGzRViBCWdILkhzy+vTxtg0ZnH1IxW0rh0LMx8pJAItoR7RCU1sSUWT95LWoKDFTags/nEe9B2sjqcZmUakoFyb2clvSDvQdo68an1KGTMHEOXUIfct0NQvQg/FTEoImySpJ3Ad+miqeSkTjBNlWqxJGcJQVaGxPWkZ5TsuUUjPaZPm5UAkqu+0VtN7E7onFDMUxJN7CDsDuJE0KpKVLXkDaXDxGaocWYmK1iEIKCotqSRt6Rhz7aF+Pc5GsmFJVNTOSANCC35Rx8n+1c5/w6ENrXOf2PhM+o79pcvvQSGLW0iuNplro1JlYpKwleUKv4RqG/gw36CTo3MMKkgTFrJJGn6xoxaalcz0bsfWTJjy8pUOJOkej6CVrU43VKtjtJeYpBIYtoI7Jzw8xHh0gAVzf6wgGLgfSGA7um5PvDECLWeEMeABeUIACb2MMB9oAIxAwEScuZoEAOYWtxvDoViUoObawr8jAWpmYCDuQqBAcPEyILvf84TGMWZ/zgAb6wACosQBvrCAiXmzEB24bQMANmaGA0MRcTUBQBLW+sc1TNjgOJoAYPD7uc5+44kqag6D7RKyuhCaxsC/W0Kx0ieXPJOsSWpFom7xTaxJERd6Rb6Qe6CiVFS4Ym3nERdpIieHdJIuNIkpNEXEnE0EEqUxfcxK2yNDZQ7vbVucFgGFB7kl3NxErXkVDum9uuvtCtBqAtEtYYoDcDEWk/BJNoqzMCwycl1UconRwLxF9LCauia6icfJVmdjcFnIyKope/CIPoIT3RNdZkRiYh8MMHnqK5Enu3b5S0YsvwmL2NUPiLX+xkVXwlQJZ/DVKithle4jHk+DXsaI/E15OexD4U4wQRKTmYWzD94zZPhORbGiPxGD3OC7VfDbtMhWWRRqKRuANXiqPw7Nifcy3/Nxy0RoYHXYlhVNKpq2mmS+6BAKgQ/qNNI1dFOeBuDW5d08oSmrLmL9o6mqQmWlak5mSFG7gWsPIR1e5zVo1Tljh9OcftqSYdUlVMl5gJXxsbjh5RoxJ6nnuvzRyzXY9CYskabPFuxg3BlLcganZ4hZOjpuyyJi6ppa/FsdjeAR6LKmCVLM2aQbanTn+cSUmkRas5bF0ivXOqClXjGSWlOrcTD722PtSPnv4/wDYrDsH7Mzu1M/vhMkNlQPlJJ3Tvf0eL+n7u9RWzIzrttnwf2y7QfECkmqXg06TOpFrUpQUjxE2d3YMMrekd/FHFtPcxT76uJwFN8Su1mHYjOqKxYnGdMK5sqalgVPx1HC3AcI2Pp8co0ihZJJ6ncYN8TOzWK0tFT46lMqoVMzVGUeBN7ZX3t9ffNk6ecW+3VFsMi8nqvwq7b0M3FUTsDxGWEypihkCyrvVf4qLNp4bNq52jFnjKCtrUug09j6R7LVuOf8AHLkT8WM+f3qameTKSnu3KiUpbq/Exz82Vwfa/p+S/H9y+GNS1OvRiNVUViBMUgJElSQkFgAFdeXJ45eTLWr3NUcfhD4dKqKRaJUyqWuWoky1LU55p57xhk22aFoTV2IyhOyypktWVWQoBuDwPvDWOUtaDuSM6V2jr0z5iJEoKloDlQ1fcN+d40QhKPOeCuTTOpw2omVskGatIVlzME3DxojKlqyiUbehaUpIDkONLGK5y9CyER04iTmQhGWwPl6RWpPYn2pkUtVVOJDFb7qc5TE4NtakZJWXZVNOpPHMSgqN7bxY9rRGKvnOexBUT5k6YDnZKRlDGM71LVoKnoTOUVMSx3NoSi2xtpI2JVJMlID0zFrWi+MGiiUyGZTzFEqJCDwTaCcaHGVlGtkVi05RMlhL76swjLNF8Tm8UpJqQohOdmu1mjDnaovxrU5qtl5FmUUi31jjZWnKzoY19ksUUmtp6dU6UhGQW8Rv1tEEmloWX6kEpS1TlT5qkmYdh4WiPmxnSYTNWpLrSCnzjTjepXJHonZasMudLSiQpQNi0d3oJa14OX1UdD0CStWQBQe8d5N7s5Y6rqzARIQ6CWeABHVjAA3O8ADuweAASb2hAO4hgAdTAATgC5gAje9oGAJvYPlaBCYwZ94kIFenpFcrsktgW3vBSC2OwAiwiANITAd2Be5hDBtBfkASATpzgABakBPy6gwX4AhfjcQxCUoXLW94kIqImliCpxvHIWmh0Pcm71VmUfeJASInkbw7sjRMmbnS8O2LtSJEzlJ0g7mHYiQzgq5OsSUmRcaCTNILgg+ZaGpEWg0T7H9YdhRMicQRzhWxdqJEzrXVbTWJWRcSVFQQGzPBaDsYX4g5ncloLvYj20SJqXFyB5wOTQu0IzX1J9ILsVUFLnJCrm+5icZMTiS59Lm5iXdYqCcgNmMO2vIhJL3e7lj6xOLryJkpyqBuz7tFtxe5HUZUqTMBCkJUNNIXZCXgO5oz6js1g1UvPMo0PyAiD6fG/Bas815MrEfh52fr0BP4ZKG0YNeILpop2Tl1M5/7GSfhNhaFEylFIL2SogB9bRP5SWhD5pQqfhbUEq/D1J1dNwYreN+CSmigv4a4pL8aJoUBq7xWoNFjmmXcF7MYzhtUFzJQyuzgw3CkCkmdZUpBkCUbPYtENQWrM+fTypaDMUwIAAMAzz/4k4PRds+zNThNXTCbKUlWqtYtjOUNVuRaT3Pgj4gfC/Fuzc6qWaRRkImFKJ6XBSxI+Zns3WsdfDnjmXuUSi4P2PGsWwCYqUo1EmVOTLHiaTcFzoybWBJL/wCJv8r7cc2tiicTEmdmsLnS11cyhuogO5AILuRfYsLDfUWe1ZpLSyHYt6IsH7OYnhE9GM4WqdJ7k3nS1nwnLuNSCX5ADVyInPNGacWKMJR1R7T2I/qa7T9jMOTTY1hhxGYnKFLWnxSwDq41bxH7kOBHOy/D4Zn9h0uc4zRHqHBfaPZMb/qm7JYNhFNiOHYdOxWrnykrXJklkySpv7ZJDJZ9Dp9Y5j+Gznk7bpc/E0rqEoWcJ2h/rD7QVK5VPQ9kplNLUoFK8pOXS6n+UhxrxHONEfhUWr7lz9SH+V2vZmQv4pfGDtXNradCFS5a0om0lRLcBK0qYpJ2cNc8YmukwY0nf3MTzTbo9X+E+HfECprpeJY5jshpiQpckJyklwCSeNvffSMeeOOKdLnNP51LoNs98w9CpU5RBYGwA4cI5M246mmGpqFaUA5hqIjKSJpAyqeZPIMtJAfibhoIq9BP1NORINOnvM5B3vYxfGNFUpWFNUiYj+ysqYaPEt9yOqIZOHzZygpc1IAvZDRDtJOZrU8nIcgYAXzC0T7VuyFvwWJmIBCDKROB2Z7xNyRHtZVNepKgn8MouSXUA0U5JJlsItFOvqJROaakJI0jHlnSNMInH4xjM5WeRT0xCCCCwuw4RzM+XQ1Y4WznxOogsSTKXMmFjc3Gm5jmN3qblGlQ06tqEgIyKAP+JOo6cxByZJInp8xSlS2CTwHPWBa6BtqbWGT84ykhksNLRfBkJanaYBiSpKwhLMDtteOt0M0pmDqY2j0XD6tVVTpIFyHvrHoMWRy0OTkh2l+WSqWMzekaSoMDKGe8ADa34wAKEAx0MMAYAFAAiLPAAKlD5YYhgQLkm94TGMQwd3gQmBobRIQyg4MRaT1HdDaaRKhWOSlrGFYyI5gbAW3g03ECvvFHVoK9AGIUGtAAnP6QUtgsimA7flAABNoABIzAg7hokIypSzmd+njjJnRZZTUDLrErEMudkYhT+pgsdEiag5bmznQw1qLYNM1SvENfOCwolRNO5fzhp6Ca1DlzX+Y3ES7iLiSJmhIsoe+kHcHZZImoNmMF0LtDNQf8S0PvF2MJNQpvniPcS7SaXOBTcudy9oO4O0IzlJsFCIykNRRJLnE6m55wKQnFBiYobxJOhOKYUueQq5Yv11yixOyqUKJ/xJPhvcRKyvtDFS2qgRD7g7SVM1Kg4VrD7iLVBCblvm6eJxk/AqJUT83hIv8Az+kXrJZBxH712Zr8XtB3hQu+DBRa7W3hqdugoMLSQC+sS7kKhHK7kiDSw1AWlCg1mIiuST2Gm0YFejuahIOkZZbmmLtFaopk1KMi5mVIu3GESOZxWilIWpEu2YeK+sQeVLRk1jb1PLviJ2WRiNCqmRRiZLKSFeF2tq3tFmPLKLtPnNROC2Z8q498MqdFRVUpV3afGBlBKC5IYvoBYW4+UdTH1lpWZpYaZVV8JMLlyDQ1U6fLlD5HS6XYsl3YAv1eJf5Xig+W9yWn+B0kUk5GHS6hY7wLl5iCEnxMCLWcjW/5JdV3PWvxQPG1scnjfwWrxULpqVCZXdnLNOZiwBIT6eQ05RauriiLxN7m92S+BiMMoMs4ploqxnKFAn+5YE6sGI8t+EZ8/wATT4uer8luPpWuPn6HRSPhbQJn95UykzJiEGWS1suhdJYE3dzuR5Rhl8SyRe3Oe3mvGuhdLBrfnP09zrezvw4k0U+WMOkSkyQnxyjckcQT6ebCKZddPItefT2/b85LBGLPY+zvZrD8MTL/AAcgMsOoG4ci/lvpGWeZyJxhR0kyVL7lIl+HIcrb/WK27JpUVVoRNfMoADQxCx1ZfoKtMlLKLpO+vlFsHoRkiymf3xP9wqHA7Rf30VdoUpdPKIyoTm2MT3IvRhCfMPjSG0sDAINVXNUCDMZtgLM8VymWxiqIjUZSWQMz6iKnPwSUCtVYiqnSyT4rM+kUzk1qWRXgyazEVqT3tWwSn/WzRz8+TQ0446nM4hXLqcykypiUKP8AjZx5xy8k22bYRrUy6hEiSrvUGYFn/cu/GKmy1WyCdVKQ4CXaxKbkiK+5FqxvyFJxQqyjvGDs136t94aFKDRu4ZVImSEIC/ELgbxbBlTXg6TBajuqiW0wgKIfxO0aME2pFWWNrU9gwJYnSEFAcncR63pqlscDMqNoZkJylJcF43p2rRmvwMSSflLQmA6Uku4ZuMFjBylJ1+8F0IYnZoLAa94LQCtxgsBONG0gtAR2D8Lw+4KBFi+t4TkgSGUSwe/rAmrBoYeUSsVCY8ILFQJCrWMO0FDX4Gwirzz35zWYyhrDUkkJoH2iXcmKhlAZS5EPuFQDn5WDmEmgoRLg8PPaHaQAKysQPvCsdAqSBpxaJWhUc+lY0zMT9Y5C0R0HuGlTm6wRzgumFBGYBqQXhXoOhu9Vobh+NoVhRNKqSAzluUOwokE51gAw1IVEkmd4Wce8NSTFVEmcG5V108OwEJ4SQnMwJbXWCwpslFQ+hHvB3BQSJygHJDQWgpkiZ6hfPblBaCmSGdntm9oPoH1J0zAGuLl7mEkFkqZ3Ai/OARH3is33vFnckiFNskRNWTqIjZKiVE0sCS3N4LYUiVM8pTZQ8okpeGVuFuyQVBCXJAPGJKSIPG70DRUEXcEecPvrYXYTCcFaBLvEu9kHGh+8cmw84O5ioLvVCzCH3sVD98ejD72FBBRI1hqTFRQxeUlSO90y/WIz3LMb8GPOq3RksG0iruSReots5/E1FTlKgFKtGd7mhGVMpk1SFlZGQeEDid4fcxdup532w+GOG4xNNVKBlTlpyZkksoO7HaJrNkjsL5cXuYNL8MwqQ1ROVna5Cz8zkuDw0tyhyzUChZcoex5pHlz02SykgFg/W5iqeVv/AFY1FeQK/svImzVkyJY7whRJTuDY+zxU8svUmookHZX8RTop5khKk5MmcBm4aRCWST1Y1EuYf2No6VByK8RDOTmca7xC+fiSo0peC0NOlJWkKVLIy8AW+kSi/UTVF8T5EtlJCQANYnaQiJc3vyVJmB1QWmACpawWJf1iO4CRPCF5CnKdvKGpUwo06abLSXU5B46RfFlckW5BClgTVhIUbAj840rVWUy0ZbnUkuWl5MxLEWBhtehFWylOkS5ZbOyzcnURnmXQKc2emWCSUkf/ACiibotirMqsxFU9RklgnUNaOflyp7miMH4MWuxEFSqdMzbU+Uc3Jlt0bYY61McVlYlTmWkoL9ebRmcy9RXgKbOpZstqrKlRuzXdvXoRXKTexZCPmjBxCfMkrC5Cj4gc29ujBjTluaKjWvOfkQUPfLm97Np1Em2ZTDex8tfRoudeGVz0Vc5zU6zC56pctSVy0p03hJ0Z2buHTO8mjMskWFhfr9YsxNqWpGdNaHrfYPEp0zJRkpyjYC4849D0GRvRnH6yCSPQEAZdNb+sdlPQ5LEpAayeW32619YmmvIhMhJsx89dYUmgVieWbAJ9oj3D1GIQdAn2hWA2XX+2m8FvwAiEbITfyg7vQAFSpblTAPyguhjdxLJcM3kIVthY34ZGhD+kNtjsfuJHAQKdCti7iRq0PvDUBUqSLFgSbbwdw9QVS5QsWh94A/haZRugP5xByY7ZGqmkAWlhhD7mABkSFXTLZrQ1KhjGTJa8v84fcFAGRIb5G8jB3BRGqQgB2N+cLuY6RGZMv/L6wd4+0FUuSR8rNu0R+ZY+2jjGzMSz8WHP94xpmprUNii5J6MKw3HKixct+sAUOJgNheEOqDQvhABMhYFwPzgASZhBYZgSIadB9USGe4BsW0PDq8HcwWgKZgcE2hASd6+zefrDthRIiawd/rCAPvHveJITDTMIuCYLoNyWXUGwUbu14kn6ia9CX8QdXcGHaCgvxBIcg38oVoKJkLBIJLb3tCu1oFEgUlOh+sDbYkqDCxq78bwP0GGieFFioWhp0JoIzSDa/q8CdiqghUOW384tTK2ieVOBa9vOH3VuQcfQkzpN831669Il3Ih2v0DSXezNErsjRPLVaBMTIa4JVIUSNrRDI9CeL/ZHJzVoVMUgF7xncqNqRQqZYK3NzziAzPloyoyqP+RP1g2GRKmyFKMtSQ3EQu5eR0Z9WnxEAWZ+MUTyehNRM2cUCac4B8I2g7gop101SJSlIp8zAkHgYNRMribPmS0pXLKd3hVrYWMMwOcTGZ/SBqg18kU+bOT4kpCiLs/XOBabg9div+JM0sorluRroOtYlQg0pnA94Fd5ls4vA9QLkhZqGSDkKbEPpDWobM1JeGrmocgKbaxjRGJXKSJ5dKJFlpzO9+EWqCorc2X5K5KUjvJVn1fcRbXbuVvXYkM+iMsy7FJDX6694g5LdMmoN7mVVSlGaQJpKRtGZumXJaGRWlMxJlomCXfXV4z5Ho2WRWplzgZfzTUqAs5s0cvK0jVBWYdZUVKVFhmu4UAz+pjnSbN0UiJKyiWamfOGTXMduYit6liTswq3FCucR3aTlIHh8LMdIhFNq2bFjS25zQykzWIUnMND8p3t/P1i9KrslJXsbNERNAFw5IuBw8/3iD0Ms0zeVKlyafxO+gITrw8oSaZU0bWCyylQJXnJa3G8X40Qkeq9iZspEzIlKQ7FSjq8dzo19o5nUPRno8uaFoBCrR2lK0caUXF0w8x2MOxDKU5fR4GwEHgAFUwAkekDGkD3qS5zRGx0xZhe9oVhQ5JbyhiHKiAwENADmI3PrDoAVrCdbmBajA7wg6WHtAwoBc0KVl3G8K6JKJGFgDxpJ6MO2FBZhpmDmGIZc3KL7wwohMwj5Sw30iLdE0hKmECwIMFhQAmCytzvBaChGYWYvaGIjUsakERGxkXeJ4xFIbOLE3QAEej26/L0z0awVTH3uWGxu58odDoITCQCC+94hLQEOlRBfNAlQnqOmYyQkqUW9OH777xLd2J0TIWw1/KBkUF3gf5uunhNDQ6Zr6eUIYWunVoACTMKAzE7wAIzCbAs20AEsuZ4bK5QWA5WpgrMYAHE+9y4gAlTNJuTaACZE/wjX2gewEyJo+YKfk0TTBkv4gPZ/OHYqCRUEpINrcYWgUEiawBzFjDpMRMleYAEwbCasSFAKJzFjxEO2hUSpWrZRA0fhC7/AFH2+hIJpG7+kK6CrJkTXBvFveU/LJ0T8p+Yl+USUrIODIa+pBlGXm1DExXlnSLMOPW2cTWz1U9QVIzFO/KOdly1LTnP0N0IWtSJdTnAWFO93ETjNy5z9fUi40A4XLVZvOLm0RSaZmruttHLfWISWupJFGZMzTsiioCXqX1JjPLcmg1JQeB01iUec54BlDEV5EEISC4KT9YmRZTkzUTE93OAzJT9doBFepRNlrCk5inflAAOQLDpNjbTrhBQURy5V1JWkOLAwgJJEooOVDZm3LRKKDfU2cPpJU7wzkeMaEBut40QgVSlSNKnkVFLmCgVy3soC8XJVoVS11LHeUZQ+dlCxJsBFyelFdMqVaHSTlSoEWvrFcticTMqlISpgCDGZy7S9KyvMnTzLyomFIP0imUrJpUQMpTIYk8SYqmSiZ+IyQApiMwFgUkn6+0crLZthSZhT5i0oUcj5RoAS4jFJmqK1OdxKbUzQVJkKkoCfElTEl4rNmJRRgrVOSVd2VlJUzZXIfe/MMNg76MBclF785+e25dqXqHOVAlDqBZ2P5OwLfXzEVtehHI9NToaaQcgXJlAHcser+X7qrMbl6mpKlz15QE734AP19YPli72dDQUYl+LUnQadbRqxwSKpyO57NS1yZyFTVuCxyAnffrjHU6ZST0MGZpnplMr+0kkXudOUdmGxy8i1LQUb7MYsKBlLAsSfaAKHCwP8vr1xhqwojWMwJextCfoSWgJBzOD6DXU/rCofcPnTz6/iAKF3mY5QpiNdolQqE+UB1nXaAQJWP8AY6bwUOiFcwvYmIuVFkYWD3t/2hd96EuytQFTA9rcRDW4vAjMe4H0iZGhZiN4TBArBJudDC8aD8gKU2lrA+WnXpEFuSewlqTkLDW0WeCJGFHM7wkAZUeEMQCmDjjABAtgWAaBAcW5UAo7O7xjNoBWA41POARIiAYVvOABHMWYwAIzCLNtdoAJUzMzuXtAJhFTaJv+8ABBb7wAODAIeAAkljvAAeVQuVbQAJwlZcc4AJkzHSHFtGgAkRMcWFhABMFkBodgIFi6T5wbA01uSCcEghn5NBYBpWD4va20NAyQTVpUN9tDz/SJCqwzNsCR15wComTNIGv0gcQsMTdy/KFVMb1DRNZnIvEu4h2lkrZILPA2CWpQriVMoh78PaKmm9SxaaHM4pKMxThVnf6dfvGHLDW+c59NEJGcubYpJ9bG9/fWKU6LKGk1aCoIKh1/H1jVHIq15z6lTjqBOCQoq0a4MT70+c/5v7R7TNUhznYjNc30JjPPYmiEnIkhI3YBt4kvs6iepWmzFKASGudDB3hRRnJEuoKk3cXg76F22LvEzAU8LQ/meodhAlQlzDJuUs4PXrEXkGoiUpMpbpPhDe0JTBxA/EZZqVlAyqsSOMT70LtOmoikS++lLZTA5eI841QyFUo2XqbE5fyhRBZi9gYvWVIqeKyCoqQZgC5aVJNyRvEXmJfL9DOra4yCsUxZA8WVQ0iLyIfZRBSVMupliatd1E2UnS8VylaomkSVIlLAEt+BtFRIojDauUhU6UCtR+VlW84z5CyJTnS6weKrSRfVwftGHLozTBN6syMTqAJf9pQIG5sR6xim7NUL8nL10mdWTFTF1AAPAvm9IpWxsjJRexWl0RlHNmKtQ2Uc+J6tBuSeSzocDwk1KjPnJVlSeFn/ACiyMO4yznRvLkzwAiXKSm2vXnF/y3RR8ymXaTDikAzFuVOQCPz0i3HgbITyo3aXDsibMWsNgI0LGkU/Mfg6fszSzPxCahQOrJv1wjd08NbZmyS0o76T4Eh9W9jHRhoY56lgKBLAcYuM4xWkEgg24iAErGzsXZg/6RBOmTcbQQnMGItoeveHZFwI1kEuIbdEoxIytTkFuJt1xhEqDz5PE/ttaJeCDQImm5PlA3Q1GwCSXJgux1QxDfb7wmCEFAEkj268oqatlmyAJDkNoYtSINiUQdA0SIgBXFxBYDHVwXbr8oQyOapIuzW2hAAJoJumAGEFJJYAw6EOXCczNABGVlSibQ9gInBMAHDd/mVlZ7t5dNGI2DAkquPLygDwSGYdILAYrKiCPO3XnCug18DhVtXPMmJXYIMEm5Da9dcIQBuUfKPVzDGP3jpIGunXtAKqDlrS4B4iEPcnzIFyeV4BUOFBrXtAIcnZmgAcLIDe14ACJu54wAOJjJb6QqvcCREwAO7QwH7+z5wGGkFDrWg0THOZTHn16wWHc6omzpCWDAAbcId2DbbtkqV+EZRBYiQTLs123ES2CvJJmSEhISAkBgNLeXW0Ftg9XbHMwkZSkHS3rAtQoXfHSwuwvrbr2MMO3yiZCy9wAQYVCJgtTAADg0RAgrJgyM0CGYVSolRD2d4z5YN0kWQlW5mVMgEZnFrXPL9ow9lO65yjQpeDJnpmIUSlY+5gi2mDoFVaAllljd7c4n3UR3HTNCxsYkpeoq9CGaEpS5UGNrxKUrEkVJqAoGYk2OjecV+wylVjItD7qgboEBMlhKu9CrRF0SopSZhRULWq40Y6GIp66h4JFqkqSozQDn04RO0RA8MkIA3vl1blB3NBRYl4hMkpImTSUhmHCLe5x2I0mR02LMVonLBL2JDWiayMjSLUzE5k0JFOkkCxBg7nLVBSWgqOZTzZwmrE3ONfAcpicbvUTo1UzRLlJKUBCQdTaJ7ai3KVRiaDM7tEvvkGxIiFqyQc2pqRKIkyilI/xIYaRmyXZZAzKr8RPSTUqJuAAD4fvGLIvU0RbOfrMFmVanC83BD2/f1jFKDNUMnoZ5wWoSruZKDmSS4UYgot7FjyLdk9JgExEwKqS5JGbI7ExYsLshLOmjo6f8Qgol00jKltVAho248FGSWVs2KaizywqasrUdA1m8/WNKxVqU97Zfk02QvNGp8ID2jRHGktStysnl96uaEpcJ39oaSC2dhgUkHI3iVy2jbjirozzbps62UjLKDm4jSktzK27ocKZXpEiIylEkk2eE0NabCFrtEaQ7ZGq63b2MOhhElKAdTBSFYJSczgFoUdSUnQlTPCzXHGJEaACyzufeE9yS2Hd7gwuc5uAvW3nABGpaRcnW0Nbg9gDNSoZSOMMQKlt8pfix64wCGU5uLeUIYClZQBAhEaiFFtYYxAMbp93gEOlYdyBDoBLmOcoVaACJb5S2sMBn39YQzz4z7knY9dcuUc+zZQ6Zx/xLnzgtsCYLGxHXQgAMLQA5JAZ+MS9xD5kkOFBm47RINhs12e/nCboAhOAILddGI9yHTJUqBZjbhEhCSvKpIDHSACZM0aBgeQbl+n0h6joQmS2Nwx9QfTe0GobD94knMFg3eEBIiY5Yl77XgEShSeL+sAhZks/wBoAGzj/aFY6F3nn7cYYiRMwo0gAnE5wARaACVE5IQwaAA5c5zoIdgSyltqouzEk6w7sbdhHKp0vrcgW1e/3h67j1/2HzhObxAWcudA300g1FTdaEomZTq/rCETyFhW+u0FCsafLzAkb/WEMyKmUQX6aISXOcQ0UpqFXcM3nraM+SHbTXPy56UiyMrMydS3LMRf+X/PlFPy355z/tFvcZNfTKDlJ2cWiuUWtBpmTNnzKFdjYWu8R1iN0yKZ2hp5kvKoEEMCAnXjDc2KhpGLyVAZ5gBPEW60hqVA0R1lZJy5zMTa/CFJ2CRRm42gDKGPkd+miN0PVkNTXSjISsKAUraC61CgfxfeSksQFpJB8oafkTREmrmiYe9XY6Nr5xJN3qJjzZk7u1KQMxAJAe/WkWOJCxqKnmzEJnz28ZypcaHduWsEYuTugbSOloaZEgJKw6TtqRGiMKWhBuyelqkmcoyZSlm+XMkhLxYtNSIU6mxGuS9UuUhtAnRoU9UOJFTYUmnmH+4zsSp94pUNbJ34DqpNSVFInlYI4+cU5E27Jx9DImrlUuZM1RWoWy6xS4WTUqMqqrcRmTCaGjnsp2UhPhEVfLXoT72bOC4VidUkzsRld2CLJUGJiUcFoTyam/KpaeSs5kJUsBr9WjTjwJFcsjkWZUqQvwzQw1Yiw/SNccaSKXImEmnWSZUkAnf7WixQT0IuVakyJaC6VqtwiLSihp2wVy0S1JWlQyk6mK+1XznNCVs7Ls7LV3KVIlAtvoI1QZTNG8VKsgaxqTVWjNWuo4URYvC7g7Rs4A9IYUP3g0MAqBWsZi30MAAOCGEAxKXuqBaAwStJs94ABV4hqPeBqwsSQWYQqsE6AmzR8qSdYPI/AAUkpBJPvAl4E2CogMQL+bxKkIfNma43d4VAMZoYAfpBQWRTFaEn2h1QDkjLu8AAmbxc76QANnSRlB1gAYEWv9YAGUuxbyhgREsW/KEM8/s5L6xzjaEl7mwcN+cAiUqJ+UnpoNhiCyk8fXrr0h3QqsYkhA05Hh1aEMSZhTZhrw66eABxOUbm+/CGIlRMKgWs0CdBQSVkqbW9vaJd2oiTOoixJ3d4kH1HdRBOY8L6QgsJKiUl9XgANEwgs5bV366EAwlTf9iYAJEzC1y+7vAFD95wUYAocKf/ALdfzAAYJUAAvTdtYBEgL/5HSAQYmC25gHelBJmMdPrAF2Ty5zWJ5mAROmZm0Vptwh2A+cgXUwbjAAXeJPrDC0SyphzAA7/SAC+BnlgNqNoT3DwVJ8hKRmb6NvEu0j3IyqoIGgY72iLjY+6jIqjOSSUoJfRojXoTszlKUv50gRnlBbMsTMbEqaVMQchB5HaM+SJOLOSxDD50sqWxuXJTeM7VlnsUkSZqE5piplzZx/EKmA0/vpqMpRMJHPX9oHbAoKlziHX3iSm7N9YWwDSjUTUZgVliBrvDVN/jzwDVF+jQVElc4KUu4BLn1D9PFyhdrn8+PP8AJW5VqakjDZ6ypgCohinM4a/6xpjj5zn4lbkauH4CO4CJwCCD4QTsevSLflkLNulwmnRLTmlIT3d0vZzFihWonIKpmSpEoZ0SgBcneJ7iCpCgy0zO77sEOxF/WItWOyKfNVPRk8QCmLAawpR0GmIUhXlmtMXlH+WgiHaOx05V/wBqYkuDbKPaK5Y71JKXggmUcqYvu5VM51zFNjD7UxWa2H4ZOSkZkoIZwAwaLY47IuVGgaBRQSpIGXUPeJOKWglJsgThkhXzFQBvD+Wmxd1Iml4dRIN5xUrXW0W9qVMq7r0CXTysrJe+pP3iajSsj3a0Q9zSyZedKiS+j2MZ5qrNEXZTnpKyFE2fR4xtduiL19o63spXzPw/dKW5BsI1YGpK0UZFW51KZgItr5RqVtGfRMXeOXMCWgMBatCC0SWhF6gFSk6GHYqGz8VXgsBwsEXVDECZlvFZtIAASvOSG8oQCKgmAB1zGSVKOu0SaoE7IEuSSS0QuidWhyVD/JhDTsTVApmjMRrEyIjMfSz84X1AAK/1hgIrLgG77whjBnzA8oBDLUk6HlAMi3AfWC7CqGCgSeA3gERrzFLklybbNAAxJl5QlTjXT09oAOBUrMGBPvHO21NwaJhAY+kLuQUGmaPfl1xh7gMqYUrV4tBC7kFMSZhN/pDtUA+YAW/kwc5z+gWcPrvxhN0FBpmEOkEXb3gsKDCiC7uX1HV4fuFMkROBABdwLc4n3EaEmaeDhtoO4eoSZpVZxfh11aC0IkCyCFOPfWC/QaQlTCW/SBfa2CghMID6BuENahQQWVFnLlw406sYdDpkmfLaFvsL6hImEEDZriACy5CcwAJLQCAzqUqzflAGhKFFoBBZixD2PJ4ewJtO0Sy59wl/pCAkM4kcTzG8P6jqnqFnUQNG8oZEmppzrCQNCLNCv1GdDJlpMhNg5EWLcrkyvUSSHA9bxc0ilNmHXU5CiUnkYUkkiUW2Zs1KknUM14zP2NC9zKqpYBdJI3iua8k09aMOpyycxXdydbiMeRMtiZs3u54IzAmKmq0J3ZnzqMqcoXmDWA1HGI0FmfPUulIKZQUHuVWhN1sPckmGRNlpJQjMrdrwhklNh9GLLk5dLgaxbjgm9iuTLicKpJE0TMpDnUoc33f2jXGKRS2zdocOpJiBmBK0lwXjTjiiubovy0okzx36QojQEX8odINWKrriCUypCwLhRUNIPoH1MefhsutmZjNWDsDp7QO6DTctqTOkS0oqZYQbJIR8utoHuC2LdKEJUqbULlIIOVCE2Ycog9FqSRZlgEd3YuIinqNhIoAjMtawcxtlGkT7bIt0T0tIhHjex47xJY/Qi5+pbkyZ0xToJTtwMXRh6lUpt7E83u5CSmZmJVz1hSjq2hxlpTI5Uj8VcOgauRrC7WnaH3JqmMumILS1Zg4cCLHEhZCuiqZiQJcoMbsdITjoCeoJpe5lZZpST/rsGiiW5fHYz6uZ3aCxADbRz+pmkzVhi2anYmrlzZk1CpzqSLA+WsW/D5925Dq41sdqmcUpyuI6jVnPToLvHbMdYQ/AxmsCQ7wARmaomyveDYYT2uWhrUi9Bu8awZoYEalKJIVpAq8BQaTkSS0G4iJc0kuCD6w1oAKpxIAUTDeoIcLAHHyiHbZLuH70MQBDprcG09gBcEkB4dioWc776NAAKlgBIBFxAAiczEtCYIBUzKLni/OGAJmISSyXB5ddPAAisEtzfkIAAWSlwGA4NtAIBc1Rs7kbwARORca7QAcAicAGN45zNyHVOcEgG3GIIdhyp3El/OJ2mIaYsEEv7RAYcuYQkam3vEk6FVhd4RZj6ddPEW9RpDQkxjpW58XOGBIZ5uANRvDtbiodE0s5BvEvYQYmPYv6wAGkkKLgvxgAkTMS10h4NxpPYIK8LERJNPUe2vOc0HzOW2tsP084l3W6Bug0KKdAX49esDaB0SiYFBzmtvEH685+YBOlPyjSzQe6C73HM+2UC/LX29ItSI1bHStTm7aD1Zvzg0I1ZY7xVvC/Hj1p1aEFDpWofMDoHtb69fSCgHRMWpTsQG326L8oA0JnD2hCDTNAACi/V4k63Bxe/P7GE7KbPq8RegLU6LDa2auUCQWAs+/rDjJbIUo3qyWpnEg2ZQjUmmZ2mY9Us5iF3OsKew4mbUJ8L6OIzPQvWpj1thmAYxCasmtDCqO8nBSQlChuHvFLiSsy58uVTqzlIH0jNki1qWRaASpJGYMTxAirwSKOIUkqsAyg6uQk6wmrJbAU1FKZlOCiwzFzE4xRFtl+RQT8pR3ma3htd41QjWxS36mhQ01RLldzNBKyWD3IjQo0iFluXhuJyZmZFZLSEm4N831tFkE0tUQb13L6lTaYGZMQFrZgsaJJ84a9Q9hU8sTCc1R3p89OUIGWM1NkbIA3zFRDiHYURTEUypiFhybW2HP7QgsycYwedVLRNwyehK0sVBZswuGH6wNXoF1qWKM1iLVUrxblJs0JRrWhuV+TVkzpagn+7mJ4RckvBU7LsplFJmAsNCLROKRBtluaalMoqQUIS1juYnasVOjOZfeFU1Szfi8QGTCrRLHdJClW/wARz69obd6AtCxIVmImFJvfWGhEsyonBGWXlHEnWK5zVFkIuzHqjmUVLWXfVyIyTkorU0RjZj4pMlhISiYHBuxcvHJ6mV6o3YYsv9hpyROnhCn9o0fDZa9qKusXk76UsrLMXvHes5RIskDKbecKrAbxJF9zAwQ+jMq+sRaskmMoh7KJDC8SRFgFSQlwq8N+wIkKkkPqTCWgMjmTSA+azXhiIBMQdC/Q/WABFRcv9oAHSpIS6iX4EQwCSoPrpYwAMVXY6+UIY5WkqYEaBxCAjmG4c9afnAMZU1KbO5PpABEuZ3i7ORcNxhoTBK1E3NveAQg9mVy9IAGN0uNN4ABOw4wACpTKCXZ4YHnQzG776e8co3BPz8oAFmtoYACHjBAJ22gGJTpSCC+zxBy1odaClrKfff6Qm7BEwWFaQn6ElqMlWYkgvcweRuLjuSAknXd4aIkgUA59htF3sIdJuztu8FgEZga5JbaAK1oIKYXVx5v1+cIRJLW4sdIaJIlSW8RF9BBeggwtNnPlEm+cYeRZxY3vBfhc5yxUOmaE+v26+8CfpziHuP3iVC5PMCGppaIBInZLoIYcrafxElLuQLXcnl1CU3Ho/LzPA/WJLUKsbvAksNh+f7D94UnS1E9UEmeTYan7wlJWQrQm7x2yqO7CJfUj9Au8IIBWb6cb6W9PvFWTIoKy3HjlMkQVqLAh+uunjDn6pTVQNGLp2n9o3aJcxMpIc2Fn+kLFKT1Y8sYp0gp85RJBDveOpCWmphlHXQz583PmU+U84t7r35zlFVehQqFrKcua2kUsuiZlTTrm2zNv9IT1Ay5skSVPMQp3/wASzxXVbk9zNxRNHNlKUUkEXfjFGXYnHcwZVStJKZU1DcCmMuhaSHMmYJhSQTfWxvBXgCRE1CVBSilAJAd9InD0Is0pX42ZLCqGXKmJJu514tGmLrUqZflT10ygFSyT/qb3jRGVkXa2Lv4pC055tPNBAdm8Ii//ANdShb6FecVVKswVkS4BSo3iDLEBMlBC+6SslJYFtoT1GQTKinkVaKVdTMUVBgl/lgryK6NegWiYFJRTrS1lFSSxhoTDVVSDUCnSAlnzHLrE4EZLQnnV9FSUa5q8swJTZAFyWiT1VEFvZyWG9oa+pqVZ8NVTnMQlATZQ22hVqSb0OxoKmrmIQwGa22hi1ehUy5/x9ZOUFTRMUngFMBB2oO5k6cLlSpYaQp9yVaQ6QrYKMNlPmUki2gMRY0PPppakMmVMsGsYL0HWpnTsNkqRmWKgHmuM0tzRAzqqUJcspCj4dDd7Rgzz7bRpxxujmsRmoVZ2JLa22jjZsh0ccLNXsBUqFVNlkukM/GNvwyf2jP1kdD0yXMSUhaSb8o9Gnas41U6EVOXd2tE1sRe45XmSLwAMFKPizGEMbRN3/WARGqYEjV/SGIE1AURcj+YABK9FEP6dc4AIpkwB1bcIYClTf8vK1oAJ+8Ra+/5QWA6pwCbHXQtCAHvnIc8IAIjNYqU2p6+8ADhaiQ5ezfzAAittgXEADAt4ibl4AACs68gIJO7wwBzHKVPbaABZlZDma4cjygATElipWg+toAIM6kkKLXLw9xHn4WdWFrxyLN46lADKRfSEAQXnTlbhAMQYNmDkMBbroiF3a0NRsPOksDvYc4W+o6BUEu+gb9YBBJUSTx84HQ02g0ElTv8AxBrznKJOTYech3FxeBESQLcZiQ0SEMJj6QAOFkXb2gAdMzNZ9vpAAUqcBd94LALvi7uNOuuUO6AJM9gfF5coLAczyDY/SAYaJxy3I+0T2QvqF3w+Uk2gsPcPMeLQBSEZgTqREZAEJvXOEBImaNH1+kWRkorUTi2TSguaWAsdSR+sVZ+qUFS3J4cDk7ZoUtKRLSpaSlxx64D2jmPJKerN8McYm5R4SEys0xBfUDhFuLGpJS8c5+HqijJnp1EtqkM7WY8dDGzHicdH4MznZVqE5SQQB/Ma0u1UVN2Y9SsqUoJO8GwihOUQT6wEipOqlJDOwEQcgoy6mdMUokZWBu92iLlY0qMnEZs7K0nKrVyBZ4oyrTUsjadFXDaRMxKqju0BatfOKIk2Sz6UT0FJya+UXVaK71MhNHNE4o7pKEvY5nt+XlEYxeqG2bdJPq6QinkICkre+WwJjQlSK7NcS6cSkhcwLWbqPONMdvcre5Uq11oPgUuYgaJSNfKBA78AS58yoQtM2WUKSWEF1sG+jL1CVLph30oIXqVG1obWtCvSywqVSSZKp9MhClIIClan0hPYa3I5faGmmNKp6lCSGSpLMR+0SSaIujYo5tJIl5lpTNK7hSrxaiplnuKWpV3iJaMoaJLUTHrZ+GoH4f8ADl1B8wGnq0HalsF2VpErIr+1mvoIsRBm1InKMrIsKEKh2Q1M6YgjKM93udIEJsjGJKCXUloHSHqCrFJTFKkO/C0U929llbUUZ5kTElSZ6kqFw7xkzTrU044+Dnq+rABQAVKAINo42bJodDFA5atqh4lXcBxa8c7JOtDbGJu9gVlVROWpIyuwvwMbvhX+yMvW7M9KTMdAGgv9o9RjOHMkQsAMVB9HeLCsArKlkgOAT7QAIzSognbnrAA0ybmSx84AACr6EQAIqLO7i2+sMAROP/1Hr1rBQWVqiekrSkJPkdYdCsnlEJQHI0665QmCHWt03UP06LwDBSQVlQtZuvpAIfWyVakBx1wgGEVC3ie/HrlAAKphUdGBv17/AEgAjWou3+1yCYYgu9CnTvrrzgoLFMmqlhyHB+kJbjewK5qSlnYk3PXVodCsiXPC1lIJS22jwUKwFTcqPCSSS94YAmZNKcpJveFSC2cKhRCmA4NzjjHRCyhQ8VraNAAx8Gh1iMm/BKKGCy76h/SK2ySQbkMpVuXK37Q1LQHHUczQ7gaXv100STsi1QicrWG2vXIe8O2goSZpDMlhxgUrYVQRmq4AcoNg3HVPOUJLFw94O6gpjypwZm2hRkNqgwvMljeJMSVhJffX6wXQx0qTcZmsN2hp0A+dGucHz3gcrAfMrKyTysYS03AfP/sWJiy0CZJnJ+UBhp+v29oakNNIeUUhRUWby5t+sRbE/RkwnJYMfpEk7REHOFE3666vCluH1EXULFn6/T6RFyUVbHVmth1BMmnvZjJGwOvtGLJmck4pmrFi8s1JdHmWEJDv7aa+X6Rnb9TRSjqadBRklMwuQ4IZlc9XcG0Tx43kdFObKoqjblSsqWANuDC946uLE6tP8Pp+Hp6/mzmznbBnSgAVm+7NF6glokR7jIqlMo2s8OQ0YtQe7Krh3bjFWr5/RNGVV1HiygMRFUsiWnOc+k+2zPnrmrWzeHi0Q70OiE0slY7wC+pd7RJSsTRUxKmKEBElBBUNXdohk+0hrQz1SVSEpKlG+rFnMUxjTJtiktLdRdQ/1B0/eNEWVss/hpZHfBBYX9YtjFVZBtk0mqM0d0mSA+pBiyvBFMBCp0qe0xCQgljfUdD7w0qQm9TUkzZndtkIChYnUiJAwUUkgLz2MxQdjoBtaLKT5znghqh6imqa0/h5KVJlqLLWeG5ERrWxt6UTSKaRRg0gJWVFgl3icVe+5GTrbYmGFYaiUoGQkzJm3pqYGqYu6wk0iZUvu1+JADpu0NCbJaYmSQElQDDKX/OJp6kWtA59IqpS4mqfZlM0SVsjsBKQujQ82cAkWOY3iQbl6RiSCkoTNJI0s8Rv1CiT8TOmBSSnPe1gLQWluFNjTFJUhlyQniH66eKZTLowsp1U2nJ8JTfmLRmnmjDcujjbMiuny0kpCiq9simvvvGDPni06NWPE7OXxSomKWtEpaggRx88271OjjilWhzmILUhIKja4Abz48mjC3fOc/PVCPOf1/HWfD6cRJKUqD3ck846vwl/asw/EVWh6TImHu7quRdzv00eqx6nAyKiQTQk3NuJi96lWwSJuuYN+UKh2MqYkl83ha/XX6FCsFU0EsCG4343gAZU3Khgq7Xg0AX4hKklJIJ8uuftCpjtEfeqL5QQ3B+v4iVEbICpRmA6tt/MFaj8FoEFALDNqPSACPO/hfSGINCmLKJLnaEAaVoAuU9Dr6QDAMxzq1+uvOChWMFpSQHN7wAPMKVKsbbdekAAapCs5VDAFa3mHxOHhDI1KzLIKtNuMCSEJ1BL5gQbNbWGANsyRwH1gARWsKN/lszwAcM7btHGo6FjpcpYv6+RhDCWEkuCOZeIPUktCO31iLokrHIfWItIdiBIDCzQ46IT1HmEgW28okJCzK/2PvAhtsTmG26EgFkpUwNgYgSClTHS5cv9YW2wbkgm5dAecWJ6EGtRxUOW208+rxK0FMBSiSb2iE3tQ4r1JBNATcl/q/TRFSG0Oma+gJudW60ibYiQqSlIfVoLAJE0AMdeuvSHQB96AklJa30h91AOlRKbXLRKMqQqb0L1JRT54DDbTT1+8RnkSWm5PtT1Rr4fhCZKhMqE5iPlB0EY8mVy0NGLDTto1D/qLP8ASKTSXsOp86wss/8Ai1yP0PD7aGJQxyyOlznkoz5O1UdBT0ZCQs3I3jt4unUNfJycma3RZkywokEXDa7xojGyicqK1ejKVDQeUScEEZujBqmzG4N9jFU1W5fF2YVWFAqL2aKH7FsfcyZoAWAWTctt1/EYMj+02jRFaFeaQSouMrkiIdzCiPvZbMkhywcDeLE6EUakhIVMFgzvrtB3Naioo0xM4KK0lTb8OcJK3qF0hAyktLQsqIs2hjQlRWy/IkLXLCAsBJu0WRdaCaFNRJloKTMUCLuNotXoQY1PLVKAmiX3ij4gDrl4Xh22hVRYRTqngqICcz5Q9h08SjqxN0H/AMYsSwpU0nKNwxDRP6kU/QGZU16skmUpUuVLIbIHzW39oYiLE67FJCRVUssd6AwsNIblStiUVdIqHtFVSiFFJVPGqdh7RV3Nk6RsYZXGvEtSyQTcpJ3icHbpkZKlaNYSkFwCGG3CLSsuUUlGYlI0D224RJbEXuWF90EqBl30cgdbQxFGbLp0lgsA8hBKkNWyKYpUtWWWvy56RRKWhZGNshn15yETEpOvy7nnGPJk7UaoROYrpgXMUAopc8dY5mabZsxwS3MasqJciYWmKlhYfM9j5RgnP1NUIJbGcupM4EBalH66ftGOc3L6GmMUjKrJc2aokoUcpIB4n25daxV2rwXRn26Pnnn879V2BJEqY4LpJjq/DFUtDB17cj0WiqEFOSarQ8I9Vhts4GVJInMwBfhUG1cRpKAVTgFNa0ACE3MWJAEKgsXeAHKW83hgCuZmsCW1hUAnH+wv1+sMBjMKU21P6mAAJS3UFFzCQMsrmJa5vz66vEm7ElREkgIIYvwhDHTOYaFwIADTMExKlWfaAARND5SRAAK1pKtyBwgAHvAovcAwASh1BiGDObQARLDEqJcXYwMECouHZiSXhALvLZBYiGAz3cWgAYOA3MwAcKma4AVYkdfaOL3qjo9rsMKG3XOI9xLtHKgATEbQ6ZXUolTDflFT0ZIlGYpSSp7j7wJ0OgkOUvb02iSkKh5igGD2NhD7gofnB3BQhYgwXYqAmEDxPcfSEMZ2SMpb00gARUQHyl7bc+v2gAETHLnbVjA3QII1CRoD5wlqyUVYxnAkpcpbeGnWpF6hJqMviZRA094O4VDiozKAD9fzD7iXath+8vlKr2Dc9f0h94dtbBhai13Gt4g5eQSOp7N4SqqUJq0OBoWeJbqhLc6hVOmkSyQkFiNPTrn6xVk0NOOpaIgUoIWe7YsXS93vzH5Rl1L91qMlKlKYOSbARJKxt1qzpcKpWHhSo3YEl7fw0dfosVRujj9Vlvc2LSk+MMAGjo/67nO/2egUrIE94A77iJRqrFK7pmbiBBLE+jQN2WR2OdrULS6gbHltFM9S6Ohj1aXcEbxnZejHnylDS2X6xhyQ1NCehlVREv5phO55RS20TSTKSalKFkqUtmMJzfOc9w7UQ106cshMs20vxhKferBpJ6CkTVoZPdbXJOkX45eKK5IvS6ZLZpk0AmzvoY0J3qV0OFS6YHRY3US0SWgiXDzIrVZu6BUnRzr1rFqlboi15LS+6Mx8rpPhuduDxIiTAJkIE1S0y0C4ls5J5xP/AF1I/wC2gZ72sQgJQhMrNmWSdRwhi2J5mVKGTKCiBYARYisqS5InhInBybkAMzwOPgadagf8GhSu/KQSNLmIfL03Jd+uxk1OHVNNia66neWpSCnKBqCeVnvCtxJV3bGphOIKny8q7s7ncHcGCMtaFKOlm4mZOkoCrpSpmIi+MlRS0ydFUpVlrSw+0PuQu1jT1Ua0uQkk6tFUpt8/otjFIzJ4XKBUnxC903jNOT8F8YmfMqvGqWoqtuLxgm2zRErVFNLmozoID8YyzheqL4T8M5LGZS5cxV3SNL+to5XURexvxNbnMVc5JQDayXY6sw13Pn5RmV3Vc5/3dmyKT8854/LZBUM24K0ENyc9W/m0SWnOcRCa9Hzn6/U7PsepCCqYCA7+TXjo9A+2Zz+qTcdTuqecWJAuC3GPVdO3I4WZUWUzAQ/RjWZxlLAdR31hAhBThw9xw5Q0r2BjZxlzK1duN4GAKZgUCE6jSCqGElRI+Zx5QtgI503KlSYLGkKnmgsAS/V4SbsGiwqa5GmlxEiI2Zy4/iAaVugSpidQN+XVveCmLwJcxKABmOrnkegYdNgOxG2t4QAlTJLg3OkFWAkrQk5QohrWEOnuBKmYEEeIluHXnzv6FoTIy4lso5tQ0R9xgCZmWkOzh2hIYyiU+PU6G35QwHTMSWDi46/KChAqKypKkq8JIszQDOEWp0Mnj+0eaUmdahJW7k3cRLVCEuYSL6jeHT5znuKwMxI58YVVoMk7w+EC4EKrHYSZygBu8H+ujDVAuVHXbeBugr1DSpSRZY5PpEk1egMZSlklyC0JzFQCioj1g70woMFk+JiNhB3LyFAKqbZEpN+GnX6wdy8hQAneF4hJ2xpDJmBRvyhxlSGEZhKgAQ5GvWsSsjQKlquCON94L8klvYxmZT4gQTwiH1Gle/gcz1HR/eAWhPRzXmh2AcaiHHRiPSOz01FNSkKsFXBGjNB3JalkY26LdVVhSiTdtuZimc+5mmEVBFdcxJDg78d9j1pFdkrNjB6QzFZiBqyfKNvS4XOVmTqsvaqOwpJSJUpjsI9Biikjg5JObsoV9Sg1CZaVxTldOi/DHSyeXMHdB1B2teJQ1K5xpmZXLSlSg+mw0icn6koqzCrp4IYmztaM0pGhIw6yYtz4t/aKnsWoy6hSlBTHjGaa1bZYnoZc9RSS7cXbrlGeUbLIujOnFBW773Daa9dGMk7fOc28F1J6EaFOoHYWNr9XaJxdOyFN7luUAXUwygBztF0X5IyJEqDPkKgQ4IvvGqEk0UtNMbu0qKUiZdeoIixMi0ToWJCRLTJKxoEizmJwavQUti2qlnVGVRlpAFwkG/rF6i6sqcknRMKWnSxnzCkpZmuQBBdBqxpU2erNJmAoSl7ka8IkrF7ouT6iXIR3ipgJFmHGEp0LssELlISpSl2WHcjjE+5PUj2vYmomEpJUpgDubxK7E1TJpipE/M8tNtBqOniqSJxZgTpJoa0TkOhEwuQnQc4g7W5YtdjXlTF92CFZ08SfyifzNCv5ethKqVADKhJUOMVWXUQrmVASDMk3PC8JtsKS3BFWtJCVIUl7gEaxGUG9xqSAm4bMqE99LlAlV3Bin5DRPvTARSqH9pSQ5DX+0L5Pgfec72nw6TLk5JspTgHbQ/xHK6zp3FG7p8ytWcBX0TTVLCSUEuOTfztHKprTnPwOlGenOfqQKJsEo87wmiafOc+q0O17LoVLpUFYbMLR0OjVSs53Uu00dpSVIEoIIBcM4j1vS1ucTOu6WhaVPBBuQSX+ka3DUzIdE03BuRe/XnC7AbHlTCskW4l2h9tCbBnLKV3Y2Glx1+sJ6IaAC1kEXduHOI3znNB0EgjM5DNq4668oGtOc57gRTZiWAcM35de0Rb885zUdBS1FLlBEKtbYycTEsMxv116xPchQQWVqyhQ+3X8w17iY6kkJzJSSQRpbfrb9TLQCJQSoBL3aznZgIFIKD70pTmDlI0+/wCnWol4AcmUrK6hoGtd/Ty25coNQISsn5QbM3229feJV6gLvF3VmsR76/v7waIKsPMVFKULyanzdmiDV6hsRlSkzCSQWIeH22h2Opea5Atpzv19YO0Exs4GUJNg4MHYwsJExlNw66/mI85z+Ao4LOl3cuo7Pfp48wr8HXHzWDAae0TIjCbwHzXiHcOgVLLgkas8SsCRKwBpffztDtBqCSl3SkAC8QbsaHTMUklILkHeI6j0D75TOxu28STIsET3DmB6jF3zu6W9GhLQGDMWCgFteW7RKxEKpgdyBy3haDBVOSbkm3LnAFDpmAPfffjAtAGXOATmYHg0AUQpqFZrgNCsdDrqGOuXYw7ocXRGKokdcYVi0JZdWQQdAdxDpi0O57P4vJnUuRMwkpTZJ4xRlkkjRiVuy+itWpVlFnZzwuOEZlNmntL2HvU1ACUkqcNuw166Ath9p0iEvsq2eh4FQinlhawACGB/OPS9Fg7FqcDrM3zJUi9WThJTlNn1eNkpLHqzLCLk9DmF1Jm1qlEXBYeXQjjZc/dP7LOtjxdsdS8haynwLY8HjXiyeTPkgVKuY/hLl994scrIxjRiV5SCA+8Uy2ZYjErJlyOMUzdKi1FBczM4IGnDjGZyb1J0UaiUgjvAouGcRF7jRSnBGZ0KSFAuXMUzjZZGRTRTgqfOk8gYhTHSHmVEopCBOKbE5Ta0WRrYi3YhOnTEoVLDBmblFsZEGi3JCJkvNPUQRYXi5S0Ido8nFFZ0yZUof27JVxG0TjLUi1oX0YnVS0nLKAKjuTaL4ydFbirsX4kLWlSXK0l1KKdPKGBbkVDy3mOs3LPYDh+USuhNFMGbWzCpSQE5iwF3iN2OqBnKnKmJlS0m/wCsNMKLUyoRJeQvLmSLb/SBzoSjYUlQE3vJZVl3Gphd63H2sszZ9NUSzIVbOx1hd6H2lRCa6mLomDundhsNN4Yi5LmBSQVqUW4hhCVjdByqqbJUGQCDY3dvSCG4SehcSJNSkidnBJ1SnWL0kUtsSqNcoE0q5xB4wdlh30VVIKyMwY7+8QljolGdmfjVImfSzJSlEZ0kuLmMPV404tmrDJpnmuJUa0LIlKTMOYuCGs37R5vLHtbTOxjl3JNc/cyJ85IqBKyJCgoBwbByWL+bj2ipJsvqlfPHNvc7DCZS5FNLSZZBAa5t1eOj0ukqZz8+qs6ijn+BghnLx6vpY1BM4eaX2qLRmKUCQoDhfz39PpGy7dlAYmCUoDM5e3ptD0WgCE9Oz+nXOH3ARLnkqDCzPY8vSKpvuGtAxMJSSLWLxX5JCVOXLDkWuPp+0S135z+QIpi0KUFEtt5jr7wtRMnlEBLuCBd/rFkFpYNhkgajfyglFoEx0rKS+Y2/SBaf7c5qD12HVNJBDC/X6Q5SiloJIBM4BbD5gXJiF1oSodcxEtKSq5JZos70RoQmpCsoUM3neDviwoHvA5OVxx26/SF3hQxqZSv7YcXdtvrEZNMa0HROdRABBAY2gjJLcGrCcFzvE1NeBUMJoSNbHj7w+5BQK5xC2KC3Hr0gbewgkqJzKyka2HXGK7pskefCcHBUQx5R5h6I6wSqhJTmZrWA3hd3gfaRGdrlAD6wBQ6J5A8Re+phJ0Noczyzhnh2KgkVCfE5by84N1qFUPKnAO597iAGOZ4JYMx1699YewgStIBOYvcgQACJ5vcGI9zJUJdSUJZRSL8YO4KI1TQtIuC97HXbrzhN6jSAUpI5OYE7QNUMZqRquJJiZGuqCUuX13MJsERS6oFThQO3r08JPUGCqpC1M4seP09zEq5z8SJWXWd2ws424cfz/SB0tL25/Hr9SVXbQwq1KyJQFEpADAjZ9zxYC/ubQSaW/Pw/a/oWKN6vm38/0b2D1FTKVnSlYS3iMZMrLMSOpkYsUkICSSos5H5+sZLadGvR6nedlqFcyb3itS2W92aOp0WJzmYuqyKED0mWqXIkBIAj1sGowpHmZXKVnPdoK7JLUlLgksCCxjD1U6jZs6aOpgfiMicySQol/Xr6COF3+TsuFaERxGZlZ8xYDXy2i+GfUonj9iFeIzGAWsJtsDGpZrX/AD+Sj5ZRrp5UkFKnc6u8KWV785z6NQRn1ExJS733BiuU+7fnOakkqK0xLgrTYjlYRBtVznPYZTmKJBSAD4toiBQmSH1AERcbJWVVJ7pQcEkaOdIqaoldAy5MuqmFapQUpPtAtWBaT3pQEoQgJGwsWZotiQZDMmS6lBkomOtJuxiSryJkUqrRTXUklILJIDueMSuhFoViFJUvvSTrl0flF0ZaEGtSaVVSloZRXLKh8qVPE+8jQxn1AUkAEy9HvB3sKLonoSj+xOUkC+lz6RNTBoeXPnS9wQoso668IknasTRnVgSKzvDVd2+h+0VTWpJFmmqMQTMKVhBTchSTYxEZYlT5hV/ap3VuS7P00PyBLNqJ6WUsqT/1FgYnd7EaLdGqdORmVLUE8ePTRYiLLYNMhhOUtKnsLQ1uJ7ClTsymlzlJAN2MWoqZeQuehgJ5IDanS8W+CvyOuWZiTMXkJ/2G0KascXRnVrd0pbFTO272jB1KqDNmJ20eWYrPUipmKKWJVoQRdxHls+smdnD/AK6nOSlpn4gZATlUm4VYfxr9YpgqVm7JpG3zn3HVUZVJyJ71Sm3+8dTpcf20cjPP7J1NOsqSJjE2sNzbr6R6vCvso4WR/aZYM1UsEFZJG51JZPMM777m1g0aavwVXQ34hRKnAKUkiz6Amw46Cz7mwhNLn3BYKqkuxUHe5ubOPyP13iOyvnP1HrsJMxal3JAIFvy+3tENxk6DlLhZYA9faCh2OueCQgavmN4KBsrd6O9CbgNrBYqLXfskJAChqX1eJKVKgC7yWWOZQbRLnhx+kO0Apk0LluCXGxPXGFJ2MAT8icyrsC8RoEx0TgMyyfExA5Qq9B2LvQpTzr6WDbPDoV+oImyyslJI57/zC9g9ybvJcuUyFann6wD0QHe+IBKQczAsWeH7sVhypkszbqylnIDNp/MIaYaKgEZUO7gOd4NUO7HMxyA4AKXJ4bRJboQyJmaapwAElgeO3rtFncrI0RGYnItMvOebWaKhnmxrGHiULcNo8qppnaqgVT1Lsq1y20OxClzQgljAmBKagFik2f6Q7AbvVhgTsH3hWAffJBZ94dgH3yTfPe+8OwF3he5voL9cYLAiXUNo2sKwA/EXsoNtfXpxFa9iTYC5z6qJA5Oxh99hQ3fgMQo6265Qu4KAVVIytfRw/XLq8CkDQBqQ1zfcgM/kOtIk2vAn7FabUZiXUC0FWx16kRmpJLOztqIddruwSIjMOYKCWGvXvA5rbnNC3tfknpZBqZwSq17t/MZcmetETjh0Ovwns7T5RNmh2U94p+ZRasVnT0uH00mmUkJAKXtbnZveJfMtAsaTKlbISicFSEkHMbMzXt+UV/7O2Tf2dj1DsIlEmhRMUsleTLf7/WPR/DodsTidc+9nVzapMuUX4cdI7EX2qzmJWzmMYrErmhgD4bvtfr2jiddm7n2nY6TF2qzEnKUokEj7dftHNZusozaqpp3yLSpL3ygP6+0DzeBSh3Fb/n5JUJFShSXN1ZerxZHN2vQqlivUMzkKAMslSSWcDbW/C0aFnvV78/dlLhWhVqlgKaw4EXeBy7tBVRVVOUkWILkt9P3gSEyKapTHMMu5IDesWETNXUze9yGYCkmz8OvvDAc/3Q8wZX3Hl+8RljGpEElkTjkzAp5RCMKG2SqnpJexILsWAeLVEi2QinTOJnyUplKdmCmeDssXcRTUqRMMpd9dGt5QSjQ07HQKeQsqUtzox87eURTSYNaEtOqmmTu9EkpUPlf9Ivi9Ctk9NOmrmFdRKZKflbSGACZylT8oKWc+G7wrHRNVVapamWmxNzwhqVrQTFLppdXLLpLHRZ4w7tBQimbRylBU8ZBx2ERGSSVJnlMyRUTJaeS2eBAaVMqaQxmpm5dlEF4siRZdSuoUCkPLA0ys/lF2pDYcCWVkKMyYrU5tLwo7g9iRBCVXSdWBiaXgjuXadaZhAN/o36RfEqmqLa6cBLpUSNom3qQoysVSpMlSkp8IF7+gjB1i+yaunPJ+0iu7MwZ7qUbtdo8j1C+3qeh6fwc3QZ1KEyYwVmuLOSOP6fsIj7F+U6HD6kKZKlPl1OnD6R2+hi21XPTnk4nVSVs6SRPKkJRMBDAAuOOvLQmPQ4pOC0OVNKTLMuYPnOpIYuXvf0ezi2u+kaXbXOaa62/uKhCYoqOdQJ3a993/AC4RGa9Oc4hxDzt4nJvfXWK6JCRPv4SDZiOMPVai3JDPUbueGvXQhWFDFQJOVII1ZuuveAYCD43Kmc7QATJmnQmwvYwWKiQTUAOVa/vxh2Kgs6Upd3/mGACpqEgZdPXrjCsdBqLJUoHTWAATOSGKiQDpaCwoOXMBUcoB3gQMKYtRIYsXs9+t4bEMnMbAjN5sPeExjFSfEUqUoudYABCyUpykOS5Y6nnABKkzFMbMAxLdc4AB7wkqLtfxXhiF3oMsEPqAOYJgA8sRMa4U7abtb+I8kdsMzyzOfrx84eorATUKScpUbm93hDomE8vZXFn84diH79TBSjby26EFgL8SGfT066EFgEKoAuSdNoLAkTUhZ/8AJd7OdYdgVlzsynDahn6tEW3egwe9V/s/533gAEziXzKctr9ITbGkAZpIZzexvz/eEloN7kS55OjQnF3pznKLIpJa85yyuup8V1fX7fX2ixaaB22AqrSS2U6XIb1+n2tDTpWHY9hZpilZSpLuxvoXY/mfX3hLMlF1zmhdHFJ7ovUdGZpdTu2ZTgEt/L8dd4xzzO1Wnpz8P10L4YXuuc/6dPh9NSSEBRShLXCj9+uI4xieSty35bT1NuTPEoZQWGunLz6+wph2lpFekByTo+Wza/x5tFiyqq5znoJxD/FIUvKpZJB1Pn17xdCab05/0qmj0PsnUD8HLSCfAm949R0F9pwer3N6prUKSQUkMLOY6E51EyQjbOcr5ilzlkzCH0Hpp5R53qpXkdHZ6dNRM6pJUlXiynUki14za+DQ/cy6qk70Apqgw2T1ziLfbtzm5Jq9zLrKQpSVJXMJD6GzxX505zQPNMz5+MVFLLWju1OlPyiz9ND73FEHFSdlRHaQr/8AOrIm5OazdcIljzVsRlDTUvyMVk1aAUqCrWUFaxshkvQzuJIKoqBdRUdni6MitoglzB3hV+GQkjQ7mLGQDYhaWKA4cF4nuRKi502mmZ1oDLOVhx0iF6kvBazyVoJXJYb5rRaiAkISpPgmhIuwG8FAUxKmKUpE2Y5Td83ibz4aQPUexKqZLKQkIScttLkcYiqHqNSyZvinIdSTqCdIYiyZys+QruoMEvp5RIREKZaFMgJF9DqIjQyVdJMmycipyQ+ozaQ0gJaRS5EtMtU1KyLFrPDoLJpndzUELAJPlCegFFcwyqhMpCGTq0IC/TmcpOYSwljYHUjjErAmRXAr7guG2OmsTi3dEXRpUpXlBSUFJHCL4lcq8llE1bEFKCsWLxatFoVy3ClqnIIKkpIPCJakNC7LqpgQQpAKQLgaw3KmCjaMnHKlJlPKAGd8w9453WTqLNnTwto8j7TTjOUEJBJDud3e36/pHmMkrkd3BGtTI75MoBKTciwIa3X284ngx989f65+a3ROUq3NChqQj5nc8+Yv9No73Q4+193Ofl9fHC6h3oblLiAKgiYQjYG5F3ub8Wv53vHa1itOc9NjA0maSamxUJpIU5Sz39N9DpBGXn6c28/9IteOfr4/4GKiYsFKmu7aHg7tbW0LuqnznkdXYUusQpsvBgLjTkfaFboKEqYpa/ADcaDf0htVvz2+u+68CskTMLABdy1vygctQSHNQQHA1iPcOhhMUog5xuWh092GhOFEC1nhiHSpmzOAdoACVOcgEAuX0t1rDsKEmYFTBc5QWgsBGapkpCj4YLChZiWKkiw82EAEiJyBdwm1365/SCxUOucAUqBBvdodhQ3fkqTkAc2L7GFYUOZpSnKuWz7PxgAdc1B+UsWLHTq7dPDsKBUZu6ykHgfSEAypikDKQC7a3B4wAKZOV4XUksX8MFhR5ImoSLlQYC3Dj1z2jzKidptPUP8AEJl/Iz6Ach9v2PKCUV4CxzPSfEkAPpf2+z9B49odzF+JSVDL7E9cYO1klWxIKoqYuG2ffpofbprzn4ipeCQTUkOXhJVv+/OaEWn4GExJd1p134RF+B0w0TSk+HNdw/8AEAEZnh7acdm4v192O0NCNdQXYXDjSGoj0QKpwYZeWvDofSCh6Ad4rne2u94fakO7I5qiU+FrEEbueiOcJonF2VZilrzEFQZxrfQm/pb3gaLIuhBRSoO7DS7aEBvYDZ/pGfJdc/n67flqa8CjJk8irKCGRma1zawa92Fyn0MZZNrW3pt+N+9PR7fze+MUlbXPqa9FXpCcyUqAsXFjcA/Y38h5xklGn2/duvf6edm/zok4KW5ojEO8WAqa4BcgcGu59/cnck5mmlbXj39fH9+/kXYkiT/lkSkgLqPEz5c5SH2AY6aaDQ7WiSi97dfTxrr6ePX28WouCHk42gEpTOCgCGZTNdtCzX+x5iLFHt3fNfu9PTf0ISx6c5z7zouyWTFcQA7wKQkEkFzz/SNnSxubXPyMXUXBUz1TBVIlIMpCWCLaax67po/Likjz+Z9zbZbqKlS8yZQNg7xLqsnYiGCDkZdalQmnJckliRrHByO3odfHHtWopFPMUQmZKubMNST1tEFtbLC1UYZklsQlwWAFy/TdPE3B+hBZIy2Meopg7iTlADszceXX3pcEydsw8ZwWTNJqFSVB3sDY+fpvyiEoVoST9Tma/AFzQrIlIRtlDF4ravQe2xn/APC4thgmTpCitGoCydH2+saoNrcyzj5FJxOpnAEpCC7EEEENGiLvUpaNOViSyQhYCkZdG34vGiMr3K2ieZUgS1TggqPADdostkaRWKzNCe8LrbMAdoaXkGyVNSmagpWkg6MR+sT1IAXkrPhXfRuuvuIGIySqYJipjFRAI3EP2Ye6Hn0swoGRQSCpiX2eEkgssU6DLQlBVdJ4s3X6RNxsimQKSs1ImpfM3t5wpKloxp2TySoz5iZqzoMoF4jaW7JU2SINJKcTULyqLqHGBTjsHawin8QkTqKX3aRZlH6mGImkyTL/ALkxaVK1ZJ3haIaIKiYZawruQkEZQ4vA3QUT0RmXVMW7b+0HcgSZaBkJXnUkPz1iUWDRck1shIEpKS72YbxcpJKyFamhIlyQO8Uo8wd4tjOkVOFsGZjOEySJc6oVLcsFFVhEXk1GoEasbkAFEuYlaVaKA/SIzyp6slDHRk4vVpKCcudKrhi945XV5bVM6GHH2uzzLHaOoRWzJ6VBUtRzEpBZh+wMcd4pSltv/X9HUx2lT5yyp/xs2epJMsukkW1FwCAdH21tfgY29HjlHJz7vcqlJdyS35XP5NSRhJTcJBOZ/EG3Bsz28JIHBXGO3hvTU5uTD3rRfr7+2u38XsrUmimoGZJUL/5Kvvw+p5mNCk1S5z+vczSwSTf88/ire1MsSu+SMqwopbRV3caX55XD3+kSUn5K3gndVzlFxXfkJ7taQRZ9XuNrDotxiXe3vqQeFx8c1/hkmY2ZBAcF3cm7nr7QKVakZY2t1ziCTUSCxQD4mFwbuHH09miTIUJRTlAzEFZYEDQwu5+o6HhAB3plEJAACWLknTiS3I6nYcYkn6BRY75ZDWaDuYqJe+BLJSCfN4lYqEQxzLbh19YPqA4Pid7Nr9vzgAEzCASLjW/l/EFhQkTbeIA349c/aFY6GCgApa9Rtx0gANB8AIZvaGnoKh0qub36/eGgC74MUJJYasOMFiockMkM7awAEJgSoldr35QwBzKWODC9oAE6SkOTYac4APmVHb+imKbOoCxLrbXz68o5n+NJLY6ndG7LVN2yoZ4yoqWXqwUCfu3W14jLp5atoalHQuye1lKqYzk5jZyBbojjp7VvDoFLwWqbG5M9QIUPEH5B2H3+8QeL0JaUX04sgkgJKmIJs776cb+3nAsEqrnoR7vUsoqZ6gCiTNLgaSzqzM/6wngaf2eIPmeoKK2YCSZM0DcmWrS36/rEHhdDU2QzsXppCmqZvdrchlht+fm7c4axST0FbaI1doKZRcTmOrlQ16b2EHyGh+RIxeUtspCgwDgvbn1sfOH8lhbLAxGQGZYfzsNP5/d4PkPbnObDvnOfeOqvpllyoO4306/SEsD5zmxJNPfTnP4dEczEKcvlbY/T+LctIXyGS7klRF+OlW8TCw05fv8AzB8mSH8ynpznH5GFWgHOkknRuLB9fSKZY5LnObGrFlSdrnP+k0uo0WRdBs40Y8PMPx94xTwtOvD+7xW/Fe9m/FnV1znNkTy52VQCDYME6HgPN2J4Eu9nMZ8mNrfm72paWvuW96GqMu5Wuc/IsIrFhBdb5nIdvo7bkDlY6G2f5VO1p/f0vxf5rcFfqRVExJJKprvpZ7bW9Va8B5xPHCnTVc3/AE+oqsiQ86YmUiWM6vCkMHJNh5am/lweLHdX68/LTT6sUpJRs9W+G/ZvEqH/AN1OL96HIN2jb0eCbn7HH63NDaJ6bSSlyPCfVzHpcW5w8rvUkUtsynLAj7tHL66Tckjf0cUk2DKlGYsTErJawc3PrGFRs2e7L0ooN5qn/wCoGjm9ttTbiYnFVsVSvwWxUOjuwMoA/wArk6eh/b2tUV55y2UOPkqVNKiYHQApb7izcYTh3ak1kaVGTXURUkInSjezC32iueMnHJe5lLpUSFqUlAJdzzFv1+8Y5xcS5eiEvuiSlUsK0HiFw3RESjJIOy9UU6vBsKxEhU+VkVo6QBtFiy6kHiKU/siJSgKGY6C75y7NF8MtbGeUClPwbEKI5piFKSW+W4DGL45k9St460KNXOClglLBIuGaL45Itblbi0S0kpMwqIsRYHnFsSDLBQpIUkeJWw5RNx0Ip60U1D+4KUkd7MPygvliK0GyxOkrJQFE2D2tBcI6yCpPYklyKkjMtIEs2AIHW8YsnWqD0NMOmctxIp56JylJIAVY+Q3jFLrpPY1R6RLcjUlMpaZipZWVX13f78tYwy62Tk0XR6eEdyRFbSqH9xAD/wDbS7XgXUyjIc8arYmlyZFVaXOUoMSlrA3PCNuHrJOOvtz9/oY5YlZCqRPppmVCVFJ0J0t0I1R6iyt4vQrVnfLqCoHwpSQHizv7k/Qh20x6ZVRm8YIJ0veHoh6l+VUSJV5kxI0AfaLYzXkg4lhU+XLy9xeYsu53EXJqXkFBsdImTQ1TnF7AFgeEEnQLG3zn/NRpkinShJTJCgtnGvDlA1z8fcujiauub+/P1gPcSkK7hISdSHe7dabecRlG1p9Of3etL1NEOn7nzn4+yK81QKT3hOVO5JccvPTzPnGKeO9P41+mnn7Vfc9la2wwN+Ocv66PZMw6mmlrYFIVcAuAWt+bluI47TjjWqjynfFWj8euz/VOua3+XnR0/CW5SKWXdSAxLEkEX5/QRtx4YxRkeJpKPp9Ob+1NperuzLpj/ikJDPwHR/KL1FLYgsWunOafki7JoEu6gpXC3r9h9YlSE8bfOafQs/8ADomaICSbfMev5gpEPldz5zzzUgVhE2SrODYXfhob+nleChPp72XOP38+rCTTpmJCZiAeQ3Oh68uEHaQeBP8A256c/l2M/CHCpkpIQ4Ys3P8AOCvCMmTo9W48/f8AX0+ubUU1VTWmIYBwC+8JL1M0sM461zn9WRhcwF0oUCpju+rnlv7ekStlFIhJmKUSGBsVAABXofTV/W0HcFFmVMWAlJII3tffn9P1hqYnEnEyUkBS1MDwDw+5Ee1h9/LIuovuOurw1L1F2hFaGJsdL2uYfdYUITksWAcl348+uMPuFQvF/wBRzB/P0iPcOhyQAdAoG4Hnp1wgUrBqiMqCEpcC5I2h3QqsdE5AWNCeR9oFJWFMdORMogKAIIYG8F1oOr1DTNy5VOQQDmHrDjLyJoIT3KltqXbr0iXcRoEzVd2nLZrQr0HRKqZ8oUGAtfrjErEV1/04fDsnMcJkuzWSw87W+nCHXgl8yW5p0X9P3YCmSgy8JkeBmGUsPrCcbdh3yqrNuj+EXYukGWXg1IEnYShbr8oKjdh3SqrNSm+HXZKnQEDCKQpGxlCE4JgptF6T2R7NSB/bwqlF9e7EJ409QU2i5LwPBkjKnD6cgBvkEHy0He/AysEwUgpVhchi/wDgIi4R9CSlJmXivw87J41LVKrcGp15wz92HA5NB8pNUCyOJ5P2v/paw6plTp/ZXGKiiqFEqlpX40gnlwiPyUixdQ/J5nin9PHxXwsKEuokVWQg50AspvM2ff8AKJdjvT9eew/nR8rnLMhPwi+LciWUTJMp0p0zZnsOJA5fzDWJJ3zf8vuB5k0Oj4ZfFZJKZiJTAEA5vJjr+tuBip4I8v8AgmuoRFN7A/FNKVd3h6SToe83tbew4825w/kQt66c5+o3nXhc/L9DPn9k/ipT3HZuesB3MuakkAn7v094Swx2fPzG80dKfPwKM9fxDoCZU/sfXJyk37vNxL21vbj94k8EF5X5iWSyvT9oO0IOWpwWtRcOBKKRyJJA6aM2Xp4Jas14cspStc15sjocOrqydLSv8PUpJBDLJdhfR7HTXlbjzM2OLbi9TrQk39p1fPx/drR0aiqpMqUVTVgEpFsoLPYb83bkdYyvDJSX8v73+W69vobVNp3Ljv8Arx93mgVjEhQPdkHnmBD67Hg51vb/AGEVrpmt1z71+1r7hN9vjmx6r8H/AIc1/aaqRi9XIXKpZavA4bNsD5NyjRi6N9Rktc4/dnO6/roRi0j6Op+y9Dh1MUyEAFtdGaPS4sMMUKrU8vPO8krOWxOvpqaeZQICgbiG2kNJsjlThMlAqsFaCOH1f2pnV6Z9kXZfppbJBADEML6jrzimEaL5zvQtiSostKQWIs/XP6xbWpR3eGSghAAmhJHAByICO+wask2X4ZZ/6gDd4KaVvmn8/wDfAtUzMxCVNMoMkJUr5X1Nv5iL1J9z8HO10szFgy0lSnYuSw192jPONJ0XQl5ZSmDKoEqAVoBrv9tPpGGS15z+TSvch7wylALfg53F9zrtEE6fOfwCdlhFc6yjvGILMSz3/noxZ3W6CUExjXgrKWU3+yi45ct+ngjkvUFDQysRoqarPfoV4w1klrX/AGi7Hn7XqV5MKexiJmTKFQQRlDs/Eco6+DLGWhzckHE0UGZPCZVOSogCyQA/KNbypopUGnoWcO7J4oZ/4lUrLf8Ay1d4xzzJal8cbZ0EnAUywozUlZNyQCw9YwZMrexqjDtXvznNZF4Z3KVd2lQyjg+n89PGbt1uy+Mq0Zjz6Sf3jmSySwCgWBG56+sZ5R11L1JMH/j1KmAlXhUllvq3CBYlY+4zsSw2RMSZfeKUoqsQlgk9bxGWNWOLpaGFLrayhmmnC85Sbk3zX47mIdva6Qkl6c5/JfosUmz3QoIzjUKEWpy/AjKqJ+9p583NMlEEA3FrXeNEM1Kmyl4rLQpqRSHMwy9Gdy49POLFlT0QniS1ZVm0CJZ72VNM1OoDB4msva+c/wCEVhTYaJq5RZcwpAOhSDfU7bgK5a8I6GDN3bc4696p/SyOG9uePu1r32JV4giQAhakk2Bc25u3IfX2vbW6+79v118aW2vM1h105y/v3Kiq5alhSVFjaxLO7fmH8om6XNly6r8Ls048C8cX0+m3n28kCq5UxIVLlofUA3uB/wD592gclznj6myGLs33/v15+FVIiqCyxGpDMW8Nt/UFubX0iLh3bPlp/T9/ey1w9ChNGc9+APFfW7s5JYcd+R9FFKOiJdqa7R5M3KogEBnIvawD6eXTARYpEflmgiaglkr8TsL66H1s0WKRF4lzm/uWpM0MUsHvqQxcEB3PEj78XdkXiXOc/A0qerlKLIZmJAs7k28uHnvoTJMg8dFsATEsC4ULEFtecS3FsNMpH8TJfgBe36fSBxKZRUtAEykosEj266EKhLGkMZMmanKuWCCLg8OiYaF8uEvBl1uAy5hM2SyVagbPEe30Ofn6GPjTnP0OfrKeppCDNlFL3uNoqaad85z682eOUN0Rd+pJbISSDcQKWmpWxk1Iu4faxg76WoUSCdnKgTqXD9c4fepaC7aJkrUWLsdBfeJqTIuKDC0sQxtfzaJ2RoXfBwA5dtYXeSp85z8Bd4nPlSlSswe/57Q0yLQ0xRJCVAAAt9uMVybsnFKgpZIsEkkln/UxKEtCMo6hqKAHKrvwibkRSHBK0pJ1U9n4N+sCdsGqEm58RBU12tEtLIjjS45kbwAOS4Ac2EAHsvdPdQHrFpALuwN/aAB+6HGFTHYOV1EZtYYg0pJYawAP3ZSWYwAGkB3UH4RF2STRPJVLTchgOMNERLmSiTpAxgtKIZQF4SYUyKdRUk8HMhHmRC76GotmdO7P0ygVAjT/AFBgttkk60K68ApgC5S/HLBqCfhPnGEnAqRg4BFwPBD18iepXqezVNOQUpRL8X/SCxUZFX8OsLrAO/pZRVxCBrz4xRki5fQvxy7afkxaz4QYbVJypTLSNR4R+UZXgTdmtdVli7TOerv6eqOsl5fxi0BIIASzAcGbSF/jJ+S9fEcsdf5/kr4J/TuJGMU02sxKZOpZc3OqUoBj+Ww9ogukt6sWT4jOUa2Pobs4nCqJIwvDEpSKZIC2BEdLp8Eca0Rx883k3ZY7V4rJw6jmBU1KFEFrxpy1ZRjXk8uRUqrJc+vAzgk5VEaxlyt0a8aVmtgyTV0yWJDBidWjk5ovu7jfhkkdFLp0pSLKLNZ4iopEpTbJMqkoIQhQ4Of3idOtCFq9SBRLjQEWIiGhMmRPSpGYF7OGBvEu7Qh2kExK8i1IQVFrMfV7/nEGnuTsya6lKD4gkE3sLj9Iqkq3Jq/Bh1PdAKCEklmsd/y+0YZxuRpjfkwK+dUOUABkf6vb9Iplj9Sy7Y1DJrVIzFZyqBAtqPOFVukSUvctimnBlzCwBAs78v0iKi/I4ysrqQFkyShVwSfTWIfa7kok3tqXaHshPx5eT5EAArms7DhbjHX6OM5KqOd1LimdlgfYfD8GSDIkLnKYuqYNT+UdP5MpKpGH5kY7GrMwmdmYymuTY/f3jNk6SWsmXR6iJBOwybLBLC1gltOrRnl0koc5+5dDPFlCfIWlTTGCrWP1eKGvFGhTi9ilUSZYBBTmszOLRBw9QpoxJ60ykkoWQBsoXVyv9/OIqNssctDNnrmTE5SpysXcWFrfeE4prnOISbMHFcP3R4VEWVprFM4Nk4soJw+cuUFrqHWgh1Czk6D6RHt1GW1ommX3SZZSo31dxueHQhytaCTSZJSoqZawlcz5HTc68/tfnBF2tSLkvBPPqVyAxVlN2ZI89PaLHpuhxepTXWFYKluQSbhr2I4NydtPIRrxT7N/Fb/j5/T112s0wqvw/n2+v11TqyNVYwK1rSwVnN2b1Jsx+2nHXHKrr7v1fp7P77W+2qMFfP41tX97rfarNr5QOUzEAsxIGmxHIa+gOwtoTv7uffz0NMYc5uVDi0orVmF/8hZwAATbZn04JPBoa00LFCkOMbpwR4iCSQzJZ9+XC+l+Ds+4fYxDG6YhgssfDoNA/wBN+ZI30O4OxkP/ADqfDMNr3cudAS3C7339SQu4fYSUuNoICQVAkgMksSS+2uwLOdWvu1KhOBr0mJhZZUwKe/px5Ox5eQian6kGjQk1Imp8C9A5AOj2+rRYnZFo0KXEVylETSVJOrkk/U269JqRXKF7GxJqZM1OWWtCgFXI211ixMocWtSfIlYJCGFiLgfX0b0JLRKrIXREZRBZgX35fpeI0StMbLtlLtdw/VoGR7b35z/vkinSZc5HdrlpI0II1hNWqIZMMZxp/tz3MPEMBQnNMkWuzbKttwGusVKKenkwT6CCV7GXMwxYAyoKSltnfSKp3epgngcZVHbn8FNdNOlLdKNLvCTa1RVLHKKtoITFKAJNgdokpaWQG79IB3cbQnlSDtsdMzOUhKeUJSbGWErWFFTudbWf2ifcxUgTOGYKKSWOoDPB3K6CiSStljxZTp4onGmiEtAVZCkBOpcj3iT8UC9yRcyaRLSW3IcQlad85/IOmg+9CFhHdAsNW9Ykr2fOc9SNaWMFKZ03to7xMiEFjKkBQcW663hpiaPbNLDaLisMAEWUIAHUhI/ygAEgu0PcAlS0hI8ZvtCsBgGsOUABJd/SEwCMvvBY+cADCVlID6QNjGmSlFTiIEroQSsCI0ydoYoU0TWhBu2MZai42h2JDhCQGXqOEABZU6gH2hBqJk8LwXegbaiEpDl06wUHcAZSQfCn1gofcEkJSwO30hUNytCoCmgnLm06Mq5huTd4sTorkrOf7Ydn6vtMFoRicymKiHKU3LGwgf2gWhHSdlZ0rApeDoqAsIZ1qs/ExTl1VFuPR2amHYaqgkCR4VBDkBO/TRzstOVG3H7mgASWKX9Igo2NuhlEhyx5Bz+UFPyFkaETJgK8gRwPrB2eR9xKlCJYbid94XbQN2V6idmQO6DkB8pDH9oJIa0dGXVqWVBS/CrZOrDzjPJMtuqOcrJ0qTM7lEpwm6i2jneM8oMujJFRUmVOZQlAZi2bd2f7/lFbg265zUl3aXZq0lF3CmEkIAAbYC0OOKlbI962JpOFzsWrO5kS1HTMf8eDnZo04ugl1GqRVPq44jpqP4bUSSidWzTNNzlZgDqee5jpYvhMIK3uc/J8SlJ0jqaTDqSklhEmnSgDgOujHSx4I446IwzzTm9WSzAlIsIckkQWpmVCly1EADzjHljqn6c5/Ghtx00AmX3ySVDWIrE2q57+mu/47EnLtZnYhh6ZwIkhJOx4RnydPWiL4ZbWpxuMrTTrUKgKSUHhvHNyRo2wle5zq5lRXIUlEp3BABLHXaMrg3qti/u9QJtJOlJ/uoYHd7GJxhSIuVszq+kUUZAohQSQFPpEJxoaZj0/4mmc1CgUoBSkPcxVXqSUjYlIUpCT3iXLHnFnYpEWy9LpqRWqApQGwuIvhj5zmxVORbk0mRRmJSlaEEgJI0ibxaCjkrcrYlg0mfL72nBzG5Q7F9LRL5dap193Nq9dNyzFlaejOFx2XPopiXRkIGpL38J9PlB530gjcW4y1+6r3Wzrfb0X2Udjpcnfo3zXdfl7fZWuxztRiSVJzKmWGUJSXAbQM/Iljve+pjZj/wBfx/X9fX3OnGNIpzcQUHypZtWDlxqPa54AXYm0ydFdeLTQpQD24Mdy4f1DG/yjjAFDIxedmBUzE3BFh667n2Gt3AokTi6iUjKgks+ov67c+e7XAoNOLJCh3qRlL3DPo/E9HlcCjTpMUlpmAIKCtJICCWL229Bs/qLMi42dFQ4ulV848Knulkiz3fyJ9OQJkpUVONG3TV8uYEuoEEMCN9WOpdw3G/pFqlZW0atLXLl5GW6bG5cHbbZjz0EWJlcoWa9FiEuZlTnRmcFtzzA9NPPi5sjIonjZdQpKgkCzENe+/XF9NXiaZW1QDOPl1HAAacW59WhDAUMyip/mNns8Ia0IlSwczN4mNxZxv9vaESK9RRpmLBANi4vx9Pz3PIQqK5RjWxCqhlrGVQJSRfMGcGIuNmLL0vf/ALGXXYEvJmpS6j/j+kRlB1ozDk6LttpmHPkmSoJWhSS2hHXKMck9mjPKLxumQS1+JWVTsdYUZU9SLV7E4mELzN8wbj5+cTuiIf4hB/tgBwbnbr9YnGa8g0GlaSUusB/eJuS2RGg9SUBYDG/XCDuHQxZIC3s13eGpUJqyczVBSHX4SLc4amJxI0rzZgd+UWd2jsh2kxKAnNYF+MSvnOfUjR7cPPq0aSkdLDQvDAcqDeMmEAalIU2XWBAMpQDAkawAK2zQAOGJuSOYgAkSQzJUSTvvAIa/eJudYBhq262iIDAAkwhhBLjR4BjFAGogELuyS+VoABMtb2S4EDGhFCk6pPtCGPlPCEAxQTpaAB+6a7RIWou7UP8AA+0AhjLzEApvAPYtIpUy5RUsa68uUQyarUlB09CgohZaWG20eMLi+7nOfea09CTKFMCki2oLQ3D0F3EU1U+SARLSoEtdVzD7Ih3MJE9czUBI4/t6xGSd6saojUqWtSsk0KL3vYWHvp9YTtDWpXICM61hkpch+rxTN1znPwLYmTV0NVXLXPkyywDMptmitLuY26KE3CailGaoCSpSnys5aIyg6GpKwaPC0LnCeUjMXAA05lh6xBR1JOXg2BTrVllFJzFTDf0+8acfTKerKJ5O07XB8IpqGnTLUEhamKjxMdzp8XZE5WbK5y0NJVTIlpdYKbWtrGqLi0UUyhPxBBWV07pQgOp7OeEEorwSS9SkvGqepzIkzghYs6rXjIy1Royps6fTLJCe8CtS+kU5DRDYeqxNQQmXnZ9WN4lCK8ikzMqZ1RRImT0TCQE24xXl3LMexzmJVoxUhM/5jc26foRyckLN0ZVqVUyaakGUZRe2wDcoh8ltdzJPLruRVk45HV8huFc/zivJHsJQl3HPT50yZNKilhbjpGFy7nZqWhVrKWlrD3yZaErlgtrrzhSpgiPDZwRlJCiAGsOuESiyL3N+nmypYGYfPa4jTjZVk2NFE3u0MEuHewuYv+hSvQSZiVh5kwAM4JDMODQCMbG8Ik4pTTO8ZZUzLB8UJLtlrtzlrX67Pb0vVSxy5xHlGOYRU4XUzTlV3QU7qSSBvfiDd97kixIN2Ofclzn7bHo8GdZFzn8aI5+YtRZJawTwJ04+v2G0Wmorzu9JQmWSnMSCRt9CNHO1wBvDGVCZ0lLpCkrLJcixUyLFyxJYi5PDOIYyxTV4WQkqHjVmQP8AYapOU6uCeIsXa4CehF0i2hAWPDcm10mxccPP78oDP/kwe3Ofz6OpZfeywnVSeTlgx20IueVuBvHuRJdRje7r685+Jp0teU5QvMFJYuHBGgs99XDubjmBDLNGtDao8W7rQBSOCVPsWF34pvwAh2QcbN6ixeVNDInlNk2OuraPxt6AaG81IrcWjcpMQUpg9wwbVJ19tD7njF0ZWVuJs02JByJi3dzdJsPrs5/RhFikUyxmimdmU4UlRBc8dffb7xOyrtEWFhpaABoQDB3LkcrQDAMtIHhQlrMAkWOj+32goT+0qAUi97wqM8oFatw6mrEd3OllzdKgLiITgpaGbJgT0fOfr9Wc1XYLUUqlTEpzy9suweMs8TRzsmF4tSiCw4EfvEWjOmAQAokRC6ZKtBwq7u7RPuI0H3hzMFODraHGQNBS1AgBV76eUNS8BQ/eglkhRYML6Q0wCM4JS2Y3G0TcxUMJyWcO7XaH8xCo96zecdIxhJIIgAdgdYAHIYwAOGIgAcBoAFtAINJIHykvpAAKgU+t4QxJKmsT6QNATyiAHULwhkgN94YgoYDhBJAG8AWHlv8AL9IQhwlkkEajhAALAaCAY/dp8zwa8ArAMtXBxx5QWMJSFAAZX2iLVkkxZcqrDSK6J2NVd5NklCHfmYlKNpURg1F6mHPm1FKkqmS5hCdwl4peJpXRd8xPQrpxxAVlK1B/9k9dPEe1j7kWDXomhwsEHViIj20S7iGZPkTFFSkuQ++5iPbQ+4aTOSHVLYDcDh0IahYu4kWpQZU05kIYm+peFLHY1Kh6ea0qZLWQDMNizfvtFXZq3znET7vBnVE2UqaqUZgmqZnJ+a0Z5vwWJeSWhlpSV5LAWA8y/wCUPCk5BPY2KRSaXEJUuYQVPbkI6mLcxZf9aOkE49/KkuLpcg7GNyh9kxMpY/VGhpgQRnXoHvyhax+0OOoMmmMvB0qXMSZqmUovoSP4glPuVgtJUcvWCVKmKRkC5ilEhT6GKy0xa/tNIoWp6ibdrud/OK5y7dScV3aGHg/a/D8WxhSJ1Unu5CgnKVakmHHXVhJUdfi1ZSClTlmjx6NwiGWJLHLwcyuXLExUyQM2p1tGGcPQ1KRTFSmdMKZiRZxrENiSeuoNRNkKply0qL6AtGXqUX41UtTnTNmpmrTmADEgHdo5DdG4zUYmqTPmS5stRSouTuBBGTuglVG9IkUop0kZVOHBbaNUf9ShpWTJlJUpCVMWsBwi3HqQmqNGStKAw1I4Re0UkS0rKUqMxgCLM7iGH0BKpiFFGYNoLamIS1RKOjsy8Zwf8bTtllDNaxukW08tYrk5R1+/n1+73NmHqpY/9fXnPKPP8a7KSpC1LHgJdspLANYegA84jHqmqT9v29X51+m+vjrYOubVS9vT257fpz//ABCEL7uWrcFrJcl83ub++pEaoZrX2t+ff/PpaaXRjmjJa89iGuw2sErLRoJmj5c2UA6M/mX5s2kW45/M1iuc5TTKpdZjhvznNNTnl0eOUgCBhk7KCMuQEggG3n8qRcuQNiSYu+W7pnPn8SjNqr/Da619fK0ppN39qldU4rX0KQajD6ooSAklUs3IA1U3He4bcNE108r3356GWfXdO19362tNdPSm1WiTaqUb1P2qw6YCFzFSFBRT/cSwUDs+n7mBdPKXi/pz6VpvpuZpdYou467+vi9X5ett3VLVVa7dOl7QYXNXLKauUo2a4ubl/vpsTyEJ4JR2/S+fX8wj10sekXXs9+Xo0td7SpGjS11J88qoSGGjvoBZ7toPtsGrcJR0kq5z9DpdP8UWSSU3p93vzx4e2+lT11QgkGYZeUElSVMBYPofU+musKmjrKcJ1Xk6SgxmWslM1SUqfVTAMRcO/EkcWbmYkmQlD0Oho8RTMYKIIUzXsocLa9cotjOyqWhr0tUzOsBiCCzgOQH4Czelg0WplLWl8/suyKhRu9ixuSQBlfUnmm+97amGmVTko85zyWM78YdlfdYabwycREsLwDZGbOo+8Bnk2nznPZgrbQHlCZCq05z/AJ4AmSwpOSYgFJB1Gt2f7xC/QrlHUxcVwSXNJnUrpVc5di0Z8kGnaOfl6dp2uc/I56bLmyF5ZyCgi5EZ29ec56GetCJg+pDlresFaiskB3ETeqEtGPLW4JuXELG29Ry0CZk2189Is2IjFWa54NEQBCyQUPYHSEtxs+gCUtwjs2YaEkXD6QWFEouHhiHdmJaABIWSWYwbgOdQBB7gIFtTCYD5piQwSDAA/eqUGUkPpBQEstIyBxAAYAIH6QgHSCObaQLQCTMEi/OJAEhbqF2cwITJwXDvAIjvu+2vXV4BgKIScrD1gAJN8yy/K8IAgpAAIF/rAGoXeyzYqg08hT3HypNwzGJNReoW0OJYF25xGgTF3YIKSPQwmh2kU6jCKKpAE+nSptCzH6RDtJdxDIwOgkgoFOACSbbQu2tiXcQVWCyyT3SABrYxLsXoR736lE0BlLdctcuWA5Vxg7EPvZFnkzZypcuaFJScwyl4hPH6E4Tvcq4hLKAClYKR4i0USiWxZzUqv7nEhSuVIJ+bjxjnZE03ZqizfoasypyQtJsSTfUP9P2h4XrQprSyzg1Sa/HF4jPmLTKlHu5aVBnPGOphuzHlqjRxjtFKp8UkgrfIdt+MbPmtGbssw8Wxuq7R4uubTzlIpqPxEg3KthFWTP4LIYTlpXxSNF2nGEVla8qoJSUE6K2irHlctycsdLQ3sSxnOAZaVFWV3Gz6GNFFJ5r2wrKismKlhS1MnVCbFtYzSi29dS+LXg8/7MysTwbsx2gxmrnBKkLWiWVBgAPyf7xdBbR9/wBRZGrs9L7EdoKzHuy2HIqFInzVSs6iFO12684ulidFHdqb8yd+FlKOdim2sYcsa2RphK92Yk7GJctfeoWnW78IwZZ9hpgu4r1PaKnYhKrqLuw6/mMGfL3I1Y400Zc/ElT5maQSqw8hHOlbZsTpBSaWYsKmLSoKN7hnLdfWLI42VyyGlRkKkAlQJEspAfl/MaEmtCltbl2k7xeVIuSgBuJe0Xw02K273NASpnhmJUXCdOFz7xo7dCruGBzsozCFAkEcfeIkga1Skoz6jU7l/wAojLRWhoqy5i5iQru1FwxIF34xnk2y6OxmVMpM1CpaxmRs+qfK8ZJKzRF+DmZ2GS++UZJcEuE8t+Wug/eJQyU9Nuff99eFtSa1wyJLfTn315dfrTLuD0dMJqhMWAopykszjQ+/Hy5R1OgtS5zT6L6HJ63I56HVSMBppqQUoSt9VFIJPO8dyDTOVJyuyweytHNSRMpJSwxBSpCTa3Ll9YvaXpzXn3FNv1K1R8OOzFYVidgtOokFJPdjRj7Wv6e9kVWgm36mFW/AvsLPeWnB0yCfmUiygXc8G0AdidOEWxfb41+/n/CLt+ec/U5+t/p8wU/3MMx/E6JSR3jJmZgHe6kqFhY32u7ARTlwrJSrnP2LYZ5Y9Wxqf4SdocHQRT45+Jlv8s3Zjo4A4Rz8nSNaxOlg+JSg/tN/qQT8JxbDgUVlOVBIBMxAcMwcnhvGWWNrc9F0nxOOaKXn/r/b39fYuYdi8yTlSpQIfiAczvqTydzZyQbMRFOjdanz7ufqdVRYnmSleYkO6VPbXW/33i6M/Uqmq28856e262KWp0U78AdgxYPtrFiM09VfPHKv+XfTPJPhY2LC/JuY15txhlaXPx5yyVM4s6SCDpzvrr08Owc+3QYEs1r6lrmzPAQllsIk3JI9jBRFzvnOP6gEub/WEwteBjcMRADdg3Omo4HTg/0iE2ktefT3IyV6FSroJNYwWgEg2JPR/iKJYr8c/T/vijLPDfg5+uwabTFS5aTMSRqADaKO1r/YxTg4lHKQCFZtSC8SdPcq1WwwWgEgC/WkQUldIm061Fm2beJW+c57kaH1APGJWIYpSpwU2NiDvAtHYH0AdP3jrmIJIKgbiGA4QQ7KgEOAXuq3nAAQSQbGAB0pLeKGA5SNoTAPUekIASMpBEMCcZggG3CFYBBwGKTAAaTqDDSsLEoWbQaQ9gEk5WtYXvtDQgs9n2goA0r0DPeEA2Y5icove4gGIqZOUNeABgk6uIAGWPESHhASCaUMH56wITRIZpBZnHEQ0KgwoEudNC0D1EE4Zn1669YVANlRxhUO2Cwd4YDu4yliDZjAFFCqwWinKMxMkIWr/JIYwr9Br3OfxbspXLkTUUlaXKSwmPq/KK5QTWhZGbT3OFm9me0OF1smZU06VoQvMZksuA+ojLPDSNEclvQ6AKacVlgo8NIpWBRdouc7VMq45iFbTYbMmYer+9LSrKHYExvxKtTJkdujzig7QdpazLOxOYkzEOqcouMg4NxYRY0RdE0ztdieGpEikngyJrrWAHILXDnj+sVOPqia+p5D25x2fSdtKLG5dYDT4clc6YFkHMQbN5Px+8acHTKatbkMmbttM7Xsb8euzGOyVU4rgFoTlmLUGCi2z3+n2jZ/jOKrb8Pv5xZnOzrqebLxGX31KpK5b2a/vfV4xZMDitec5pTd0cmpw/xXVOwjsDXUsiWpa6mYUkSiQcpN9+ubRLCmsiHJqSPHPgn2+x7sn2slUFFWz8QweqOUSpqjmkhjYW4vY78Hv1eopw10fP5M0VrpzlH0zXYnNx+ppsOw+d3UyoGcrd2GwtHClb2NsVW4GIdge1chZM1CJqCxE1JLKP5ekc3P0sp/aiaYZktGcxi9HX4Kvu8QllKrZTyjmT6aadPnOe22GaD1GwmqVNUkjxJJFjsP5iuGLtepPJPXQ9DppEipkd8wcahucbI41Rmc2YM2eZS54QxCFPY3YaxRONP7JZF3uaFDXf5gOEtZ4shJp6kWka0ioGYKclxodI1xn3FLVBKCcwmIJcqciINJjToqTc8ucUomqPeXIPExXJeCcWQLTNkEzkz2fj5RnlGmWp+TJxCuKCpIdKhe4t5xQ4ehYp3uY1ZWSaaR3kx5ilFwGb1eFjw/a1JSyKiph1TOn1Iz+E3IAIdJYgMON/ryjs9Phmt/bn7mDJkVUjssLn1klKUpnKFmAJ5bx0YNmKdHQ0uJ1abHIoPxvFlsjS8mtS4o6QVggvYCLVKtWVuN7FtFVSrYKQhWwBAPlrp+5iz5rI9hJ3dLNcd2jXQBoFO9wqtiGqp6UoYoS/Kznp9v0h99rUSTMLEMLpqh2BSpgx5vGXKu52dHpLhJS54/n7ji8U7NIlTO+lqWVZWR4vCo31JBI1L7G7gl4yZMfoegwdR5T5zb29dUwppJl5k5pjg6qcnTbi1vXW7xVGLvU3PJ3Lbn5+PO3leq2KclDICm2YbH26vF60K3T0fjj/GlxM0pM0sxSOAs/BrenWsSozykouucaLHfDUcgCxJI/P8AnygojKV7kmZ2vZxtDRW6SsMEEXbm3GGRpoY6O7NCDYYnioDc+UV2w15z9wSlJJzJChuGsYluvQmtNUKwc5XYlyWcvdrcXGsVuP8A6r9P59OLYnd6MZaApwdeI9L9fkISVvTn7fT+2Uyxp85z7zLrcIlTCSgFKlXIADdaxXkg2rX78/vQyZMG7Rhz8LmS1Z2VfY9cozdjUqZROLhoV1yFB5a0m7vdtYnoirURUwu+o0iVEQF94SClg41Nz5dcN4Qz6ECcynJYR2DCIpA0L2taHYUJJVc5i8Ahy7+E38+uUAxAqDeIwCJEKexMMBwUm5MIB/CD4SW3gAPvQk6A+rQqAITAVD/EDTeCgJQEnQ/SAYjr11vDEOFNtBYBEjVxD9kAwa4G94AHaGIJOX/IfWEMZs1naACRKSUnygEMQXuG6EKhpjZUk5VGGtADIAFuFoBCAL2UReAAgoqsQ22sIQwJ1USYBjsWYqfZoACDu4UdYBDqKtG2bWACCbUKSogoAG7w6AzauXJqkLlzAWLhxaFKFokpNM5PEsHxGim99Sg1COAAcCKXj1tFqnpTOWxrEpi0/hlS1SlA+IKDF+UT/wBUQ3OAxnCq9M5U+UuexdZyktqDoPL7wW+fsTVHH4niOLyKiaZcqYlSwAZa1/4kbHoQ6vXnOabkjyT4i4ZiWWZNlImyjVKzrWk5gkDUW5c9Rs8bsOaqi+e/NqvXRlLxp3LnP1/I4vs5Q1eFpXJTKRPmEKyTE2KVEhzo2+v2uI2vqFNUuac9N/QpeFrV815/09w+E+K9qMPo50irq0pkzFOnvFkBKW2Hlt/MYM04tp1f8V+Hq9vwLYx8c34jnvi128qlYvUUlEJtWJaVFalK8KVMzMNXGlt35xPpowvXR85+HqLIm1ptzn4mR8L8C7UYljUvEpktac6swSCyUXPysSbueng6jJFKktGuc9GSjH1eqPrbsn2aNEmXV1CkqqrKK2PteOcl5kWOV7HqeGTFV0nu7Eos2xEW16FV+pwnxc7JJq8HmV0pKZcylGYbEp3HlFPUw0a8lmGWp4hg2JJlVCDNISErALnjy9/aOLPFraOnF0qZ3NBjf4WYqQmYVJU+UHhs3W0SjaVNc5+xW97I5U5FQqYM/hmgl9XvGdx1osT0Cp1rkTP7ZcC2mogarQejNmRVBcp0nKpP+quekShZGRZk1k5ZJcAgNprGiLsrYqpGc97TnxbgcIUo2NMpza5BBTOADeHWM8vYsRzuN4gZS2lpUthqS4vFVE070M/D6mVXLCarICVFkt9OW0a8EPtXznPUpyPQ6/DsOp2zplSwUpLEAAjq8dfDjSjSMGSbs2pNFLBBA09vWNCSRTbZcEhKUtlUGOmvX7jjEqpBuSJl2yk2O5PP9W6JhdtDJ0m99PKGorcLL8tYKRk1YaRFvtCrAm5zoeREQ7/BOMF5KMxJBAsYi05G+NtVznN7uhWgKZC0AvqSOHp1yiM2maMTcVbfK+7wuVRi1FHKSo5LPdiBfXfrWK3FHRhJxHQlQTm0fUkWHX5ebIvu+fc+aePutSyouXA5G7X66ESRRN27JjmBLk3+sMiEiaUlyH11v1+5gEyQzkuSFEbh/Mfp0wgFRMmYnIUhTsDqdNuPl7wAgksCRzb1c9frCHYbAgF2vuYi9CQLquxAta2h4xFwTdvn9EtBWdyA+3KJJUF6UAQCnKUskhyAIfuRor1FGiaCVJc8d9eP1vFc4qvYrnjUlXgzZ+HAKdBUQDoz8P0itxrntf7fr91EsS1tc4vzf3UFUiN0gklnBivspUuc55M88Fa85Wv5eGAukS6RcADhEHFqyDx1v45zye5gnXcc+cdjc5uw6Tfj1aGIQSToWhUFhpd2v5neGISncwAOkgG9oAHDEaW4QALQaACAYnJYgwATSzbnxgsRI7REYSVCwOmkSqxBZQdFGCgCIfb3gQDwwFpAA4bUh4NgHTlN2NuAgoRKS5ASC3CGIYsCXAhUAJKHuDa2kFMY6TmFgbQIGOgZVOXh0Kxy5OljCoBg/wDqRBuACcwLgXa3XWkAxCat7mBhQZVMZmgAGZLUoHME+0NCKM6SsFxzDM0SWrDYpTJqZQdar7DeJdirUXc7MbGanDJgCKuiRO1IUUj3fyaI9g07ONxTCpRX+IoM6UPeSo2N9vL9YHjW7HbOQ7QdnJc+m/FypaUEBlIa1tXB8v05wnDwuc4tCcJ+p5f2mpqYyJlJOlIOWzFOqnJII0NvTyiMO5On6r9uf2WSqrXOc0OLpcDSJqlMnLKdZDPm9tnv7OYuUpuoy5svb0f1Tem5F9urXN/6+lL2MAfECswXGKvAMVQZE1SSqRMSwzMGvw1tz9GvjCWTH3b8/B6e37kJKMZUtOfkamCZu01R3eJU0uYUrZc1AA7wc+dgfTnFffJaXpr7r2/q/wA/EnBLVb6fXnry/o74cdjZdFQpqafu0qSHOZLMbW/LpoTTk7ktfr9ecsrbrSJ0/wD6gpaSsFClRMwXUzuBGeUkmWY15ex0OCdo10+MrpFJUmVMSlUpRcJVxB52hRaFKLW50/bKqo6/stMxCSlCzKS6w4dJ4HhDzuLiPFFqR8v9v8ICcK/9W9mpOZIWlNTIlH5jsoDaOUuyT3OjHRamDh/aqdUyFCZLnpmy0gl06gpt9OtIi8Tbpfrz8QempvUvaeUJYKlLExj11u3N1HFS0XPHvz6Um9dS9hnaehqpikipSqaxBQTcXv8AeKnjd6c5++y1qV1ubEnGqYIzy6mXlv4cwffbWIqD8g5J7F2mxgFTImJW9mBchuP6xeoSjqypyT0NFNZOKDMSial2I8JgnFpWOLKM6pEx1qkBbXJaMs00y2LTM7EKGbPpitCZoSbgBTPaINEkzmqegxBNcmTSyp9l2SFORf8AeNnTtvV7f85zSrKel4HQ10uSj8WS9ievQx1sbMGRam/LlmxSSw9z+lvyixsrSLEtKkgJKgfRofcOiXI6X5Qd65znsNJvYEywCS/GIuV7E442wpa1SyQFBhyNognrqT+U1V85/ZMqatZAzH5gGdrvx4a/TnDpUWxilv6ft/z8X6orTWOUgg+Fjffo9awLQ1w8mfWJJuE3cPbzaK5M1Qg1z6FEUpWXQiym2YW6PQhF4/4XKGVLJuS59f1MIbetkoQEMVAkg6H9/LpoYgVjKSBwa4gExhmd0u4vaAH7ggg3BDQxN1q9gwtQBysG5wDJ0TSAXXoW4gdX9oVCslSq3icMLv117QqJ2SApcEC4L30hNa0CdqxeDcHneEMYgNbXe8MAC5tztaAAJklKkskWALAfpASVP/YrTqFDlWUMTfiev2849sStwT2KU2kWCBlU/MdflpziKgmtOc5sQeOt+c/j0R69s0bjzQnaAQSDe53hgShUu35QAMoDUPbWBgCZbh94QBoYC8ADFCVOw9YABIIugiEMdM1b3FjygCg0rLOYYEyVaDSEIkSQzGDcAgX0vDoYxPXO8IQaCMrOOUSsAoAEJpTYJeGxBCaTdr7+cAUOFBrn6QAGEpLKDObl7whWEAwAHu28ADgvDEPaABMOEIYxAAsB7QAD3QJzN9IYWEOcLYADOVYGWRDCgJgCkAqQQ/CJJpMVGfWYZJqZbEHWzG4i3ui9GRprY5TGezc2SlUymmqKQQrKoc3bmIcqSBNvQ5pVPUS1snMVAMcoIfU8RuE2fjdiSCKSfP4G7MrFUrlycye7zBiEqLP4Q/BiVO+lwLOb2Unovpz7tPO78EDwn4x9p8H7K4RUYtNTkCR8p1UX3s5Nh5g2iWDp/mNdvrzngnPI4qmfL/Zf4v8AaCo7dycdxPEEyMHRP7pUpCcoWgsBm56fvHTz9DjWLsivtcvn3mbH1EnO29OUenfFenwDE63DsbwbFKaomTJKmMpYKgLlOhDFwTrrtGDBjnGLhJafrr6a+Pp+GpplNXa5znoWvh/2kwjD6uYrEaxIKZgzDvA7AEAXsP0ECwONNc254+iCeTuevOfee9Ufx77H4FTihGKSkGahJUqWUrKSoJZxoQbji7Hi01hWi9OfqVOT1Zn9hu2EntJ2mqMRw+tlVFJNmZgpCnA4p5X5fSON1WF4tHzX+DdimpI9b7Q1czCJNKuWsAnxSy9go8Yqg71JTSui+jHaav7Oqmz50tMyahlygs34294WS9ggktTgez2DVGHza2g7hSqaomZ0pbwMVHR+GkZ1j1LXO0drSdmsHQoKOHSQp7Mi8aIY73Kpz9DROEYYR/8AsZJ3+QX4dfrFjwx5zn3EPmMiPZ3AlrKjg9Kp3v3I/SD5SQ/mMkl9nMBSSUYTTJu9kN1r9Yh8uPkfzJFyThuHyk5ZVHKTwyoGvX2iPy0PvZOEyiMuQEDS0TUItUyLk7tFSqwPC65IEyjQ4NikZT79bRCWGDehJZJVqjNn9jMHmJKAJoD65+f7RW+mhJElmaYqDslh2GqKqVBJO6i54RZDCu6yMsro0E4eEhrBt9xF602Km73DEkp1H0tBuMfIEuQbtb7wajilJiUoJGgLO3PoGIl0MdvXnH+HuRqmsXdjxP0/KGaIwXnnLf760RKmAHU3YceUJ6l6hdNc88/kJM1IAtz0Z/PfSH3ImsfqhLm6MpRYZXv1vCbLIxUec5qVh41EqTZtDxv9f1iBetCQ90QRlfzMLQlzn5fmQrKXZLOfW4hUCZEQ/iZwOvy6tAPcjsmynYWYhtuurwxDdy2762HHrrgWFAEMSOBgEkNACsk+VWZ2O7fduDHSGR3Q4mLYAg6WLO4/h4B6EqV6kDiLcfz1+jwmg7qC77/qW1D2t11vCaJReg6VlRZoRIc2Z+I33gAbMkAkAOkW8vy0gBPwMpZD+EvseIHX1gDQhUpAS2Q6DUNe3Dy87HSCN+SWR2z0lEwn5m0cxqPJB5n0vtBY6GzttBYUEFEMUsYYg+9J+UCAA0z1IBSUi8IAcwUWBIgASnFwrQQAJKyXCm5wDJEsQH1gAdKCfCIAHJIcKt5QhCBLWP1hgPmbVReBgHLL+8KwJAohoACUQo2J06+8G4BJuAS0SAdIy31u8MQlZi5DQAElSAHU5I3gAmAXvvfyhCHvu3PhAAvLrlAAKVlYOZg3KDYCVIzcYBBAeFuMMQBOp5wDAPd6NpyhDGUAUjcW9oAAyjVg3CHsMCbJSQXAO1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{ - "4": { - "v": "fh", - "t": 1 - }, - "5": { - "v": "jk", - "t": 1 - } - }, - "18": { - "4": { - "v": "dfg", - "t": 1 - }, - "5": { - "v": "l", - "t": 1 - } - }, - "19": { - "4": { - "v": "sdfg", - "t": 1 - }, - "5": { - "v": "h", - "t": 1 - } - }, - "20": { - "4": { - "v": "fdgh", - "t": 1 - }, - "5": { - "v": 345, - "t": 2 - }, - "8": { - "v": "linkTest", - "t": 1 - }, - "12": { - "v": "linkTest哈哈哈哈", - "t": 1 - } - }, - "21": { - "4": { - "v": "sgh", - "t": 1 - }, - "5": { - "v": "fgs", - "t": 1 - } - }, - "22": { - "4": { - "v": "sdfh", - "t": 1 - }, - "5": { - "v": "gth", - "t": 1 - } - }, - "23": { - "5": { - "v": "iop", - "t": 1 - } - }, - "30": { - "2": { - "v": "dsdsdsdds", - "t": 1 - }, - "3": { - "p": { - "id": "__INTERNAL_EDITOR__DOCS_NORMAL", - "documentStyle": { - "pageSize": { - "width": 183510.39073181152, - "height": null - }, - "marginTop": 0, - "marginBottom": 1, - "marginRight": 2, - "marginLeft": 2, - "renderConfig": { - "horizontalAlign": 0, - "verticalAlign": 0, - "centerAngle": 0, - "vertexAngle": 0, - "wrapStrategy": 0 - } - }, - "body": { - "dataStream": "/** * Copyright 2023-present DreamNum Inc. * * Licensed under the Apache License, Version 2.0 (the \"License\"); * you may not use this file except in compliance with the License. * You may obtain a copy of the License at * * http://www.apache.org/licenses/LICENSE-2.0 * * Unless required by applicable law or agreed to in writing, software * distributed under the License is distributed on an \"AS IS\" BASIS, * WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. * See the License for the specific language governing permissions and * limitations under the License. */import type { IRange, ISelectionCellWithMergeInfo, Nullable, ObjectMatrix } from '@univerjs/core';import { BooleanNumber, sortRules } from '@univerjs/core';import { FIX_ONE_PIXEL_BLUR_OFFSET, RENDER_CLASS_TYPE } from '../../basics/const';// import { clearLineByBorderType } from '../../basics/draw';import { getCellPositionByIndex, getColor } from '../../basics/tools';import type { IBoundRectNoAngle, IViewportInfo, Vector2 } from '../../basics/vector2';import type { Canvas } from '../../canvas';import type { UniverRenderingContext } from '../../context';import type { Engine } from '../../engine';import type { Scene } from '../../scene';import type { SceneViewer } from '../../scene-viewer';import { Documents } from '../docs/document';import { SpreadsheetExtensionRegistry } from '../extension';import type { Background } from './extensions/background';import type { Border } from './extensions/border';import type { Font } from './extensions/font';// import type { BorderCacheItem } from './interfaces';import { SheetComponent } from './sheet-component';import type { SpreadsheetSkeleton } from './sheet-skeleton';import { type IPaintForRefresh, type IPaintForScrolling, SHEET_VIEWPORT_KEY } from './interfaces';const OBJECT_KEY = '__SHEET_EXTENSION_FONT_DOCUMENT_INSTANCE__';export class Spreadsheet extends SheetComponent { private _backgroundExtension!: Background; private _borderExtension!: Border; private _fontExtension!: Font; private _refreshIncrementalState = false; private _dirtyBounds: IBoundRectNoAngle[] = []; private _forceDisableGridlines = false; private _documents: Documents = new Documents(OBJECT_KEY, undefined, { pageMarginLeft: 0, pageMarginTop: 0, }); isPrinting = false; constructor( oKey: string, spreadsheetSkeleton?: SpreadsheetSkeleton, private _allowCache: boolean = true ) { super(oKey, spreadsheetSkeleton); this._initialDefaultExtension(); this.makeDirty(true); } get backgroundExtension() { return this._backgroundExtension; } get borderExtension() { return this._borderExtension; } get fontExtension() { return this._fontExtension; } override getDocuments() { return this._documents; } get allowCache() { return this._allowCache; } get forceDisableGridlines() { return this._forceDisableGridlines; } /** * TODO: DR-Univer, fix as unknown as */ override dispose() { super.dispose(); this._documents?.dispose(); this._documents = null as unknown as Documents; this._backgroundExtension = null as unknown as Background; this._borderExtension = null as unknown as Border; this._fontExtension = null as unknown as Font; } /** * draw by viewport * cacheBound ---> viewBound * diffCacheBounds ---> diffRange * @param ctx * @param viewportInfo */ override draw(ctx: UniverRenderingContext, viewportInfo: IViewportInfo) { // const { parent = { scaleX: 1, scaleY: 1 } } = this; // const mergeData = this.getMergeData(); // const showGridlines = this.getShowGridlines() || 1; const spreadsheetSkeleton = this.getSkeleton(); if (!spreadsheetSkeleton) { return; } this._drawAuxiliary(ctx); const parentScale = this.getParentScale(); const diffRanges = this._refreshIncrementalState && viewportInfo?.diffBounds ? viewportInfo?.diffBounds?.map((bound) => spreadsheetSkeleton.getRowColumnSegmentByViewBound(bound)) : undefined; const viewRanges = [spreadsheetSkeleton.getRowColumnSegmentByViewBound(viewportInfo?.cacheBound)]; const extensions = this.getExtensionsByOrder(); // At this moment, ctx.transform is at topLeft of sheet content, cell(0, 0) for (const extension of extensions) { const _timeKey = `extension ${viewportInfo.viewportKey}:${extension.constructor.name}`; extension.draw(ctx, parentScale, spreadsheetSkeleton, diffRanges, { viewRanges, checkOutOfViewBound: true, viewportKey: viewportInfo.viewportKey, }); } } override isHit(coord: Vector2) { const oCoord = this.getInverseCoord(coord); const skeleton = this.getSkeleton(); if (!skeleton) { return false; } const { rowHeaderWidth, columnHeaderHeight } = skeleton; if (oCoord.x > rowHeaderWidth && oCoord.y > columnHeaderHeight) { return true; } return false; } override getNoMergeCellPositionByIndex(rowIndex: number, columnIndex: number) { const spreadsheetSkeleton = this.getSkeleton(); if (!spreadsheetSkeleton) { return; } const { rowHeightAccumulation, columnWidthAccumulation, rowHeaderWidth, columnHeaderHeight } = spreadsheetSkeleton; let { startY, endY, startX, endX } = getCellPositionByIndex( rowIndex, columnIndex, rowHeightAccumulation, columnWidthAccumulation ); startY += columnHeaderHeight; endY += columnHeaderHeight; startX += rowHeaderWidth; endX += rowHeaderWidth; return { startY, endY, startX, endX, }; } override getScrollXYByRelativeCoords(coord: Vector2) { const scene = this.getParent() as Scene; let x = 0; let y = 0; const viewPort = scene.findViewportByPosToViewport(coord); if (viewPort) { const actualX = viewPort.viewportScrollX || 0; const actualY = viewPort.viewportScrollY || 0; x += actualX; y += actualY; } return { x, y, }; } isForceDirty(): boolean { return this._forceDirty; } /** * canvas resize & zoom would call forceDirty * @param state */ override makeForceDirty(state = true) { this.makeDirty(state); this._forceDirty = state; } setForceDisableGridlines(disabled: boolean) { this._forceDisableGridlines = disabled; } override getSelectionBounding(startRow: number, startColumn: number, endRow: number, endColumn: number) { return this.getSkeleton()?.getMergeBounding(startRow, startColumn, endRow, endColumn); } /** * Since multiple controllers, not just the sheet-render.controller, invoke spreadsheet.makeDirty() — for instance, the cf.render-controller — it's essential to also call viewport.markDirty() whenever spreadsheet.makeDirty() is triggered. * @param state */ override makeDirty(state: boolean = true) { (this.getParent() as Scene)?.getViewports().forEach((vp) => vp.markDirty(state)); super.makeDirty(state); if (state === false) { this._dirtyBounds = []; } return this; } setDirtyArea(dirtyBounds: IBoundRectNoAngle[]) { this._dirtyBounds = dirtyBounds; } renderByViewport(mainCtx: UniverRenderingContext, viewportInfo: IViewportInfo, spreadsheetSkeleton: SpreadsheetSkeleton) { const { diffBounds, diffX, diffY, viewPortPosition, cacheCanvas, leftOrigin, topOrigin, bufferEdgeX, bufferEdgeY, isDirty: isViewportDirty, isForceDirty: isViewportForceDirty } = viewportInfo as Required; const { rowHeaderWidth, columnHeaderHeight } = spreadsheetSkeleton; const { a: scaleX = 1, d: scaleY = 1 } = mainCtx.getTransform(); const bufferEdgeSizeX = bufferEdgeX * scaleX / window.devicePixelRatio; const bufferEdgeSizeY = bufferEdgeY * scaleY / window.devicePixelRatio; const cacheCtx = cacheCanvas.getContext(); cacheCtx.save(); const { left, top, right, bottom } = viewPortPosition; const dw = right - left + rowHeaderWidth; const dh = bottom - top + columnHeaderHeight; const isForceDirty = isViewportForceDirty || this.isForceDirty(); const isDirty = isViewportDirty || this.isDirty(); if (diffBounds.length === 0 || (diffX === 0 && diffY === 0) || isForceDirty || isDirty) { if (isDirty || isForceDirty) { this.refreshCacheCanvas(viewportInfo, { cacheCanvas, cacheCtx, mainCtx, topOrigin, leftOrigin, bufferEdgeX, bufferEdgeY }); } } else if (diffBounds.length !== 0 || diffX !== 0 || diffY !== 0) { // scrolling && no dirty this.paintNewAreaForScrolling(viewportInfo, { cacheCanvas, cacheCtx, mainCtx, topOrigin, leftOrigin, bufferEdgeX, bufferEdgeY, scaleX, scaleY, columnHeaderHeight, rowHeaderWidth, }); } // support for browser native zoom (only windows has this problem) const sourceLeft = bufferEdgeSizeX * Math.min(1, window.devicePixelRatio); const sourceTop = bufferEdgeSizeY * Math.min(1, window.devicePixelRatio); this._applyCache(cacheCanvas, mainCtx, sourceLeft, sourceTop, dw, dh, left, top, dw, dh); cacheCtx.restore(); } paintNewAreaForScrolling(viewportInfo: IViewportInfo, param: IPaintForScrolling) { const { cacheCanvas, cacheCtx, mainCtx, topOrigin, leftOrigin, bufferEdgeX, bufferEdgeY, scaleX, scaleY, columnHeaderHeight, rowHeaderWidth } = param; const { shouldCacheUpdate, diffCacheBounds, diffX, diffY } = viewportInfo; cacheCtx.save(); cacheCtx.setTransform(1, 0, 0, 1, 0, 0); cacheCtx.globalCompositeOperation = 'copy'; cacheCtx.drawImage(cacheCanvas.getCanvasEle(), diffX * scaleX, diffY * scaleY); cacheCtx.restore(); this._refreshIncrementalState = true; // Reset the ctx position to the spreadsheet content origin before drawing. // trasnlation should be (rowHeaderWidth, colHeaderHeight) at start. const m = mainCtx.getTransform(); cacheCtx.setTransform(m.a, m.b, m.c, m.d, 0, 0); // leftOrigin 是 viewport 相对 sheetcorner 的偏移(不考虑缩放) // - (leftOrigin - bufferEdgeX) ----> 简化 - leftOrigin + bufferEdgeX cacheCtx.translateWithPrecision(m.e / m.a - leftOrigin + bufferEdgeX, m.f / m.d - topOrigin + bufferEdgeY); if (shouldCacheUpdate) { for (const diffBound of diffCacheBounds) { const { left: diffLeft, right: diffRight, bottom: diffBottom, top: diffTop } = diffBound; // this.draw 的时候 ctx.translate 单元格偏移是相对 spreadsheet content // 但是 diffBounds 包括 rowHeader columnWidth, 因此绘制前需要减去行头列头的偏移 const x = diffLeft - rowHeaderWidth; const y = diffTop - columnHeaderHeight; const w = diffRight - diffLeft; const h = diffBottom - diffTop; // w h 必须精确和 diffarea 大小匹配, 否则会造成往回滚时, clear 的区域过大, 导致上一帧有效内容被擦除 cacheCtx.clearRectByPrecision(x, y, w, h); // cacheCtx.fillStyle = this.testGetRandomLightColor(); // cacheCtx.fillRectByPrecision(x, y, w, h); // x, y is diffBounds, means it's relative to scrolling distance. cacheCtx.save(); cacheCtx.beginPath(); cacheCtx.rectByPrecision(x, y, w, h); cacheCtx.closePath(); // The reason for clipping here is to avoid duplicate drawing (otherwise the text would be jagged, especially on Windows) cacheCtx.clip(); this.draw(cacheCtx, { ...viewportInfo, diffBounds: [diffBound], }); cacheCtx.restore(); } } // this.testShowRuler(cacheCtx, viewportInfo); this._refreshIncrementalState = false; } /** * Redraw the entire viewport. */ refreshCacheCanvas(viewportInfo: IViewportInfo, param: IPaintForRefresh) { const { cacheCanvas, cacheCtx, mainCtx, topOrigin, leftOrigin, bufferEdgeX, bufferEdgeY } = param; cacheCtx.save(); cacheCtx.setTransform(1, 0, 0, 1, 0, 0); cacheCanvas.clear(); cacheCtx.restore(); cacheCtx.save(); // 所以 cacheCtx.setTransform 已经包含了 rowHeaderWidth + viewport + scroll 距离 const m = mainCtx.getTransform(); // cacheCtx.setTransform(m.a, m.b, m.c, m.d, m.e, m.f); cacheCtx.setTransform(m.a, m.b, m.c, m.d, 0, 0); // The 'leftOrigin' is the offset of the viewport relative to the sheet corner, which is the position of cell(0, 0), and it does not consider scaling. // - (leftOrigin - bufferEdgeX) ----> - leftOrigin + bufferEdgeX cacheCtx.translateWithPrecision(m.e / m.a - leftOrigin + bufferEdgeX, m.f / m.d - topOrigin + bufferEdgeY); // extension 绘制时按照内容的左上角计算, 不考虑 rowHeaderWidth this.draw(cacheCtx, viewportInfo); // this.testShowRuler(cacheCtx, viewportInfo); cacheCtx.restore(); } override render(mainCtx: UniverRenderingContext, viewportInfo: IViewportInfo) { if (!this.visible) { this.makeDirty(false); return this; } const spreadsheetSkeleton = this.getSkeleton(); if (!spreadsheetSkeleton) { return; } spreadsheetSkeleton.calculateWithoutClearingCache(viewportInfo); const segment = spreadsheetSkeleton.rowColumnSegment; if (!segment) { return; } if ( (segment.startRow === -1 && segment.endRow === -1) || (segment.startColumn === -1 && segment.endColumn === -1) ) { return; } mainCtx.save(); const { rowHeaderWidth, columnHeaderHeight } = spreadsheetSkeleton; mainCtx.translateWithPrecision(rowHeaderWidth, columnHeaderHeight); const { viewportKey } = viewportInfo; // scene --> layer, getObjects --> viewport.render(object) --> spreadsheet // SHEET_COMPONENT_MAIN_LAYER_INDEX = 0; // SHEET_COMPONENT_SELECTION_LAYER_INDEX = 1; // SHEET_COMPONENT_HEADER_LAYER_INDEX = 10; // SHEET_COMPONENT_HEADER_SELECTION_LAYER_INDEX = 11; // ...... // SHEET_COMPONENT_MAIN_LAYER_INDEX spreadsheet this.getObjectsByOrder() ---> [spreadsheet] // SHEET_COMPONENT_HEADER_LAYER_INDEX rowHeader & colHeader & freezeBorder this.getObjectsByOrder() ---> [SpreadsheetRowHeader, SpreadsheetColumnHeader, _Rect..., HeaderMenuResizeShape] // SHEET_COMPONENT_HEADER_SELECTION_LAYER_INDEX selection this.getObjectsByOrder() ---> [_Rect, Group] // SpreadsheetRowHeader SpreadsheetColumnHeader is not render by spreadsheet if (this.sheetContentViewport().includes(viewportKey as SHEET_VIEWPORT_KEY)) { if (viewportInfo && viewportInfo.cacheCanvas) { this.renderByViewport(mainCtx, viewportInfo, spreadsheetSkeleton); } else { this._draw(mainCtx, viewportInfo); } } else if (this.sheetHeaderViewport().includes(viewportKey as SHEET_VIEWPORT_KEY)) { // doing nothing, other components(SpreadsheetRowHeader...) will render } else { // embed in doc & slide // 现阶段 embed 开启贴图有问题, 3f12ad80188a83283bcd95c65e6c5dcc2d23ad72 if (viewportInfo && viewportInfo.cacheCanvas) { this.renderByViewport(mainCtx, viewportInfo, spreadsheetSkeleton); } else { this._draw(mainCtx, viewportInfo); } } mainCtx.restore(); return this; } /** * applyCache from cache canvas * @param cacheCanvas Source Image * @param ctx MainCtx * @param sx * @param sy * @param sw * @param sh * @param dx * @param dy * @param dw * @param dh */ protected _applyCache( cacheCanvas: Canvas, ctx: UniverRenderingContext, sx: number = 0, sy: number = 0, sw: number = 0, sh: number = 0, dx: number = 0, dy: number = 0, dw: number = 0, dh: number = 0 ) { if (!ctx) { return; } const pixelRatio = cacheCanvas.getPixelRatio(); const cacheCtx = cacheCanvas.getContext(); cacheCtx.save(); ctx.save(); ctx.setTransform(1, 0, 0, 1, 0, 0); cacheCtx.setTransform(1, 0, 0, 1, 0, 0); const fn = (num: number, scale: number) => { return Math.round(num * scale); }; ctx.imageSmoothingEnabled = false; // ctx.imageSmoothingEnabled = true; // ctx.imageSmoothingQuality = 'high'; ctx.drawImage( cacheCanvas.getCanvasEle(), fn(sx, pixelRatio), fn(sy, pixelRatio), sw * pixelRatio, sh * pixelRatio, fn(dx, pixelRatio), fn(dy, pixelRatio), dw * pixelRatio, dh * pixelRatio ); ctx.restore(); cacheCtx.restore(); } protected override _draw(ctx: UniverRenderingContext, bounds?: IViewportInfo) { this.draw(ctx, bounds!); } private _getAncestorSize() { const parent = this._getAncestorParent(); if (!parent) { return; } if (parent.classType === RENDER_CLASS_TYPE.ENGINE) { const mainCanvas = (parent as Engine).getCanvas(); return { width: mainCanvas.getWidth(), height: mainCanvas.getHeight(), }; } if (parent.classType === RENDER_CLASS_TYPE.SCENE_VIEWER) { return { width: parent.width, height: parent.height, }; } } private _getAncestorParent(): Nullable { let parent: any = this.parent; while (parent) { if (parent.classType === RENDER_CLASS_TYPE.ENGINE || parent.classType === RENDER_CLASS_TYPE.SCENE_VIEWER) { return parent as Nullable; } parent = parent?.getParent && parent?.getParent(); } } private _initialDefaultExtension() { SpreadsheetExtensionRegistry.getData() .sort(sortRules) .forEach((Extension) => { this.register(new Extension()); }); // this._borderAuxiliaryExtension = this.getExtensionByKey('DefaultBorderAuxiliaryExtension') as BorderAuxiliary; this._backgroundExtension = this.getExtensionByKey('DefaultBackgroundExtension') as Background; this._borderExtension = this.getExtensionByKey('DefaultBorderExtension') as Border; this._fontExtension = this.getExtensionByKey('DefaultFontExtension') as Font; } /** * draw gridlines * @param ctx */ // eslint-disable-next-line max-lines-per-function private _drawAuxiliary(ctx: UniverRenderingContext) { const spreadsheetSkeleton = this.getSkeleton(); if (spreadsheetSkeleton == null) { return; } const { rowColumnSegment, dataMergeCache, overflowCache, showGridlines } = spreadsheetSkeleton; const { startRow, endRow, startColumn, endColumn } = rowColumnSegment; if (!spreadsheetSkeleton || showGridlines === BooleanNumber.FALSE || this._forceDisableGridlines) { return; } const { rowHeightAccumulation, columnTotalWidth, columnWidthAccumulation, rowTotalHeight } = spreadsheetSkeleton; if ( !rowHeightAccumulation || !columnWidthAccumulation || columnTotalWidth === undefined || rowTotalHeight === undefined ) { return; } ctx.save(); ctx.setLineWidthByPrecision(1); // TODO@jikkai: these should be configurable ctx.strokeStyle = getColor([214, 216, 219]); const columnWidthAccumulationLength = columnWidthAccumulation.length; const rowHeightAccumulationLength = rowHeightAccumulation.length; const EXTRA_BOUND = 0.4; const rowCount = endRow - startRow + 1; const columnCount = endColumn - startColumn + 1; const extraRowCount = Math.ceil(rowCount * EXTRA_BOUND); const extraColumnCount = Math.ceil(columnCount * EXTRA_BOUND); const rowStart = Math.max(Math.floor(startRow - extraRowCount), 0); const rowEnd = Math.min(Math.ceil(endRow + extraRowCount), rowHeightAccumulationLength - 1); const columnEnd = Math.min(Math.ceil(endColumn + (extraColumnCount)), columnWidthAccumulationLength - 1); const columnStart = Math.max(Math.floor(startColumn - (extraColumnCount)), 0); const startX = columnWidthAccumulation[columnStart - 1] || 0; const startY = rowHeightAccumulation[rowStart - 1] || 0; const endX = columnWidthAccumulation[columnEnd]; const endY = rowHeightAccumulation[rowEnd]; ctx.translateWithPrecisionRatio(FIX_ONE_PIXEL_BLUR_OFFSET, FIX_ONE_PIXEL_BLUR_OFFSET); ctx.beginPath(); ctx.moveToByPrecision(startX, startY); ctx.lineToByPrecision(endX, startY); ctx.moveToByPrecision(startX, startY); ctx.lineToByPrecision(startX, endY); ctx.closePathByEnv(); ctx.stroke(); for (let r = rowStart; r <= rowEnd; r++) { if (r < 0 || r > rowHeightAccumulationLength - 1) { continue; } const rowEndPosition = rowHeightAccumulation[r]; ctx.beginPath(); ctx.moveToByPrecision(startX, rowEndPosition); ctx.lineToByPrecision(endX, rowEndPosition); ctx.closePathByEnv(); ctx.stroke(); } for (let c = columnStart; c <= columnEnd; c++) { if (c < 0 || c > columnWidthAccumulationLength - 1) { continue; } const columnEndPosition = columnWidthAccumulation[c]; ctx.beginPath(); ctx.moveToByPrecision(columnEndPosition, startY); ctx.lineToByPrecision(columnEndPosition, endY); ctx.closePathByEnv(); ctx.stroke(); } // console.log('xx2', scaleX, scaleY, columnTotalWidth, rowTotalHeight, rowHeightAccumulation, columnWidthAccumulation); // border?.forValue((rowIndex, columnIndex, borderCaches) => { // if (!borderCaches) { // return true; // } // const cellInfo = spreadsheetSkeleton.getCellByIndexWithNoHeader(rowIndex, columnIndex); // let { startY, endY, startX, endX } = cellInfo; // const { isMerged, isMergedMainCell, mergeInfo } = cellInfo; // if (isMerged) { // return true; // } // if (isMergedMainCell) { // startY = mergeInfo.startY; // endY = mergeInfo.endY; // startX = mergeInfo.startX; // endX = mergeInfo.endX; // } // if (!(mergeInfo.startRow >= rowStart && mergeInfo.endRow <= rowEnd)) { // return true; // } // for (const key in borderCaches) { // const { type } = borderCaches[key] as BorderCacheItem; // clearLineByBorderType(ctx, type, { startX, startY, endX, endY }); // } // }); // Clearing the dashed line issue caused by overlaid auxiliary lines and strokes // merge cell this._clearRectangle(ctx, rowHeightAccumulation, columnWidthAccumulation, dataMergeCache); // overflow cell this._clearRectangle(ctx, rowHeightAccumulation, columnWidthAccumulation, overflowCache.toNativeArray()); // this._clearBackground(ctx, backgroundPositions); ctx.restore(); } /** * Clear the guide lines within a range in the table, to make room for merged cells and overflow. */ private _clearRectangle( ctx: UniverRenderingContext, rowHeightAccumulation: number[], columnWidthAccumulation: number[], dataMergeCache?: IRange[] ) { if (dataMergeCache == null) { return; } for (const dataCache of dataMergeCache) { const { startRow, endRow, startColumn, endColumn } = dataCache; const startY = rowHeightAccumulation[startRow - 1] || 0; const endY = rowHeightAccumulation[endRow] || rowHeightAccumulation[rowHeightAccumulation.length - 1]; const startX = columnWidthAccumulation[startColumn - 1] || 0; const endX = columnWidthAccumulation[endColumn] || columnWidthAccumulation[columnWidthAccumulation.length - 1]; ctx.clearRectByPrecision(startX, startY, endX - startX, endY - startY); // After ClearRect, the lines will become thinner, and the lines will be repaired below. ctx.beginPath(); ctx.moveToByPrecision(startX, startY); ctx.lineToByPrecision(endX, startY); ctx.lineToByPrecision(endX, endY); ctx.lineToByPrecision(startX, endY); ctx.lineToByPrecision(startX, startY); ctx.stroke(); ctx.closePath(); } } private _clearBackground(ctx: UniverRenderingContext, backgroundPositions?: ObjectMatrix) { backgroundPositions?.forValue((row, column, cellInfo) => { let { startY, endY, startX, endX } = cellInfo; const { isMerged, isMergedMainCell, mergeInfo } = cellInfo; if (isMerged) { return true; } if (isMergedMainCell) { startY = mergeInfo.startY; endY = mergeInfo.endY; startX = mergeInfo.startX; endX = mergeInfo.endX; } ctx.clearRectForTexture(startX, startY, endX - startX + 0.5, endY - startY + 0.5); }); } sheetContentViewport() { return [SHEET_VIEWPORT_KEY.VIEW_MAIN, SHEET_VIEWPORT_KEY.VIEW_MAIN_LEFT_TOP, SHEET_VIEWPORT_KEY.VIEW_MAIN_TOP, SHEET_VIEWPORT_KEY.VIEW_MAIN_LEFT]; } sheetHeaderViewport() { return [SHEET_VIEWPORT_KEY.VIEW_ROW_TOP, SHEET_VIEWPORT_KEY.VIEW_ROW_BOTTOM, SHEET_VIEWPORT_KEY.VIEW_COLUMN_LEFT, SHEET_VIEWPORT_KEY.VIEW_COLUMN_RIGHT, SHEET_VIEWPORT_KEY.VIEW_LEFT_TOP]; } testShowRuler(cacheCtx: UniverRenderingContext, viewportInfo: IViewportInfo): void { const { cacheBound } = viewportInfo; const spreadsheetSkeleton = this.getSkeleton()!; const { rowHeaderWidth, columnHeaderHeight } = spreadsheetSkeleton; const { left, top, right, bottom } = cacheBound; const findClosestHundred = (number: number) => { const remainder = number % 100; return number + (100 - remainder); }; const startX = findClosestHundred(left); const endX = findClosestHundred(right); const startY = findClosestHundred(top); const endY = findClosestHundred(bottom); cacheCtx.save(); cacheCtx.beginPath(); cacheCtx.strokeStyle = '#000000'; cacheCtx.fillStyle = '#000000'; cacheCtx.font = '16px Arial'; cacheCtx.lineWidth = 1; cacheCtx.textAlign = 'center'; cacheCtx.textBaseline = 'middle'; for (let i = startX; i <= endX; i += 50) { cacheCtx.beginPath(); cacheCtx.strokeStyle = (i % 100 === 0) ? 'red' : '#aaa'; cacheCtx.moveTo(i - rowHeaderWidth, top - columnHeaderHeight); cacheCtx.lineTo(i - rowHeaderWidth, bottom - columnHeaderHeight); cacheCtx.stroke(); cacheCtx.closePath(); } for (let j = startY; j <= endY; j += 50) { cacheCtx.beginPath(); cacheCtx.strokeStyle = (j % 100 === 0) ? 'red' : '#aaa'; cacheCtx.moveTo(left - rowHeaderWidth, j - columnHeaderHeight); cacheCtx.lineTo(right - rowHeaderWidth, j - columnHeaderHeight); cacheCtx.stroke(); cacheCtx.closePath(); } cacheCtx.fillStyle = '#666'; for (let i = startX; i <= endX; i += 100) { for (let j = startY; j <= endY; j += 100) { cacheCtx.fillText(`${i},${j}`, i - rowHeaderWidth, j - columnHeaderHeight); } } // start // cacheCtx.textAlign = 'left'; // for (let j = startY; j <= endY; j += 100) { // cacheCtx.clearRect(left - rowHeaderWidth, j - columnHeaderHeight - 15, 30, 30); // cacheCtx.fillText(`${left}`, left - rowHeaderWidth, j - columnHeaderHeight); // } cacheCtx.closePath(); cacheCtx.restore(); } testGetRandomLightColor(): string { const letters = 'ABCDEF'; let color = '#'; for (let i = 0; i < 6; i++) { color += letters[Math.floor(Math.random() * 6)]; } const r = Number.parseInt(color.substring(1, 3), 16); const g = Number.parseInt(color.substring(3, 5), 16); const b = Number.parseInt(color.substring(5, 7), 16); if (r + g + b < 610) { return this.testGetRandomLightColor(); // 递归调用直到生成足够亮的颜色 } return color; }}\r\n", - "textRuns": [ - { - "st": 0, - "ed": 29475, - "ts": { - "cl": { - "rgb": "rgb(93,93,95)" - }, - "bg": { - "rgb": "rgb(235,238,245)" - }, - "ff": "\"Jetbrains Mono\", Menlo, \"Lucida Console\", Monaco, \"Source Han Sans SC\", \"PingFang SC\", monospace, Menlo, Monaco, \"Courier New\", monospace", - "fs": 10.5 - } - } - ], - "paragraphs": [ - { - "startIndex": 29475, - "paragraphStyle": { - "horizontalAlign": 0 - } - } - ], - "customRanges": [], - "customDecorations": [] - }, - "drawings": {}, - "drawingsOrder": [], - "settings": { - "zoomRatio": 1 - }, - "resources": [ - { - "name": "SHEET_THREAD_COMMENT_PLUGIN", - "data": "{}" - }, - { - "name": "DOC_HYPER_LINK_PLUGIN", - "data": "{\"links\":[]}" - }, - { - "name": "SHEET_AuthzIoMockService_PLUGIN", - "data": "{}" - } - ] - } - } - }, - "368": { - "398": { - "v": "dlldldldlldldldlldldld", - "t": 1 - } - } - }, - "freeze": { - "startRow": -1, - "startColumn": -1, - "ySplit": 0, - "xSplit": 0 - }, - "scrollTop": 0, - "scrollLeft": 0, - "defaultColumnWidth": 73, - "defaultRowHeight": 19, - "mergeData": [ - { - "startRow": 0, - "endRow": 1, - "startColumn": 10, - "endColumn": 10 - }, - { - "startRow": 2, - "endRow": 3, - "startColumn": 10, - "endColumn": 10 - }, - { - "startRow": 4, - "endRow": 5, - "startColumn": 10, - "endColumn": 10 - }, - { - "startRow": 6, - "endRow": 7, - "startColumn": 10, - "endColumn": 10 - }, - { - "startRow": 8, - "endRow": 9, - "startColumn": 10, - "endColumn": 10 - } - ], - "rowData": { - "0": { - "hd": 0, - "h": 19 - }, - "11": { - "hd": 0, - "h": 19, - "ah": 19 - }, - "12": { - "hd": 0, - "h": 19, - "ah": 19 - }, - "13": { - "hd": 0, - "h": 19, - "ah": 19 - }, - "14": { - "hd": 1 - }, - "15": { - "hd": 1 - }, - "16": { - "hd": 1 - }, - "17": { - "hd": 0, - "h": 19, - "ah": 19 - }, - "18": { - "hd": 0, - "h": 19, - "ah": 19 - }, - "19": { - "hd": 0, - "h": 19, - "ah": 19 - }, - "20": { - "hd": 0, - "h": 19, - "ah": 19 - }, - "21": { - "hd": 0, - "h": 19, - "ah": 19 - }, - "22": { - "hd": 0, - "h": 19, - "ah": 19 - }, - "23": { - "hd": 0, - "h": 19, - "ah": 19 - }, - "30": { - "hd": 0, - "h": 19, - "ah": 19 - }, - "368": { - "hd": 0, - "h": 19, - "ah": 19 - } - }, - "columnData": { - "11": { - "w": 73, - "hd": 0 - }, - "12": { - "w": 73, - "hd": 0 - }, - "13": { - "w": 73, - "hd": 0 - }, - "14": { - "w": 73, - "hd": 0 - }, - "15": { - "w": 73, - "hd": 0 - }, - "16": { - "w": 73, - "hd": 0 - }, - "17": { - "w": 73, - "hd": 0 - }, - "18": { - "w": 73, - "hd": 0 - }, - "19": { - "w": 73, - "hd": 0 - }, - "20": { - "w": 73, - "hd": 0 - }, - "21": { - "w": 73, - "hd": 0 - }, - "22": { - "w": 73, - "hd": 0 - }, - "23": { - "w": 73, - "hd": 0 - }, - "24": { - "w": 73, - "hd": 0 - }, - "25": { - "w": 73, - "hd": 0 - }, - "26": { - "w": 73, - "hd": 0 - }, - "27": { - "w": 73, - "hd": 0 - }, - "28": { - "w": 73, - "hd": 0 - }, - "29": { - "w": 73, - "hd": 0 - }, - "30": { - "w": 73, - "hd": 0 - }, - "31": { - "w": 73, - "hd": 0 - }, - "32": { - "w": 73, - "hd": 0 - }, - "33": { - "w": 73, - "hd": 0 - }, - "34": { - "w": 73, - "hd": 0 - }, - "35": { - "w": 73, - "hd": 0 - }, - "36": { - "w": 73, - "hd": 0 - }, - "37": { - "w": 73, - "hd": 0 - }, - "38": { - "w": 73, - "hd": 0 - }, - "39": { - "w": 73, - "hd": 0 - }, - "40": { - "w": 73, - "hd": 0 - }, - "41": { - "w": 73, - "hd": 0 - }, - "42": { - "w": 73, - "hd": 0 - }, - "43": { - "w": 73, - "hd": 0 - }, - "44": { - "w": 73, - "hd": 0 - }, - "45": { - "w": 73, - "hd": 0 - }, - "46": { - "w": 73, - "hd": 0 - }, - "47": { - "w": 73, - "hd": 0 - }, - "48": { - "w": 73, - "hd": 0 - }, - "49": { - "w": 73, - "hd": 0 - }, - "50": { - "w": 73, - "hd": 0 - }, - "51": { - "w": 73, - "hd": 0 - }, - "52": { - "w": 73, - "hd": 0 - }, - "53": { - "w": 73, - "hd": 0 - }, - "54": { - "w": 73, - "hd": 0 - }, - "55": { - "w": 73, - "hd": 0 - }, - "56": { - "w": 73, - "hd": 0 - }, - "57": { - "w": 73, - "hd": 0 - }, - "58": { - "w": 73, - "hd": 0 - }, - "59": { - "w": 73, - "hd": 0 - }, - "60": { - "w": 73, - "hd": 0 - }, - "61": { - "w": 73, - "hd": 0 - }, - "62": { - "w": 73, - "hd": 0 - }, - "63": { - "w": 73, - "hd": 0 - }, - "64": { - "w": 73, - "hd": 0 - }, - "65": { - "w": 73, - "hd": 0 - }, - "66": { - "w": 73, - "hd": 0 - }, - "67": { - "w": 73, - "hd": 0 - }, - "68": { - "w": 73, - "hd": 0 - }, - "69": { - "w": 73, - "hd": 0 - }, - "70": { - "w": 73, - "hd": 0 - }, - "71": { - "w": 73, - "hd": 0 - }, - "72": { - "w": 73, - "hd": 0 - }, - "73": { - "w": 73, - "hd": 0 - }, - "74": { - "w": 73, - "hd": 0 - }, - "75": { - "w": 73, - "hd": 0 - }, - "76": { - "w": 73, - "hd": 0 - }, - "77": { - "w": 73, - "hd": 0 - }, - "78": { - "w": 73, - "hd": 0 - }, - "79": { - "w": 73, - "hd": 0 - }, - "80": { - "w": 73, - "hd": 0 - }, - "81": { - "w": 73, - "hd": 0 - }, - "82": { - "w": 73, - "hd": 0 - }, - "83": { - "w": 73, - "hd": 0 - }, - "84": { - "w": 73, - "hd": 0 - }, - "85": { - "w": 73, - 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H4lmT7nsXvoYSVI9vwmvk4ph8mup1hSJqAoMX1Eer6TP8APxKRws+L5c2i3GooFAAoAGYO7X4wxDA3Z4QxHVoAG2ubc+HTwAJrX66vAwQJYF20hDGLB9H/AJ/QQxDKIEsF/wB4QxnSBzhDIiXOuvOJER1AWfSzwIGMBYODtoP25CGIFi72LnjAALK1DwAJ/vAAxeABF2IHCACFLkcTzvw/WABlNle2j39P163AGlgMXAt1v1pABItaTmSDc205fxABD3aeJ8/tAABDBjq8AH4Fx7A5po0kvMkFJcA5SxsLbb3B8wfMxFgXUpUpQSkEklgBqTCAYgEEEODqIAM+qQFAZUklQBSWvxOnM7WuOENAUokBu9m+yOM9ou8m4fRmZLlhQKyPC4Dke14pyZo49GSjBy2Ppn+mHsPh1fgdTWYnTFa0Tlyyld0lOjcNDtbxe/A+LdW8Ul2nQ6TCprUye1/ZQYR2knUkqQlVOqcwUwJSCdB/qHYgDccy6xdVDJjtPx+188+xN4ZJnp3ZPBpdLhKJ2Uh9UszWFuX7bR53LOWTI2/P98/ZnVSUI1zxz+DVpcZMmepCAFKSzsSNj9n8rtyjLOPdqy5JVR0GH4wqbNSzA6gjUOSL/S3ntc0TxqhVWp0ZxNBlhRVqbufr1wjE4tFqSbokRWpYPLU/ANrbQ+3vFM+fnz7vpc4x5+HPv+tWJVUFOXSADpyf+IyzdPnPWzTGNrnPoWpM0B8iwMySCCSxOo03cBtnY6PCT15z8/YjKLrY2sMxVEsf3dADZRu+rB1OwCRrfQcIUnpXPPt7v9SqWO/qbqK1KwUpfQgDmbFLem7agbxlbp23z19vz11IPG1znLJJdVLmMUrQWLizcG2vYj3iLWmi/Lnp+pFxcdGShQcZC2UvzBiLk+c9iI8tSJiXSoEMCC1rtfhFTtFnbW5IyrFBL8N9LezGEptPUTj6FhSphAKSo3INn5N1uB5m2UrjoJJ2T5wQ4Ifz84g5rn38/Gt9ZpMCYtxo50D9eXtEPnMfYRqmLH+Lv6NFablzn/Cf3EsmSuaoAJPidgL/AF69omsMnKmuc/vQTlRZNDOLMk3fY9dcbRfLBKS05z09PcrU0iSgwifPqElUthqTxAO+43hYumlGSctkSlltVE6uVhqpPiUlXhGuh0v5bn2js5J1iUHznPagkNNUTJiUhF3YuCkjxA6jYDUb20jE02O0a1NJEmWAR4tTxezxNFbdkqmylywbV2iUWk7YjzXtROlplVCAUgX0GvD84u6nucIrzRu6bR2eFY1PzYisISj+2rg5cBzp5fXlbEtEdXEk1qd38Nu0xKDhdYoheY5QSRb+Y6PRZ+2STOd1mDt1R6/g0vvJ6GIKeMepxVXuefy3Z16UkIZOlo3QWhmYY0DxaQHhiFAA+U30sH1gAWU3uLB9YABY7mEMRB2MFAJlaOLwr0Aq4jiFNhdGuqqpqUpSksDv5CM+bKscbbLccHN6HivbztTMxLOiYM2d2AVoOEed6nK8r3OtigoKqPJ6wTqQTJk6qCEAGwtYmx35xjce5GzHXhanAYr2jpfxISjvkFOYCaZKgCQH+dtGzHyBJjTHp3uzodPFTVJr8vpz1Pq7+nTtccd7JKo5qwqZTqOXKXBTsRHR+HZXGTxtnA+J4eyVo9ejunHGccYAHgAT+XKGIG5L84Qxr8OumgAWlngAdg0ADEMX9YQxmSP365CGIE6lMRJDZRpsYABdLsB6vDERu6rG+0MQrbMw9bP5QxCvz0uPIecAAqJch3a0AAm17wAAZiQyWa7cOtIAHWpKRlJBewBgAiA59dflygAZXyG2o6/P28oABGmXfcdeZgARzFVgSCdh1w+kADKmpSczE+TnrSACJRzlgPl13EAH4Gx7A5pr0qSJSSdgwP6X009oiwJwpQBAJAIY8xCAZRIDgOdoAKc5ImBKtXuCRrpy5DjqRwEMCktC3cgkl332cl/rDA+2f6dexNHQ/DxEyooUd5US1rWTcsSNTzv+UeM+M9c8eW0/J2ejwKUNTuux3ZmX2Rl1kqmUgpqlldncPzjhZusnm33OiscY6RRy/wAQMJNXiCJqSlJzOS+gI4cXBjR0/Udsa9ufz/xCeO9X68/g6DB5kr/jEDMlGVJSSk/KWNgeHXGKJSuTb5+/5lnbSSXP2OXIVLrVsf8A+RTEa8ue/rwOkS3iS8m5SVGTKczpsR4jo72v5j/7GM8ty+MbWnN/c3aXEVTkJQVoclI1+Y2fU835ONbgZsip3znNCyOPwub/AHf9vUt0s+yQFZmCVG+9xyLuDsPvGLJTu+c5/wCrNUVrpznL+0jTpKkqVlWrRhdRuSev23zzj6fp9fZc/BPbX9/p7v8A7+L0EKmOySS1z5fpFK3HJKjTw9E9cxpZUGAKhldxmFm0Jdix1IbUwTaSKHSNmnk1MhKO9TMuxHgu7pDA3B+QMOSD8pUBTKpOlzn8kG03pznNaNGnpqgICVApIOUHVI8BS+oOoDHVm4qMUebIzmmufXnv9xalyHKVKB/2CVAEp5cGDJ0/1dzBKTe7Ku7wieRSKSA8sKIFyE3zAEEu5Nxb9XirfYm3+/4en4/d7F6XQzSxKQQ/ygcdvO0T+VJ85z8CFpF6VQzlJH9pjYFy33udTFywNoXeTowStmB8hB8rA3+13+ju0Ql08n515z9PQkpotyOy9TNYlwNw1/o+lomumjznPrqJ5GaNL2Wly1eNClm7OnL00WxxRjsiDle7NSVg8lIBSnKXBISOFxv5G7axZRG0W0YbKSSVLJd3YNDoXcGiVSyRmdBI0JI64RKEO90DbYcoywWSRYNex1/i3laJZHctec42J2SZEDRCbcuuA9orEEQxZ4lKPa6Yk7KNXVF1S0q8IOVXh1fb6EajX1gjqy2EdTzftSuUtM9RUFEEjV3LfxE8ktFE34kkeH4s8rEp+dJusqsRcOOXKM1WjpYn9ktYPUGiqJdXKmOqWbAHWwfXyHVhCM3CXdzfnNR5cTywpH0N8PMZk4tSyJiVo70M4e8ez6HqYZodqep5LrMEsUn3HoKDYjhHZhsjnsKJkBaQAKGAZB8VjoFfK38C/wBoBDOLkmxIJDMfThAA7kkeIFTu5HHiTAAjdIZIdtNTzP03gAo4pi1HhFMqoqVOf8UjUmMufqYYlqX48LyPQ8a7fds5kxYM1YQpRPdj/W0efz9X85nUx4PlqjzwV0yapUyqIINyt9NIyJ3oWmP2hVSVVJMlyS61IbMA5AOzdaQ0r1RdhuMrPNMTwqTQVKqoF6lds4KkurMyUliARoGLAlg+8aU5Ndr2Oridr7T5p4/D6a+57F/TB2hlI7Trw+Tm7ubmQc6jmCk2Yg3ez3veJ9PePOr8/wDTn/FIPsV8s+swXaPTKV0eWocQxCMADc4QCEMBjrCY0ICABiecAC01MACgAD/Iwhi7xI1SbQxEZZ9G3vAgZGDq59DxaGIcnU6gFvSGIdXh3v5c9vrAACgAWEADEOGgADKOGkACKQojMIABUkHYAEdfeABjMRqZZ9uuMAEU0pPiSCCD7QACleVnDsYAIVDNmSwe2wPW/vAA4JsUkn1HGAD8D0gEsS1iY9gc02ZH/iT6/f7RACUqKh4rm1yS4ADN1whUACg4ys72uHHrDAqzC4AuCSzG9yLba+d2AfUwwCwWhOIYtR0SB/5pyQQDfLYm1ibN7ExHJLsg5Diu6SR+i/w4wmRgvY6ipAEJySk3DXs5f3j5j8UzrJkpet84meo6eHbHUu19SiT3hAAB2IYku/B3+zmMOOLlRczzPtfjEsTvDlJKnAJ11O3r7iOngx2KTpUVsMx1SpXdpUcmhAOoHDjru2txcRLJjoUZEc+aZ8xSwQoqDFn+bQCzb211a93iOyovhBuSb4vz/R6X6GxRThMlkiZnGrv9W4b8OFgIzzXnnOeS+P2H2vn6/wDfobNHMUVDKWIctqAb7OeCQLa5df8ALLNWuf1y9vF60dc9f3f3Pz53aOmmqAQHIDJDk6AAAanh+u5jHNrW+a/T6/xqkS7u3n9/T+dGzYoqItnSE6s+Z7efoOjGed8/jV+fx193FT9+fkvH4aey6jCsFStXdrTZCfEBYh2DNq4Y2sAQDca5pS8t/fz/AKVzyUtDsaDDQEhLrCQ6iAolybk3JI3N7feIrE5b85pflfijLJ2asvAJS0q7xNlFlaHNtf0t6QLCtNSPcaMjs9LAYIuSdRc6hr6aGGsKSsVltOBBUskgFJTqSbi+zRJwS0Yalmn7Pys5d1AHRtuL7a78PWBJAaacClLTlNMkAl/ETbX9frDoVouSsJp5YJSllMdgN/tElFsXcTpopAJ8Dgjc8/4hUHcyYIQCSEi5cwERwAAAAwEMCOdUS5TgrGZtIVjSsoT6+as5UugH/UEnbeFZNRSKvcT1vMXMCs3E2PH8+O3rZij3PnPcB5C+5YrWGvcl21cdGIz0loMsL7R4bJS06eM41bR2doj3pbsj2NvQpT+2GHqV3UqZqN038i9uXrC74+pNYnuBXYlTpo88ialaiPDbS3N+Z2/S2Me3Vk4Rd6nmWMYhKUZn4hYDeIlR06HvGbLk1OnDHex5xj2HioX+MpCFrHzMH8L7exiuGdKXbLY1Y4OMTMoE1yFJSqSsqZlESzs92va5LO+geLsuSDi0n+f0+novbzXkuUnVUdv2Q7RYlglfKmSpUwhxYjQc4On6mXTvRmDqMEM1s90wHt5huIykpqlCRMPzZzYx7HB8WhOC7jzWXoJRk1E6WTiFFOOWVUylFtAoPG/H1uGfkyy6fJHwTpWk3H3jQskJ7Mq7ZR3Hz8CfaJd0fUWoQUNy0HdF+Q+0J1AguxGjRJewnb3HJFxdtg+kAqMzG8ew7AaNdZWTQMoOVL3JjL1HUxxRbsvxYXN6Hh3bD4lTJve4lUTF90gkypYe0eYz9R/kZNGdnBgcF20eaUXaGd2tqF18wnu5dglWh9YjKLhoy2ce1WnuVMTxeTTjuadGc2zlT+E8ufNouwxrfn7UQWjv0/s59eOApKlTjLLZjnTlLanUeXHb1v7H5L4Rf+q9lprWv57Wkr9b0d0ZspdasTpc0TBLBISEjZweX52PlEJpxVM2YXapfv57ar29PFJP0b3PhTVJwjtxhs9S1A94kFRuVnS9mdgH/QCIp/ai/cOu+3h05znk+6JLTpSFoQWWAzcxHp8OsEzxk9JNBRaQGOt9ohMkhiRDAbzgAXKABawALzgAQdxz4QgFt1whgB/kYQxWe8MQpgSkO2sAEWh8uvygAC1nZxx26vEiIsh4gcidIABcnWAByQdmgAaACMmzQAMr5CLbwARlLHrj11qAAWAIIck2by/eACJSUk+tt94TdDqxFIZgBx03hiBABU9tH4Hb9IAPwTklWbKne+vAH0bzj15zTWkl5SS788z/AFiIE8xRYALUUkbq1ZwLbW2hIGQTDceF2Dsd/TzbY6wwKywkslN9g240H/8AbkPEG4hgdf8AB3DjiXbOkKC6JS7gFgXO+nADTfZmjnfFcix9NKzV0UXLMqPvOknqkUcqTKYAJDDhb9vO0fNcr75uUtWelhGlS2Oe7Q1NQmUvweBLlOZJbQ8uR3fha8XYkmS2R5hjFSqoqiVHMB/kUXsWN9w78o6eONISrd/X18pbfzo/wsaBKwk5Wu9iQxsRbZ3LX/2BaCdMcZONa1Wmj979dfupXX1fQUtMuoWWGZnGhBuQGdnALM44uBuMs32qy7E1ajXp6f0m9dnfo9EzoMJwtc6YpSJRZRS6hqRroRYuVe9yXjLknznPoXJ9qVt+P0Vc09NTrqLAZxKCElIAbU/9XsS/+ItwjHOaIfM8HS0OBzFJCMurBmJDEs7ercdOUY5y7df65+Xkk5Wuc4vBsyKBUkBCUgqV4SSSAPlHzAu3jANrg2N3FDdrn8e38+jg5XojrcFwybPSkhBAUzKIPy7Cxb2YC7c6Eqmvb9eedfcqbOupMJXaYBcF9GAcPYbnfT0jSvsppc/Xm2lkNWbtDhKkq8SiXIa2wI/UGKg2NCXQJCQFSwygm1x6MD6afvZFur9Ob/jXvtqRbLaJCAPluXcnViX146X5QpfkKyUBoQh4bpNrcB3/AGifzWv9fu9vy30Wqr8xURmokod5qA2oeId1O1zn/B9rZVn4vRSHBmhRHD2/LaBzctGNRMms7U06XShZHIa++u31iuWSMdyaiYtV2mkrBBUZYVZgQNXH5ged2sxzSz93+nOcVb2KHqZlV25oqJRWuajO+6U6cLXsSrfQ8bicPmS1S5y64ySx2rMeq+JiZswjvGCbAFQ+zc46WBOL9hTioqjOr/iFOQAJc9N20A+7Q82Lv1W4oqD3MOb21rp5bvrkbF3u7XjL/iLyuf8AS64PwVh2grVrB/ETA7Ae/nEn01+ECyQ9Dq8Bx2qqk5J81RlpT4QXbM1otlSiyUFcrOT7RYRjOMYqJdI/chRuXSE31PlGFqKb0tnQxz7VqdLhnZuTRBKCgzZiWSSdX38uPvEYYKYp5XIvzKNEpPhkgb2AL9a/q8WOHbqiCdlUiWAXAZ2+j/kPNyz6xTdPQerIZhDjKLM4PXreDvkth9qe6B/H1sod5T1M1BGmxBI5+nr6xOPU5ILRkZYYyeqNvDu1faWnzKTiSykAg94R6b+XuI2x+KdRHZmWfRYnpRIvtp2qSVKXiKwAWJA0v0Is/wDlepewl8Pw+EBK+IPaynJ/94JrgPmTxewPWsOPxnOiL+HYmaFL8UMcSFd/IQoagsXF+Hp9ovXx3LHYqfwuDLUv4uVTOqTTqGjBYseni1fH8jVPQrfwqKZwvbntlMxlSqioqAABmShKtB6eUZM/V5Op0W3P5X5GrF0ixLuo8c7Wdq1YhUyMGpZjTJ5GZCSBxd/bT8nbV0+DsTnLYn2Nq1vy3z281eimZT4dRinp1ZSEpzKLAeenTwrbZH/Z20cviONCXnM8CeTdpZAB8v3/ADjbjx3o0VucFJSvl+dH49vP48zNxOk77vpZmAAqIQZlrFjZr3b1jZHDNRUlzn8eqF8yMnV+H5W3al67K39ybd00uk7PVyJ09ctC0zO9SDmHJj6fLp5cow5k4x/Ivhaf2r9/x1W+6u60abfmmbuAL7jtZhypaf8AyT0KLWcE6Wtbk978hig+5W35NHUa4nZ90USs1HKUwDy06jkI9hgd40eNyqpMmUGfbgDq0XFY0RaT3GMANW9zCYwW5QwHADXD3gARDHygAbTZoW4CtDATPtAAH+RPrCGEwbSGIZXi1uIAIgHeF5AAcAWfnEhDZzoLeXm8MQMACMADOYAAItCAG94L1oYJytfcW/nr7wxALDpPHy669YAIsrwqQ7GAYkvrDEO31gA/A0FiCNo9gc01qSYZskKJ3bq5iLAtTi8xVruXObMTfUnfzERWwMrTVXI0Ybj6+ha7FvswKywxURfocfXXip9LsD6C/pY7ETcaql42EFaJRUEAAnxaWc3FuGjDaPM/+Q9T2Q+Uuc5udb4bj1+Yz6zR2dxDN3XcKdiwykDgNumjwfe5bHd2q+c57HXfDvEquQSKQAakgMp78uJfq+vDDJJ7FUsij5PNcY+EvaFVYVooJpSNWDOA/EdM3ONyySxqpISnGS9V9/Nfx0JKb4YYvSsDQzcw1ISS5Ztet+MVzzO6okp3/tJ81/XU6rBexRp5YM+ROCknRSCwu7MYxZcsm9CakkjoabDRTkHu1E8SnW8Y5SdE7tm9h9EmYkBYZwOD/lx/eI6xi3znNQdG3IoJMuW4Ykjw8D7vz9ALHxA48kpXouc/7Xaw7mamGYXJMzMlKcqTb3Op8iz6t6xBLuS7uf8AGttNfuscm1bOzwyjQlSQLAM59dG04CLO1LWv7/f39vvK93qdBTlMtlkB7HwmxHDyv+0Lu115781/UbLKawJSEOXAGh31fp/1i1pZHtBXiKES3LJSBpsxJDcDZj78osdp155+Hp4+oUJWMS0llrlguxDu1x++/wBoj3a2uc+gdqIJvaKmFkzAFb+H/rfXq4iN+G/6CkU6rtdKkAssG9iGD6xGU0lY+0wsT7f0qUuZoGUEjMrdz+ew4NyiDnpaVk1jb2OarviHTI0nZ1HQ6/eEnN76E1gkznq34jzMoBmAO1iocOveLo4JS0ZJYkYlT29qZgIlzlE8hcnlaJ/4d6tFtx595lze0eIVLtMWrdyWfbX0+0WrpIoPm9ui5zllNU+sqATPmuFF8odPXXlFsMMYbEZZLGRSlVy53dzrx+vnFqfbsVyle5Zl0ZWf9n4/b7QX6FdlyXRAXNju14VUgbcnqaeHYTMqlCXLClZthf6RBzp6c5zySULR22B9np0qW81BQhZDPxihxtUaY6O2bCMKlyh8gYB7jVn5cOrRFYifeRzjkACpWUJDF9ho32ix4WQ+arMbEKggK8J03uIpyYvUsjk9DFn1gQFuoFTOGN3PpGHJHtNEHZROIqUsEqJSoOLOBuGsxIseNuZih2i5Ityq1J8OV2sADc68ddtW38onFtog6s0qdZWoETMqTZ3tp58h+1otgpNlcmluXMneKErMApIt5dDqxi3tbI2iGoo5fcq5XPkOrxFwVaElIxpxMsKliecqhuBy69+F6vJI86xufXYTjkwVFRMNMslaVFil7lrcvrpGzHjjlx6L7S/T1LVL8DD7U9s6bB6UUtCpVVOnkt/iCdVX035u8b+k6Sbf2tFz+PP5MUo233PT15/xGB2DoZuJYrUYzOloOdQCVEZgEvoNmsm+rggtG7qZ9keyPgpyr7Kjrzd+278tVVG92rp6pcoU9KVXF1JHy+ENseMVdNK5vu5z8tjLlVRdc9v0PDMfr8Qwycr/AMiApeVaeB8Thy92I14buW9N0mGGVa7/APP7/Hxoc/q87S0bcbrd7XLTalaS/BUnqllYTXVlXWJTPqlEKUPC4Ggzcf8AoBozE6E32dRihCH2Vzb97+5eDF0s25d0nf1r6+q9K2ejfmr927LYYihw3OJUt1JPhCCfEeO54Pw4aR5Lqpty1O5jq+1b6Lx40W3PrubfY2lNb2uw6VKXMUpVWnZxlBfM9j9IpinKkzR1LUcTPuulGSllId8qAH9I9XgVQR4/I7kyZyzA21i0rGgAQ0vCGJxufOEAneGIFXzFwYSGNytAAn4m28ADFJIcaQwBvmZoQxE84AFDERfx19IXkAXtZ+MSECoMYYhtIAGJA3gATQACSH5QhjKuXtAAnfhDECtikgh34QARFaWKQnjAABbKRzH5wAC8JOx0fgZHsTmGnQLUUAXZtyT5cuP04GIsC3CAqTR4iCWSXtwcsT7Oei7AgUXQsq1IKiNNXex529P/AIwwP0L/AKVuzFPhXYqkmClV3sxCSpRRlct76NHzj431PzuolGB6To8ThiXcfRdHh0lSkmZKGYG78X/mOPhX2klrz3f0/B+WaZbNnWSKKk/DuuSjS9o9NihCMLOTknJyK8xOCZyhYluf+o93hyjBjTmhjh+CTQxTLTEHgxvx+Q/mTBHZ7BpgDFBDsNIj/jY3oyXz5oR7J4UTZKbcxwiL6HE2SWfJ6c4uUMOyeHaoy8iGMVvoca8En1E06Yv/AEnRXYp5Wiufw6L0SHHqvUnkYCinI7pVk6ft1vGWXw3W+c/q9C5dSvQvSZK5BDByGc8dIjL4YmqT5qP/ACV6BLXVkZEWSwDbfbn00V//ABNap/pznuP/ACYlKon4kkkhTkF7uOHtpFL+GSS05zm7RNZovyYtZV42AVoQFFr31P31vGafw7JF2v0/v9iUckX5POu0nxOxDBp6qaqSpLEhBIcq5ecZ/wDBk2ascYSVtnLVPxfrFqyhUy4Zwdftx+sWw6Bw885/JcowrTnNPJl1XxJxOrJ7pSim4+blbR9v13aLP8T/AO75zm5NJf8Arzlfg/oUz2jxmsXm73KFbX3dhsNhvoX4s108I89CUqS/v/vkkE2qnpHeT163ILgW5++/qIk4Rhtzn8lPffjnP2J5FMtZHiUbNy663huiDk+c59S/Io0DZ347cuvziDYu7QuSaJNjyfg/rEbIORYRSHMBcMGcbdPBVkbZak0KlN4SSfvBQGtS9na2qYyUK4+IHSIOdMmsdm5RdiqskLmy1Mz24QOdqiax07OtwjAKTDkJmmUnvEggK52draxBE1S2NNIBIQAEh2TFijexJ+pOmgmTEPlzJ1fjyEaIY4pW9zNOd6c5yzNxKmUlOWYgJBFtdtfziycEvoVxle5yGLTEyc2oBLAk7xzs2mhrx66nFY5XISkIlKaYSwvZz9f4jm5Hbr7zo4IXqPQSquchKZqFgOFFwxcX+7H39aFC9ufTn3bFsskVenOc9NVIRIAlLWSpnV9b22jTDF6mSWQt0lUVjIyRwDxqhC9TPPJQS8Tlyic2ZSpmgf6/SJSj2kYz7iZFWtdOkkAINwCPPSIdqrQs7vDKYCTP7xSfme3pGeUNS5SKWN4LTY/h66KaEyzqClnSr9H+3ODFJ4p9y5zngsUqPnzHOyuO4FjNRT1CFVEqYtK0TncuDYs7kgEjUAOC4Zx6PB1WPNBNaP0NE5RyR9Ofh+vprZ1fZerp0Uop5IyBEtOTKQSkMG3LltC589IozRlTfrz2+/8ATUxyl3Tae65+nNzSxTFZUmkm9wxWlL94ojNuC520bdmhdHhk8mnOfd5M3UZPlxvxz+j5d+IHa5eL4wuip6pNZ4lAKQGlBRIDCzKPM6huBj3vRdGsEe5nluo6n5j7UbPw9w4VNdIlzVFcx8yyC4BGh5EnMBbQ7PfH8QnpS05/zm2rpbS15zXm/wBE0OGrTRy5E0JWpSQSlrctfL8+LeM6vL2tnf6VKrOw+GODqru2mHU6UkiTNzqAuUs9yfub6xX0X28qS5XPRE+vnWI+t5YOVLnQcI9niVRo8nN27Di0iIwgEITQAHWAYQaABlDfYwANxgARD23gAcfKBwgAAl1G0IY2uzwxDePlAA+UKIcXhUBX/wCtzEhCXt5fnAAMMQPrCoYQ0hiI2s7wmMaAAhAgBWHBHGGIrqLrcgtvCuhjzA4zAWhagA4y5Qn1gi9Ae5+U3aL+jiqkKK8GxeehgVKROQFB9QAQ3LjFXTf+Y4sn/wCxL7tP1N+b4BKOsHz7jhsQ/py+IGCpUqnRLqkhz4QpL2fmNm43527GL/yHo8u7owT+E9RG61o5HFOyHa3B0qVXdnaxAS5JCcyQHYFxb8vo/Tx9Z0+b/SaMU+ny4/8AaLOanLUiZkWlYKHd0EF9dGDXB9RswI1LUpNHsTg03tL2owvA6cKK6qpQCEgFhvb0vrbyirqMnycUpk8UO+aifrD8OOztD2X7MUlMgBPdSkpZm0HCPlnVZO/K2lo+bnqcaail5NiXjPe4mKKmKSLgH1/eI9Mrmr3/AODyaRs7DE5iqbB5igspVkdx5CPQNtRo5VLus+Uu3HxM7S4Diy5VHXrJWpTAktluAdeLfXSMM8jc32vQ7/QfD454fMyLS/49PYyqb+oDtQkpQqclTguy3JIICmv/AAT7kpZN3y9jdj+F9Okkmm/40fl37/hpdrs+znxl7XYyM0iiBlg+IqCnD6AE25+8Rl1E00v0M3UfC8WJOUW39Wvff9/7fb1Uv4odr5WUqo5RLN8x1uNvT32i2PUSrnOUc6XTR7mo1Xj9Vur+/TTV7NF2n+LWOAFc7DVKOoAJvqeOrRP58pc5z7yufTfkv69X/T03q7kv4y1Tq/EUU1ISQklJJ8/t9DFizy5zn41TLpa5z0ftp9C3K+MtKADMk1I4pKLjjf0MTWd7fuQfSy3a/L6/w/wNKR8X8GmIDqIvYka/rCfU+EL/ABn3V5NCR8V+zqmSutkJJS/iUBs978PzhPqUuc5XsTh0c5uq5v8Apf5mhQfETs7XTUyZdVKWtZIDKG3RhQzxloGTpcmNd0tvv568o6KaqROpJi0yUkKSSC2sXyqStIzL7O58+/FjC6SpnLOQOMxcjTlHK6ldk/w/c6PTytHk0qls6UsBvp6fU+7xkcr5znsdjsUNHzx+G+vm/Wr0KegJUO8JzAhgQ734Hg4P8NFdpajlkey5z9r00rUpaZKQkISA2jHbrfz4mK5PUrbbXP65oaMmmDJOVTWBvyv929DEHq9BN+hoyZW/0N+toRTJ0W5VM18oF9D7ftCpvYg3e5clygLJDerbwJCLdPSlZASP2t9IG1HcaVnY9meyc+qXLnzUp7uzghvTziDbm6RdGFas9ARh9LTSgJMhAIAJZLWbj6RNQRJzq/QFaFpJCklhYOPy9ftB2PyR+b7FKrnqQdS7uSLHR9vL7xDseyJxal/qBhq11SwqdmSkG7gO0OFeec5qQnb5znsb3fSglIkpcAH0/TT842w20M0nqZmN5ZtMrNqgPb6QZF555Ixfg807RVCZdIpRKfCSQG1jlZ3odDGji6RBr61KpqRllErUX+Y3DezRgePutc5zydCORY4e50pQub3fdrCUJDHZ/L6xqxYW6SMOTLqMujWlSiETSSB4zdhwjbDp0zJLMySRKkIChLpJhULrUQPHxJi1Y3Hcr7r2Gmy6hM5KpcmUhCRlGri0Rnj0scZDpWqXNBTNJI2UQ2vCMzjSNFtakhmGdnWkJBB0VYxTJF0WLKkjvmGfezgdW1irsTdFilJGf2o7NUuPYROpRLSqaUKKbOCw3G8ShL5T+YvH8k8cqkeVyMEXhS5gqx3MxROcTHDeJ3cnlY7W4R1Fk+cko6kJySdpVzlnh/xj+JM2bOndmsCqSUAqTVzUHxLNvADoBb6CPX/CPhyilmyL6fyea+IdY2/lxZ5v2fw+onqCghSlzFEIZQuH08rXdmbUh47PUZIwVvZGDp8cpul5Poz4X9h102Wqq5RAlK8aphOZZA24JAAsHsOMeS6rqfmztbfdzU72DA67V+PPwX/Wes1ndyKacgAFbMVF/L9Y8v1Uvm5NPU6fSLt1fOfieqf08YJJWus7QTykrSru0ki46aOl8JxpZLfOc9TH8UyWqR7qm7tvePVrRnn6skIylSQTqzvt00SsXawWgsKGtAIZheEwEUu5uGGghDBhgIcrmEAtuMMBeRgAD/IwhhgbwxATFZdL8YAIiSTwgAHm2kMQm+nEbv5QxDKBc20+kAAC2ogAV4ABPlCGC5YsHMADBWbXSBAOdHaGIjCHDM+wiIwXCP7ZAIJ1eHYEZS2494SBnzgwOsfH02tj6I0nuVqrD6aoTeQjMxHygdfzE4ZZwdphS2Zg4j2RwSulmXMopawWIGQBJs+nqPeN+H4l1GLaRVPpsWT/AGRxOO/BHshjAKpuHSVkhIJKBmUBfXz+nHbs9N/5J1WF1Ziy/COmyauJg9kP6duzfZntbSdoaWmRKNKosEEhOpY312+/COh1H/leXqMDxSe5k/8AgsOOfzMa+7nP1Pouqx009EZEtSgwyi9v329o4y62E3e430ko6FPsTWVeIdpO7WkZUXfiH1+kdPopd2RNGXqodkD1vtMtMrBVpdz3f5R6HLOo2cfHG3R8S/E2mmTcXDZlIT/csl8rqzaHy1+xjmQk1Jvmx7npOk7OmS83bf0r1+n/ABnJiROJCe6U5LBw13b7wzb2y9D6W+DvZGTJwannTKYJUpJPiDEkvc89vTnEsMO96nA+N5skJqHjx6fh+p6ZMwKQpDGSgjRm6tG2PT0rPPvO/TnOXtCez1Got+GAPEpF4ksVaIhLK3/xe/t78pES+yOHqLmkl2tZA0iL6eyazPX05/PPMMzsfQLSpH4ZBCgXYenpEJ9Pa0BZrdUUKrsLRrQSmnYsCClLF7b+g1it4Wtec1NEc9STSfjm3olX008V55207LJo5S50gqlJZSvEkF7ORcNo+sZc0e3XyjpfDs0ZSf2Vf4enp+P1qmkjgvhNOxOu+INNTfipipKFrWtKllmCiT63PCJR0ao7fWYMTi+5LT2/BcvRe1r7VIVIwcpUWaW3raOuqUEzwU33ZHWx4T8RiuaS3+yhrcxxernFTTZ0Omg2qR59JpzuL6CzNYjh9xurjGBy8nXfpx/Xj9y6iSCGAs7Nxf8AUvr+8Ruld6ia9S1JlscwukO7A8+B5A+nHWu7dIVWXpEskMENa7eR/eHVO3zbyK+1avnPTbc0qakzAOxL22/iC23oZ5SsvSKRmLWcHr0iai3uV2kXpNGpgyb7c4moPahN+5v4Bgn4ioQpaSpLeIjYRVNFkNT06nlSqSmlCUAAlIDni3OI9qq0aL8SEmZNWp5bkjYDnE0tPfnNvQLjJUiOsmGSkkoGYkAhw3pby4QNVdC7VLZ3zn5GamTUVf8AdmoSJWgSUkG/H6wuyW68c3Idyg9QZ9eKMpkWKluRm48/rGnH07dGeeUsUtZmBIfMGdo0vH6c5t+GjKu4y8YxhMinmJSPEUm36vpGbOuzReC2G+p5hjdemfKUkKDqU3pv5RxMkk3odLGn5KFB/YCZUpKHWRoN2sLcvyhY1bHkk9zrcHoRUqCTKCwhQdwL+X2jpYo0rME5WzpZWGS0oCFJLc9I34orwUTepVrMKQEqmBgCCSEf5CLZ41RXGTObxEzyQMxQgKdZSGW3s0Y8tbIuhZm1GJ0yp4CAJndsCBYgmzjr8oxTS2XNOcutUNk2aNLPROQVIASpN1Zjy0+sZnTLl7llSET0BMseOxcwqJWSIUZZSc7KAy69c4bj5EpUYva3stR9o6GYFsmcoEOLO8KOZ9O+5E+3v0PnDtx8DZVJRT5WFU6lVM5ZzrbxMVKJYPcnOfQco9H0X/kL718x6Jbc+hkn8Jx5YtR0d7788/iQ9gfhrKpJMpVdLQKiURYX3DA3c6cfO8Xdd8TeaTp6eAxdCunilH01fr7a+FpVrfX0PUZFJitDLBp0BUhKMy0myratsNrfaOM+oUno+eDRHEoq+fycnRYv2u7cYrVUGHUy6KgpllM6etTLJBvcfK+zXDnk+zNHB0mJNytvWvH9jwd7blkj2rx6t+v0XPJ9O/AcqwvCJtGZ2YJWHO0UfD8/dkZj6+F6nt9PNStAUk7x6iM122cJqmS3eJKViCiQwPSGQpjvd99uIhBQibFL+8MKBYvob8oWgAOWhgOC4hAOdP2gABt2LwDHYk2EAEZC7knytDEDv7QAALcmHX1hiHs7NuzAXhiBJJtYwAOw4tCGDDEMQCLwARs7gi0IY4CQXgQAqIsnYwxDlmOwhbDIVyyQCLlzBvoBGHNnaElQM+cY+PH0UZRYEjhweACpPNlANYk39T+Sbc/WLIjRUUGUR9OEWIYklIF0uev3hAJSnPzqL8fOGnQmk9zr/hlSy1YtNnZA4ASbev6x6D4RJymzhfEo1od121qEyMHmFZAGRnOwb949R1Lfyzg4I3PQ+Qu2CivGVqIA8AHsSPyjBHyfSelj246XNDB7mXmCmuG1u7efpfkIkX9q3PesB+LvZXs/hEhE+oQjKhOYIZnbRtYtw5fl+DzXxT4Zk6iacdufxfvtuaUn4+9jZoymslpUHfMWBtsTbVutNa6xeUceXwbJGmvbn6ut9K3aNmi+L/YutTmTicoafKvMNf2icurgjLL4dmg1Gej/ALa/Vfo9nptSe3nZmddFXJIJceMHhaytvsfaUepgyqXRZFXbrf3elb+tpl6R2gwOo8UuuSQGs9yXY+W/0ET+dAr/AMed0t/52/b8fqXUYjhK0WqJJOUFwt30dr79ahm8sHoH+Pkiu/0/7/f0V+l8B8Saell4HWVpmJCQgqcapG5H1jn9VFPY6vwbG55U78rb3PJfgRhSVdt1ViA5RLKlF7sT5ceYsPWKcb+2j1PxKCjgbPrvEk5cPUnRkfkI6kv9Oe586X+3PY8G7dSxOqBKOmZRL+wjjdXD7Pfzmx0+nlUqOWRQpUuz2Z7ff78njnralzY3PK+feWpdEVBihyeJbXX7w2nPl8/oi8pdkYZULSFd2ohTkXHDi/GBY23XOc9iLzKOqNWlwaeSQmUo62b9PX9Imumm1b3KXmVmrSYBWaIkkNxF+rRpx9GyqWc1aXs1ULPiRlL7jWLF0c27I/Pia9P2ZmpYKKLbxfDpaWpVLPZ0uC4R+FSpGYEgaNZrcI53UY+2Rtwys1U0dRPSAldgLEq68/WK4YXkVLcsllUdWTJw+roU96ZZOe2rtr+0TeCWNdwlmjL7KPOPi/8AEin+G3ZWu7T16ypFKjMJaUuVqsEpA1NzF3Q9E+sydhV1PUfJVnxT2z/rE+PWEVQqv+BTh0ipyrk066cnIhQ8Oa7OrYa+9vY9P8G6bt7e7Y4eXrcjd0el/Bf+qer+KtOME7QmTQ4xTA95lQUDZyxJbX6Rn6z4bHplcduc5rZh6l5XT3PqDDqwysMlVBU5WjM/LaPN5MvY3HydSEbSZzePVa68qEsFhd316vHK6jM3aNmLHqmcfW0gmzXU7MCwFn4/T6RzGtbN0ZNKkHhGFLnVbmYourM5uU2vbeNGJU0+fXn7FOSXcq5znk9WwaVLp5KEFIAZx+sdjpcSkrZz8s6YddklgqC2Cy1o1TXboVJ92oMwtJSESs1iCTpFeTIicIHMYvQIqlTMijnJGhsR6Rycs5W6Ztx44tKzlqvD6qgX4p0hBdwBK+7xjb/+xorwieinTUpXNmqQVKLJIR4YIu9hPTc15M+SacHvEFQb5DyiTqgRYoZyZ0xLjRJzFQYnlFsCt7miZVNMSpRHiNm/P8vWKcsPQuhIzsQ7LUdcspmIWVEEEgOSNIyLE1r+xfHLaPPse7NzcFnhaFGZKLkK3T+pF94mslaMvi+/RmaMRmSJUwqlpypTmCSwDN6eY6MSi25aPcHhRiyO28yVWHDpdLKlylJJWUggsVAZtLiymcWbmH6Uumcsdt680/n/AKDwpRte3P6/g9f+EeOibKmKT4ZZWUk8SNxyjNjm+my9r3MfUYe5NHuuC161pCFKcCPU9Ln+bFM87nxqOxvJLi8dKJkH+giYx+MIBQwG3heNQBV8sMVAekAhEPaEAwDbwwHtAA4hiIln+43KAB+7BLP04gQMjEskO40fTyhiBIax8meABuHtAAytoAGhiEbwAMU+F3hMYAuYBArDKB1hgCtd2/2LDrrWEA5Dhzq4gWgyAm0MR8PUXxapWSJtQkBylykksGu2jfkeRjwk/gW9c5zfT3kOsxSTt+L/ACv8vP8AaN6j+IOH1qUgLBUUkkPfbYXFw3JjvGDJ8IyQbrYtWeDdJmjK7Q4fPQSmckDQkhm8L+ln9m2aMsujyweqLFOLLBrKab4kzk2LOSxPvFXy5LwSTQ3eo1Cg2rkta/6GDtY7HSvPoGA1f7QmqA9D+FNOtU2bOWkMVsRrHo/gq+1Z5/4q90bHxKn5MKnygWJlqH009o9F1LaSo5XQusya9UfKmKyJmK9pV0stQT3igEkjQNm9TcxiW1n0WCWLHr4Wp2lB8MaOemWZybKA/wAy6udi30HpGeXUVtqc3N8Whik4JNtGir4S4LUhp6JShrqbF3OjDc67AeiedqLaRS/ibzaRX6P+f4t0/V16v4JYEuS8tORRBZiRsz6nf7eYNK69ptNc+9Lxt6/jVseq0uaXPw8bedvc5PGfhZh+EoUtcyYwKmJU+ZhsLb/bnbRj6pZI2Th1eGWjjr+Ji0nYGpmoVMpK2bLUzEJUwIy6+Tn2L8osfUQivtNL60aFDHL7Ttff6bP057IMdmO0NIoJpcfqQQCsIE5SCWUCWGnDWwJHByv8jE1docceJLR8qv00+ht4Zh3xHwxaZ8vHFzUkhJlrBNndy7HU7XbyaM8vieCLcVIyzwYHPuav7vp/H46+WzVxqZ25xfDvwdR3CkZTmDkrU99ww0ZnLPtEf/lcMnUnzn9Eunx4MEu9J3+nt+n3q9zpfgRgFdQ9oKn8bJGQAJcLcatYbO30Ds0bekzw6iVwZm+L9VF4Pss+jceINH3bkZkBIIEdu7SR4StWzzvEeyiMRWlc1JOR2dTa+sUPC5alscnboFJ7AyjYypYJdwpLNq9z5H2PCF/h29RvqGaVL2GkHKD3aSPlBLNyb0PsYtj0UbshLqHRoyux9KksRKBF7hyL8LtvvtFn+JHcr/yHRdk9mqaToU66BLbQ/wDFQv8AIZdp8Jky0HwOAbttqf1iawJbsi8rexfRhsoZQpA8Rvfn108Hy0HcyZNPJQj5QgsBc6P19+EGRVBoIf7Ck0hnTBLSHK1Btr7dCOFmxfOyUdWE+yFs7TC8Fp6OQlK0hS9SSA8dXp+jjiglI5ubqJTloLFaenNP3apY8VgIXU44JUGCUu60fMHxop+zVfjOKTMSQusPZPC52OIpiypcycl0ys97gKu3/WNnR9OscdN9hZ80pvXY+DO13xK7a4j2SOGdoiqdQrq51dMkqkJGarm6z3Z3CAQxIAZ2jsY8aeSkZZOo2Xvhv2vxD4h9p+yXZ/AuzuGYTKwCQmROq6CnEqorQVOVz1h+8PtYq4kxV18V0+Fylq2T6b/8k6Wx+glF+In0smmlJOWWgJHIAR826jN35Gz1OHHUUWk4GJMqYuarKQ9yLdaxV2E1JbGUvA0VE7PKTb/ZrGCOO9hSkluSfgpNJN1uNSYmseor9Ddl1yUS0hSwSzcGjrdPKlRgyKzPxfE6VKQqbVJlIleIklgn1jS4fMKe7t0PNsa/qY+HWD4icKndpqJakHItQmjIkuQzizvtzic/hvUZIfZT/AI9Tji9WbmE9vezfaSXLq8NxWRNMw+HIsKHlYxyuo+F5cerNuPrYvQu1FRSYkFywgps3jDg/m0cnJFp0zdCaatGMilqqecp5ichPykavuOEVpVoNuzSp0KSUoUlMtAN24RIRpUqJmUhC5Vza5dmuftF8dCqrNOUtNKnvFrSsgv5NBsqJqty9JnSlyns2xsxt/MKUG9WOM60MrG8OkVkuYAHzjXXpuMYsuFp2aYZEeXY5g1RRKmS5KE2BUnKwKi1gLdPEIzjas0wbd2eMYl2imSMRnS14auSUKP9srKMqi7lhptpwN/EY9NjxJwVOzXBaXvzm/7I9t+FeKSfwcsUoyoWkKCdg44bE/nHner7sfUNyMuWLa90fQnZCt71GeZUg5GSABr6x3fhuaqTRwOtx2nR39OoGWGuCBePTRfejitU6JecTAbNAFitDoVoQJL2ZjCGnY/rAAz84AI1u5s8AgRe5DQCHhAPZrmJCE4bWACOdoGu0AEbNtAAlachaAANjDEMSTrAA0MQznMzW4wAMrXSExjEsWgQAqbkX2hiBKkpNzccd4AIyWOmvXXrAAJSgBwoQAfkkqqq5QGWfPScinSVFJdmNtNQou3mX00rFCeyXNefpRe8ko7gjtLiFKp+/Pi2yEvx0ve9uBLM1ovo8U/BOPV5cX+sq/o3uzvaPtBWrVMpELyyyBmluzOl2uQbBJ8ksdbYeq6Pp8aqW/P+G3B1/UTvXTn839d9TdPxHxbCpv4GqzhawPCgFIKidBkKSSTa49nMYf8A4nHmj8yNaev9m+HxjJCfbON3sl+CWt/hW/3HRYR8Rq+ZLCpbzsqSc2ZwpSfCGe4uADe+oub83P8ACoRdSVf3rz8DqY+vw9Q/s6fht59dv0121XYyO2E+WXqJShLSpnCHcBmINwoFww1JPEFuVP4dB/6vXnGXxm2rTXOfQ97+DdYK3B01iEt3uZQIuHc6co6vwzpXjbPO/EsqlbTJfilVKRSKSGdQ+hYH7x0uqqkjL8Oj3ZlZ85YXImVHa5U3KVCSXdikDwsNeXMOz8owS0jofQc8u3E2eyYQibLSgT0gKSgJsNAI571TfP2/Y8bll3Tb9yziU1ciQoygM1yPTaM2abUdCeBVKzEoZ2PYkVJznugWLBgLmz+V/WOdOSs6jUVFUuc4y1inZxdXQ91MSTmPiUVXKbvps5PleI/OnGu1hjqN2YCadFCTRTJQvr4QAXte9/0IHm5Z8mSm29H6/wBeyr3V/Taslrckm4GTL/FjM4BUnKryLnYl21L2PEkyeSoXft+y31Sq/HovKSi8kXot+L68/DZpUd5KlywlIzABiWHq8cqW4N1qaRw+XMly0KSSlQSXya5i25szosWHMOCov0KfmavnPPNui7A4UKatWoJFwGBBB47x6v4FBx+0zifFcne9DvsaYygkasCY9bDdHAe4GHSkCSlQbMWPPp3HpxjTGCbtlM5PYtCWgNq43JL7b+gi2iuw4YhkpAASGSALCACZKQm+hbXcH9unhDJgpRILb2cu367fRtmiSJUFKk5gksRd06jnbmYQx5qEqlAK4uWEU5v9SzHua3Z3DJxnpqpzZUmwaMuDFc7Zdmy/Z7UdTHRMJzPaCuy1IKVjKgMz6s5Mcrqs8e+mdHpsT7LPl74uKxKgxzEsWpaUVNNidMqjmS8oHepUR4SrUcX97a7+m6rH21LnNSnJhleh8co7E9s8Rq5vZiT2ZRUHK1PMNQFJXLAsonUK19Y6c+rw41blznKKI4Zzex9Hf02f0up+GOGz+0GPMcTxFKXlpJyU6NgH3dRHRjzfxn40+pSjA6nQ9B2O5H0HSSU0rIkqdQ+a5EeV/wBpWdr/AFjRLWypk4JlBBZRLnjGiK01KJPUM0kuhleA2Kcxf6w7paC7bepx2MYuimqQlSm39IolN9xPtSRw3a74q0fZmmXUVU6VLSlycyg5AG0dboIT6qSgtmYeorEnJngOIfE/t1/UL2ol/Dr4dTjhtFPJFbX2ITLZnB9Ta2u8eww9DDpod+ZW/C/njs40+oc5duN89g/id/Th/St2Tl1PZrHPibj+C9qaDD/xUypEhNVTVE4pcIUkHMklQaz2L7GN+Lq88tUrRlliij5TwzHO1fYKoFZ2X7STJQmy8ylUyzZOY2Wk2Bs+9jrHQnix9TGskSmM5YncWfZnwR/qB/8AzHwKXJxOYZHaCil5ZqUnwThoFh/LSPAfH/hP+NLvh/q/J6P4Z1fzdJbnveGVBxGTJqVywoKAJHnHlKadM7D0s2pNKuZ/cRLdB/xe5DxdGJS23qi1Tyyg922XL4g+1uPvE2qFFjKXOQCCoEA6hO3OKW63LUSSj/bL5gVXIe0TTtESRawqSULAAy7iKcuuhdj0RgY1RorJZyoOYsxA059cY589zXB0eF/EHspLNV+OVJmibLISsS9VoDaA6qbMxFto7fw7qn2/LNUZbX93tznk6v4ZJVQyJMmcl1ICUuB4SUpA194x/EGp5LKJtvVbWfQPY+eV5JSbAqvt1+8afhbbmn9Tl9dXaz1mhvISSGLCPZ4v9Uedl/syxFggGs8MgPDENc7QmNOh06GESQi5MMTYIJKmOkIECrUmABecIBQwGBSTAAjAAD57GzQACpKdHhiYCkAOQTpDEBDEKABGAAD+0JjBY8IAGKQFC9+EFgMUh9LHlAACwGJIu3DTWGIiJPE3hJ2Nn5qfEb4Zf8QiZXYMpbzFKzpNwL6G/EC++/GMnQ/EYySjkN+bA3bieSU9PUz6+RR1SVIVNUJa8wDpDnVtwW4NbTMRHelOMYOcfBz4xbkoyPrr4afBmjTIpJsyQmUJiMyipPiWT9Rb8o8ply5c07b5ziO7g6d5E441odp8Rv6fOy+KYDU1MmhQqslpUqXNSPECxs+tzGrHJ4F9l0LL0OTVvU8p+HnwP7VZDPqqIyQk5E5/mYOAS/ID2GmkV9RJ59YleNyX2Vb/AK/hco9gofgRJq6QJxDOcyfFex4s7ghmjHHpHd2dCM8rad1t6fv7pHpHYjsfK7IYYnD6VJCEaPdzHQxY/lo5HVrXfi0/Z/kcZ8WMQStPcJmsogi3IfRoxdTLW2avhrWPNGUtluePfD+oT/z9VMm0+YKmJJcZSxNiRbkdHL3jLLWH3HsusyOPTd0a/X+v2PWxWpKQyBccYwVWx5N0yKdUieDLKdiTz2jn9ZkcVobemgpPU0aEiXSJI/1LkD9PaOapNq2bmqdIFFWZylSZjgqcG7gm+u8W43qr9ee34oVqO6MjHzh+Hy/xM4JZ3B1sPyvGqGHupL6c59ChZJJ3Ew5naagqlIo6WaFZ/CA7726/aK83TThByexowp91vnObGxRqQsSicmUEAhROUebXb6xyZKmaZbG8KuVTSu8W+axDrKi7ufE+ty508RsH8dkYVLUwzj3/AGVznHpcd/sXXCdOXOShQQCyQ1mFhHsvgtJUcP4gmtjqcVmqnFKm2tblHpIVZyi/TP3CHLlrl3eNWP8A11M0/wDYliZEUACAd7E22gAmdLZSRoAb8Lnr76whh5ZhKndROvmyhw3bX3eFY6HUFA94SbG430B48Pt6whkstJm5JKbF8p57Rl6jV0i/FpudthlMqlpES13UBFuGNRspyS7paFolg8WvQrPLu2k7/wB8JZfwu7m3GPK9VfzTv9MrxpI5Wp7PpxaWqVVIKkKDBA1AL3f0N4jHLKKtE3jvVj4P2G7O9mFGqpMLp01CmCphl+Kx0fWKJ5JtdqLYRjdsvTROqprIslxc33vvzjI4OWr56GqMoxLNJh6JS801yXJBZonGL25z9tBSmqLMyZJkEZZJUC2g060i3tX3lSla0M2vWieci02Oga2kVyWg4vU8s+IeH1ipOfDpqZc438bANy62ihyjGdy2LoJeT5H+PeH9qJcinyZ5shasgWTZL824PxHGPbfAPlayaOH8WlKTqPOf9Nz+j3GcO7J0WMorGkYwV91kKkhZQWyMeBKjcPcjeO/1TWSd+GcfGnFV5PEfjPW9o+0/brHe0a5XeBM4yUJBS6UFFnAtcesaumnCMFF7sryRk3a2PP8AA1YgtQws0K5s6ZNyoSlLzFr0yt7j13Dg6ciX+1lUfQ+j/gL8AMZm9qaPEBWTkIpQJtWTKKQlanPdEOxZw55mPP8AxfrFkwOFb8s6XQ43jyKfofaGE9k5+GSe5kACWmyWPh9Lx8+lhfdfqejWVyWptSsOrnGZyxcFOrROKdkG9N+c56WU0KpSVZs1w2VXnrE+1Nai7mnoVlUS1pyhYBOhGo6aKJYXLwWqaZGunqJCWUhmZzEVgnDcFkT8gqTLJPeDxNqeHrBkwutSUMqKNWgIQrOkFJszO+v6RzsuJ22+fyasWTwcf2pwSTWT5czKlg1iAbtvx1iqGSWJvtNkJKqYWEYXLoEhYCSybKAt/DaecRnNu2+c5oKT7mkuc5qen9jMgq0pU+UsSPXeO18K1av3OV12zPZaNhJSAGYC0ezx/wCqPOt6smUXJIDRYRBtpDIDCExpDkXtBY2hOxuReECGLPY/WC6BoZiTDBDEXMIYmbY/bbroQAJlagH2gEAReABztxgAiyq2BtDEAQQTYiGIRPhLm5eAAN4YhyQdtoQyJT5nAgsB/KABOOP0hACdRDAR0LawARTCGZx5QWBGmxcbPvAgZ8S9o5KalCEzUgpGbMMvH00DEluXKOB0VKV8/X3Vfj4Z1srfa0uflz7zA7N/C7De0fa6kmzadUtFMQpSEpu4PAnR/Nr6R13NxhUXpz9fq7syp9zprXnPFUfTGG4FUhUmmpgEyUpA0sANg/IRh7W2eq6dfKh2x0R2qZSDJFPMAWMoCgbvGhLShSXduUsTrqbAqEzkSU6gBIGt4jOaxqyWLF3Oomfh3bCRXKCPwygVkBBBsRa/1EVRzqXg0S6ZpXZ1Cqmnk0qps0JTlBFhwA58eXrsNNnn/iMXCPcnv/ft6e/1Vu38x/GLtKr/AJZUmjqkkFx8xcG7uPo8ZsuOMo2YcDadUYXYqbJl1S50wp8QQTfzLj+W945Obui9Dty6mWTEk3quc/X09ATidKmWVGYGA839vWM2xjSvYnw6plVpVNlr8I8LkdcI53UY3Lc24Zdjo2aXKpJSMzIOY8yNDfkPKwZo5/yqdI2/MsgrZE1BCpBIYPYcPtF0U1qyqTvY5rtNJrauhmS1zCEJBsNN7xqwTqaZBUtzzns1VzZWNzhVSlIloWkS1FRYgtzvcgeagNhHQ62Hdg+zvzn3HRpVFx19ec9fU9Mw/GKOomJShfduxSp3trbyf6R5qeCcNWO7Wh2OGYQjGlFP4hLJ8IGUsRs19b7vpfcDd0PTy6zIsaMeRSTpHYUNBIwZKKeQjgAEjZ/qTcbR7Tp+mh0se2JlyYoyj2vW+c9NDq52GU1Rh2clilIU9i1gfzjZCdPU87nwvFKlzWislYSEpBFmcbn3MbYTT0MMovcmi0rFAASS5APAgMkGAA8yQ6iq9za/HifLrVDEqfwDDn11fiYVVuFksuYlScrBjbz189m9oT01JJ2aeB06lVyZhYy0gEgjYecUuu5tlmvbR2KFoWHQoEC1jFy9ihlefNWtDJQQ5bjx+oZ4hPWJKKpnK492dmVIOhJLpzFjppHG6rpnOVnT6fqEl2mX+Cp8Dp81UpK5imYG4DcIy/4/a9DR82zMVPTUrKgcznMeHWkUywPzzn7E1krUjNbRoWUrmZTp5njE3gUVfP1GsrvYKXUpntlHhO8VLE4u1znN0S+Z5Yp5CCGIVcHSw5+35QSi6rxz8r1JRyLbnLMzEkIWgd2ply7gkttfrlGRpouTTOH7TSJs+YAUKXnOUMLPxeMmVF8Wcl2l+GGD9vMEXhmOSSHmZ0ZFFN25ai+8dn4R1Mumkmzndbj+ZdHkFR/S5i/ZnFVYr2Ox6YpKUlHc1CQRNT/qo3sw+jDWPVw+JQyrtmvwOPLp3HVGTjfwDxDtBj07GcUwfEUTTKUO4p6pKUTFAf45gS3J312LxfDq1GPbFqr5z9yt4m3bOl+Hn9IeG4diFNjc/u6EIW5R3ypk1IPBRsD1zirP8VUl2ydksfSNao+mOzmA4H2aw2Tg2DUiJUuUlnZ1KJ1KjuTrHB6rrPmytnQw4OxHQSKRS0pypSobARHHBMlOXabKKB6dlSipPBhGlYYVsUPLK9yhPwpKy+QJHI7xXkwRaJRzSvUpqoJUtbKWlxy0EVfJouWZ1uMcOVOQwUkp3Gph/KXkh8xlaZQU0sKUmQkqa1t4qy4VRZDJbMCtkICilSSpWrZbDWOR1OJI34Mj2MfEKJE1JCkgEXuOr844+SDg7OjCXcjPkUYy/wCJy21uNALXtf7xnq/svnP1Lr/9jq+yFVM/5AOq5INuZjtfC5ds0jm9arjZ7lQTHkJJN2j22J3BHm5aSaLJUACYtI2gdbwyA4Bd9oTJIc8X5wiRGQTcXBgEMftCEElQAAIaGOxiop1FoBCdSrgeUAwgoM3JoAIwAVEg6QCEWFyWYQAC44mAAVJzO25h2KiNSVAG0OxUCQRqCIAGhiGOkIYJ0goAQ7sRAAvaABlfKWvaACApXdRBd4WgDAKJZLuNYYHwPjfaqi/5CbTTJoIkkpCQtLH/AO3mAd443SwlGKkvr59H7/dzXq5Etn5/r25+nR/DfF1VWPyptAEELLrYNkAOzW3bpo25F9nR3Xvft+aV/wA2Z4Rbl21v93NdD6Yw/EaOTKAnTkpWpiokjhFUZpbnqcWJuH2QMZqFSpJqqaZdJCrnog2iM35RJtxjqYq8SRjElKZ5fKQSkqF7cS+58tfTMs0cui5zm6NOB6Wv05yhU9HT0U/MEpYEqcjKbEHR9WOn52hxcFsyyWTujoXO0VdU1GErlUKypak5WBvpvfjGn5h5v4hU3X4Hzx2i7FdscXxhBRhU5YCWVMKSAbsQfOFK9H4/n+fqc+DirXnnNjY7P/CrtTLmZ6ynICUsSot1eMM43Ftc5xGlZG9Eb0ns9LlNIWoAp8KhzEcuc6l9pl8YtrRGsmhkUkgSqdbbW+nXlGfNKL0LsaluPJqU4bTrXNBURoP0jIoeTT3VoR0OPiunBHc5QXb87daRP5bgJyss4pJl1oNIhL95YjciFD7Uu2OjCb7V3MGT8MMMWlK1SkZ1JOc7vd7xvn02Wa0ZTDrex6kdR8OpVL/elVBQp3IzBTlvJ+XpGd9JJvsTs0Pr0la5+Zs9hMMqKStMpNSSAoEkh3jq9B0j6WTkY5fELn3S2PUqaTSSUIXUAKzLAYOzWNyBwYWJLK4hj29b0NM55JtqHOb+Fp6Mr4pjM2XTGXLZCihg7l/CATw1zH/7q1e6yS7UZuo6ddjrnNF9yrYx8GxKYpBCgVZiTmZ35xHDlctGcbLi7TXGKy5SSahKhuGjoQy72Y5Y/QqVmM08+TlCiiUqxUpLoUGe9tG301F4scn4EoJasnwzE6JcpKPxaVKU6nKuPEuRsdLODrqZJ9ujFJOWqNIT5ZRaakp+axfj+h9obaWpCnsZdTiaQps6QP8A5WPlb+XaM8pW9S+MKLeH1Rn5QhQUVG3iB484V+4VR2vZkLlpmTFjkSD+cR7lEUlaNGcV0kwz6dlJPzygWd9SnhpFkZ2RqwsTxvC8FwupxzFqqTSUFHLMybOmMEpSm+/r77xbH7WxBqj5j7bf1mYHWLqKbshiWHSpEqwVOUldQtv9UOwu19A7FovjgUv9v0DWJ5R/+ofGsYmLnTO16lhCM0twgCaSQAAnUEEuzGz8HiH+NFpvt5+JPvae5NI/qL7S4SAvEe4myFlKQoTEhSiwLEAlnzejHgWrXRQaempP50l5O47D/F/s721qU9ziyJU8qZVNMUygdtW1t0Yz5+h1dfdzn4k4dRWrPXaKYoSxMkU5moLBJ2UDuGjnz6eULRqjmUjYqe7RTyxMYLXZgl784zyxqW5apNGNWUycy0LUlRUPlbQneMWaKuqNMJWrMarogpKZaioMGFut94xuGtF6noV6PC5iEkIRcfWLcUXErm1LYqVVGunmBKAoKJOZL6xpjKtChxsrrlJvMqVs2iVJFvziMs/YyUcXcTyJs5aBLkKRLQkNbcNvFMsrkWRx0amGyj3fduFX0ieKEpNJkJtLY6bDpeQpJSS1mjvY8dR0OZObb1NxMxa0hlAcEjyi5QrfnOe9bkZmLz6ukkqVLlhYubFyOcRcaGmc9RTBUzQZyyF3bgYg4qySk6NUJTLSFBTvpBSQrbIpjTPCmWrNv5xnyLyi+D8MpTqWWAorLgaAamMGfGqs145NMwK+lQkLWWJcaBo4ufFqdLFktGRJpkupJTlClO2w63jnrE3oa3NI0sKT+DqkTZaQChtG14s8bOm+xJIyZbmmezYHWS6mglLCgVBIB849r00++Ko87mj2yNRJcPG1GdhPyh2Ie6kiw9YiTWw5uC3nAMZIOUA8IAAKCFFXGATGNjpAIdQeWOUAx0EZYAQJ1PnAIYnKlxqYAI1EqDE8oAEW3hANmF94YDZhwMMQCi7NDEDDEMoORygAaE0MBSg2XV4KAYnLa5hAMVMCQD1/EAESlrUkuGHlDAB22heQPzNxHs/VUVUO/IX3zhKwMxWWdvcnX/YtvEXcFS/jnjz4t2bIyWTV859PNaHrPwPo5FJic9awSVJdIUWcC1mjDlcW9d1/Ne3pxtpbOm//AGRvb+vv59x6RPnYpMx0TkVRMoK8JSfCUjW3EMR5kcRGCTfdZ7HCl2ar/vPw09ztKjEkDCVImqCUiUXUTdI2/Lp4syzcYWt+c0/PYyzq78b8/P8ADb14GVis2hlVNXLIXLVNJSoq0LEg6voAG+zF+bCUk1C2qWu/t/dNfi9irBD7XavTbnluqa/PxylZ8RMXnVxo5IUSRlOnh31LHS/pGm3R0ZYm3S5X3ful+OvqHwzxSonmWnFVhX9wAhWosLXvxieOfa6Z5r4hi+VNpcWv9HvGH4Fg9TLTUIkS1hV3aOpCHcqOFKX2iLH6Cgl4bOFNIQGACVJJbMSUnZrEaP6C0PNjhsvJp6aEpSUfX+LX4nguK4fMTiE2W2sxTFOwP5x5bq+kmslnVxZHhS7jKGHVlPM7xa08XBLnX9SfNTbRHJjbWnNv208be7LcnUxyPTTn/B5y+/T3cxLsdOPpGbs7Xrzn8EO61oT09NTU6PChKGFmDdWhTaq2SinY9DMmT8SSpBcJLaE23+8HSRubdC6mVRSO2p50xsyTtxaPQRSS1OZdlPEMSUSZKFc+WwvwHPz8owtfLyd1c1+nj63p6WS3Rk02N1eHVaZsumWUg3yoJL67e0dv5i+Xa3MnZ9o6NfbKVNSDMMyUwAOzHzjK+qcd2dXD1Mo6M15EuTUUS6o/KQwBvw/eNEZxnFa85z12Yckc0tXb5z73v552d2ywvDcQNEhGZeYAEEkAk8tP0MQ+aofZOguhhKKtHSTMuKSAygCpOge4LEHlvGqMtNDh/Eejhjj3RVVzn5EGJ9maqrwxaKad3c3u2BAD6Hz4n35mN2O1qloedk1dHy92vxX4n9iseNNWYtNmSM4VJzOULS+hIvby+l4M3U9qbT1571z1LsOGM3TXPwPR/ht8W5mKIl0OJyAmakBJc+2/ReMEusSdvyXvpnFaHq/4qjrZHeywnKoOyi9tY0QyKcbKJR7XTJMMXR98ESlAKUQEpSS79feHa2RGj0Smq5GEYegqrsmUuoFLp03iFOrB1Zr4RX02MKtMkLUm6u7W78PKL8UaKp/Z2Pnn/wDELxbtLh3wLVRdmwvuZ9UkV3dLAUJSRmAI+YgkXbYRv6WMZZF3FMm0rR+TdPjVZWTqtM0gKBUUFCWy8g1wGG24D2eO+8UY1Rk7myCqxSqkoMz8RODlkgLLA++kSUI+gu5lui+IHaULlyZuL1a0IUe7SucpQDnQueMRl08H4GpyR2XY/t9jdPWy5kmoyVFOAuWsO7JBs+w0Bd9TpeMefAoq0X48jk6Z+jH9LvbntD257FfjO0i0mqkqyDKQ5QGYlvUekcbNhi5s097itD3hNNJICphe93veOfmxKzRimUMTpKZS80tIJ0cRz8kE9GbISrVHN1NKorUE3YtbjeOc4p/6mpNokoqdMpYM5QS4sUsQY04oO9Sqc2zR/wCNoqrLmSFK0BMaFhvwVPLXkpVfY2RUTEqCif0eKJdEpuya6jtRDN7O09MQjK24i6HQRjqVy6pvQjlUcukUe6mKC9TmuCPSNEenUXoip5m0bdDMyBAmpUttSBGuNrRGZ0zVkTkqF0qysxcRPnObESVVNIUkgocnUE2+sQkrJp0VZtFSS0hSaeWC7BkiK9iRUmoQR/42B+toUhxKis0osEWO7tEJa85xEo6FKafE+UAa6xjzRs1Y5GZXykdwSlnIuSdr7RyeoxNLU34ZUc/nE2fkSkFrl+AjmVTNt2Xp/dyiGSVEXF9PUdWhxdeec54Iv3XOfod12HrAZfdmc5JYDaPRfCsrkqkcnr8aTuJ3kssLx6C0jk0EL6AxKxUENLwmTQn4wAFAMFTtaGRaGYuLQCSGUpOWx3hDYBsAToYBDZhCAZRBSwhgR5b3D8IAFlSdoQAlLHTygAYkAa3h0KwXPExIQ0MQxKd4AFaAAfC4aExkcwKIGV3gAYJIe38dNCAFRZ07t6w9w2I1JUm6oAPirtZ8He3uF1AEzA1z0p8IXJII31+nlGDNnaei5zT6WbsMI1q+c/YpyPh/2/oiJuGS1SZg8Lqllm0aOf8ANi3qmbLrZncdnOxHbtUjvq6pld8GYpSUbF9njO5ty+ynXudHD18saqT5+J0x7A9rsQkiTMrwkm4KAWSSX+/tCk5TXb93PzDJ13drzm/3Fyk+CuPzKFdOuqBKwASzX4njqfKHCHYre/Oe+hPB8Rjj0a59f2/TUxx8Acaw6uXXpMpagUnxKOrM/AkP9Tfi7pG9fF8cYdqWuv8AX4+fqEjsZ2xoauSunXLHdrBbMojn+cUu3Juue5xuoz/ObdbnsWDYzjeH0EuQunKlBIcgFnjp4+pi1TZgj00ZS1Isb7Q4oaZaUoUtTNlUS5Fv0DX+pL6Z5L1Oph6eMV3KNcae1crxVcFVjEaiYVro5hNrtpHK6jKslJc56i6pUkl4KdX+KTKUTRzAQdk84xT0M0UczLqJ340ibJmoQNyk3sdIonC9fJbF0i3W1UvuihJd3BEY8irY043bNDswZWUqWqWlRJI5XjR0mjKep1OrYKlhMpYL/n/EdmEnN0jCsUpOojUHZirnVCp9Q+W7OPzMXLE5KyxdPkevg2E0VJTMiqQMp23PN2+jvFmPGl/ubsPRwSue/wCRXrsFwqvpT+HSjNqCLgs72+vuIJ4YSVb8/otydLFVa5zQu4ZRr/ApppiyEgNY6sRt9Isx44qkuc0I4sag7jzT7/2+8ycS7JYShf4vukqWDmzHZj/MKeGK1OhHPKMW+c4jNn9qaTCpSEBRdNk5XN9X+sRjl7ZqKOL8Q6iWW4I3+zPbmhxQilUtOcWbcecdTFnWx57Jhe5mfE34dU3a2hKkoT4Q6SBdB5ctIj1GHv8AtLYlgzODpnjmCfCzG8Lq5iJygEBQWkpO4b945ksEmzoPPGtD1rBsPnU9PLlVJzKSLkveNWJdqoyZHbs7bsfQyZ2JyimSjwkKLgH6xat9SDPT69EmZS92JaC4YeGLk29ylJ3qU6enThjVcmTKSpepAyj15ROLV6Clroz5o/q2+IEnDez5qMVwGZiOGIUDWSJQGYoUCCxKSB5uDfeNuCHcypuj80+0ND2Up6mtqOydLW06alayRUrC+6lkhRR4QwAG5ubR2ITnJrv8GeSik+04+vkd/LdAKUlTjw2cC4158zpGtMpM5VBWolGeaZfdpLFYDgeZEPuV0FG92TTi2K4oiRRU7uQJiwksEuHfWKs7jGOpKCbeh+mP9L9KcC7PUKpipf8A7+nQgZFggL1vwe3NybaRwcidaev9G1tNn0Mie8paUqsQ4uD5H1aMuSKmtRxbiyEkpkqQagd5sVcY5+bHSNmKdszpqisqCyCVBlNp5xyZY1F3zl8ujoRlaDkSEpdISON9hG7Fjsy5Z9uhpUwPd5NVAWJNzy64xthi9Oc/AySyE1N36lBSHIDBSSdIsWFeSLyPwSVEiRPvMBTlGWwdurxL5SF3spqoaYqClIyj/cC/r1xhOHgFMjl5JJKSokpiFVpznGSuwxWnN3acyTsdv5gTChxUqAZTmzcOtPpBbXOe4EU2oOX+4snYAFogSKk/EAgPoeADxW2iaTK8yuVO8Ki1tAbxTaLlGyjOqxeWiW++YmM+aVFsInPYni2V3cqJYlMcTqsrvU6PTxRk0c+dNmuqa7H5R9f0jDB9zs1S+ya7LAGUEbMNerfSHSau+cZBSvQ6PsxPXT1SD3gDm5PHlHW+Hz7JKzJ1ce5aHqVFMTNp0KO4j0mOTlqcSce10W0M2u8aBIcrSN7/AHgAHOC7QCvUMFxaAY2ZPGABFSGPiEAERYvARGWQUBI2gAFjwgAUACtAAxI1gAjWo2tAgYBiREaGIWkAAksX5iExj6pfeAAAb3gYDFadCR7wACSCdtPzgAjVdeY6bwAKapJSWId9oYjam01HVAiZJlr806RiaT0Zam1sVxgWFZSk0MoP/wBBeIrHH1H8yRBP7L4ZOfLKSjySIhLFFk1nkisnsjJlrBp5xBSQ12EVvp7LF1HqRTcIxenC/wAKpJ1uxOsJ4WlTJrqIt2zOn0XaWYCe6lXtdOo1D8dfrzjPPC39Oc+4vjnjsYNbRY9TL7ybh4W+uVHTxlyYMlUi9ZoPcrqxKskIzTqFSSzACW9h19YwZPmp9pphOFEKu0ktIEudIT5LSODb9fnT82ePxRojW6ZNIxjDpmXPJQHIZw8T+dKe/OaCkrNWScFqUFK5clRNvCQdr/aLlNLcz/LT2KtZhHZ2acvdocbAC1v5iM3ElGPqYtZ2M7PVSiVykAB2AADevoYpVLZk6UjOm/D3CM70s0ySCXyuN4lGSTshKHctC9h3ZQUM8TDUKWBzLXtr7bbxvwdTHGGGHy5dx0k1Kpc1CEEXvfXbQeuto2R62LTvm/PP3suvuWvN+a3+JQxrB5tZIJlNn1HBxx9CPeNKksytb8/h/gasOftdGTg1IvDpJTVzRNuVXLAQQXbuaMknJ3sH2mxqnk4LUVFJUBa0ArGU3fTryh5XGMbiQ6eFzUWchhPa+dPopy6srZFwTezcWHOMyyummL4ljhHD8xcv9DyOu7RVmIdpZ8uSid3CZpCV6PxF/QfpCX+rlz+vX7jzjjVI6DszW1VFjdNMlTVOpYQ2oOg/KNGLKto85a5vROF7n0NR1C59BLM4apBL7epjo22u0wtJOzOqRKBUsISkjUsYhOOlk0yiVlRZIFv9m09YgB0HZLEZdLWlV5ywlgkCz84PFD3O3q14zXSXTUIo5agLAMfMPEoJt0iFJGFiWJVWFSVyKifNrEZWKnD/AHbbeNMXW5W03sfNHx8rKLtJhNZh3cCbLWgomISWJS4yqUGup7hy4HGz7op442VL7TPgrtdg0zA6qbTygZ6U2RnDuQ4LMHOrbW4Xjo4ZKT1KZxpWji6NcqZSTULRnm5lJQwAPzADz001ueJI2ytST8FCqi3hPZrGcXrO5w5a5aZiTnmFTJyBrsbsX92iM8sIrXclGDbPoD4P/DeR+N/ArkTppTMHeKEglKtXQS1lEaPvoI5mbJKbviNMUoqj6+7KrVgfZ+XLw6RLnz5OVHdy5wSFZVg3WhQDgJT+xAimvAPVneUlD2pnVhq6vFF/h1SRLVJUGIUCXccjvwD7xhyyjVLnP3L4Lyy+MDW8qYnFZ6O6BKkhQZZJJv7xin9pF0XTKdRJTJmnLUqUpRcgL6aOTkVTOhH/AFNegp5c2Wk55gI3zmOj09UrMeZvuNJI7sAd6o6JYqfh+v2jclzn1MrI/wDkDLcFDkgHwnwkHmdNteUO2HaiWnrlF1IUpKknxJVqA/XtEb15zyNqi2qbLnoDFYVq+0Na85z7xc5z9inNCpSyhSFZgAb9a3iuTolFDKqaVKcq5TKAuToOv0hdzew6KlROBfKCA22sVSlROMbM+bWpQVEXbm4N4olksvjArqr1zQRlSlt3eKXMs7DOnVCyp0vbRornLwiaRVXPmoSozXZjr5RlyS0ZbFHNY1P75SVAoKQW8Jcu28cbqdzoYNiKhWpCrEknZvp7NFGN0i6WrN2lWhyBms7OpyfLhEpSdWQ7a0NbDp8zvklE1SAki46/KNOCUrSfOfUqnHQ9VwCpApEoKiovuY9V02R9n1OJnj9o3UKGViY6BmQyklS8wvAA4FmUWMADhSUjWAEPkSTm9oB0AWfw6QERvSEAOUnS8MArBr33EAAkWIgAjSpV3s3OBiQ8IYCwXAA2hrcTGUCXe0SECQ0ADesMQKg510gAdwNTAACi40u1oTGAEpIfXhAAIJN9bwvAArWGsdRDAjVsxeGI2DNy3SOcY09C6iaXUOS9+UKwaC71VjaHS2I0Omcc14QNEyZqVIygji20G+gqCCkBnH0hIVCKZKrEJL8b9fvDUE9Gh20RLwyhngd9TS1+YeIPDjl4JLNNbMzqvsTglcoGZSS/CX+UG/QiD6LHPwiyPVzjuUqj4cYErwiUEsbN100US+GQRaviE34MSr+FyCoJpKuYn/7Rnn8LT/1ZfH4h6oozvhniskD8PXzSoXD361jNP4RJvRl0fiEN6M+Z2R7USVrTkzJFwXIf7xjyfCMt6P8AP+zTHrsclbKlVg/aKibvaNagxJKS9opn8NzYlav8X/JOPVYp6IzhieJUpCfw85IHi0PX8Rmhjzw3L1kg9wk9pKuWkZgUnU5k6RK8u4P5d6F3/wBWTe6CVgML6P79bxOPVThsSik3aK1ZjEmok90WAW4VuC4477OSL7xZLr3dx5/GnhPS3Wjotq9zj6890pRQSEnRwzDo/eDD1crTlLT6i7pJ9rfOJf3sYuM1Uk0Bp5ISkzTdgLaufV41f5MctJe3PxM/Ud2WvP7c33d6Xqdb2C7A4D+BROqpMlRWMzKDudz9enjZgcsktDD8mWS+038c+HXZuQJVdTy0S5sohQMsj/ZgQ2osfKNkYO21zyRXTTmq5+fPSy/InCXSpkpUV+HK+46v7x0sUu4wZ+neF6mfVTAZjJBU1tWYwTdvQoKy+8NkqUkHhqR00QYI6jsLKlS60kpD/wCJIdrwmM9BqmUgKmDOQGA4xfjSpEHocV2ql1LlUtCA4BCVD5YcnTpBE+Tfi2ivWqpmZZSM80JSkE5prZRlDCwfKTzDbRujljOqf8lXY47ngHaHA01S0yp5zJOUd7NJIUsDd9Htu3NgQNcXa0K9mee0vw/ld0kVqFBUyavMJYBABNj82gTm8tg9jpeed6FaxxovYPQzaStmJqpE6nkS5ZBnd53d7MpVw4sprHVi7WrbTRKmj3n4c19JKRMxjDKCrr1Uc8SyJczIqYpTgTCwDhLb3IJLuBGSVp9xZ4o+hsJxiqosUlU9L2YEiRUS1T6iqRMyArU2YKA/z1Dts52aE4qWi5z+hJ9urNTCsV7W1NLUyMXrfw1aZxWO6USEy3La3vqRoHjFnnFJVu1z9/v+4vgtfY1peI4ggzZK6lYVl8I2PMGOZPN6muOLyBKmKljOuaVLVY8+cYu77Vs0eDYwnEGQQFqzA8Y3YZmfLGzRViBCWdILkhzy+vTxtg0ZnH1IxW0rh0LMx8pJAItoR7RCU1sSUWT95LWoKDFTags/nEe9B2sjqcZmUakoFyb2clvSDvQdo68an1KGTMHEOXUIfct0NQvQg/FTEoImySpJ3Ad+miqeSkTjBNlWqxJGcJQVaGxPWkZ5TsuUUjPaZPm5UAkqu+0VtN7E7onFDMUxJN7CDsDuJE0KpKVLXkDaXDxGaocWYmK1iEIKCotqSRt6Rhz7aF+Pc5GsmFJVNTOSANCC35Rx8n+1c5/w6ENrXOf2PhM+o79pcvvQSGLW0iuNplro1JlYpKwleUKv4RqG/gw36CTo3MMKkgTFrJJGn6xoxaalcz0bsfWTJjy8pUOJOkej6CVrU43VKtjtJeYpBIYtoI7Jzw8xHh0gAVzf6wgGLgfSGA7um5PvDECLWeEMeABeUIACb2MMB9oAIxAwEScuZoEAOYWtxvDoViUoObawr8jAWpmYCDuQqBAcPEyILvf84TGMWZ/zgAb6wACosQBvrCAiXmzEB24bQMANmaGA0MRcTUBQBLW+sc1TNjgOJoAYPD7uc5+44kqag6D7RKyuhCaxsC/W0Kx0ieXPJOsSWpFom7xTaxJERd6Rb6Qe6CiVFS4Ym3nERdpIieHdJIuNIkpNEXEnE0EEqUxfcxK2yNDZQ7vbVucFgGFB7kl3NxErXkVDum9uuvtCtBqAtEtYYoDcDEWk/BJNoqzMCwycl1UconRwLxF9LCauia6icfJVmdjcFnIyKope/CIPoIT3RNdZkRiYh8MMHnqK5Enu3b5S0YsvwmL2NUPiLX+xkVXwlQJZ/DVKithle4jHk+DXsaI/E15OexD4U4wQRKTmYWzD94zZPhORbGiPxGD3OC7VfDbtMhWWRRqKRuANXiqPw7Nifcy3/Nxy0RoYHXYlhVNKpq2mmS+6BAKgQ/qNNI1dFOeBuDW5d08oSmrLmL9o6mqQmWlak5mSFG7gWsPIR1e5zVo1Tljh9OcftqSYdUlVMl5gJXxsbjh5RoxJ6nnuvzRyzXY9CYskabPFuxg3BlLcganZ4hZOjpuyyJi6ppa/FsdjeAR6LKmCVLM2aQbanTn+cSUmkRas5bF0ivXOqClXjGSWlOrcTD722PtSPnv4/wDYrDsH7Mzu1M/vhMkNlQPlJJ3Tvf0eL+n7u9RWzIzrttnwf2y7QfECkmqXg06TOpFrUpQUjxE2d3YMMrekd/FHFtPcxT76uJwFN8Su1mHYjOqKxYnGdMK5sqalgVPx1HC3AcI2Pp8co0ihZJJ6ncYN8TOzWK0tFT46lMqoVMzVGUeBN7ZX3t9ffNk6ecW+3VFsMi8nqvwq7b0M3FUTsDxGWEypihkCyrvVf4qLNp4bNq52jFnjKCtrUug09j6R7LVuOf8AHLkT8WM+f3qameTKSnu3KiUpbq/Exz82Vwfa/p+S/H9y+GNS1OvRiNVUViBMUgJElSQkFgAFdeXJ45eTLWr3NUcfhD4dKqKRaJUyqWuWoky1LU55p57xhk22aFoTV2IyhOyypktWVWQoBuDwPvDWOUtaDuSM6V2jr0z5iJEoKloDlQ1fcN+d40QhKPOeCuTTOpw2omVskGatIVlzME3DxojKlqyiUbehaUpIDkONLGK5y9CyER04iTmQhGWwPl6RWpPYn2pkUtVVOJDFb7qc5TE4NtakZJWXZVNOpPHMSgqN7bxY9rRGKvnOexBUT5k6YDnZKRlDGM71LVoKnoTOUVMSx3NoSi2xtpI2JVJMlID0zFrWi+MGiiUyGZTzFEqJCDwTaCcaHGVlGtkVi05RMlhL76swjLNF8Tm8UpJqQohOdmu1mjDnaovxrU5qtl5FmUUi31jjZWnKzoY19ksUUmtp6dU6UhGQW8Rv1tEEmloWX6kEpS1TlT5qkmYdh4WiPmxnSYTNWpLrSCnzjTjepXJHonZasMudLSiQpQNi0d3oJa14OX1UdD0CStWQBQe8d5N7s5Y6rqzARIQ6CWeABHVjAA3O8ADuweAASb2hAO4hgAdTAATgC5gAje9oGAJvYPlaBCYwZ94kIFenpFcrsktgW3vBSC2OwAiwiANITAd2Be5hDBtBfkASATpzgABakBPy6gwX4AhfjcQxCUoXLW94kIqImliCpxvHIWmh0Pcm71VmUfeJASInkbw7sjRMmbnS8O2LtSJEzlJ0g7mHYiQzgq5OsSUmRcaCTNILgg+ZaGpEWg0T7H9YdhRMicQRzhWxdqJEzrXVbTWJWRcSVFQQGzPBaDsYX4g5ncloLvYj20SJqXFyB5wOTQu0IzX1J9ILsVUFLnJCrm+5icZMTiS59Lm5iXdYqCcgNmMO2vIhJL3e7lj6xOLryJkpyqBuz7tFtxe5HUZUqTMBCkJUNNIXZCXgO5oz6js1g1UvPMo0PyAiD6fG/Bas815MrEfh52fr0BP4ZKG0YNeILpop2Tl1M5/7GSfhNhaFEylFIL2SogB9bRP5SWhD5pQqfhbUEq/D1J1dNwYreN+CSmigv4a4pL8aJoUBq7xWoNFjmmXcF7MYzhtUFzJQyuzgw3CkCkmdZUpBkCUbPYtENQWrM+fTypaDMUwIAAMAzz/4k4PRds+zNThNXTCbKUlWqtYtjOUNVuRaT3Pgj4gfC/Fuzc6qWaRRkImFKJ6XBSxI+Zns3WsdfDnjmXuUSi4P2PGsWwCYqUo1EmVOTLHiaTcFzoybWBJL/wCJv8r7cc2tiicTEmdmsLnS11cyhuogO5AILuRfYsLDfUWe1ZpLSyHYt6IsH7OYnhE9GM4WqdJ7k3nS1nwnLuNSCX5ADVyInPNGacWKMJR1R7T2I/qa7T9jMOTTY1hhxGYnKFLWnxSwDq41bxH7kOBHOy/D4Zn9h0uc4zRHqHBfaPZMb/qm7JYNhFNiOHYdOxWrnykrXJklkySpv7ZJDJZ9Dp9Y5j+Gznk7bpc/E0rqEoWcJ2h/rD7QVK5VPQ9kplNLUoFK8pOXS6n+UhxrxHONEfhUWr7lz9SH+V2vZmQv4pfGDtXNradCFS5a0om0lRLcBK0qYpJ2cNc8YmukwY0nf3MTzTbo9X+E+HfECprpeJY5jshpiQpckJyklwCSeNvffSMeeOOKdLnNP51LoNs98w9CpU5RBYGwA4cI5M246mmGpqFaUA5hqIjKSJpAyqeZPIMtJAfibhoIq9BP1NORINOnvM5B3vYxfGNFUpWFNUiYj+ysqYaPEt9yOqIZOHzZygpc1IAvZDRDtJOZrU8nIcgYAXzC0T7VuyFvwWJmIBCDKROB2Z7xNyRHtZVNepKgn8MouSXUA0U5JJlsItFOvqJROaakJI0jHlnSNMInH4xjM5WeRT0xCCCCwuw4RzM+XQ1Y4WznxOogsSTKXMmFjc3Gm5jmN3qblGlQ06tqEgIyKAP+JOo6cxByZJInp8xSlS2CTwHPWBa6BtqbWGT84ykhksNLRfBkJanaYBiSpKwhLMDtteOt0M0pmDqY2j0XD6tVVTpIFyHvrHoMWRy0OTkh2l+WSqWMzekaSoMDKGe8ADa34wAKEAx0MMAYAFAAiLPAAKlD5YYhgQLkm94TGMQwd3gQmBobRIQyg4MRaT1HdDaaRKhWOSlrGFYyI5gbAW3g03ECvvFHVoK9AGIUGtAAnP6QUtgsimA7flAABNoABIzAg7hokIypSzmd+njjJnRZZTUDLrErEMudkYhT+pgsdEiag5bmznQw1qLYNM1SvENfOCwolRNO5fzhp6Ca1DlzX+Y3ES7iLiSJmhIsoe+kHcHZZImoNmMF0LtDNQf8S0PvF2MJNQpvniPcS7SaXOBTcudy9oO4O0IzlJsFCIykNRRJLnE6m55wKQnFBiYobxJOhOKYUueQq5Yv11yixOyqUKJ/xJPhvcRKyvtDFS2qgRD7g7SVM1Kg4VrD7iLVBCblvm6eJxk/AqJUT83hIv8Az+kXrJZBxH712Zr8XtB3hQu+DBRa7W3hqdugoMLSQC+sS7kKhHK7kiDSw1AWlCg1mIiuST2Gm0YFejuahIOkZZbmmLtFaopk1KMi5mVIu3GESOZxWilIWpEu2YeK+sQeVLRk1jb1PLviJ2WRiNCqmRRiZLKSFeF2tq3tFmPLKLtPnNROC2Z8q498MqdFRVUpV3afGBlBKC5IYvoBYW4+UdTH1lpWZpYaZVV8JMLlyDQ1U6fLlD5HS6XYsl3YAv1eJf5Xig+W9yWn+B0kUk5GHS6hY7wLl5iCEnxMCLWcjW/5JdV3PWvxQPG1scnjfwWrxULpqVCZXdnLNOZiwBIT6eQ05RauriiLxN7m92S+BiMMoMs4ploqxnKFAn+5YE6sGI8t+EZ8/wATT4uer8luPpWuPn6HRSPhbQJn95UykzJiEGWS1suhdJYE3dzuR5Rhl8SyRe3Oe3mvGuhdLBrfnP09zrezvw4k0U+WMOkSkyQnxyjckcQT6ebCKZddPItefT2/b85LBGLPY+zvZrD8MTL/AAcgMsOoG4ci/lvpGWeZyJxhR0kyVL7lIl+HIcrb/WK27JpUVVoRNfMoADQxCx1ZfoKtMlLKLpO+vlFsHoRkiymf3xP9wqHA7Rf30VdoUpdPKIyoTm2MT3IvRhCfMPjSG0sDAINVXNUCDMZtgLM8VymWxiqIjUZSWQMz6iKnPwSUCtVYiqnSyT4rM+kUzk1qWRXgyazEVqT3tWwSn/WzRz8+TQ0446nM4hXLqcykypiUKP8AjZx5xy8k22bYRrUy6hEiSrvUGYFn/cu/GKmy1WyCdVKQ4CXaxKbkiK+5FqxvyFJxQqyjvGDs136t94aFKDRu4ZVImSEIC/ELgbxbBlTXg6TBajuqiW0wgKIfxO0aME2pFWWNrU9gwJYnSEFAcncR63pqlscDMqNoZkJylJcF43p2rRmvwMSSflLQmA6Uku4ZuMFjBylJ1+8F0IYnZoLAa94LQCtxgsBONG0gtAR2D8Lw+4KBFi+t4TkgSGUSwe/rAmrBoYeUSsVCY8ILFQJCrWMO0FDX4Gwirzz35zWYyhrDUkkJoH2iXcmKhlAZS5EPuFQDn5WDmEmgoRLg8PPaHaQAKysQPvCsdAqSBpxaJWhUc+lY0zMT9Y5C0R0HuGlTm6wRzgumFBGYBqQXhXoOhu9Vobh+NoVhRNKqSAzluUOwokE51gAw1IVEkmd4Wce8NSTFVEmcG5V108OwEJ4SQnMwJbXWCwpslFQ+hHvB3BQSJygHJDQWgpkiZ6hfPblBaCmSGdntm9oPoH1J0zAGuLl7mEkFkqZ3Ai/OARH3is33vFnckiFNskRNWTqIjZKiVE0sCS3N4LYUiVM8pTZQ8okpeGVuFuyQVBCXJAPGJKSIPG70DRUEXcEecPvrYXYTCcFaBLvEu9kHGh+8cmw84O5ioLvVCzCH3sVD98ejD72FBBRI1hqTFRQxeUlSO90y/WIz3LMb8GPOq3RksG0iruSReots5/E1FTlKgFKtGd7mhGVMpk1SFlZGQeEDid4fcxdup532w+GOG4xNNVKBlTlpyZkksoO7HaJrNkjsL5cXuYNL8MwqQ1ROVna5Cz8zkuDw0tyhyzUChZcoex5pHlz02SykgFg/W5iqeVv/AFY1FeQK/svImzVkyJY7whRJTuDY+zxU8svUmookHZX8RTop5khKk5MmcBm4aRCWST1Y1EuYf2No6VByK8RDOTmca7xC+fiSo0peC0NOlJWkKVLIy8AW+kSi/UTVF8T5EtlJCQANYnaQiJc3vyVJmB1QWmACpawWJf1iO4CRPCF5CnKdvKGpUwo06abLSXU5B46RfFlckW5BClgTVhIUbAj840rVWUy0ZbnUkuWl5MxLEWBhtehFWylOkS5ZbOyzcnURnmXQKc2emWCSUkf/ACiibotirMqsxFU9RklgnUNaOflyp7miMH4MWuxEFSqdMzbU+Uc3Jlt0bYY61McVlYlTmWkoL9ebRmcy9RXgKbOpZstqrKlRuzXdvXoRXKTexZCPmjBxCfMkrC5Cj4gc29ujBjTluaKjWvOfkQUPfLm97Np1Em2ZTDex8tfRoudeGVz0Vc5zU6zC56pctSVy0p03hJ0Z2buHTO8mjMskWFhfr9YsxNqWpGdNaHrfYPEp0zJRkpyjYC4849D0GRvRnH6yCSPQEAZdNb+sdlPQ5LEpAayeW32619YmmvIhMhJsx89dYUmgVieWbAJ9oj3D1GIQdAn2hWA2XX+2m8FvwAiEbITfyg7vQAFSpblTAPyguhjdxLJcM3kIVthY34ZGhD+kNtjsfuJHAQKdCti7iRq0PvDUBUqSLFgSbbwdw9QVS5QsWh94A/haZRugP5xByY7ZGqmkAWlhhD7mABkSFXTLZrQ1KhjGTJa8v84fcFAGRIb5G8jB3BRGqQgB2N+cLuY6RGZMv/L6wd4+0FUuSR8rNu0R+ZY+2jjGzMSz8WHP94xpmprUNii5J6MKw3HKixct+sAUOJgNheEOqDQvhABMhYFwPzgASZhBYZgSIadB9USGe4BsW0PDq8HcwWgKZgcE2hASd6+zefrDthRIiawd/rCAPvHveJITDTMIuCYLoNyWXUGwUbu14kn6ia9CX8QdXcGHaCgvxBIcg38oVoKJkLBIJLb3tCu1oFEgUlOh+sDbYkqDCxq78bwP0GGieFFioWhp0JoIzSDa/q8CdiqghUOW384tTK2ieVOBa9vOH3VuQcfQkzpN831669Il3Ih2v0DSXezNErsjRPLVaBMTIa4JVIUSNrRDI9CeL/ZHJzVoVMUgF7xncqNqRQqZYK3NzziAzPloyoyqP+RP1g2GRKmyFKMtSQ3EQu5eR0Z9WnxEAWZ+MUTyehNRM2cUCac4B8I2g7gop101SJSlIp8zAkHgYNRMribPmS0pXLKd3hVrYWMMwOcTGZ/SBqg18kU+bOT4kpCiLs/XOBabg9div+JM0sorluRroOtYlQg0pnA94Fd5ls4vA9QLkhZqGSDkKbEPpDWobM1JeGrmocgKbaxjRGJXKSJ5dKJFlpzO9+EWqCorc2X5K5KUjvJVn1fcRbXbuVvXYkM+iMsy7FJDX6694g5LdMmoN7mVVSlGaQJpKRtGZumXJaGRWlMxJlomCXfXV4z5Ho2WRWplzgZfzTUqAs5s0cvK0jVBWYdZUVKVFhmu4UAz+pjnSbN0UiJKyiWamfOGTXMduYit6liTswq3FCucR3aTlIHh8LMdIhFNq2bFjS25zQykzWIUnMND8p3t/P1i9KrslJXsbNERNAFw5IuBw8/3iD0Ms0zeVKlyafxO+gITrw8oSaZU0bWCyylQJXnJa3G8X40Qkeq9iZspEzIlKQ7FSjq8dzo19o5nUPRno8uaFoBCrR2lK0caUXF0w8x2MOxDKU5fR4GwEHgAFUwAkekDGkD3qS5zRGx0xZhe9oVhQ5JbyhiHKiAwENADmI3PrDoAVrCdbmBajA7wg6WHtAwoBc0KVl3G8K6JKJGFgDxpJ6MO2FBZhpmDmGIZc3KL7wwohMwj5Sw30iLdE0hKmECwIMFhQAmCytzvBaChGYWYvaGIjUsakERGxkXeJ4xFIbOLE3QAEej26/L0z0awVTH3uWGxu58odDoITCQCC+94hLQEOlRBfNAlQnqOmYyQkqUW9OH777xLd2J0TIWw1/KBkUF3gf5uunhNDQ6Zr6eUIYWunVoACTMKAzE7wAIzCbAs20AEsuZ4bK5QWA5WpgrMYAHE+9y4gAlTNJuTaACZE/wjX2gewEyJo+YKfk0TTBkv4gPZ/OHYqCRUEpINrcYWgUEiawBzFjDpMRMleYAEwbCasSFAKJzFjxEO2hUSpWrZRA0fhC7/AFH2+hIJpG7+kK6CrJkTXBvFveU/LJ0T8p+Yl+USUrIODIa+pBlGXm1DExXlnSLMOPW2cTWz1U9QVIzFO/KOdly1LTnP0N0IWtSJdTnAWFO93ETjNy5z9fUi40A4XLVZvOLm0RSaZmruttHLfWISWupJFGZMzTsiioCXqX1JjPLcmg1JQeB01iUec54BlDEV5EEISC4KT9YmRZTkzUTE93OAzJT9doBFepRNlrCk5inflAAOQLDpNjbTrhBQURy5V1JWkOLAwgJJEooOVDZm3LRKKDfU2cPpJU7wzkeMaEBut40QgVSlSNKnkVFLmCgVy3soC8XJVoVS11LHeUZQ+dlCxJsBFyelFdMqVaHSTlSoEWvrFcticTMqlISpgCDGZy7S9KyvMnTzLyomFIP0imUrJpUQMpTIYk8SYqmSiZ+IyQApiMwFgUkn6+0crLZthSZhT5i0oUcj5RoAS4jFJmqK1OdxKbUzQVJkKkoCfElTEl4rNmJRRgrVOSVd2VlJUzZXIfe/MMNg76MBclF785+e25dqXqHOVAlDqBZ2P5OwLfXzEVtehHI9NToaaQcgXJlAHcser+X7qrMbl6mpKlz15QE734AP19YPli72dDQUYl+LUnQadbRqxwSKpyO57NS1yZyFTVuCxyAnffrjHU6ZST0MGZpnplMr+0kkXudOUdmGxy8i1LQUb7MYsKBlLAsSfaAKHCwP8vr1xhqwojWMwJextCfoSWgJBzOD6DXU/rCofcPnTz6/iAKF3mY5QpiNdolQqE+UB1nXaAQJWP8AY6bwUOiFcwvYmIuVFkYWD3t/2hd96EuytQFTA9rcRDW4vAjMe4H0iZGhZiN4TBArBJudDC8aD8gKU2lrA+WnXpEFuSewlqTkLDW0WeCJGFHM7wkAZUeEMQCmDjjABAtgWAaBAcW5UAo7O7xjNoBWA41POARIiAYVvOABHMWYwAIzCLNtdoAJUzMzuXtAJhFTaJv+8ABBb7wAODAIeAAkljvAAeVQuVbQAJwlZcc4AJkzHSHFtGgAkRMcWFhABMFkBodgIFi6T5wbA01uSCcEghn5NBYBpWD4va20NAyQTVpUN9tDz/SJCqwzNsCR15wComTNIGv0gcQsMTdy/KFVMb1DRNZnIvEu4h2lkrZILPA2CWpQriVMoh78PaKmm9SxaaHM4pKMxThVnf6dfvGHLDW+c59NEJGcubYpJ9bG9/fWKU6LKGk1aCoIKh1/H1jVHIq15z6lTjqBOCQoq0a4MT70+c/5v7R7TNUhznYjNc30JjPPYmiEnIkhI3YBt4kvs6iepWmzFKASGudDB3hRRnJEuoKk3cXg76F22LvEzAU8LQ/meodhAlQlzDJuUs4PXrEXkGoiUpMpbpPhDe0JTBxA/EZZqVlAyqsSOMT70LtOmoikS++lLZTA5eI841QyFUo2XqbE5fyhRBZi9gYvWVIqeKyCoqQZgC5aVJNyRvEXmJfL9DOra4yCsUxZA8WVQ0iLyIfZRBSVMupliatd1E2UnS8VylaomkSVIlLAEt+BtFRIojDauUhU6UCtR+VlW84z5CyJTnS6weKrSRfVwftGHLozTBN6syMTqAJf9pQIG5sR6xim7NUL8nL10mdWTFTF1AAPAvm9IpWxsjJRexWl0RlHNmKtQ2Uc+J6tBuSeSzocDwk1KjPnJVlSeFn/ACiyMO4yznRvLkzwAiXKSm2vXnF/y3RR8ymXaTDikAzFuVOQCPz0i3HgbITyo3aXDsibMWsNgI0LGkU/Mfg6fszSzPxCahQOrJv1wjd08NbZmyS0o76T4Eh9W9jHRhoY56lgKBLAcYuM4xWkEgg24iAErGzsXZg/6RBOmTcbQQnMGItoeveHZFwI1kEuIbdEoxIytTkFuJt1xhEqDz5PE/ttaJeCDQImm5PlA3Q1GwCSXJgux1QxDfb7wmCEFAEkj268oqatlmyAJDkNoYtSINiUQdA0SIgBXFxBYDHVwXbr8oQyOapIuzW2hAAJoJumAGEFJJYAw6EOXCczNABGVlSibQ9gInBMAHDd/mVlZ7t5dNGI2DAkquPLygDwSGYdILAYrKiCPO3XnCug18DhVtXPMmJXYIMEm5Da9dcIQBuUfKPVzDGP3jpIGunXtAKqDlrS4B4iEPcnzIFyeV4BUOFBrXtAIcnZmgAcLIDe14ACJu54wAOJjJb6QqvcCREwAO7QwH7+z5wGGkFDrWg0THOZTHn16wWHc6omzpCWDAAbcId2DbbtkqV+EZRBYiQTLs123ES2CvJJmSEhISAkBgNLeXW0Ftg9XbHMwkZSkHS3rAtQoXfHSwuwvrbr2MMO3yiZCy9wAQYVCJgtTAADg0RAgrJgyM0CGYVSolRD2d4z5YN0kWQlW5mVMgEZnFrXPL9ow9lO65yjQpeDJnpmIUSlY+5gi2mDoFVaAllljd7c4n3UR3HTNCxsYkpeoq9CGaEpS5UGNrxKUrEkVJqAoGYk2OjecV+wylVjItD7qgboEBMlhKu9CrRF0SopSZhRULWq40Y6GIp66h4JFqkqSozQDn04RO0RA8MkIA3vl1blB3NBRYl4hMkpImTSUhmHCLe5x2I0mR02LMVonLBL2JDWiayMjSLUzE5k0JFOkkCxBg7nLVBSWgqOZTzZwmrE3ONfAcpicbvUTo1UzRLlJKUBCQdTaJ7ai3KVRiaDM7tEvvkGxIiFqyQc2pqRKIkyilI/xIYaRmyXZZAzKr8RPSTUqJuAAD4fvGLIvU0RbOfrMFmVanC83BD2/f1jFKDNUMnoZ5wWoSruZKDmSS4UYgot7FjyLdk9JgExEwKqS5JGbI7ExYsLshLOmjo6f8Qgol00jKltVAho248FGSWVs2KaizywqasrUdA1m8/WNKxVqU97Zfk02QvNGp8ID2jRHGktStysnl96uaEpcJ39oaSC2dhgUkHI3iVy2jbjirozzbps62UjLKDm4jSktzK27ocKZXpEiIylEkk2eE0NabCFrtEaQ7ZGq63b2MOhhElKAdTBSFYJSczgFoUdSUnQlTPCzXHGJEaACyzufeE9yS2Hd7gwuc5uAvW3nABGpaRcnW0Nbg9gDNSoZSOMMQKlt8pfix64wCGU5uLeUIYClZQBAhEaiFFtYYxAMbp93gEOlYdyBDoBLmOcoVaACJb5S2sMBn39YQzz4z7knY9dcuUc+zZQ6Zx/xLnzgtsCYLGxHXQgAMLQA5JAZ+MS9xD5kkOFBm47RINhs12e/nCboAhOAILddGI9yHTJUqBZjbhEhCSvKpIDHSACZM0aBgeQbl+n0h6joQmS2Nwx9QfTe0GobD94knMFg3eEBIiY5Yl77XgEShSeL+sAhZks/wBoAGzj/aFY6F3nn7cYYiRMwo0gAnE5wARaACVE5IQwaAA5c5zoIdgSyltqouzEk6w7sbdhHKp0vrcgW1e/3h67j1/2HzhObxAWcudA300g1FTdaEomZTq/rCETyFhW+u0FCsafLzAkb/WEMyKmUQX6aISXOcQ0UpqFXcM3nraM+SHbTXPy56UiyMrMydS3LMRf+X/PlFPy355z/tFvcZNfTKDlJ2cWiuUWtBpmTNnzKFdjYWu8R1iN0yKZ2hp5kvKoEEMCAnXjDc2KhpGLyVAZ5gBPEW60hqVA0R1lZJy5zMTa/CFJ2CRRm42gDKGPkd+miN0PVkNTXSjISsKAUraC61CgfxfeSksQFpJB8oafkTREmrmiYe9XY6Nr5xJN3qJjzZk7u1KQMxAJAe/WkWOJCxqKnmzEJnz28ZypcaHduWsEYuTugbSOloaZEgJKw6TtqRGiMKWhBuyelqkmcoyZSlm+XMkhLxYtNSIU6mxGuS9UuUhtAnRoU9UOJFTYUmnmH+4zsSp94pUNbJ34DqpNSVFInlYI4+cU5E27Jx9DImrlUuZM1RWoWy6xS4WTUqMqqrcRmTCaGjnsp2UhPhEVfLXoT72bOC4VidUkzsRld2CLJUGJiUcFoTyam/KpaeSs5kJUsBr9WjTjwJFcsjkWZUqQvwzQw1Yiw/SNccaSKXImEmnWSZUkAnf7WixQT0IuVakyJaC6VqtwiLSihp2wVy0S1JWlQyk6mK+1XznNCVs7Ls7LV3KVIlAtvoI1QZTNG8VKsgaxqTVWjNWuo4URYvC7g7Rs4A9IYUP3g0MAqBWsZi30MAAOCGEAxKXuqBaAwStJs94ABV4hqPeBqwsSQWYQqsE6AmzR8qSdYPI/AAUkpBJPvAl4E2CogMQL+bxKkIfNma43d4VAMZoYAfpBQWRTFaEn2h1QDkjLu8AAmbxc76QANnSRlB1gAYEWv9YAGUuxbyhgREsW/KEM8/s5L6xzjaEl7mwcN+cAiUqJ+UnpoNhiCyk8fXrr0h3QqsYkhA05Hh1aEMSZhTZhrw66eABxOUbm+/CGIlRMKgWs0CdBQSVkqbW9vaJd2oiTOoixJ3d4kH1HdRBOY8L6QgsJKiUl9XgANEwgs5bV366EAwlTf9iYAJEzC1y+7vAFD95wUYAocKf/ALdfzAAYJUAAvTdtYBEgL/5HSAQYmC25gHelBJmMdPrAF2Ty5zWJ5mAROmZm0Vptwh2A+cgXUwbjAAXeJPrDC0SyphzAA7/SAC+BnlgNqNoT3DwVJ8hKRmb6NvEu0j3IyqoIGgY72iLjY+6jIqjOSSUoJfRojXoTszlKUv50gRnlBbMsTMbEqaVMQchB5HaM+SJOLOSxDD50sqWxuXJTeM7VlnsUkSZqE5piplzZx/EKmA0/vpqMpRMJHPX9oHbAoKlziHX3iSm7N9YWwDSjUTUZgVliBrvDVN/jzwDVF+jQVElc4KUu4BLn1D9PFyhdrn8+PP8AJW5VqakjDZ6ypgCohinM4a/6xpjj5zn4lbkauH4CO4CJwCCD4QTsevSLflkLNulwmnRLTmlIT3d0vZzFihWonIKpmSpEoZ0SgBcneJ7iCpCgy0zO77sEOxF/WItWOyKfNVPRk8QCmLAawpR0GmIUhXlmtMXlH+WgiHaOx05V/wBqYkuDbKPaK5Y71JKXggmUcqYvu5VM51zFNjD7UxWa2H4ZOSkZkoIZwAwaLY47IuVGgaBRQSpIGXUPeJOKWglJsgThkhXzFQBvD+Wmxd1Iml4dRIN5xUrXW0W9qVMq7r0CXTysrJe+pP3iajSsj3a0Q9zSyZedKiS+j2MZ5qrNEXZTnpKyFE2fR4xtduiL19o63spXzPw/dKW5BsI1YGpK0UZFW51KZgItr5RqVtGfRMXeOXMCWgMBatCC0SWhF6gFSk6GHYqGz8VXgsBwsEXVDECZlvFZtIAASvOSG8oQCKgmAB1zGSVKOu0SaoE7IEuSSS0QuidWhyVD/JhDTsTVApmjMRrEyIjMfSz84X1AAK/1hgIrLgG77whjBnzA8oBDLUk6HlAMi3AfWC7CqGCgSeA3gERrzFLklybbNAAxJl5QlTjXT09oAOBUrMGBPvHO21NwaJhAY+kLuQUGmaPfl1xh7gMqYUrV4tBC7kFMSZhN/pDtUA+YAW/kwc5z+gWcPrvxhN0FBpmEOkEXb3gsKDCiC7uX1HV4fuFMkROBABdwLc4n3EaEmaeDhtoO4eoSZpVZxfh11aC0IkCyCFOPfWC/QaQlTCW/SBfa2CghMID6BuENahQQWVFnLlw406sYdDpkmfLaFvsL6hImEEDZriACy5CcwAJLQCAzqUqzflAGhKFFoBBZixD2PJ4ewJtO0Sy59wl/pCAkM4kcTzG8P6jqnqFnUQNG8oZEmppzrCQNCLNCv1GdDJlpMhNg5EWLcrkyvUSSHA9bxc0ilNmHXU5CiUnkYUkkiUW2Zs1KknUM14zP2NC9zKqpYBdJI3iua8k09aMOpyycxXdydbiMeRMtiZs3u54IzAmKmq0J3ZnzqMqcoXmDWA1HGI0FmfPUulIKZQUHuVWhN1sPckmGRNlpJQjMrdrwhklNh9GLLk5dLgaxbjgm9iuTLicKpJE0TMpDnUoc33f2jXGKRS2zdocOpJiBmBK0lwXjTjiiubovy0okzx36QojQEX8odINWKrriCUypCwLhRUNIPoH1MefhsutmZjNWDsDp7QO6DTctqTOkS0oqZYQbJIR8utoHuC2LdKEJUqbULlIIOVCE2Ycog9FqSRZlgEd3YuIinqNhIoAjMtawcxtlGkT7bIt0T0tIhHjex47xJY/Qi5+pbkyZ0xToJTtwMXRh6lUpt7E83u5CSmZmJVz1hSjq2hxlpTI5Uj8VcOgauRrC7WnaH3JqmMumILS1Zg4cCLHEhZCuiqZiQJcoMbsdITjoCeoJpe5lZZpST/rsGiiW5fHYz6uZ3aCxADbRz+pmkzVhi2anYmrlzZk1CpzqSLA+WsW/D5925Dq41sdqmcUpyuI6jVnPToLvHbMdYQ/AxmsCQ7wARmaomyveDYYT2uWhrUi9Bu8awZoYEalKJIVpAq8BQaTkSS0G4iJc0kuCD6w1oAKpxIAUTDeoIcLAHHyiHbZLuH70MQBDprcG09gBcEkB4dioWc776NAAKlgBIBFxAAiczEtCYIBUzKLni/OGAJmISSyXB5ddPAAisEtzfkIAAWSlwGA4NtAIBc1Rs7kbwARORca7QAcAicAGN45zNyHVOcEgG3GIIdhyp3El/OJ2mIaYsEEv7RAYcuYQkam3vEk6FVhd4RZj6ddPEW9RpDQkxjpW58XOGBIZ5uANRvDtbiodE0s5BvEvYQYmPYv6wAGkkKLgvxgAkTMS10h4NxpPYIK8LERJNPUe2vOc0HzOW2tsP084l3W6Bug0KKdAX49esDaB0SiYFBzmtvEH685+YBOlPyjSzQe6C73HM+2UC/LX29ItSI1bHStTm7aD1Zvzg0I1ZY7xVvC/Hj1p1aEFDpWofMDoHtb69fSCgHRMWpTsQG326L8oA0JnD2hCDTNAACi/V4k63Bxe/P7GE7KbPq8RegLU6LDa2auUCQWAs+/rDjJbIUo3qyWpnEg2ZQjUmmZ2mY9Us5iF3OsKew4mbUJ8L6OIzPQvWpj1thmAYxCasmtDCqO8nBSQlChuHvFLiSsy58uVTqzlIH0jNki1qWRaASpJGYMTxAirwSKOIUkqsAyg6uQk6wmrJbAU1FKZlOCiwzFzE4xRFtl+RQT8pR3ma3htd41QjWxS36mhQ01RLldzNBKyWD3IjQo0iFluXhuJyZmZFZLSEm4N831tFkE0tUQb13L6lTaYGZMQFrZgsaJJ84a9Q9hU8sTCc1R3p89OUIGWM1NkbIA3zFRDiHYURTEUypiFhybW2HP7QgsycYwedVLRNwyehK0sVBZswuGH6wNXoF1qWKM1iLVUrxblJs0JRrWhuV+TVkzpagn+7mJ4RckvBU7LsplFJmAsNCLROKRBtluaalMoqQUIS1juYnasVOjOZfeFU1Szfi8QGTCrRLHdJClW/wARz69obd6AtCxIVmImFJvfWGhEsyonBGWXlHEnWK5zVFkIuzHqjmUVLWXfVyIyTkorU0RjZj4pMlhISiYHBuxcvHJ6mV6o3YYsv9hpyROnhCn9o0fDZa9qKusXk76UsrLMXvHes5RIskDKbecKrAbxJF9zAwQ+jMq+sRaskmMoh7KJDC8SRFgFSQlwq8N+wIkKkkPqTCWgMjmTSA+azXhiIBMQdC/Q/WABFRcv9oAHSpIS6iX4EQwCSoPrpYwAMVXY6+UIY5WkqYEaBxCAjmG4c9afnAMZU1KbO5PpABEuZ3i7ORcNxhoTBK1E3NveAQg9mVy9IAGN0uNN4ABOw4wACpTKCXZ4YHnQzG776e8co3BPz8oAFmtoYACHjBAJ22gGJTpSCC+zxBy1odaClrKfff6Qm7BEwWFaQn6ElqMlWYkgvcweRuLjuSAknXd4aIkgUA59htF3sIdJuztu8FgEZga5JbaAK1oIKYXVx5v1+cIRJLW4sdIaJIlSW8RF9BBeggwtNnPlEm+cYeRZxY3vBfhc5yxUOmaE+v26+8CfpziHuP3iVC5PMCGppaIBInZLoIYcrafxElLuQLXcnl1CU3Ho/LzPA/WJLUKsbvAksNh+f7D94UnS1E9UEmeTYan7wlJWQrQm7x2yqO7CJfUj9Au8IIBWb6cb6W9PvFWTIoKy3HjlMkQVqLAh+uunjDn6pTVQNGLp2n9o3aJcxMpIc2Fn+kLFKT1Y8sYp0gp85RJBDveOpCWmphlHXQz583PmU+U84t7r35zlFVehQqFrKcua2kUsuiZlTTrm2zNv9IT1Ay5skSVPMQp3/wASzxXVbk9zNxRNHNlKUUkEXfjFGXYnHcwZVStJKZU1DcCmMuhaSHMmYJhSQTfWxvBXgCRE1CVBSilAJAd9InD0Is0pX42ZLCqGXKmJJu514tGmLrUqZflT10ygFSyT/qb3jRGVkXa2Lv4pC055tPNBAdm8Ii//ANdShb6FecVVKswVkS4BSo3iDLEBMlBC+6SslJYFtoT1GQTKinkVaKVdTMUVBgl/lgryK6NegWiYFJRTrS1lFSSxhoTDVVSDUCnSAlnzHLrE4EZLQnnV9FSUa5q8swJTZAFyWiT1VEFvZyWG9oa+pqVZ8NVTnMQlATZQ22hVqSb0OxoKmrmIQwGa22hi1ehUy5/x9ZOUFTRMUngFMBB2oO5k6cLlSpYaQp9yVaQ6QrYKMNlPmUki2gMRY0PPppakMmVMsGsYL0HWpnTsNkqRmWKgHmuM0tzRAzqqUJcspCj4dDd7Rgzz7bRpxxujmsRmoVZ2JLa22jjZsh0ccLNXsBUqFVNlkukM/GNvwyf2jP1kdD0yXMSUhaSb8o9Gnas41U6EVOXd2tE1sRe45XmSLwAMFKPizGEMbRN3/WARGqYEjV/SGIE1AURcj+YABK9FEP6dc4AIpkwB1bcIYClTf8vK1oAJ+8Ra+/5QWA6pwCbHXQtCAHvnIc8IAIjNYqU2p6+8ADhaiQ5ezfzAAittgXEADAt4ibl4AACs68gIJO7wwBzHKVPbaABZlZDma4cjygATElipWg+toAIM6kkKLXLw9xHn4WdWFrxyLN46lADKRfSEAQXnTlbhAMQYNmDkMBbroiF3a0NRsPOksDvYc4W+o6BUEu+gb9YBBJUSTx84HQ02g0ElTv8AxBrznKJOTYech3FxeBESQLcZiQ0SEMJj6QAOFkXb2gAdMzNZ9vpAAUqcBd94LALvi7uNOuuUO6AJM9gfF5coLAczyDY/SAYaJxy3I+0T2QvqF3w+Uk2gsPcPMeLQBSEZgTqREZAEJvXOEBImaNH1+kWRkorUTi2TSguaWAsdSR+sVZ+qUFS3J4cDk7ZoUtKRLSpaSlxx64D2jmPJKerN8McYm5R4SEys0xBfUDhFuLGpJS8c5+HqijJnp1EtqkM7WY8dDGzHicdH4MznZVqE5SQQB/Ma0u1UVN2Y9SsqUoJO8GwihOUQT6wEipOqlJDOwEQcgoy6mdMUokZWBu92iLlY0qMnEZs7K0nKrVyBZ4oyrTUsjadFXDaRMxKqju0BatfOKIk2Sz6UT0FJya+UXVaK71MhNHNE4o7pKEvY5nt+XlEYxeqG2bdJPq6QinkICkre+WwJjQlSK7NcS6cSkhcwLWbqPONMdvcre5Uq11oPgUuYgaJSNfKBA78AS58yoQtM2WUKSWEF1sG+jL1CVLph30oIXqVG1obWtCvSywqVSSZKp9MhClIIClan0hPYa3I5faGmmNKp6lCSGSpLMR+0SSaIujYo5tJIl5lpTNK7hSrxaiplnuKWpV3iJaMoaJLUTHrZ+GoH4f8ADl1B8wGnq0HalsF2VpErIr+1mvoIsRBm1InKMrIsKEKh2Q1M6YgjKM93udIEJsjGJKCXUloHSHqCrFJTFKkO/C0U929llbUUZ5kTElSZ6kqFw7xkzTrU044+Dnq+rABQAVKAINo42bJodDFA5atqh4lXcBxa8c7JOtDbGJu9gVlVROWpIyuwvwMbvhX+yMvW7M9KTMdAGgv9o9RjOHMkQsAMVB9HeLCsArKlkgOAT7QAIzSognbnrAA0ybmSx84AACr6EQAIqLO7i2+sMAROP/1Hr1rBQWVqiekrSkJPkdYdCsnlEJQHI0665QmCHWt03UP06LwDBSQVlQtZuvpAIfWyVakBx1wgGEVC3ie/HrlAAKphUdGBv17/AEgAjWou3+1yCYYgu9CnTvrrzgoLFMmqlhyHB+kJbjewK5qSlnYk3PXVodCsiXPC1lIJS22jwUKwFTcqPCSSS94YAmZNKcpJveFSC2cKhRCmA4NzjjHRCyhQ8VraNAAx8Gh1iMm/BKKGCy76h/SK2ySQbkMpVuXK37Q1LQHHUczQ7gaXv100STsi1QicrWG2vXIe8O2goSZpDMlhxgUrYVQRmq4AcoNg3HVPOUJLFw94O6gpjypwZm2hRkNqgwvMljeJMSVhJffX6wXQx0qTcZmsN2hp0A+dGucHz3gcrAfMrKyTysYS03AfP/sWJiy0CZJnJ+UBhp+v29oakNNIeUUhRUWby5t+sRbE/RkwnJYMfpEk7REHOFE3666vCluH1EXULFn6/T6RFyUVbHVmth1BMmnvZjJGwOvtGLJmck4pmrFi8s1JdHmWEJDv7aa+X6Rnb9TRSjqadBRklMwuQ4IZlc9XcG0Tx43kdFObKoqjblSsqWANuDC946uLE6tP8Pp+Hp6/mzmznbBnSgAVm+7NF6glokR7jIqlMo2s8OQ0YtQe7Krh3bjFWr5/RNGVV1HiygMRFUsiWnOc+k+2zPnrmrWzeHi0Q70OiE0slY7wC+pd7RJSsTRUxKmKEBElBBUNXdohk+0hrQz1SVSEpKlG+rFnMUxjTJtiktLdRdQ/1B0/eNEWVss/hpZHfBBYX9YtjFVZBtk0mqM0d0mSA+pBiyvBFMBCp0qe0xCQgljfUdD7w0qQm9TUkzZndtkIChYnUiJAwUUkgLz2MxQdjoBtaLKT5znghqh6imqa0/h5KVJlqLLWeG5ERrWxt6UTSKaRRg0gJWVFgl3icVe+5GTrbYmGFYaiUoGQkzJm3pqYGqYu6wk0iZUvu1+JADpu0NCbJaYmSQElQDDKX/OJp6kWtA59IqpS4mqfZlM0SVsjsBKQujQ82cAkWOY3iQbl6RiSCkoTNJI0s8Rv1CiT8TOmBSSnPe1gLQWluFNjTFJUhlyQniH66eKZTLowsp1U2nJ8JTfmLRmnmjDcujjbMiuny0kpCiq9simvvvGDPni06NWPE7OXxSomKWtEpaggRx88271OjjilWhzmILUhIKja4Abz48mjC3fOc/PVCPOf1/HWfD6cRJKUqD3ck846vwl/asw/EVWh6TImHu7quRdzv00eqx6nAyKiQTQk3NuJi96lWwSJuuYN+UKh2MqYkl83ha/XX6FCsFU0EsCG4343gAZU3Khgq7Xg0AX4hKklJIJ8uuftCpjtEfeqL5QQ3B+v4iVEbICpRmA6tt/MFaj8FoEFALDNqPSACPO/hfSGINCmLKJLnaEAaVoAuU9Dr6QDAMxzq1+uvOChWMFpSQHN7wAPMKVKsbbdekAAapCs5VDAFa3mHxOHhDI1KzLIKtNuMCSEJ1BL5gQbNbWGANsyRwH1gARWsKN/lszwAcM7btHGo6FjpcpYv6+RhDCWEkuCOZeIPUktCO31iLokrHIfWItIdiBIDCzQ46IT1HmEgW28okJCzK/2PvAhtsTmG26EgFkpUwNgYgSClTHS5cv9YW2wbkgm5dAecWJ6EGtRxUOW208+rxK0FMBSiSb2iE3tQ4r1JBNATcl/q/TRFSG0Oma+gJudW60ibYiQqSlIfVoLAJE0AMdeuvSHQB96AklJa30h91AOlRKbXLRKMqQqb0L1JRT54DDbTT1+8RnkSWm5PtT1Rr4fhCZKhMqE5iPlB0EY8mVy0NGLDTto1D/qLP8ASKTSXsOp86wss/8Ai1yP0PD7aGJQxyyOlznkoz5O1UdBT0ZCQs3I3jt4unUNfJycma3RZkywokEXDa7xojGyicqK1ejKVDQeUScEEZujBqmzG4N9jFU1W5fF2YVWFAqL2aKH7FsfcyZoAWAWTctt1/EYMj+02jRFaFeaQSouMrkiIdzCiPvZbMkhywcDeLE6EUakhIVMFgzvrtB3Naioo0xM4KK0lTb8OcJK3qF0hAyktLQsqIs2hjQlRWy/IkLXLCAsBJu0WRdaCaFNRJloKTMUCLuNotXoQY1PLVKAmiX3ij4gDrl4Xh22hVRYRTqngqICcz5Q9h08SjqxN0H/AMYsSwpU0nKNwxDRP6kU/QGZU16skmUpUuVLIbIHzW39oYiLE67FJCRVUssd6AwsNIblStiUVdIqHtFVSiFFJVPGqdh7RV3Nk6RsYZXGvEtSyQTcpJ3icHbpkZKlaNYSkFwCGG3CLSsuUUlGYlI0D224RJbEXuWF90EqBl30cgdbQxFGbLp0lgsA8hBKkNWyKYpUtWWWvy56RRKWhZGNshn15yETEpOvy7nnGPJk7UaoROYrpgXMUAopc8dY5mabZsxwS3MasqJciYWmKlhYfM9j5RgnP1NUIJbGcupM4EBalH66ftGOc3L6GmMUjKrJc2aokoUcpIB4n25daxV2rwXRn26Pnnn879V2BJEqY4LpJjq/DFUtDB17cj0WiqEFOSarQ8I9Vhts4GVJInMwBfhUG1cRpKAVTgFNa0ACE3MWJAEKgsXeAHKW83hgCuZmsCW1hUAnH+wv1+sMBjMKU21P6mAAJS3UFFzCQMsrmJa5vz66vEm7ElREkgIIYvwhDHTOYaFwIADTMExKlWfaAARND5SRAAK1pKtyBwgAHvAovcAwASh1BiGDObQARLDEqJcXYwMECouHZiSXhALvLZBYiGAz3cWgAYOA3MwAcKma4AVYkdfaOL3qjo9rsMKG3XOI9xLtHKgATEbQ6ZXUolTDflFT0ZIlGYpSSp7j7wJ0OgkOUvb02iSkKh5igGD2NhD7gofnB3BQhYgwXYqAmEDxPcfSEMZ2SMpb00gARUQHyl7bc+v2gAETHLnbVjA3QII1CRoD5wlqyUVYxnAkpcpbeGnWpF6hJqMviZRA094O4VDiozKAD9fzD7iXath+8vlKr2Dc9f0h94dtbBhai13Gt4g5eQSOp7N4SqqUJq0OBoWeJbqhLc6hVOmkSyQkFiNPTrn6xVk0NOOpaIgUoIWe7YsXS93vzH5Rl1L91qMlKlKYOSbARJKxt1qzpcKpWHhSo3YEl7fw0dfosVRujj9Vlvc2LSk+MMAGjo/67nO/2egUrIE94A77iJRqrFK7pmbiBBLE+jQN2WR2OdrULS6gbHltFM9S6Ohj1aXcEbxnZejHnylDS2X6xhyQ1NCehlVREv5phO55RS20TSTKSalKFkqUtmMJzfOc9w7UQ106cshMs20vxhKferBpJ6CkTVoZPdbXJOkX45eKK5IvS6ZLZpk0AmzvoY0J3qV0OFS6YHRY3US0SWgiXDzIrVZu6BUnRzr1rFqlboi15LS+6Mx8rpPhuduDxIiTAJkIE1S0y0C4ls5J5xP/AF1I/wC2gZ72sQgJQhMrNmWSdRwhi2J5mVKGTKCiBYARYisqS5InhInBybkAMzwOPgadagf8GhSu/KQSNLmIfL03Jd+uxk1OHVNNia66neWpSCnKBqCeVnvCtxJV3bGphOIKny8q7s7ncHcGCMtaFKOlm4mZOkoCrpSpmIi+MlRS0ydFUpVlrSw+0PuQu1jT1Ua0uQkk6tFUpt8/otjFIzJ4XKBUnxC903jNOT8F8YmfMqvGqWoqtuLxgm2zRErVFNLmozoID8YyzheqL4T8M5LGZS5cxV3SNL+to5XURexvxNbnMVc5JQDayXY6sw13Pn5RmV3Vc5/3dmyKT8854/LZBUM24K0ENyc9W/m0SWnOcRCa9Hzn6/U7PsepCCqYCA7+TXjo9A+2Zz+qTcdTuqecWJAuC3GPVdO3I4WZUWUzAQ/RjWZxlLAdR31hAhBThw9xw5Q0r2BjZxlzK1duN4GAKZgUCE6jSCqGElRI+Zx5QtgI503KlSYLGkKnmgsAS/V4SbsGiwqa5GmlxEiI2Zy4/iAaVugSpidQN+XVveCmLwJcxKABmOrnkegYdNgOxG2t4QAlTJLg3OkFWAkrQk5QohrWEOnuBKmYEEeIluHXnzv6FoTIy4lso5tQ0R9xgCZmWkOzh2hIYyiU+PU6G35QwHTMSWDi46/KChAqKypKkq8JIszQDOEWp0Mnj+0eaUmdahJW7k3cRLVCEuYSL6jeHT5znuKwMxI58YVVoMk7w+EC4EKrHYSZygBu8H+ujDVAuVHXbeBugr1DSpSRZY5PpEk1egMZSlklyC0JzFQCioj1g70woMFk+JiNhB3LyFAKqbZEpN+GnX6wdy8hQAneF4hJ2xpDJmBRvyhxlSGEZhKgAQ5GvWsSsjQKlquCON94L8klvYxmZT4gQTwiH1Gle/gcz1HR/eAWhPRzXmh2AcaiHHRiPSOz01FNSkKsFXBGjNB3JalkY26LdVVhSiTdtuZimc+5mmEVBFdcxJDg78d9j1pFdkrNjB6QzFZiBqyfKNvS4XOVmTqsvaqOwpJSJUpjsI9Biikjg5JObsoV9Sg1CZaVxTldOi/DHSyeXMHdB1B2teJQ1K5xpmZXLSlSg+mw0icn6koqzCrp4IYmztaM0pGhIw6yYtz4t/aKnsWoy6hSlBTHjGaa1bZYnoZc9RSS7cXbrlGeUbLIujOnFBW773Daa9dGMk7fOc28F1J6EaFOoHYWNr9XaJxdOyFN7luUAXUwygBztF0X5IyJEqDPkKgQ4IvvGqEk0UtNMbu0qKUiZdeoIixMi0ToWJCRLTJKxoEizmJwavQUti2qlnVGVRlpAFwkG/rF6i6sqcknRMKWnSxnzCkpZmuQBBdBqxpU2erNJmAoSl7ka8IkrF7ouT6iXIR3ipgJFmHGEp0LssELlISpSl2WHcjjE+5PUj2vYmomEpJUpgDubxK7E1TJpipE/M8tNtBqOniqSJxZgTpJoa0TkOhEwuQnQc4g7W5YtdjXlTF92CFZ08SfyifzNCv5ethKqVADKhJUOMVWXUQrmVASDMk3PC8JtsKS3BFWtJCVIUl7gEaxGUG9xqSAm4bMqE99LlAlV3Bin5DRPvTARSqH9pSQ5DX+0L5Pgfec72nw6TLk5JspTgHbQ/xHK6zp3FG7p8ytWcBX0TTVLCSUEuOTfztHKprTnPwOlGenOfqQKJsEo87wmiafOc+q0O17LoVLpUFYbMLR0OjVSs53Uu00dpSVIEoIIBcM4j1vS1ucTOu6WhaVPBBuQSX+ka3DUzIdE03BuRe/XnC7AbHlTCskW4l2h9tCbBnLKV3Y2Glx1+sJ6IaAC1kEXduHOI3znNB0EgjM5DNq4668oGtOc57gRTZiWAcM35de0Rb885zUdBS1FLlBEKtbYycTEsMxv116xPchQQWVqyhQ+3X8w17iY6kkJzJSSQRpbfrb9TLQCJQSoBL3aznZgIFIKD70pTmDlI0+/wCnWol4AcmUrK6hoGtd/Ty25coNQISsn5QbM3229feJV6gLvF3VmsR76/v7waIKsPMVFKULyanzdmiDV6hsRlSkzCSQWIeH22h2Opea5Atpzv19YO0Exs4GUJNg4MHYwsJExlNw66/mI85z+Ao4LOl3cuo7Pfp48wr8HXHzWDAae0TIjCbwHzXiHcOgVLLgkas8SsCRKwBpffztDtBqCSl3SkAC8QbsaHTMUklILkHeI6j0D75TOxu28STIsET3DmB6jF3zu6W9GhLQGDMWCgFteW7RKxEKpgdyBy3haDBVOSbkm3LnAFDpmAPfffjAtAGXOATmYHg0AUQpqFZrgNCsdDrqGOuXYw7ocXRGKokdcYVi0JZdWQQdAdxDpi0O57P4vJnUuRMwkpTZJ4xRlkkjRiVuy+itWpVlFnZzwuOEZlNmntL2HvU1ACUkqcNuw166Ath9p0iEvsq2eh4FQinlhawACGB/OPS9Fg7FqcDrM3zJUi9WThJTlNn1eNkpLHqzLCLk9DmF1Jm1qlEXBYeXQjjZc/dP7LOtjxdsdS8haynwLY8HjXiyeTPkgVKuY/hLl994scrIxjRiV5SCA+8Uy2ZYjErJlyOMUzdKi1FBczM4IGnDjGZyb1J0UaiUgjvAouGcRF7jRSnBGZ0KSFAuXMUzjZZGRTRTgqfOk8gYhTHSHmVEopCBOKbE5Ta0WRrYi3YhOnTEoVLDBmblFsZEGi3JCJkvNPUQRYXi5S0Ido8nFFZ0yZUof27JVxG0TjLUi1oX0YnVS0nLKAKjuTaL4ydFbirsX4kLWlSXK0l1KKdPKGBbkVDy3mOs3LPYDh+USuhNFMGbWzCpSQE5iwF3iN2OqBnKnKmJlS0m/wCsNMKLUyoRJeQvLmSLb/SBzoSjYUlQE3vJZVl3Gphd63H2sszZ9NUSzIVbOx1hd6H2lRCa6mLomDundhsNN4Yi5LmBSQVqUW4hhCVjdByqqbJUGQCDY3dvSCG4SehcSJNSkidnBJ1SnWL0kUtsSqNcoE0q5xB4wdlh30VVIKyMwY7+8QljolGdmfjVImfSzJSlEZ0kuLmMPV404tmrDJpnmuJUa0LIlKTMOYuCGs37R5vLHtbTOxjl3JNc/cyJ85IqBKyJCgoBwbByWL+bj2ipJsvqlfPHNvc7DCZS5FNLSZZBAa5t1eOj0ukqZz8+qs6ijn+BghnLx6vpY1BM4eaX2qLRmKUCQoDhfz39PpGy7dlAYmCUoDM5e3ptD0WgCE9Oz+nXOH3ARLnkqDCzPY8vSKpvuGtAxMJSSLWLxX5JCVOXLDkWuPp+0S135z+QIpi0KUFEtt5jr7wtRMnlEBLuCBd/rFkFpYNhkgajfyglFoEx0rKS+Y2/SBaf7c5qD12HVNJBDC/X6Q5SiloJIBM4BbD5gXJiF1oSodcxEtKSq5JZos70RoQmpCsoUM3neDviwoHvA5OVxx26/SF3hQxqZSv7YcXdtvrEZNMa0HROdRABBAY2gjJLcGrCcFzvE1NeBUMJoSNbHj7w+5BQK5xC2KC3Hr0gbewgkqJzKyka2HXGK7pskefCcHBUQx5R5h6I6wSqhJTmZrWA3hd3gfaRGdrlAD6wBQ6J5A8Re+phJ0Noczyzhnh2KgkVCfE5by84N1qFUPKnAO597iAGOZ4JYMx1699YewgStIBOYvcgQACJ5vcGI9zJUJdSUJZRSL8YO4KI1TQtIuC97HXbrzhN6jSAUpI5OYE7QNUMZqRquJJiZGuqCUuX13MJsERS6oFThQO3r08JPUGCqpC1M4seP09zEq5z8SJWXWd2ws424cfz/SB0tL25/Hr9SVXbQwq1KyJQFEpADAjZ9zxYC/ubQSaW/Pw/a/oWKN6vm38/0b2D1FTKVnSlYS3iMZMrLMSOpkYsUkICSSos5H5+sZLadGvR6nedlqFcyb3itS2W92aOp0WJzmYuqyKED0mWqXIkBIAj1sGowpHmZXKVnPdoK7JLUlLgksCCxjD1U6jZs6aOpgfiMicySQol/Xr6COF3+TsuFaERxGZlZ8xYDXy2i+GfUonj9iFeIzGAWsJtsDGpZrX/AD+Sj5ZRrp5UkFKnc6u8KWV785z6NQRn1ExJS733BiuU+7fnOakkqK0xLgrTYjlYRBtVznPYZTmKJBSAD4toiBQmSH1AERcbJWVVJ7pQcEkaOdIqaoldAy5MuqmFapQUpPtAtWBaT3pQEoQgJGwsWZotiQZDMmS6lBkomOtJuxiSryJkUqrRTXUklILJIDueMSuhFoViFJUvvSTrl0flF0ZaEGtSaVVSloZRXLKh8qVPE+8jQxn1AUkAEy9HvB3sKLonoSj+xOUkC+lz6RNTBoeXPnS9wQoso668IknasTRnVgSKzvDVd2+h+0VTWpJFmmqMQTMKVhBTchSTYxEZYlT5hV/ap3VuS7P00PyBLNqJ6WUsqT/1FgYnd7EaLdGqdORmVLUE8ePTRYiLLYNMhhOUtKnsLQ1uJ7ClTsymlzlJAN2MWoqZeQuehgJ5IDanS8W+CvyOuWZiTMXkJ/2G0KascXRnVrd0pbFTO272jB1KqDNmJ20eWYrPUipmKKWJVoQRdxHls+smdnD/AK6nOSlpn4gZATlUm4VYfxr9YpgqVm7JpG3zn3HVUZVJyJ71Sm3+8dTpcf20cjPP7J1NOsqSJjE2sNzbr6R6vCvso4WR/aZYM1UsEFZJG51JZPMM777m1g0aavwVXQ34hRKnAKUkiz6Amw46Cz7mwhNLn3BYKqkuxUHe5ubOPyP13iOyvnP1HrsJMxal3JAIFvy+3tENxk6DlLhZYA9faCh2OueCQgavmN4KBsrd6O9CbgNrBYqLXfskJAChqX1eJKVKgC7yWWOZQbRLnhx+kO0Apk0LluCXGxPXGFJ2MAT8icyrsC8RoEx0TgMyyfExA5Qq9B2LvQpTzr6WDbPDoV+oImyyslJI57/zC9g9ybvJcuUyFann6wD0QHe+IBKQczAsWeH7sVhypkszbqylnIDNp/MIaYaKgEZUO7gOd4NUO7HMxyA4AKXJ4bRJboQyJmaapwAElgeO3rtFncrI0RGYnItMvOebWaKhnmxrGHiULcNo8qppnaqgVT1Lsq1y20OxClzQgljAmBKagFik2f6Q7AbvVhgTsH3hWAffJBZ94dgH3yTfPe+8OwF3he5voL9cYLAiXUNo2sKwA/EXsoNtfXpxFa9iTYC5z6qJA5Oxh99hQ3fgMQo6265Qu4KAVVIytfRw/XLq8CkDQBqQ1zfcgM/kOtIk2vAn7FabUZiXUC0FWx16kRmpJLOztqIddruwSIjMOYKCWGvXvA5rbnNC3tfknpZBqZwSq17t/MZcmetETjh0Ovwns7T5RNmh2U94p+ZRasVnT0uH00mmUkJAKXtbnZveJfMtAsaTKlbISicFSEkHMbMzXt+UV/7O2Tf2dj1DsIlEmhRMUsleTLf7/WPR/DodsTidc+9nVzapMuUX4cdI7EX2qzmJWzmMYrErmhgD4bvtfr2jiddm7n2nY6TF2qzEnKUokEj7dftHNZusozaqpp3yLSpL3ygP6+0DzeBSh3Fb/n5JUJFShSXN1ZerxZHN2vQqlivUMzkKAMslSSWcDbW/C0aFnvV78/dlLhWhVqlgKaw4EXeBy7tBVRVVOUkWILkt9P3gSEyKapTHMMu5IDesWETNXUze9yGYCkmz8OvvDAc/3Q8wZX3Hl+8RljGpEElkTjkzAp5RCMKG2SqnpJexILsWAeLVEi2QinTOJnyUplKdmCmeDssXcRTUqRMMpd9dGt5QSjQ07HQKeQsqUtzox87eURTSYNaEtOqmmTu9EkpUPlf9Ivi9Ctk9NOmrmFdRKZKflbSGACZylT8oKWc+G7wrHRNVVapamWmxNzwhqVrQTFLppdXLLpLHRZ4w7tBQimbRylBU8ZBx2ERGSSVJnlMyRUTJaeS2eBAaVMqaQxmpm5dlEF4siRZdSuoUCkPLA0ys/lF2pDYcCWVkKMyYrU5tLwo7g9iRBCVXSdWBiaXgjuXadaZhAN/o36RfEqmqLa6cBLpUSNom3qQoysVSpMlSkp8IF7+gjB1i+yaunPJ+0iu7MwZ7qUbtdo8j1C+3qeh6fwc3QZ1KEyYwVmuLOSOP6fsIj7F+U6HD6kKZKlPl1OnD6R2+hi21XPTnk4nVSVs6SRPKkJRMBDAAuOOvLQmPQ4pOC0OVNKTLMuYPnOpIYuXvf0ezi2u+kaXbXOaa62/uKhCYoqOdQJ3a993/AC4RGa9Oc4hxDzt4nJvfXWK6JCRPv4SDZiOMPVai3JDPUbueGvXQhWFDFQJOVII1ZuuveAYCD43Kmc7QATJmnQmwvYwWKiQTUAOVa/vxh2Kgs6Upd3/mGACpqEgZdPXrjCsdBqLJUoHTWAATOSGKiQDpaCwoOXMBUcoB3gQMKYtRIYsXs9+t4bEMnMbAjN5sPeExjFSfEUqUoudYABCyUpykOS5Y6nnABKkzFMbMAxLdc4AB7wkqLtfxXhiF3oMsEPqAOYJgA8sRMa4U7abtb+I8kdsMzyzOfrx84eorATUKScpUbm93hDomE8vZXFn84diH79TBSjby26EFgL8SGfT066EFgEKoAuSdNoLAkTUhZ/8AJd7OdYdgVlzsynDahn6tEW3egwe9V/s/533gAEziXzKctr9ITbGkAZpIZzexvz/eEloN7kS55OjQnF3pznKLIpJa85yyuup8V1fX7fX2ixaaB22AqrSS2U6XIb1+n2tDTpWHY9hZpilZSpLuxvoXY/mfX3hLMlF1zmhdHFJ7ovUdGZpdTu2ZTgEt/L8dd4xzzO1Wnpz8P10L4YXuuc/6dPh9NSSEBRShLXCj9+uI4xieSty35bT1NuTPEoZQWGunLz6+wph2lpFekByTo+Wza/x5tFiyqq5znoJxD/FIUvKpZJB1Pn17xdCab05/0qmj0PsnUD8HLSCfAm949R0F9pwer3N6prUKSQUkMLOY6E51EyQjbOcr5ilzlkzCH0Hpp5R53qpXkdHZ6dNRM6pJUlXiynUki14za+DQ/cy6qk70Apqgw2T1ziLfbtzm5Jq9zLrKQpSVJXMJD6GzxX505zQPNMz5+MVFLLWju1OlPyiz9ND73FEHFSdlRHaQr/8AOrIm5OazdcIljzVsRlDTUvyMVk1aAUqCrWUFaxshkvQzuJIKoqBdRUdni6MitoglzB3hV+GQkjQ7mLGQDYhaWKA4cF4nuRKi502mmZ1oDLOVhx0iF6kvBazyVoJXJYb5rRaiAkISpPgmhIuwG8FAUxKmKUpE2Y5Td83ibz4aQPUexKqZLKQkIScttLkcYiqHqNSyZvinIdSTqCdIYiyZys+QruoMEvp5RIREKZaFMgJF9DqIjQyVdJMmycipyQ+ozaQ0gJaRS5EtMtU1KyLFrPDoLJpndzUELAJPlCegFFcwyqhMpCGTq0IC/TmcpOYSwljYHUjjErAmRXAr7guG2OmsTi3dEXRpUpXlBSUFJHCL4lcq8llE1bEFKCsWLxatFoVy3ClqnIIKkpIPCJakNC7LqpgQQpAKQLgaw3KmCjaMnHKlJlPKAGd8w9453WTqLNnTwto8j7TTjOUEJBJDud3e36/pHmMkrkd3BGtTI75MoBKTciwIa3X284ngx989f65+a3ROUq3NChqQj5nc8+Yv9No73Q4+193Ofl9fHC6h3oblLiAKgiYQjYG5F3ub8Wv53vHa1itOc9NjA0maSamxUJpIU5Sz39N9DpBGXn6c28/9IteOfr4/4GKiYsFKmu7aHg7tbW0LuqnznkdXYUusQpsvBgLjTkfaFboKEqYpa/ADcaDf0htVvz2+u+68CskTMLABdy1vygctQSHNQQHA1iPcOhhMUog5xuWh092GhOFEC1nhiHSpmzOAdoACVOcgEAuX0t1rDsKEmYFTBc5QWgsBGapkpCj4YLChZiWKkiw82EAEiJyBdwm1365/SCxUOucAUqBBvdodhQ3fkqTkAc2L7GFYUOZpSnKuWz7PxgAdc1B+UsWLHTq7dPDsKBUZu6ykHgfSEAypikDKQC7a3B4wAKZOV4XUksX8MFhR5ImoSLlQYC3Dj1z2jzKidptPUP8AEJl/Iz6Ach9v2PKCUV4CxzPSfEkAPpf2+z9B49odzF+JSVDL7E9cYO1klWxIKoqYuG2ffpofbprzn4ipeCQTUkOXhJVv+/OaEWn4GExJd1p134RF+B0w0TSk+HNdw/8AEAEZnh7acdm4v192O0NCNdQXYXDjSGoj0QKpwYZeWvDofSCh6Ad4rne2u94fakO7I5qiU+FrEEbueiOcJonF2VZilrzEFQZxrfQm/pb3gaLIuhBRSoO7DS7aEBvYDZ/pGfJdc/n67flqa8CjJk8irKCGRma1zawa92Fyn0MZZNrW3pt+N+9PR7fze+MUlbXPqa9FXpCcyUqAsXFjcA/Y38h5xklGn2/duvf6edm/zok4KW5ojEO8WAqa4BcgcGu59/cnck5mmlbXj39fH9+/kXYkiT/lkSkgLqPEz5c5SH2AY6aaDQ7WiSi97dfTxrr6ePX28WouCHk42gEpTOCgCGZTNdtCzX+x5iLFHt3fNfu9PTf0ISx6c5z7zouyWTFcQA7wKQkEkFzz/SNnSxubXPyMXUXBUz1TBVIlIMpCWCLaax67po/Likjz+Z9zbZbqKlS8yZQNg7xLqsnYiGCDkZdalQmnJckliRrHByO3odfHHtWopFPMUQmZKubMNST1tEFtbLC1UYZklsQlwWAFy/TdPE3B+hBZIy2Meopg7iTlADszceXX3pcEydsw8ZwWTNJqFSVB3sDY+fpvyiEoVoST9Tma/AFzQrIlIRtlDF4ravQe2xn/APC4thgmTpCitGoCydH2+saoNrcyzj5FJxOpnAEpCC7EEEENGiLvUpaNOViSyQhYCkZdG34vGiMr3K2ieZUgS1TggqPADdostkaRWKzNCe8LrbMAdoaXkGyVNSmagpWkg6MR+sT1IAXkrPhXfRuuvuIGIySqYJipjFRAI3EP2Ye6Hn0swoGRQSCpiX2eEkgssU6DLQlBVdJ4s3X6RNxsimQKSs1ImpfM3t5wpKloxp2TySoz5iZqzoMoF4jaW7JU2SINJKcTULyqLqHGBTjsHawin8QkTqKX3aRZlH6mGImkyTL/ALkxaVK1ZJ3haIaIKiYZawruQkEZQ4vA3QUT0RmXVMW7b+0HcgSZaBkJXnUkPz1iUWDRck1shIEpKS72YbxcpJKyFamhIlyQO8Uo8wd4tjOkVOFsGZjOEySJc6oVLcsFFVhEXk1GoEasbkAFEuYlaVaKA/SIzyp6slDHRk4vVpKCcudKrhi945XV5bVM6GHH2uzzLHaOoRWzJ6VBUtRzEpBZh+wMcd4pSltv/X9HUx2lT5yyp/xs2epJMsukkW1FwCAdH21tfgY29HjlHJz7vcqlJdyS35XP5NSRhJTcJBOZ/EG3Bsz28JIHBXGO3hvTU5uTD3rRfr7+2u38XsrUmimoGZJUL/5Kvvw+p5mNCk1S5z+vczSwSTf88/ire1MsSu+SMqwopbRV3caX55XD3+kSUn5K3gndVzlFxXfkJ7taQRZ9XuNrDotxiXe3vqQeFx8c1/hkmY2ZBAcF3cm7nr7QKVakZY2t1ziCTUSCxQD4mFwbuHH09miTIUJRTlAzEFZYEDQwu5+o6HhAB3plEJAACWLknTiS3I6nYcYkn6BRY75ZDWaDuYqJe+BLJSCfN4lYqEQxzLbh19YPqA4Pid7Nr9vzgAEzCASLjW/l/EFhQkTbeIA349c/aFY6GCgApa9Rtx0gANB8AIZvaGnoKh0qub36/eGgC74MUJJYasOMFiockMkM7awAEJgSoldr35QwBzKWODC9oAE6SkOTYac4APmVHb+imKbOoCxLrbXz68o5n+NJLY6ndG7LVN2yoZ4yoqWXqwUCfu3W14jLp5atoalHQuye1lKqYzk5jZyBbojjp7VvDoFLwWqbG5M9QIUPEH5B2H3+8QeL0JaUX04sgkgJKmIJs776cb+3nAsEqrnoR7vUsoqZ6gCiTNLgaSzqzM/6wngaf2eIPmeoKK2YCSZM0DcmWrS36/rEHhdDU2QzsXppCmqZvdrchlht+fm7c4axST0FbaI1doKZRcTmOrlQ16b2EHyGh+RIxeUtspCgwDgvbn1sfOH8lhbLAxGQGZYfzsNP5/d4PkPbnObDvnOfeOqvpllyoO4306/SEsD5zmxJNPfTnP4dEczEKcvlbY/T+LctIXyGS7klRF+OlW8TCw05fv8AzB8mSH8ynpznH5GFWgHOkknRuLB9fSKZY5LnObGrFlSdrnP+k0uo0WRdBs40Y8PMPx94xTwtOvD+7xW/Fe9m/FnV1znNkTy52VQCDYME6HgPN2J4Eu9nMZ8mNrfm72paWvuW96GqMu5Wuc/IsIrFhBdb5nIdvo7bkDlY6G2f5VO1p/f0vxf5rcFfqRVExJJKprvpZ7bW9Va8B5xPHCnTVc3/AE+oqsiQ86YmUiWM6vCkMHJNh5am/lweLHdX68/LTT6sUpJRs9W+G/ZvEqH/AN1OL96HIN2jb0eCbn7HH63NDaJ6bSSlyPCfVzHpcW5w8rvUkUtsynLAj7tHL66Tckjf0cUk2DKlGYsTErJawc3PrGFRs2e7L0ooN5qn/wCoGjm9ttTbiYnFVsVSvwWxUOjuwMoA/wArk6eh/b2tUV55y2UOPkqVNKiYHQApb7izcYTh3ak1kaVGTXURUkInSjezC32iueMnHJe5lLpUSFqUlAJdzzFv1+8Y5xcS5eiEvuiSlUsK0HiFw3RESjJIOy9UU6vBsKxEhU+VkVo6QBtFiy6kHiKU/siJSgKGY6C75y7NF8MtbGeUClPwbEKI5piFKSW+W4DGL45k9St460KNXOClglLBIuGaL45Itblbi0S0kpMwqIsRYHnFsSDLBQpIUkeJWw5RNx0Ip60U1D+4KUkd7MPygvliK0GyxOkrJQFE2D2tBcI6yCpPYklyKkjMtIEs2AIHW8YsnWqD0NMOmctxIp56JylJIAVY+Q3jFLrpPY1R6RLcjUlMpaZipZWVX13f78tYwy62Tk0XR6eEdyRFbSqH9xAD/wDbS7XgXUyjIc8arYmlyZFVaXOUoMSlrA3PCNuHrJOOvtz9/oY5YlZCqRPppmVCVFJ0J0t0I1R6iyt4vQrVnfLqCoHwpSQHizv7k/Qh20x6ZVRm8YIJ0veHoh6l+VUSJV5kxI0AfaLYzXkg4lhU+XLy9xeYsu53EXJqXkFBsdImTQ1TnF7AFgeEEnQLG3zn/NRpkinShJTJCgtnGvDlA1z8fcujiauub+/P1gPcSkK7hISdSHe7dabecRlG1p9Of3etL1NEOn7nzn4+yK81QKT3hOVO5JccvPTzPnGKeO9P41+mnn7Vfc9la2wwN+Ocv66PZMw6mmlrYFIVcAuAWt+bluI47TjjWqjynfFWj8euz/VOua3+XnR0/CW5SKWXdSAxLEkEX5/QRtx4YxRkeJpKPp9Ob+1NperuzLpj/ikJDPwHR/KL1FLYgsWunOafki7JoEu6gpXC3r9h9YlSE8bfOafQs/8ADomaICSbfMev5gpEPldz5zzzUgVhE2SrODYXfhob+nleChPp72XOP38+rCTTpmJCZiAeQ3Oh68uEHaQeBP8A256c/l2M/CHCpkpIQ4Ys3P8AOCvCMmTo9W48/f8AX0+ubUU1VTWmIYBwC+8JL1M0sM461zn9WRhcwF0oUCpju+rnlv7ekStlFIhJmKUSGBsVAABXofTV/W0HcFFmVMWAlJII3tffn9P1hqYnEnEyUkBS1MDwDw+5Ee1h9/LIuovuOurw1L1F2hFaGJsdL2uYfdYUITksWAcl348+uMPuFQvF/wBRzB/P0iPcOhyQAdAoG4Hnp1wgUrBqiMqCEpcC5I2h3QqsdE5AWNCeR9oFJWFMdORMogKAIIYG8F1oOr1DTNy5VOQQDmHrDjLyJoIT3KltqXbr0iXcRoEzVd2nLZrQr0HRKqZ8oUGAtfrjErEV1/04fDsnMcJkuzWSw87W+nCHXgl8yW5p0X9P3YCmSgy8JkeBmGUsPrCcbdh3yqrNuj+EXYukGWXg1IEnYShbr8oKjdh3SqrNSm+HXZKnQEDCKQpGxlCE4JgptF6T2R7NSB/bwqlF9e7EJ409QU2i5LwPBkjKnD6cgBvkEHy0He/AysEwUgpVhchi/wDgIi4R9CSlJmXivw87J41LVKrcGp15wz92HA5NB8pNUCyOJ5P2v/paw6plTp/ZXGKiiqFEqlpX40gnlwiPyUixdQ/J5nin9PHxXwsKEuokVWQg50AspvM2ff8AKJdjvT9eew/nR8rnLMhPwi+LciWUTJMp0p0zZnsOJA5fzDWJJ3zf8vuB5k0Oj4ZfFZJKZiJTAEA5vJjr+tuBip4I8v8AgmuoRFN7A/FNKVd3h6SToe83tbew4825w/kQt66c5+o3nXhc/L9DPn9k/ipT3HZuesB3MuakkAn7v094Swx2fPzG80dKfPwKM9fxDoCZU/sfXJyk37vNxL21vbj94k8EF5X5iWSyvT9oO0IOWpwWtRcOBKKRyJJA6aM2Xp4Jas14cspStc15sjocOrqydLSv8PUpJBDLJdhfR7HTXlbjzM2OLbi9TrQk39p1fPx/drR0aiqpMqUVTVgEpFsoLPYb83bkdYyvDJSX8v73+W69vobVNp3Ljv8Arx93mgVjEhQPdkHnmBD67Hg51vb/AGEVrpmt1z71+1r7hN9vjmx6r8H/AIc1/aaqRi9XIXKpZavA4bNsD5NyjRi6N9Rktc4/dnO6/roRi0j6Op+y9Dh1MUyEAFtdGaPS4sMMUKrU8vPO8krOWxOvpqaeZQICgbiG2kNJsjlThMlAqsFaCOH1f2pnV6Z9kXZfppbJBADEML6jrzimEaL5zvQtiSostKQWIs/XP6xbWpR3eGSghAAmhJHAByICO+wask2X4ZZ/6gDd4KaVvmn8/wDfAtUzMxCVNMoMkJUr5X1Nv5iL1J9z8HO10szFgy0lSnYuSw192jPONJ0XQl5ZSmDKoEqAVoBrv9tPpGGS15z+TSvch7wylALfg53F9zrtEE6fOfwCdlhFc6yjvGILMSz3/noxZ3W6CUExjXgrKWU3+yi45ct+ngjkvUFDQysRoqarPfoV4w1klrX/AGi7Hn7XqV5MKexiJmTKFQQRlDs/Eco6+DLGWhzckHE0UGZPCZVOSogCyQA/KNbypopUGnoWcO7J4oZ/4lUrLf8Ay1d4xzzJal8cbZ0EnAUywozUlZNyQCw9YwZMrexqjDtXvznNZF4Z3KVd2lQyjg+n89PGbt1uy+Mq0Zjz6Sf3jmSySwCgWBG56+sZ5R11L1JMH/j1KmAlXhUllvq3CBYlY+4zsSw2RMSZfeKUoqsQlgk9bxGWNWOLpaGFLrayhmmnC85Sbk3zX47mIdva6Qkl6c5/JfosUmz3QoIzjUKEWpy/AjKqJ+9p583NMlEEA3FrXeNEM1Kmyl4rLQpqRSHMwy9Gdy49POLFlT0QniS1ZVm0CJZ72VNM1OoDB4msva+c/wCEVhTYaJq5RZcwpAOhSDfU7bgK5a8I6GDN3bc4696p/SyOG9uePu1r32JV4giQAhakk2Bc25u3IfX2vbW6+79v118aW2vM1h105y/v3Kiq5alhSVFjaxLO7fmH8om6XNly6r8Ls048C8cX0+m3n28kCq5UxIVLlofUA3uB/wD592gclznj6myGLs33/v15+FVIiqCyxGpDMW8Nt/UFubX0iLh3bPlp/T9/ey1w9ChNGc9+APFfW7s5JYcd+R9FFKOiJdqa7R5M3KogEBnIvawD6eXTARYpEflmgiaglkr8TsL66H1s0WKRF4lzm/uWpM0MUsHvqQxcEB3PEj78XdkXiXOc/A0qerlKLIZmJAs7k28uHnvoTJMg8dFsATEsC4ULEFtecS3FsNMpH8TJfgBe36fSBxKZRUtAEykosEj266EKhLGkMZMmanKuWCCLg8OiYaF8uEvBl1uAy5hM2SyVagbPEe30Ofn6GPjTnP0OfrKeppCDNlFL3uNoqaad85z682eOUN0Rd+pJbISSDcQKWmpWxk1Iu4faxg76WoUSCdnKgTqXD9c4fepaC7aJkrUWLsdBfeJqTIuKDC0sQxtfzaJ2RoXfBwA5dtYXeSp85z8Bd4nPlSlSswe/57Q0yLQ0xRJCVAAAt9uMVybsnFKgpZIsEkkln/UxKEtCMo6hqKAHKrvwibkRSHBK0pJ1U9n4N+sCdsGqEm58RBU12tEtLIjjS45kbwAOS4Ac2EAHsvdPdQHrFpALuwN/aAB+6HGFTHYOV1EZtYYg0pJYawAP3ZSWYwAGkB3UH4RF2STRPJVLTchgOMNERLmSiTpAxgtKIZQF4SYUyKdRUk8HMhHmRC76GotmdO7P0ygVAjT/AFBgttkk60K68ApgC5S/HLBqCfhPnGEnAqRg4BFwPBD18iepXqezVNOQUpRL8X/SCxUZFX8OsLrAO/pZRVxCBrz4xRki5fQvxy7afkxaz4QYbVJypTLSNR4R+UZXgTdmtdVli7TOerv6eqOsl5fxi0BIIASzAcGbSF/jJ+S9fEcsdf5/kr4J/TuJGMU02sxKZOpZc3OqUoBj+Ww9ogukt6sWT4jOUa2Pobs4nCqJIwvDEpSKZIC2BEdLp8Eca0Rx883k3ZY7V4rJw6jmBU1KFEFrxpy1ZRjXk8uRUqrJc+vAzgk5VEaxlyt0a8aVmtgyTV0yWJDBidWjk5ovu7jfhkkdFLp0pSLKLNZ4iopEpTbJMqkoIQhQ4Of3idOtCFq9SBRLjQEWIiGhMmRPSpGYF7OGBvEu7Qh2kExK8i1IQVFrMfV7/nEGnuTsya6lKD4gkE3sLj9Iqkq3Jq/Bh1PdAKCEklmsd/y+0YZxuRpjfkwK+dUOUABkf6vb9Iplj9Sy7Y1DJrVIzFZyqBAtqPOFVukSUvctimnBlzCwBAs78v0iKi/I4ysrqQFkyShVwSfTWIfa7kok3tqXaHshPx5eT5EAArms7DhbjHX6OM5KqOd1LimdlgfYfD8GSDIkLnKYuqYNT+UdP5MpKpGH5kY7GrMwmdmYymuTY/f3jNk6SWsmXR6iJBOwybLBLC1gltOrRnl0koc5+5dDPFlCfIWlTTGCrWP1eKGvFGhTi9ilUSZYBBTmszOLRBw9QpoxJ60ykkoWQBsoXVyv9/OIqNssctDNnrmTE5SpysXcWFrfeE4prnOISbMHFcP3R4VEWVprFM4Nk4soJw+cuUFrqHWgh1Czk6D6RHt1GW1ommX3SZZSo31dxueHQhytaCTSZJSoqZawlcz5HTc68/tfnBF2tSLkvBPPqVyAxVlN2ZI89PaLHpuhxepTXWFYKluQSbhr2I4NydtPIRrxT7N/Fb/j5/T112s0wqvw/n2+v11TqyNVYwK1rSwVnN2b1Jsx+2nHXHKrr7v1fp7P77W+2qMFfP41tX97rfarNr5QOUzEAsxIGmxHIa+gOwtoTv7uffz0NMYc5uVDi0orVmF/8hZwAATbZn04JPBoa00LFCkOMbpwR4iCSQzJZ9+XC+l+Ds+4fYxDG6YhgssfDoNA/wBN+ZI30O4OxkP/ADqfDMNr3cudAS3C7339SQu4fYSUuNoICQVAkgMksSS+2uwLOdWvu1KhOBr0mJhZZUwKe/px5Ox5eQian6kGjQk1Imp8C9A5AOj2+rRYnZFo0KXEVylETSVJOrkk/U269JqRXKF7GxJqZM1OWWtCgFXI211ixMocWtSfIlYJCGFiLgfX0b0JLRKrIXREZRBZgX35fpeI0StMbLtlLtdw/VoGR7b35z/vkinSZc5HdrlpI0II1hNWqIZMMZxp/tz3MPEMBQnNMkWuzbKttwGusVKKenkwT6CCV7GXMwxYAyoKSltnfSKp3epgngcZVHbn8FNdNOlLdKNLvCTa1RVLHKKtoITFKAJNgdokpaWQG79IB3cbQnlSDtsdMzOUhKeUJSbGWErWFFTudbWf2ifcxUgTOGYKKSWOoDPB3K6CiSStljxZTp4onGmiEtAVZCkBOpcj3iT8UC9yRcyaRLSW3IcQlad85/IOmg+9CFhHdAsNW9Ykr2fOc9SNaWMFKZ03to7xMiEFjKkBQcW663hpiaPbNLDaLisMAEWUIAHUhI/ygAEgu0PcAlS0hI8ZvtCsBgGsOUABJd/SEwCMvvBY+cADCVlID6QNjGmSlFTiIEroQSsCI0ydoYoU0TWhBu2MZai42h2JDhCQGXqOEABZU6gH2hBqJk8LwXegbaiEpDl06wUHcAZSQfCn1gofcEkJSwO30hUNytCoCmgnLm06Mq5huTd4sTorkrOf7Ydn6vtMFoRicymKiHKU3LGwgf2gWhHSdlZ0rApeDoqAsIZ1qs/ExTl1VFuPR2amHYaqgkCR4VBDkBO/TRzstOVG3H7mgASWKX9Igo2NuhlEhyx5Bz+UFPyFkaETJgK8gRwPrB2eR9xKlCJYbid94XbQN2V6idmQO6DkB8pDH9oJIa0dGXVqWVBS/CrZOrDzjPJMtuqOcrJ0qTM7lEpwm6i2jneM8oMujJFRUmVOZQlAZi2bd2f7/lFbg265zUl3aXZq0lF3CmEkIAAbYC0OOKlbI962JpOFzsWrO5kS1HTMf8eDnZo04ugl1GqRVPq44jpqP4bUSSidWzTNNzlZgDqee5jpYvhMIK3uc/J8SlJ0jqaTDqSklhEmnSgDgOujHSx4I446IwzzTm9WSzAlIsIckkQWpmVCly1EADzjHljqn6c5/Ghtx00AmX3ySVDWIrE2q57+mu/47EnLtZnYhh6ZwIkhJOx4RnydPWiL4ZbWpxuMrTTrUKgKSUHhvHNyRo2wle5zq5lRXIUlEp3BABLHXaMrg3qti/u9QJtJOlJ/uoYHd7GJxhSIuVszq+kUUZAohQSQFPpEJxoaZj0/4mmc1CgUoBSkPcxVXqSUjYlIUpCT3iXLHnFnYpEWy9LpqRWqApQGwuIvhj5zmxVORbk0mRRmJSlaEEgJI0ibxaCjkrcrYlg0mfL72nBzG5Q7F9LRL5dap193Nq9dNyzFlaejOFx2XPopiXRkIGpL38J9PlB530gjcW4y1+6r3Wzrfb0X2Udjpcnfo3zXdfl7fZWuxztRiSVJzKmWGUJSXAbQM/Iljve+pjZj/wBfx/X9fX3OnGNIpzcQUHypZtWDlxqPa54AXYm0ydFdeLTQpQD24Mdy4f1DG/yjjAFDIxedmBUzE3BFh667n2Gt3AokTi6iUjKgks+ov67c+e7XAoNOLJCh3qRlL3DPo/E9HlcCjTpMUlpmAIKCtJICCWL229Bs/qLMi42dFQ4ulV848Knulkiz3fyJ9OQJkpUVONG3TV8uYEuoEEMCN9WOpdw3G/pFqlZW0atLXLl5GW6bG5cHbbZjz0EWJlcoWa9FiEuZlTnRmcFtzzA9NPPi5sjIonjZdQpKgkCzENe+/XF9NXiaZW1QDOPl1HAAacW59WhDAUMyip/mNns8Ia0IlSwczN4mNxZxv9vaESK9RRpmLBANi4vx9Pz3PIQqK5RjWxCqhlrGVQJSRfMGcGIuNmLL0vf/ALGXXYEvJmpS6j/j+kRlB1ozDk6LttpmHPkmSoJWhSS2hHXKMck9mjPKLxumQS1+JWVTsdYUZU9SLV7E4mELzN8wbj5+cTuiIf4hB/tgBwbnbr9YnGa8g0GlaSUusB/eJuS2RGg9SUBYDG/XCDuHQxZIC3s13eGpUJqyczVBSHX4SLc4amJxI0rzZgd+UWd2jsh2kxKAnNYF+MSvnOfUjR7cPPq0aSkdLDQvDAcqDeMmEAalIU2XWBAMpQDAkawAK2zQAOGJuSOYgAkSQzJUSTvvAIa/eJudYBhq262iIDAAkwhhBLjR4BjFAGogELuyS+VoABMtb2S4EDGhFCk6pPtCGPlPCEAxQTpaAB+6a7RIWou7UP8AA+0AhjLzEApvAPYtIpUy5RUsa68uUQyarUlB09CgohZaWG20eMLi+7nOfea09CTKFMCki2oLQ3D0F3EU1U+SARLSoEtdVzD7Ih3MJE9czUBI4/t6xGSd6saojUqWtSsk0KL3vYWHvp9YTtDWpXICM61hkpch+rxTN1znPwLYmTV0NVXLXPkyywDMptmitLuY26KE3CailGaoCSpSnys5aIyg6GpKwaPC0LnCeUjMXAA05lh6xBR1JOXg2BTrVllFJzFTDf0+8acfTKerKJ5O07XB8IpqGnTLUEhamKjxMdzp8XZE5WbK5y0NJVTIlpdYKbWtrGqLi0UUyhPxBBWV07pQgOp7OeEEorwSS9SkvGqepzIkzghYs6rXjIy1Royps6fTLJCe8CtS+kU5DRDYeqxNQQmXnZ9WN4lCK8ikzMqZ1RRImT0TCQE24xXl3LMexzmJVoxUhM/5jc26foRyckLN0ZVqVUyaakGUZRe2wDcoh8ltdzJPLruRVk45HV8huFc/zivJHsJQl3HPT50yZNKilhbjpGFy7nZqWhVrKWlrD3yZaErlgtrrzhSpgiPDZwRlJCiAGsOuESiyL3N+nmypYGYfPa4jTjZVk2NFE3u0MEuHewuYv+hSvQSZiVh5kwAM4JDMODQCMbG8Ik4pTTO8ZZUzLB8UJLtlrtzlrX67Pb0vVSxy5xHlGOYRU4XUzTlV3QU7qSSBvfiDd97kixIN2Ofclzn7bHo8GdZFzn8aI5+YtRZJawTwJ04+v2G0Wmorzu9JQmWSnMSCRt9CNHO1wBvDGVCZ0lLpCkrLJcixUyLFyxJYi5PDOIYyxTV4WQkqHjVmQP8AYapOU6uCeIsXa4CehF0i2hAWPDcm10mxccPP78oDP/kwe3Ofz6OpZfeywnVSeTlgx20IueVuBvHuRJdRje7r685+Jp0teU5QvMFJYuHBGgs99XDubjmBDLNGtDao8W7rQBSOCVPsWF34pvwAh2QcbN6ixeVNDInlNk2OuraPxt6AaG81IrcWjcpMQUpg9wwbVJ19tD7njF0ZWVuJs02JByJi3dzdJsPrs5/RhFikUyxmimdmU4UlRBc8dffb7xOyrtEWFhpaABoQDB3LkcrQDAMtIHhQlrMAkWOj+32goT+0qAUi97wqM8oFatw6mrEd3OllzdKgLiITgpaGbJgT0fOfr9Wc1XYLUUqlTEpzy9suweMs8TRzsmF4tSiCw4EfvEWjOmAQAokRC6ZKtBwq7u7RPuI0H3hzMFODraHGQNBS1AgBV76eUNS8BQ/eglkhRYML6Q0wCM4JS2Y3G0TcxUMJyWcO7XaH8xCo96zecdIxhJIIgAdgdYAHIYwAOGIgAcBoAFtAINJIHykvpAAKgU+t4QxJKmsT6QNATyiAHULwhkgN94YgoYDhBJAG8AWHlv8AL9IQhwlkkEajhAALAaCAY/dp8zwa8ArAMtXBxx5QWMJSFAAZX2iLVkkxZcqrDSK6J2NVd5NklCHfmYlKNpURg1F6mHPm1FKkqmS5hCdwl4peJpXRd8xPQrpxxAVlK1B/9k9dPEe1j7kWDXomhwsEHViIj20S7iGZPkTFFSkuQ++5iPbQ+4aTOSHVLYDcDh0IahYu4kWpQZU05kIYm+peFLHY1Kh6ea0qZLWQDMNizfvtFXZq3znET7vBnVE2UqaqUZgmqZnJ+a0Z5vwWJeSWhlpSV5LAWA8y/wCUPCk5BPY2KRSaXEJUuYQVPbkI6mLcxZf9aOkE49/KkuLpcg7GNyh9kxMpY/VGhpgQRnXoHvyhax+0OOoMmmMvB0qXMSZqmUovoSP4glPuVgtJUcvWCVKmKRkC5ilEhT6GKy0xa/tNIoWp6ibdrud/OK5y7dScV3aGHg/a/D8WxhSJ1Unu5CgnKVakmHHXVhJUdfi1ZSClTlmjx6NwiGWJLHLwcyuXLExUyQM2p1tGGcPQ1KRTFSmdMKZiRZxrENiSeuoNRNkKply0qL6AtGXqUX41UtTnTNmpmrTmADEgHdo5DdG4zUYmqTPmS5stRSouTuBBGTuglVG9IkUop0kZVOHBbaNUf9ShpWTJlJUpCVMWsBwi3HqQmqNGStKAw1I4Re0UkS0rKUqMxgCLM7iGH0BKpiFFGYNoLamIS1RKOjsy8Zwf8bTtllDNaxukW08tYrk5R1+/n1+73NmHqpY/9fXnPKPP8a7KSpC1LHgJdspLANYegA84jHqmqT9v29X51+m+vjrYOubVS9vT257fpz//ABCEL7uWrcFrJcl83ub++pEaoZrX2t+ff/PpaaXRjmjJa89iGuw2sErLRoJmj5c2UA6M/mX5s2kW45/M1iuc5TTKpdZjhvznNNTnl0eOUgCBhk7KCMuQEggG3n8qRcuQNiSYu+W7pnPn8SjNqr/Da619fK0ppN39qldU4rX0KQajD6ooSAklUs3IA1U3He4bcNE108r3356GWfXdO19362tNdPSm1WiTaqUb1P2qw6YCFzFSFBRT/cSwUDs+n7mBdPKXi/pz6VpvpuZpdYou467+vi9X5ett3VLVVa7dOl7QYXNXLKauUo2a4ubl/vpsTyEJ4JR2/S+fX8wj10sekXXs9+Xo0td7SpGjS11J88qoSGGjvoBZ7toPtsGrcJR0kq5z9DpdP8UWSSU3p93vzx4e2+lT11QgkGYZeUElSVMBYPofU+musKmjrKcJ1Xk6SgxmWslM1SUqfVTAMRcO/EkcWbmYkmQlD0Oho8RTMYKIIUzXsocLa9cotjOyqWhr0tUzOsBiCCzgOQH4Czelg0WplLWl8/suyKhRu9ixuSQBlfUnmm+97amGmVTko85zyWM78YdlfdYabwycREsLwDZGbOo+8Bnk2nznPZgrbQHlCZCq05z/AJ4AmSwpOSYgFJB1Gt2f7xC/QrlHUxcVwSXNJnUrpVc5di0Z8kGnaOfl6dp2uc/I56bLmyF5ZyCgi5EZ29ec56GetCJg+pDlresFaiskB3ETeqEtGPLW4JuXELG29Ry0CZk2189Is2IjFWa54NEQBCyQUPYHSEtxs+gCUtwjs2YaEkXD6QWFEouHhiHdmJaABIWSWYwbgOdQBB7gIFtTCYD5piQwSDAA/eqUGUkPpBQEstIyBxAAYAIH6QgHSCObaQLQCTMEi/OJAEhbqF2cwITJwXDvAIjvu+2vXV4BgKIScrD1gAJN8yy/K8IAgpAAIF/rAGoXeyzYqg08hT3HypNwzGJNReoW0OJYF25xGgTF3YIKSPQwmh2kU6jCKKpAE+nSptCzH6RDtJdxDIwOgkgoFOACSbbQu2tiXcQVWCyyT3SABrYxLsXoR736lE0BlLdctcuWA5Vxg7EPvZFnkzZypcuaFJScwyl4hPH6E4Tvcq4hLKAClYKR4i0USiWxZzUqv7nEhSuVIJ+bjxjnZE03ZqizfoasypyQtJsSTfUP9P2h4XrQprSyzg1Sa/HF4jPmLTKlHu5aVBnPGOphuzHlqjRxjtFKp8UkgrfIdt+MbPmtGbssw8Wxuq7R4uubTzlIpqPxEg3KthFWTP4LIYTlpXxSNF2nGEVla8qoJSUE6K2irHlctycsdLQ3sSxnOAZaVFWV3Gz6GNFFJ5r2wrKismKlhS1MnVCbFtYzSi29dS+LXg8/7MysTwbsx2gxmrnBKkLWiWVBgAPyf7xdBbR9/wBRZGrs9L7EdoKzHuy2HIqFInzVSs6iFO12684ulidFHdqb8yd+FlKOdim2sYcsa2RphK92Yk7GJctfeoWnW78IwZZ9hpgu4r1PaKnYhKrqLuw6/mMGfL3I1Y400Zc/ElT5maQSqw8hHOlbZsTpBSaWYsKmLSoKN7hnLdfWLI42VyyGlRkKkAlQJEspAfl/MaEmtCltbl2k7xeVIuSgBuJe0Xw02K273NASpnhmJUXCdOFz7xo7dCruGBzsozCFAkEcfeIkga1Skoz6jU7l/wAojLRWhoqy5i5iQru1FwxIF34xnk2y6OxmVMpM1CpaxmRs+qfK8ZJKzRF+DmZ2GS++UZJcEuE8t+Wug/eJQyU9Nuff99eFtSa1wyJLfTn315dfrTLuD0dMJqhMWAopykszjQ+/Hy5R1OgtS5zT6L6HJ63I56HVSMBppqQUoSt9VFIJPO8dyDTOVJyuyweytHNSRMpJSwxBSpCTa3Ll9YvaXpzXn3FNv1K1R8OOzFYVidgtOokFJPdjRj7Wv6e9kVWgm36mFW/AvsLPeWnB0yCfmUiygXc8G0AdidOEWxfb41+/n/CLt+ec/U5+t/p8wU/3MMx/E6JSR3jJmZgHe6kqFhY32u7ARTlwrJSrnP2LYZ5Y9Wxqf4SdocHQRT45+Jlv8s3Zjo4A4Rz8nSNaxOlg+JSg/tN/qQT8JxbDgUVlOVBIBMxAcMwcnhvGWWNrc9F0nxOOaKXn/r/b39fYuYdi8yTlSpQIfiAczvqTydzZyQbMRFOjdanz7ufqdVRYnmSleYkO6VPbXW/33i6M/Uqmq28856e262KWp0U78AdgxYPtrFiM09VfPHKv+XfTPJPhY2LC/JuY15txhlaXPx5yyVM4s6SCDpzvrr08Owc+3QYEs1r6lrmzPAQllsIk3JI9jBRFzvnOP6gEub/WEwteBjcMRADdg3Omo4HTg/0iE2ktefT3IyV6FSroJNYwWgEg2JPR/iKJYr8c/T/vijLPDfg5+uwabTFS5aTMSRqADaKO1r/YxTg4lHKQCFZtSC8SdPcq1WwwWgEgC/WkQUldIm061Fm2beJW+c57kaH1APGJWIYpSpwU2NiDvAtHYH0AdP3jrmIJIKgbiGA4QQ7KgEOAXuq3nAAQSQbGAB0pLeKGA5SNoTAPUekIASMpBEMCcZggG3CFYBBwGKTAAaTqDDSsLEoWbQaQ9gEk5WtYXvtDQgs9n2goA0r0DPeEA2Y5icove4gGIqZOUNeABgk6uIAGWPESHhASCaUMH56wITRIZpBZnHEQ0KgwoEudNC0D1EE4Zn1669YVANlRxhUO2Cwd4YDu4yliDZjAFFCqwWinKMxMkIWr/JIYwr9Br3OfxbspXLkTUUlaXKSwmPq/KK5QTWhZGbT3OFm9me0OF1smZU06VoQvMZksuA+ojLPDSNEclvQ6AKacVlgo8NIpWBRdouc7VMq45iFbTYbMmYer+9LSrKHYExvxKtTJkdujzig7QdpazLOxOYkzEOqcouMg4NxYRY0RdE0ztdieGpEikngyJrrWAHILXDnj+sVOPqia+p5D25x2fSdtKLG5dYDT4clc6YFkHMQbN5Px+8acHTKatbkMmbttM7Xsb8euzGOyVU4rgFoTlmLUGCi2z3+n2jZ/jOKrb8Pv5xZnOzrqebLxGX31KpK5b2a/vfV4xZMDitec5pTd0cmpw/xXVOwjsDXUsiWpa6mYUkSiQcpN9+ubRLCmsiHJqSPHPgn2+x7sn2slUFFWz8QweqOUSpqjmkhjYW4vY78Hv1eopw10fP5M0VrpzlH0zXYnNx+ppsOw+d3UyoGcrd2GwtHClb2NsVW4GIdge1chZM1CJqCxE1JLKP5ekc3P0sp/aiaYZktGcxi9HX4Kvu8QllKrZTyjmT6aadPnOe22GaD1GwmqVNUkjxJJFjsP5iuGLtepPJPXQ9DppEipkd8wcahucbI41Rmc2YM2eZS54QxCFPY3YaxRONP7JZF3uaFDXf5gOEtZ4shJp6kWka0ioGYKclxodI1xn3FLVBKCcwmIJcqciINJjToqTc8ucUomqPeXIPExXJeCcWQLTNkEzkz2fj5RnlGmWp+TJxCuKCpIdKhe4t5xQ4ehYp3uY1ZWSaaR3kx5ilFwGb1eFjw/a1JSyKiph1TOn1Iz+E3IAIdJYgMON/ryjs9Phmt/bn7mDJkVUjssLn1klKUpnKFmAJ5bx0YNmKdHQ0uJ1abHIoPxvFlsjS8mtS4o6QVggvYCLVKtWVuN7FtFVSrYKQhWwBAPlrp+5iz5rI9hJ3dLNcd2jXQBoFO9wqtiGqp6UoYoS/Kznp9v0h99rUSTMLEMLpqh2BSpgx5vGXKu52dHpLhJS54/n7ji8U7NIlTO+lqWVZWR4vCo31JBI1L7G7gl4yZMfoegwdR5T5zb29dUwppJl5k5pjg6qcnTbi1vXW7xVGLvU3PJ3Lbn5+PO3leq2KclDICm2YbH26vF60K3T0fjj/GlxM0pM0sxSOAs/BrenWsSozykouucaLHfDUcgCxJI/P8AnygojKV7kmZ2vZxtDRW6SsMEEXbm3GGRpoY6O7NCDYYnioDc+UV2w15z9wSlJJzJChuGsYluvQmtNUKwc5XYlyWcvdrcXGsVuP8A6r9P59OLYnd6MZaApwdeI9L9fkISVvTn7fT+2Uyxp85z7zLrcIlTCSgFKlXIADdaxXkg2rX78/vQyZMG7Rhz8LmS1Z2VfY9cozdjUqZROLhoV1yFB5a0m7vdtYnoirURUwu+o0iVEQF94SClg41Nz5dcN4Qz6ECcynJYR2DCIpA0L2taHYUJJVc5i8Ahy7+E38+uUAxAqDeIwCJEKexMMBwUm5MIB/CD4SW3gAPvQk6A+rQqAITAVD/EDTeCgJQEnQ/SAYjr11vDEOFNtBYBEjVxD9kAwa4G94AHaGIJOX/IfWEMZs1naACRKSUnygEMQXuG6EKhpjZUk5VGGtADIAFuFoBCAL2UReAAgoqsQ22sIQwJ1USYBjsWYqfZoACDu4UdYBDqKtG2bWACCbUKSogoAG7w6AzauXJqkLlzAWLhxaFKFokpNM5PEsHxGim99Sg1COAAcCKXj1tFqnpTOWxrEpi0/hlS1SlA+IKDF+UT/wBUQ3OAxnCq9M5U+UuexdZyktqDoPL7wW+fsTVHH4niOLyKiaZcqYlSwAZa1/4kbHoQ6vXnOabkjyT4i4ZiWWZNlImyjVKzrWk5gkDUW5c9Rs8bsOaqi+e/NqvXRlLxp3LnP1/I4vs5Q1eFpXJTKRPmEKyTE2KVEhzo2+v2uI2vqFNUuac9N/QpeFrV815/09w+E+K9qMPo50irq0pkzFOnvFkBKW2Hlt/MYM04tp1f8V+Hq9vwLYx8c34jnvi128qlYvUUlEJtWJaVFalK8KVMzMNXGlt35xPpowvXR85+HqLIm1ptzn4mR8L8C7UYljUvEpktac6swSCyUXPysSbueng6jJFKktGuc9GSjH1eqPrbsn2aNEmXV1CkqqrKK2PteOcl5kWOV7HqeGTFV0nu7Eos2xEW16FV+pwnxc7JJq8HmV0pKZcylGYbEp3HlFPUw0a8lmGWp4hg2JJlVCDNISErALnjy9/aOLPFraOnF0qZ3NBjf4WYqQmYVJU+UHhs3W0SjaVNc5+xW97I5U5FQqYM/hmgl9XvGdx1osT0Cp1rkTP7ZcC2mogarQejNmRVBcp0nKpP+quekShZGRZk1k5ZJcAgNprGiLsrYqpGc97TnxbgcIUo2NMpza5BBTOADeHWM8vYsRzuN4gZS2lpUthqS4vFVE070M/D6mVXLCarICVFkt9OW0a8EPtXznPUpyPQ6/DsOp2zplSwUpLEAAjq8dfDjSjSMGSbs2pNFLBBA09vWNCSRTbZcEhKUtlUGOmvX7jjEqpBuSJl2yk2O5PP9W6JhdtDJ0m99PKGorcLL8tYKRk1YaRFvtCrAm5zoeREQ7/BOMF5KMxJBAsYi05G+NtVznN7uhWgKZC0AvqSOHp1yiM2maMTcVbfK+7wuVRi1FHKSo5LPdiBfXfrWK3FHRhJxHQlQTm0fUkWHX5ebIvu+fc+aePutSyouXA5G7X66ESRRN27JjmBLk3+sMiEiaUlyH11v1+5gEyQzkuSFEbh/Mfp0wgFRMmYnIUhTsDqdNuPl7wAgksCRzb1c9frCHYbAgF2vuYi9CQLquxAta2h4xFwTdvn9EtBWdyA+3KJJUF6UAQCnKUskhyAIfuRor1FGiaCVJc8d9eP1vFc4qvYrnjUlXgzZ+HAKdBUQDoz8P0itxrntf7fr91EsS1tc4vzf3UFUiN0gklnBivspUuc55M88Fa85Wv5eGAukS6RcADhEHFqyDx1v45zye5gnXcc+cdjc5uw6Tfj1aGIQSToWhUFhpd2v5neGISncwAOkgG9oAHDEaW4QALQaACAYnJYgwATSzbnxgsRI7REYSVCwOmkSqxBZQdFGCgCIfb3gQDwwFpAA4bUh4NgHTlN2NuAgoRKS5ASC3CGIYsCXAhUAJKHuDa2kFMY6TmFgbQIGOgZVOXh0Kxy5OljCoBg/wDqRBuACcwLgXa3XWkAxCat7mBhQZVMZmgAGZLUoHME+0NCKM6SsFxzDM0SWrDYpTJqZQdar7DeJdirUXc7MbGanDJgCKuiRO1IUUj3fyaI9g07ONxTCpRX+IoM6UPeSo2N9vL9YHjW7HbOQ7QdnJc+m/FypaUEBlIa1tXB8v05wnDwuc4tCcJ+p5f2mpqYyJlJOlIOWzFOqnJII0NvTyiMO5On6r9uf2WSqrXOc0OLpcDSJqlMnLKdZDPm9tnv7OYuUpuoy5svb0f1Tem5F9urXN/6+lL2MAfECswXGKvAMVQZE1SSqRMSwzMGvw1tz9GvjCWTH3b8/B6e37kJKMZUtOfkamCZu01R3eJU0uYUrZc1AA7wc+dgfTnFffJaXpr7r2/q/wA/EnBLVb6fXnry/o74cdjZdFQpqafu0qSHOZLMbW/LpoTTk7ktfr9ecsrbrSJ0/wD6gpaSsFClRMwXUzuBGeUkmWY15ex0OCdo10+MrpFJUmVMSlUpRcJVxB52hRaFKLW50/bKqo6/stMxCSlCzKS6w4dJ4HhDzuLiPFFqR8v9v8ICcK/9W9mpOZIWlNTIlH5jsoDaOUuyT3OjHRamDh/aqdUyFCZLnpmy0gl06gpt9OtIi8Tbpfrz8QempvUvaeUJYKlLExj11u3N1HFS0XPHvz6Um9dS9hnaehqpikipSqaxBQTcXv8AeKnjd6c5++y1qV1ubEnGqYIzy6mXlv4cwffbWIqD8g5J7F2mxgFTImJW9mBchuP6xeoSjqypyT0NFNZOKDMSial2I8JgnFpWOLKM6pEx1qkBbXJaMs00y2LTM7EKGbPpitCZoSbgBTPaINEkzmqegxBNcmTSyp9l2SFORf8AeNnTtvV7f85zSrKel4HQ10uSj8WS9ievQx1sbMGRam/LlmxSSw9z+lvyixsrSLEtKkgJKgfRofcOiXI6X5Qd65znsNJvYEywCS/GIuV7E442wpa1SyQFBhyNognrqT+U1V85/ZMqatZAzH5gGdrvx4a/TnDpUWxilv6ft/z8X6orTWOUgg+Fjffo9awLQ1w8mfWJJuE3cPbzaK5M1Qg1z6FEUpWXQiym2YW6PQhF4/4XKGVLJuS59f1MIbetkoQEMVAkg6H9/LpoYgVjKSBwa4gExhmd0u4vaAH7ggg3BDQxN1q9gwtQBysG5wDJ0TSAXXoW4gdX9oVCslSq3icMLv117QqJ2SApcEC4L30hNa0CdqxeDcHneEMYgNbXe8MAC5tztaAAJklKkskWALAfpASVP/YrTqFDlWUMTfiev2849sStwT2KU2kWCBlU/MdflpziKgmtOc5sQeOt+c/j0R69s0bjzQnaAQSDe53hgShUu35QAMoDUPbWBgCZbh94QBoYC8ADFCVOw9YABIIugiEMdM1b3FjygCg0rLOYYEyVaDSEIkSQzGDcAgX0vDoYxPXO8IQaCMrOOUSsAoAEJpTYJeGxBCaTdr7+cAUOFBrn6QAGEpLKDObl7whWEAwAHu28ADgvDEPaABMOEIYxAAsB7QAD3QJzN9IYWEOcLYADOVYGWRDCgJgCkAqQQ/CJJpMVGfWYZJqZbEHWzG4i3ui9GRprY5TGezc2SlUymmqKQQrKoc3bmIcqSBNvQ5pVPUS1snMVAMcoIfU8RuE2fjdiSCKSfP4G7MrFUrlycye7zBiEqLP4Q/BiVO+lwLOb2Unovpz7tPO78EDwn4x9p8H7K4RUYtNTkCR8p1UX3s5Nh5g2iWDp/mNdvrzngnPI4qmfL/Zf4v8AaCo7dycdxPEEyMHRP7pUpCcoWgsBm56fvHTz9DjWLsivtcvn3mbH1EnO29OUenfFenwDE63DsbwbFKaomTJKmMpYKgLlOhDFwTrrtGDBjnGLhJafrr6a+Pp+GpplNXa5znoWvh/2kwjD6uYrEaxIKZgzDvA7AEAXsP0ECwONNc254+iCeTuevOfee9Ufx77H4FTihGKSkGahJUqWUrKSoJZxoQbji7Hi01hWi9OfqVOT1Zn9hu2EntJ2mqMRw+tlVFJNmZgpCnA4p5X5fSON1WF4tHzX+DdimpI9b7Q1czCJNKuWsAnxSy9go8Yqg71JTSui+jHaav7Oqmz50tMyahlygs34294WS9ggktTgez2DVGHza2g7hSqaomZ0pbwMVHR+GkZ1j1LXO0drSdmsHQoKOHSQp7Mi8aIY73Kpz9DROEYYR/8AsZJ3+QX4dfrFjwx5zn3EPmMiPZ3AlrKjg9Kp3v3I/SD5SQ/mMkl9nMBSSUYTTJu9kN1r9Yh8uPkfzJFyThuHyk5ZVHKTwyoGvX2iPy0PvZOEyiMuQEDS0TUItUyLk7tFSqwPC65IEyjQ4NikZT79bRCWGDehJZJVqjNn9jMHmJKAJoD65+f7RW+mhJElmaYqDslh2GqKqVBJO6i54RZDCu6yMsro0E4eEhrBt9xF602Km73DEkp1H0tBuMfIEuQbtb7wajilJiUoJGgLO3PoGIl0MdvXnH+HuRqmsXdjxP0/KGaIwXnnLf760RKmAHU3YceUJ6l6hdNc88/kJM1IAtz0Z/PfSH3ImsfqhLm6MpRYZXv1vCbLIxUec5qVh41EqTZtDxv9f1iBetCQ90QRlfzMLQlzn5fmQrKXZLOfW4hUCZEQ/iZwOvy6tAPcjsmynYWYhtuurwxDdy2762HHrrgWFAEMSOBgEkNACsk+VWZ2O7fduDHSGR3Q4mLYAg6WLO4/h4B6EqV6kDiLcfz1+jwmg7qC77/qW1D2t11vCaJReg6VlRZoRIc2Z+I33gAbMkAkAOkW8vy0gBPwMpZD+EvseIHX1gDQhUpAS2Q6DUNe3Dy87HSCN+SWR2z0lEwn5m0cxqPJB5n0vtBY6GzttBYUEFEMUsYYg+9J+UCAA0z1IBSUi8IAcwUWBIgASnFwrQQAJKyXCm5wDJEsQH1gAdKCfCIAHJIcKt5QhCBLWP1hgPmbVReBgHLL+8KwJAohoACUQo2J06+8G4BJuAS0SAdIy31u8MQlZi5DQAElSAHU5I3gAmAXvvfyhCHvu3PhAAvLrlAAKVlYOZg3KDYCVIzcYBBAeFuMMQBOp5wDAPd6NpyhDGUAUjcW9oAAyjVg3CHsMCbJSQXAO1x1wg7mFWZVThqZjf2ZZS+20P5jqhdiMyu7L0VWju6iWCLNlADRO7p85z6KqOOxv4NdjsZkql4hhkucFKcpmJcProRpYew4Q4ZJQl3RCS7lTPFe3H9DXwo7Td5NppdVh1RNJ8dKpgTzSwHKN2Pr82FVZS8MJuzzzFP6HO0WF0Mqn7K9vacrkoyy01lOQ7aOpL3fy/OLf82E5d0kCxyjGkzx/Hf6Vv6kuzmIVNXT4XTYvSqLn8HUpBmDglKmNgPcAxrj1fSSiovR857lLx5VJtM5DFMC+IeE1Uum7ZfDvGsOkqIT3yqYlIDpBuxdrWB2cbESUcbX/wCOdsffL/2iejfDr4rdnuwuGDCVU1SZspZKVlPdFy5BILEHTUfVhGHqekeeVsux5VjWh3lJ/UZIxmkqaeur5qFSGVK70KUFNswG+xu9ucZn0HZp45+fN9rfnuWvk3fhx26xbtFXqnyEz5hnrIllRfLbXKw8+HvGHNi7JuC8fvzlGiLuKb8n0X2TXidOUUuL4dlK2dQFha33jK12bE19rQ7gU0ghxL+sSU9LIOGo34RLtlB4w++xdtD/AINJHyj0LQd3Oc/UfbznP0IlYa98qjuLsYfbznP0I3znP1K06lqJTjxFoPIFRc5aXClMeAaISdE0kyI1s+S6gMw2Y84r7ifagVY2gf8AklKT5mBZAcEJGOUjeJQHrEo5HZFwVFtGIUKw/fDaxiTnZFQZIZiFJeWoE6MDqYlFiaKk+YUKLXs/nt9oi5GiEa19Oc+hTVWOoByXPX5e5gvyaVDt05zTmjIJtaj5lq0OZuHpvo+v5GCzRGGvP69uWVplWlJGUkNt5efkPvpCs1RVIi/H5WGxAD+YPHz3/SCx9tiGIpOqiN7tu36fTjBegdlc5zfwOa1KnUCo30B3PryPm3k5Y0q2DTXsSAshuVtz9oAoY16FHKqZcF2I1L8PN/4h67kdHKvOn583DFQkh0rGWw4cOvaBqnQlONXfv9wQWlXzAeZPXEwqJJp7D9+DqkXPHriYRJpoQmJIzFIJN/O8MT03DypI01348+ufCEAISomzgvcC1/Ic+rxIh4BKk6ADjo/pAGoiSxJbcHmbb78YBr2CJAukgjr9IQ0F3oJN7DdufXtAxoAzGdLqGzcDZvtCd+AGzhvO+mvQ6tEVvp+v6jfp6CUsWKQ0TFuV5k0CzjTX19tjr+sIntsempDAq6GkaTyYaSEKCSNXDbcIjelkq1ofvwzsb/tBXgd+Q0LJLbHTr0hp2rItU6DuDaGBKl1AkWEACDi7bdfaFY6GKvEQ3GGRGXYkGE9CS1GvmGUtB7B7kqZik5fSGIMnMyjuIBDk6eUACNtYACSQgX3hbgGpKiAoEaw0rQMYIWk2IYCH2u6FYaCoKYKsdAYSQWSgkkvDsY5Uzs9g5gSt0DFqHECANMxSQwMIKBNQ4uC7O8SpoVoJE4J1B3b6CBqg3F3pclteMFUAaZwGoPpCCh/xA2eAVBd7bQ2H5PB7hQswUrKHs7weAGKksSXIED0YDFQSct2IeB6aBuMsBBcjXRoNB7geFRzqfXaEMZgbBLbu8MBKlICWIBvuIakKitUUUmeMuUAXe2sKxmdNweRnyEJuH0geisRQqMEpHKspdn1hqTWg6KE7BqKalUudJlzEF/CtAV94i+ocBrF3HJ4/8FPhh2llKGK9j8OUsuTMRJSlT8XDXicOsldJhLDWpxs/+kj4Sq8ScLmoUSwacptBt6fUxf8A5MqrnObkK1s2Oy/wcwLsbVBWFr/tIbIFC6bDoRROUsjuTskmkqR6bToAlZGDp368opyKkSxvUmlymANt4pWrLXoiZWjc4nFW+ewm6QiE8C/nDXqId8uuvHWJRd7EZKtwVFKhlKA0JrUaehCqkkKdJlp4aCBLu1Qm60IlYDRzjlylJBLkHhClC2SjKkVazs0hAUoLSQDoYSxWN5KMedgtI/dqlgXuU2PWsJ40tBKdgowOlR8ilix5wKCuw79BTsPEhLomqYWvE5aDhqjPqZ86QVALLAOf/jqfVjFS0VmzCql2rfiX5teP7zZ1fOJYpSFZRcaXHD1gZ0ccO6Kktn+m/wCPj6bGdOxApUtCiokFjYNf+Yi3Totj9p9t+a//AOf/AOl+DBVXTWWopB7ojO5f2G/7mGnrz1oJKSjJt7f/AM9zr8UtfrSqmEyfNASQycwfi3KKXlT25uFtzcPP790Vv+Otejp7FWdiE2SohszpKg53zJAHuoex1gjPvdLmxenFQ+Z4Vv7qv9GvpVW77ixJq1rzJWA4UAGGxLff6RarfPv/AHISlCN34pemtuPq/MW/o16EMvEjMGZFwUd54ktZkE72+ccd7wk7dLnNAlFwh3S+v3Kr/SVLXdalkVi5fzpDDK7c9PsLfeGmmr5tYmpRl2N+n5ycb/TTx6sl/FkoKxmICAsubsQdOdon2+Ch5lJd79L+5p/iy1LqJylhIU2YlrsHJ/WFZclSJZdXmmAB7kAcLm+/X3LCiVM9RCWGoGvp+sAaBpqU2y5g7fVv1EMQvxKVJfxME5vRgfzEAC74FWVILuwfjf8AQwC1scTMysoTq+/AsYBaj51OUhIzAAm9r/uIZGT7dX6/rp+5CasZ8ofTN8uzE8b7RB6ku185oCahRcgqsHuf+pItpxeItLnuNvt15qAqr8JIdlEtbrl9eUFtsFKV9vObkcyoUU3u7s/DxD01+kNSvQadjLqFLBS5bYv1t1rDsdH/2Q==\",\"transform\":{\"flipY\":false,\"flipX\":false,\"angle\":45,\"skewX\":0,\"skewY\":0,\"left\":1117.7,\"top\":86.4,\"width\":291.9,\"height\":215.1},\"sheetTransform\":{\"flipY\":false,\"flipX\":false,\"angle\":45,\"skewX\":0,\"skewY\":0,\"from\":{\"column\":14,\"columnOffset\":49.7,\"row\":3,\"rowOffset\":9.4},\"to\":{\"column\":18,\"columnOffset\":49.6,\"row\":14,\"rowOffset\":15.5}}}},\"order\":[\"sF2ogx\"]}}" + }, + { "name": "SHEET_DEFINED_NAME_PLUGIN", "data": "" - }, - { + }, + { "name": "SHEET_DATA_VALIDATION_PLUGIN", - "data": "{\"sheet-0011\":[{\"uid\":\"xxx-1\",\"type\":\"decimal\",\"ranges\":[{\"startRow\":0,\"endRow\":5,\"startColumn\":0,\"endColumn\":2}],\"operator\":\"greaterThan\",\"formula1\":\"111\",\"errorStyle\":1},{\"uid\":\"xxx-0\",\"type\":\"date\",\"ranges\":[{\"startRow\":0,\"endRow\":5,\"startColumn\":3,\"endColumn\":5}],\"operator\":\"equal\",\"formula1\":\"2024/04/10\",\"formula2\":\"2024/10/10\"},{\"uid\":\"xxx-2\",\"type\":\"checkbox\",\"ranges\":[{\"startRow\":6,\"endRow\":10,\"startColumn\":0,\"endColumn\":5}]},{\"uid\":\"xxx-3\",\"type\":\"list\",\"ranges\":[{\"startRow\":11,\"endRow\":15,\"startColumn\":0,\"endColumn\":5}],\"formula1\":\"1,2,3,hahaha,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18\"},{\"uid\":\"xxx-4\",\"type\":\"custom\",\"ranges\":[{\"startRow\":16,\"endRow\":20,\"startColumn\":0,\"endColumn\":5}],\"formula1\":\"=A1\"},{\"uid\":\"xxx-5\",\"type\":\"listMultiple\",\"ranges\":[{\"startRow\":21,\"endRow\":21,\"startColumn\":0,\"endColumn\":0}],\"formula1\":\"1,2,3,4,5,哈哈哈哈\"}],\"dv-test\":[{\"uid\":\"xxx-2\",\"type\":\"checkbox\",\"ranges\":[{\"startRow\":1,\"endRow\":2,\"startColumn\":1,\"endColumn\":2}]},{\"uid\":\"adN9-O\",\"type\":\"list\",\"formula1\":\"=='sheet-0005'!F4:F8\",\"ranges\":[{\"startRow\":4,\"startColumn\":5,\"endRow\":14,\"endColumn\":8,\"rangeType\":0}],\"formula2\":\"\"}]}" - }, - { + "data": "{\"sheet-0011\":[],\"dv-test\":[{\"uid\":\"xxx-2\",\"type\":\"checkbox\",\"ranges\":[{\"startRow\":1,\"endRow\":2,\"startColumn\":1,\"endColumn\":2}]},{\"uid\":\"adN9-O\",\"type\":\"list\",\"formula1\":\"=='sheet-0005'!F4:F8\",\"ranges\":[{\"startRow\":4,\"startColumn\":5,\"endRow\":14,\"endColumn\":8,\"rangeType\":0}],\"formula2\":\"\"}]}" + }, + { "name": "DOC_HYPER_LINK_PLUGIN", "data": "{\"links\":[]}" - }, - { + }, + { "name": "SHEET_AuthzIoMockService_PLUGIN", "data": "{}" - }, - { + }, + { "name": "SHEET_FILTER_PLUGIN", - "data": "{\"sheet-0011\":{\"ref\":{\"startRow\":11,\"startColumn\":4,\"endRow\":23,\"endColumn\":6},\"filterColumns\":[],\"cachedFilteredOut\":[]}}" - } - ], - "__env__": { - "gitHash": "8a8125516", - "gitBranch": "feat/addtext-slide", - "buildTime": "2024-08-08T06:13:22.547Z" + "data": "{}" } - } + ], + "__env__": { + "gitHash": "2ffd8180b", + "gitBranch": "feat/addtext-slide", + "buildTime": "2024-07-31T12:40:15.459Z" } - } -} \ No newline at end of file +} diff --git a/packages/core/src/sheets/row-manager.ts b/packages/core/src/sheets/row-manager.ts index 79840789761..ca01ca20539 100644 --- a/packages/core/src/sheets/row-manager.ts +++ b/packages/core/src/sheets/row-manager.ts @@ -15,9 +15,9 @@ */ import { getArrayLength, type IObjectArrayPrimitiveType } from '../shared/object-matrix'; -import type { Nullable } from '../shared/types'; import { BooleanNumber } from '../types/enum'; import { type IRange, type IRowData, type IWorksheetData, RANGE_TYPE } from './typedef'; +import type { Nullable } from '../shared/types'; import type { SheetViewModel } from './view-model'; /** @@ -76,7 +76,7 @@ export class RowManager { /** * Get row data of given row * @param rowPos row index - * @returns + * @returns {Nullable>} rowData */ getRow(rowPos: number): Nullable> { return this._rowData[rowPos]; diff --git a/packages/core/src/sheets/view-model.ts b/packages/core/src/sheets/view-model.ts index 80908a947c4..f7596d8b8a6 100644 --- a/packages/core/src/sheets/view-model.ts +++ b/packages/core/src/sheets/view-model.ts @@ -14,16 +14,11 @@ * limitations under the License. */ -import { filter, merge, of, switchMap } from 'rxjs'; -import type { IDisposable } from '../common/di'; -import { UniverInstanceType } from '../common/unit'; -import { CommandType } from '../services/command/command.service'; - import { Disposable, toDisposable } from '../shared/lifecycle'; -import { fromCallback } from '../shared/rxjs'; + +import type { IDisposable } from '../common/di'; import type { Nullable } from '../shared/types'; import type { ICellData, ICellDataForSheetInterceptor } from './typedef'; -import { Workbook } from './workbook'; /** * @internal @@ -60,14 +55,11 @@ export interface IRowFilteredInterceptor { export class SheetViewModel extends Disposable { private _cellContentInterceptor: Nullable = null; private _rowFilteredInterceptor: Nullable = null; - _commandService: any; - _univerInstanceService: any; constructor( private readonly getRawCell: (row: number, col: number) => Nullable ) { super(); - window.vm = this; } override dispose(): void { @@ -77,45 +69,16 @@ export class SheetViewModel extends Disposable { this._rowFilteredInterceptor = null; } - _cellDataCacheMap: Map>> = new Map(); getCell(row: number, col: number): Nullable { if (this._cellContentInterceptor) { - // return this._cellContentInterceptor.getCell(row, col); - - if (this._cellDataCacheMap.get(row)) { - if (!this._cellDataCacheMap.get(row)?.get(col)) { - this._cellDataCacheMap.get(row)?.set(col, this._cellContentInterceptor.getCell(row, col)); - // return this._cellDataCacheMap.get(row)?.get(col); - } - } else { - this._cellDataCacheMap.set(row, new Map()); - this._cellDataCacheMap.get(row)?.set(col, this._cellContentInterceptor.getCell(row, col)); - // return this._cellDataCacheMap.get(row)?.get(col); - } - return this._cellDataCacheMap.get(row)?.get(col); + return this._cellContentInterceptor.getCell(row, col); } return this.getRawCell(row, col); } - // _filteredRowCacheMap: Map = new Map(); getRowFiltered(row: number): boolean { return this._rowFilteredInterceptor?.getRowFiltered(row) ?? false; - - // if (!this._filteredRowCacheMap.has(row)) { - // this._filteredRowCacheMap.set(row, this._rowFilteredInterceptor?.getRowFiltered(row) ?? false); - // } - // return !!this._filteredRowCacheMap.get(row); - - // merge( - // // source1: executing filter related mutations - // fromCallback(this._commandService.onCommandExecuted.bind(this._commandService)) - // .pipe(filter(([command]) => command.type === CommandType.MUTATION && FILTER_MUTATIONS.has(command.id))), - - // // source2: activate sheet changes - // this._univerInstanceService.getCurrentTypeOfUnit$(UniverInstanceType.UNIVER_SHEET) - // .pipe(switchMap((workbook) => workbook?.activeSheet$ ?? of(null))) - // ).subscribe(() => this._updateActiveFilterModel())); } registerCellContentInterceptor(interceptor: ICellContentInterceptor): IDisposable { diff --git a/packages/core/src/sheets/worksheet.ts b/packages/core/src/sheets/worksheet.ts index a23bf462a2b..cbac010e7d7 100644 --- a/packages/core/src/sheets/worksheet.ts +++ b/packages/core/src/sheets/worksheet.ts @@ -14,7 +14,6 @@ * limitations under the License. */ -import type { IObjectMatrixPrimitiveType, Nullable } from '../shared'; import { ObjectMatrix, Rectangle, Tools } from '../shared'; import { createRowColIter } from '../shared/row-col-iter'; import { type BooleanNumber, CellValueType } from '../types/enum'; @@ -22,9 +21,10 @@ import { ColumnManager } from './column-manager'; import { Range } from './range'; import { RowManager } from './row-manager'; import { mergeWorksheetSnapshotWithDefault } from './sheet-snapshot-utils'; +import { SheetViewModel } from './view-model'; +import type { IObjectMatrixPrimitiveType, Nullable } from '../shared'; import type { Styles } from './styles'; import type { ICellData, ICellDataForSheetInterceptor, IFreeze, IRange, IWorksheetData } from './typedef'; -import { SheetViewModel } from './view-model'; /** * The model of a Worksheet. @@ -38,6 +38,7 @@ export class Worksheet { protected _columnManager: ColumnManager; protected readonly _viewModel: SheetViewModel; + private _filteredRowCacheMap: Map = new Map(); constructor( public readonly unitId: string, @@ -54,8 +55,6 @@ export class Worksheet { this._viewModel = new SheetViewModel((row, col) => this.getCellRaw(row, col)); this._rowManager = new RowManager(this._snapshot, this._viewModel, rowData); this._columnManager = new ColumnManager(this._snapshot, columnData); - - window.ws = this; // for debug } /** @@ -240,7 +239,6 @@ export class Worksheet { return null; } - _cellDataCacheMap: Map>> = new Map(); /** * Get cellData, includes cellData, customRender, markers, dataValidate, etc. * @@ -255,17 +253,8 @@ export class Worksheet { if (row < 0 || col < 0) { return null; } - if (this._cellDataCacheMap.get(row)) { - if (!this._cellDataCacheMap.get(row)?.get(col)) { - this._cellDataCacheMap.get(row)?.set(col, this._viewModel.getCell(row, col)); - // return this._cellDataCacheMap.get(row)?.get(col); - } - } else { - this._cellDataCacheMap.set(row, new Map()); - this._cellDataCacheMap.get(row)?.set(col, this._viewModel.getCell(row, col)); - // return this._cellDataCacheMap.get(row)?.get(col); - } - return this._cellDataCacheMap.get(row)?.get(col); + + return this._viewModel.getCell(row, col); } getCellRaw(row: number, col: number): Nullable { @@ -474,26 +463,31 @@ export class Worksheet { return this.getRowManager().getRowHeight(row); } - _filteredRowCacheMap: Map = new Map(); /** - * Get if the row is visible. It may be affected by features like filter and view. - * @param row the row index - * @returns if the row in visible to the user + * Row is filtered out, that means this row is invisible. + * @param row + * @returns {boolean} */ - getRowVisible(row: number): boolean { - return row <= 2732 && row >= 2727; + isRowFiltered(row: number): boolean { if (!this._filteredRowCacheMap.has(row)) { this._filteredRowCacheMap.set(row, this._viewModel.getRowFiltered(row)); } - const filtered = this._filteredRowCacheMap.get(row); - if (filtered) return false; - return this.getRowRawVisible(row); + return !!this._filteredRowCacheMap.get(row); } clearFilteredRowCacheMap() { this._filteredRowCacheMap.clear(); } + /** + * Get if the row is visible. It may be affected by features like filter and view. + * @param row the row index + * @returns {boolean} if the row in visible to the user + */ + getRowVisible(row: number): boolean { + return !this.isRowFiltered(row) && this.getRowRawVisible(row); + } + /** * Get if the row does not have `hidden` property. This value won't affected by features like filter and view. * @param row the row index diff --git a/packages/engine-render/src/basics/tools.ts b/packages/engine-render/src/basics/tools.ts index ce3045918d0..2cf9af11d37 100644 --- a/packages/engine-render/src/basics/tools.ts +++ b/packages/engine-render/src/basics/tools.ts @@ -830,8 +830,8 @@ export function expandRangeIfIntersects(mainRanges: IRange[], ranges: IRange[]) } } } - return [...mainRanges, ...intersects]; - // return mainRanges.concat(intersects); + // return [...mainRanges, ...intersects]; + return mainRanges.concat(intersects); // concat is slightly faster than spread } export function clampRanges(range: IRange) { diff --git a/packages/engine-render/src/components/sheets/extensions/background.ts b/packages/engine-render/src/components/sheets/extensions/background.ts index 628c181aff3..b01c46e5a49 100644 --- a/packages/engine-render/src/components/sheets/extensions/background.ts +++ b/packages/engine-render/src/components/sheets/extensions/background.ts @@ -44,7 +44,6 @@ export class Background extends SheetExtension { return (this.parent as Spreadsheet)?.isPrinting ? this.PRINTING_Z_INDEX : this.Z_INDEX; } - //eslint-disable-next-line max-lines-per-function override draw( ctx: UniverRenderingContext, _parentScale: IScale, @@ -71,11 +70,8 @@ export class Background extends SheetExtension { const backgroundCache = background[rgb]; ctx.fillStyle = rgb || getColor([255, 255, 255])!; - // console.group('backgroundext'); const backgroundPaths = new Path2D(); - // let count = 0; backgroundCache.forValue((rowIndex, columnIndex) => { - // checkOutOfViewBound = false; if (!checkOutOfViewBound && !inViewRanges(viewRanges, rowIndex, columnIndex)) { return true; } @@ -104,9 +100,6 @@ export class Background extends SheetExtension { if (!visibleRow || !visibleCol) return true; } - // console.log('background', rowIndex, columnIndex); - // count++; - // For merged cells, and the current cell is the top-left cell in the merged region. if (isMergedMainCell) { startY = mergeInfo.startY; @@ -122,8 +115,6 @@ export class Background extends SheetExtension { backgroundPaths.rect(startXPrecise, startYPrecise, endXPrecise - startXPrecise, endYPrecise - startYPrecise); }); ctx.fill(backgroundPaths); - // if (count > 500) debugger; - // console.groupEnd('backgroundext'); }; Object.keys(background).forEach(renderBGByCell); diff --git a/packages/engine-render/src/components/sheets/extensions/column-header-layout.ts b/packages/engine-render/src/components/sheets/extensions/column-header-layout.ts index da3436b4569..4151972f868 100644 --- a/packages/engine-render/src/components/sheets/extensions/column-header-layout.ts +++ b/packages/engine-render/src/components/sheets/extensions/column-header-layout.ts @@ -81,7 +81,7 @@ export class ColumnHeaderLayout extends SheetExtension { curColSpecCfg = columnsCfg[colIndex] as IColumnStyleCfg & { text: string }; mergeWithSpecCfg = { ...this.headerStyle, ...curColSpecCfg }; } else { - mergeWithSpecCfg = { ...this.headerStyle, text: colIndex }; + mergeWithSpecCfg = { ...this.headerStyle, text: numberToABC(colIndex) }; } const specStyle = Object.keys(curColSpecCfg || {}).length > 1; // if cfg have more keys than 'text', means there would be special style config for this column. return [mergeWithSpecCfg, specStyle] as [IAColumnCfgObj, boolean]; diff --git a/packages/engine-render/src/components/sheets/extensions/font.ts b/packages/engine-render/src/components/sheets/extensions/font.ts index 92261fb050d..001925b5460 100644 --- a/packages/engine-render/src/components/sheets/extensions/font.ts +++ b/packages/engine-render/src/components/sheets/extensions/font.ts @@ -312,9 +312,6 @@ export class Font extends SheetExtension { // so that the divide will be aligned when the skeleton is calculated. const overflowRectangle = overflowCache.getValue(row, column); - if (row === 150 && column === 55) { - debugger; - } const isOverflow = !(wrapStrategy === WrapStrategy.WRAP && !overflowRectangle && vertexAngle === 0); if (isOverflow) { const contentSize = getDocsSkeletonPageSize(documentSkeleton); diff --git a/packages/engine-render/src/components/sheets/extensions/marker.ts b/packages/engine-render/src/components/sheets/extensions/marker.ts index 3bee1b8f248..901aff2c622 100644 --- a/packages/engine-render/src/components/sheets/extensions/marker.ts +++ b/packages/engine-render/src/components/sheets/extensions/marker.ts @@ -81,6 +81,10 @@ export class Marker extends SheetExtension { cellData = worksheet.getCell(mainCell.row, mainCell.col); } + if (!this.isRenderDiffRangesByRow(mergeInfo.startRow, mergeInfo.endRow, diffRanges)) { + return true; + } + if (cellInfo.isMerged || cellInfo.isMergedMainCell) { const rangeStr = stringifyRange(mergeInfo); if (mergeCellRendered.has(rangeStr)) { diff --git a/packages/engine-render/src/components/sheets/sheet-skeleton.ts b/packages/engine-render/src/components/sheets/sheet-skeleton.ts index ceebb6528b2..b37181d532c 100644 --- a/packages/engine-render/src/components/sheets/sheet-skeleton.ts +++ b/packages/engine-render/src/components/sheets/sheet-skeleton.ts @@ -51,8 +51,8 @@ import type { IRange, IRowAutoHeightInfo, IRowData, - ISelectionCell, IRowRange, + ISelectionCell, ISelectionCellWithMergeInfo, ISize, IStyleBase, @@ -265,7 +265,6 @@ export class SpreadsheetSkeleton extends Skeleton { this._updateLayout(); this._initContextListener(); - window.sk = this; // this.updateDataMerge(); } @@ -1626,16 +1625,15 @@ export class SpreadsheetSkeleton extends Skeleton { } // Calculate the text length for overflow situations, focusing on the leftmost column within the visible range. - for (let c = Math.max(startColumn - 20, 0); c < startColumn; c++) { - // for (let c = 0; c < startColumn; c++) { + // for (let c = Math.max(startColumn - 20, 0); c < startColumn; c++) { + for (let c = 0; c < startColumn; c++) { this._setStylesCache(r, c, { cacheItem: { bg: false, border: false } }); - // if (r === 150 && c === 55) debugsger; } if (endColumn === 0) continue; // Calculate the text length for overflow situations, focusing on the rightmost column within the visible range. - for (let c = endColumn + 1; c < Math.min(endColumn + 20, columnWidthAccumulation.length); c++) { - // for (let c = endColumn + 1; c < columnWidthAccumulation.length; c++) { + // for (let c = endColumn + 1; c < Math.min(endColumn + 20, columnWidthAccumulation.length); c++) { + for (let c = endColumn + 1; c < columnWidthAccumulation.length; c++) { this._setStylesCache(r, c, { cacheItem: { bg: false, border: false } }); } } @@ -1705,17 +1703,17 @@ export class SpreadsheetSkeleton extends Skeleton { const hidden = this.worksheet.getColVisible(col) === false || this.worksheet.getRowVisible(row) === false; if (hidden) { const { isMerged, isMergedMainCell } = this._getCellMergeInfo( - r, - c, + row, + col, this._dataMergeCache ); if (isMerged && !isMergedMainCell) { // If the cell is merged and is not the main cell, the cell is not rendered. - return true; + return; } else if (!isMergedMainCell) { // If the cell no merged, the cell is not rendered. - return true; + return; } } diff --git a/packages/engine-render/src/components/sheets/spreadsheet.ts b/packages/engine-render/src/components/sheets/spreadsheet.ts index 253336de239..713679c4499 100644 --- a/packages/engine-render/src/components/sheets/spreadsheet.ts +++ b/packages/engine-render/src/components/sheets/spreadsheet.ts @@ -328,7 +328,7 @@ export class Spreadsheet extends SheetComponent { cacheCtx.save(); cacheCtx.beginPath(); cacheCtx.rectByPrecision(x, y, w, h); - cacheCtx.closePathByEnv(); + cacheCtx.closePath(); // The reason for clipping here is to avoid duplicate drawing (otherwise the text would be jagged, especially on Windows) cacheCtx.clip(); this.draw(cacheCtx, { @@ -665,7 +665,7 @@ export class Spreadsheet extends SheetComponent { ctx.lineToByPrecision(startX, endY); ctx.lineToByPrecision(startX, startY); ctx.stroke(); - ctx.closePathByEnv(); + ctx.closePath(); } } @@ -724,7 +724,7 @@ export class Spreadsheet extends SheetComponent { cacheCtx.moveTo(i - rowHeaderWidth, top - columnHeaderHeight); cacheCtx.lineTo(i - rowHeaderWidth, bottom - columnHeaderHeight); cacheCtx.stroke(); - cacheCtx.closePathByEnv(); + cacheCtx.closePath(); } for (let j = startY; j <= endY; j += 50) { cacheCtx.beginPath(); @@ -732,7 +732,7 @@ export class Spreadsheet extends SheetComponent { cacheCtx.moveTo(left - rowHeaderWidth, j - columnHeaderHeight); cacheCtx.lineTo(right - rowHeaderWidth, j - columnHeaderHeight); cacheCtx.stroke(); - cacheCtx.closePathByEnv(); + cacheCtx.closePath(); } cacheCtx.fillStyle = '#666'; for (let i = startX; i <= endX; i += 100) { @@ -746,7 +746,7 @@ export class Spreadsheet extends SheetComponent { // cacheCtx.clearRect(left - rowHeaderWidth, j - columnHeaderHeight - 15, 30, 30); // cacheCtx.fillText(`${left}`, left - rowHeaderWidth, j - columnHeaderHeight); // } - cacheCtx.closePathByEnv(); + cacheCtx.closePath(); cacheCtx.restore(); } diff --git a/packages/engine-render/src/context.ts b/packages/engine-render/src/context.ts index cb023647912..315f94a0fa5 100644 --- a/packages/engine-render/src/context.ts +++ b/packages/engine-render/src/context.ts @@ -15,7 +15,6 @@ */ import { Tools } from '@univerjs/core'; -import { Transform } from './basics'; import { fixLineWidthByScale, getColor } from './basics/tools'; export class UniverRenderingContext2D implements CanvasRenderingContext2D { @@ -293,13 +292,6 @@ export class UniverRenderingContext2D implements CanvasRenderingContext2D { scaleX: m.a, scaleY: m.d, }; - // const transformer = Transform.create([m.a, m.b, m.c, m.d, m.e, m.f]); - // const { scaleX, scaleY } = transformer.decompose(); - - // return { - // scaleX,// why not m.a & m.d - // scaleY, - // }; } getScale() { diff --git a/packages/engine-render/src/viewport.ts b/packages/engine-render/src/viewport.ts index 9489582beef..ead83de5559 100644 --- a/packages/engine-render/src/viewport.ts +++ b/packages/engine-render/src/viewport.ts @@ -734,13 +734,11 @@ export class Viewport { if (viewportScrollX !== undefined) { this._preViewportScrollX = this.viewportScrollX; this.viewportScrollX = viewportScrollX; - // this._deltaViewportScrollX = viewportScrollX - this._preViewportScrollX; } if (viewportScrollY !== undefined) { this._preViewportScrollY = this.viewportScrollY; this.viewportScrollY = viewportScrollY; - // this._deltaViewportScrollY = viewportScrollY - this._preViewportScrollY; } return this; } @@ -1349,7 +1347,6 @@ export class Viewport { private _emitScrollEnd$(scrollSubParam: IScrollObserverParam) { clearTimeout(this._scrollStopNum); - console.log('emitScrollEnd$'); this._scrollStopNum = setTimeout(() => { this.onScrollEnd$.emitEvent({ rawScrollX: scrollSubParam.rawScrollX, @@ -1363,7 +1360,7 @@ export class Viewport { limitY: this._scrollBar?.limitY, isTrigger: false, }); - }, 16); + }, 2); } /** @@ -1447,8 +1444,6 @@ export class Viewport { this.viewportScrollX = viewportScrollX; this.viewportScrollY = viewportScrollY; - console.log('viewportScrollY', viewportScrollY, 'delta', this._deltaViewportScrollY); - const scrollSubParam: IScrollObserverParam = { isTrigger, viewport: this, diff --git a/packages/sheets-ui/src/controllers/render-controllers/sheet.render-controller.ts b/packages/sheets-ui/src/controllers/render-controllers/sheet.render-controller.ts index dcf17c5b72e..86da07343f2 100644 --- a/packages/sheets-ui/src/controllers/render-controllers/sheet.render-controller.ts +++ b/packages/sheets-ui/src/controllers/render-controllers/sheet.render-controller.ts @@ -245,7 +245,6 @@ export class SheetRenderController extends RxDisposable implements IRenderModule const bufferEdgeX = 100; const bufferEdgeY = 100; - window.sc = scene; const viewMain = new Viewport(SHEET_VIEWPORT_KEY.VIEW_MAIN, scene, { left: rowHeader.width, top: columnHeader.height, @@ -560,7 +559,7 @@ export class SheetRenderController extends RxDisposable implements IRenderModule let offsetX = 0; let offsetY = 0; - console.log('mouse wheel event'); + const isLimitedStore = viewMain.limitedScroll(); if (evt.inputIndex === PointerInput.MouseWheelX) { const deltaFactor = Math.abs(evt.deltaX); From feb2eba8214cc4b38022f06724dc9f84f2d7580f Mon Sep 17 00:00:00 2001 From: lumixraku Date: Wed, 11 Sep 2024 12:19:41 +0800 Subject: [PATCH 4/4] fix: fix ci spec case chore: revert rowcol visible back --- packages/core/src/sheets/worksheet.ts | 12 ++---------- .../src/services/sheet-filter.service.ts | 7 +++---- .../__tests__/sheet-interceptor.service.spec.ts | 12 ++++++------ 3 files changed, 11 insertions(+), 20 deletions(-) diff --git a/packages/core/src/sheets/worksheet.ts b/packages/core/src/sheets/worksheet.ts index cbac010e7d7..4f9d695759b 100644 --- a/packages/core/src/sheets/worksheet.ts +++ b/packages/core/src/sheets/worksheet.ts @@ -38,7 +38,6 @@ export class Worksheet { protected _columnManager: ColumnManager; protected readonly _viewModel: SheetViewModel; - private _filteredRowCacheMap: Map = new Map(); constructor( public readonly unitId: string, @@ -466,17 +465,10 @@ export class Worksheet { /** * Row is filtered out, that means this row is invisible. * @param row - * @returns {boolean} + * @returns {boolean} is row hidden by filter */ isRowFiltered(row: number): boolean { - if (!this._filteredRowCacheMap.has(row)) { - this._filteredRowCacheMap.set(row, this._viewModel.getRowFiltered(row)); - } - return !!this._filteredRowCacheMap.get(row); - } - - clearFilteredRowCacheMap() { - this._filteredRowCacheMap.clear(); + return this._viewModel.getRowFiltered(row); } /** diff --git a/packages/sheets-filter/src/services/sheet-filter.service.ts b/packages/sheets-filter/src/services/sheet-filter.service.ts index 66b7bdc871c..73a30d6a55a 100644 --- a/packages/sheets-filter/src/services/sheet-filter.service.ts +++ b/packages/sheets-filter/src/services/sheet-filter.service.ts @@ -14,7 +14,6 @@ * limitations under the License. */ -import type { Nullable, Workbook } from '@univerjs/core'; import { CommandType, Disposable, fromCallback, @@ -24,14 +23,15 @@ import { UniverInstanceType, } from '@univerjs/core'; import { BehaviorSubject, filter, merge, of, switchMap } from 'rxjs'; +import type { Nullable, Workbook } from '@univerjs/core'; -import { FilterModel } from '../models/filter-model'; import { ReCalcSheetsFilterMutation, RemoveSheetsFilterMutation, SetSheetsFilterCriteriaMutation, SetSheetsFilterRangeMutation, } from '../commands/mutations/sheets-filter.mutation'; +import { FilterModel } from '../models/filter-model'; import type { IAutoFilter } from '../models/types'; export const FILTER_MUTATIONS = new Set([ @@ -131,6 +131,7 @@ export class SheetsFilterService extends Disposable { return; } } catch (err) { + console.error('[SheetsFilterService]: could not get active workbook!', err); return; } @@ -145,8 +146,6 @@ export class SheetsFilterService extends Disposable { const subUnitId = activeSheet.getSheetId(); const filterModel = this.getFilterModel(unitId, subUnitId); this._activeFilterModel$.next(filterModel); - - workbook.getActiveSheet().clearFilteredRowCacheMap(); } private _initActiveFilterModel(): void { diff --git a/packages/sheets/src/services/sheet-interceptor/__tests__/sheet-interceptor.service.spec.ts b/packages/sheets/src/services/sheet-interceptor/__tests__/sheet-interceptor.service.spec.ts index 6def963042c..6db7423bc3f 100644 --- a/packages/sheets/src/services/sheet-interceptor/__tests__/sheet-interceptor.service.spec.ts +++ b/packages/sheets/src/services/sheet-interceptor/__tests__/sheet-interceptor.service.spec.ts @@ -14,14 +14,14 @@ * limitations under the License. */ -import type { ICellData, Injector, Nullable, Univer, Workbook } from '@univerjs/core'; import { createInterceptorKey, IUniverInstanceService, UniverInstanceType } from '@univerjs/core'; import { afterEach, beforeEach, describe, expect, it } from 'vitest'; +import type { ICellData, Injector, Nullable, Univer, Workbook } from '@univerjs/core'; import { INTERCEPTOR_POINT } from '../interceptor-const'; import { SheetInterceptorService } from '../sheet-interceptor.service'; -import type { ISheetLocation } from '../utils/interceptor'; import { createSheetTestBed } from './create-core-test-bed'; +import type { ISheetLocation } from '../utils/interceptor'; describe('Test SheetInterceptorService', () => { let univer: Univer; @@ -49,7 +49,7 @@ describe('Test SheetInterceptorService', () => { return sheet.getRowFiltered(row); } - function getRowRawVisible(row: number): boolean { + function getRowVisible(row: number): boolean { const cus = get(IUniverInstanceService); const sheet = cus.getCurrentUnitForType(UniverInstanceType.UNIVER_SHEET)!.getActiveSheet()!; return sheet.getRowVisible(row); @@ -112,13 +112,13 @@ describe('Test SheetInterceptorService', () => { }); expect(getRowFiltered(1)).toBeFalsy(); - expect(getRowRawVisible(1)).toBeTruthy(); + expect(getRowVisible(1)).toBeTruthy(); realFiltered = true; expect(getRowFiltered(1)).toBeTruthy(); - expect(getRowRawVisible(1)).toBeFalsy(); + expect(getRowVisible(1)).toBeFalsy(); expect(getRowFiltered(2)).toBeFalsy(); - expect(getRowRawVisible(2)).toBeTruthy(); + expect(getRowVisible(2)).toBeTruthy(); }); });