Tetris in Excel using Shape Rich APIs.

TechSummit- Tetris.EXCEL.yaml

name: TechSummit- Tetris
description: Tetris in Excel using Shape Rich APIs.
host: EXCEL
api_set: {}
script:
  content: >
    // Majority of following code comes from
    https://github.com/jstimpfle/tetris-on-a-plane

    // modified by [email protected], in order to make it runnable inside
    Microsoft Excel

    // As a office-addins, using shapre related rich apis.


    let debugging = false;


    function log(message) {
      if (debugging) {
        console.log(message);
      }
    }


    function getBackgroundImage() {
      var myFile = document.getElementById("selectedFile");
      var reader = new FileReader();

      reader.onload = (function(theFile) {
        return function(e) {
          var startIndex = e.target.result.indexOf("base64,");

          var mybase64 = e.target.result.substr(startIndex + 7, e.target.result.length);
          BACKGROUNDPICSRC = mybase64;
        };
      })(myFile.files[0]);

      // Read in the image file as a data URL.
      reader.readAsDataURL(myFile.files[0]);
    }


    $("#run").click(() => {
      $("#run").hide();
      tryCatch(run);
    });


    $("#selectedFile").change(getBackgroundImage);


    async function run() {
      await Excel.run(async (ctx) => {
        let shapes = ctx.workbook.worksheets.getActiveWorksheet().shapes;
        shapes.load("items");
        await ctx.sync();

        for (var i = 0; i < shapes.items.length; i++) {
          shapes.items[i].delete();
        }
        await ctx.sync();

        let img = shapes.addImage(BACKGROUNDPICSRC);
        let cachedShapesByPosition = {};

        let RENDER_USING_ADD_DELETE = 0;
        let RENDER_USING_ADD_FILL = 1;
        let renderPolicy = RENDER_USING_ADD_FILL;

        var NUM_ROWS = 20;
        var NUM_COLS = 10;
        var BLOCK_WIDTH = 30;
        var BLOCK_HEIGHT = 30;
        var TICK_MS = 500;

        var KEY_ENTER = 13;
        var KEY_SPACE = 32;
        var KEY_LEFT = 37;
        var KEY_UP = 38;
        var KEY_RIGHT = 39;
        var KEY_DOWN = 40;
        var KEY_A = 65;
        var KEY_D = 68;
        var KEY_R = 82;

        var pieces = [
          [[0, 0, 0, 0], [0, 1, 1, 0], [0, 1, 1, 0], [0, 0, 0, 0]],
          [[0, 0, 2, 0], [0, 0, 2, 0], [0, 0, 2, 0], [0, 0, 2, 0]],
          [[0, 0, 3, 0], [0, 3, 3, 0], [0, 0, 3, 0], [0, 0, 0, 0]],
          [[0, 0, 0, 0], [0, 0, 4, 4], [0, 4, 4, 0], [0, 0, 0, 0]],
          [[0, 0, 0, 0], [0, 5, 5, 0], [0, 0, 5, 5], [0, 0, 0, 0]],
          [[0, 0, 6, 0], [0, 0, 6, 0], [0, 6, 6, 0], [0, 0, 0, 0]],
          [[0, 7, 0, 0], [0, 7, 0, 0], [0, 7, 7, 0], [0, 0, 0, 0]]
        ];

        var background = [
          "#E5E8E8" /* Black */,
          "#C0392B" /* Red */,
          "#9b59b6" /* Purple */,
          "#16a085" /* Deep Green */,
          "#58d68d" /* Light Green */,
          "#af601a" /* Red Yellow */,
          "#F1C40F" /* Light Yellow */
        ];

        // 向右旋转
        function rotateLeft(piece) {
          return [
            [piece[0][3], piece[1][3], piece[2][3], piece[3][3]],
            [piece[0][2], piece[1][2], piece[2][2], piece[3][2]],
            [piece[0][1], piece[1][1], piece[2][1], piece[3][1]],
            [piece[0][0], piece[1][0], piece[2][0], piece[3][0]]
          ];
        }

        // 向左旋转
        function rotateRight(piece) {
          return [
            [piece[3][0], piece[2][0], piece[1][0], piece[0][0]],
            [piece[3][1], piece[2][1], piece[1][1], piece[0][1]],
            [piece[3][2], piece[2][2], piece[1][2], piece[0][2]],
            [piece[3][3], piece[2][3], piece[1][3], piece[0][3]]
          ];
        }

        // 当前方块是否和已有图案相交
        function intersects(rows, piece, y, x) {
          for (
            var i = 0;
            i < 4;
            i++ // i 是方块的 行
          )
            for (
              var j = 0;
              j < 4;
              j++ // j 是方块的 列
            )
              if (piece[i][j])
                if (
                  y + i >= NUM_ROWS /*触底边界*/ ||
                  x + j < 0 /*触左边界*/ ||
                  x + j >= NUM_COLS /*触右边界*/ ||
                  rows[y + i][x + j] /*当前方块下方和已有方块接触*/
                )
                  return true;
          return false;
        }

        // 当前方块已经不能下落，固定到（x，y）这个位置
        function apply_piece(rows, piece, y, x) {
          var newRows = [];
          for (var i = 0; i < NUM_ROWS; i++) newRows[i] = rows[i].slice();
          for (var i = 0; i < 4; i++) for (var j = 0; j < 4; j++) if (piece[i][j]) newRows[y + i][x + j] = piece[i][j];
          return newRows;
        }

        // 消去行
        function kill_rows(rows) {
          var newRows = [];
          var k = NUM_ROWS;
          // 遍历所有的行，如果发现此行中包含0，则复制此行到newRows里面，否则，忽略此行（被消去）
          for (var i = NUM_ROWS; i-- > 0; ) {
            for (var j = 0; j < NUM_COLS; j++) {
              if (!rows[i][j]) {
                newRows[--k] = rows[i].slice();
                break;
              }
            }
          }
          for (var i = 0; i < k; i++) {
            newRows[i] = [];
            for (var j = 0; j < NUM_COLS; j++) newRows[i][j] = 0;
          }
          return {
            rows: newRows,
            numRowsKilled: k
          };
        }

        function randomPiece() {
          return pieces[Math.floor(Math.random() * pieces.length)];
        }

        function TetrisGame() {
          this.gameOver = false;
          this.score = 0;
          this.currentPiece = randomPiece(); // 当前正在下落的方块
          this.nextPiece = randomPiece(); // 下一个方块，会出现在预览区
          this.pieceY = 0; // Y轴从上到下 0 ~ （NUM_ROWS - 1）
          this.pieceX = NUM_COLS / 2 - 2; // 保证方块从中间出现
          this.rows = [];
          for (var i = 0; i < NUM_ROWS; i++) {
            this.rows[i] = [];
            for (var j = 0; j < NUM_COLS; j++) {
              this.rows[i][j] = 0;
            }
          }
        }

        TetrisGame.prototype.reset = function() {
          this.gameOver = false;
          this.score = 0;
          this.currentPiece = randomPiece(); // 当前正在下落的方块
          this.nextPiece = randomPiece(); // 下一个方块，会出现在预览区
          this.pieceY = 0; // Y轴从上到下 0 ~ （NUM_ROWS - 1）
          this.pieceX = NUM_COLS / 2 - 2; // 保证方块从中间出现
          this.rows = [];
          for (var i = 0; i < NUM_ROWS; i++) {
            this.rows[i] = [];
            for (var j = 0; j < NUM_COLS; j++) {
              this.rows[i][j] = 0;
            }
          }
        };

        TetrisGame.prototype.tick = function() {
          if (this.gameOver) return false;

          if (gameInitializing) {
            log("game is initializing, skip this tick.");
            return false;
          }

          // 如果方块的下落轨迹上有其他方块，或者触底
          if (intersects(this.rows, this.currentPiece, this.pieceY + 1, this.pieceX)) {
            // 首先把当前方块放置到图形中
            this.rows = apply_piece(this.rows, this.currentPiece, this.pieceY, this.pieceX);
            // 然后尝试进行消去
            var r = kill_rows(this.rows);
            // 得到消去后的新的行数
            this.rows = r.rows;
            // 以及得分
            this.score += 1 + r.numRowsKilled * r.numRowsKilled * NUM_COLS;

            // 在下一个方块出现前首先计算，
            // 是否方块一出来就会导致游戏失败
            // (新的方块出现的位置会和已有方块相交)
            if (intersects(this.rows, this.nextPiece, 0, NUM_COLS / 2 - 2)) {
              this.gameOver = true;
            } else {
              // 初始化新方块的位置，以及下一个方块
              this.currentPiece = this.nextPiece;
              this.pieceY = 0;
              this.pieceX = NUM_COLS / 2 - 2;
              this.nextPiece = randomPiece();
            }
          } else {
            // 下落一格
            this.pieceY += 1;
          }

          return true;
        };

        // 左移一格
        TetrisGame.prototype.steerLeft = function() {
          if (!intersects(this.rows, this.currentPiece, this.pieceY, this.pieceX - 1)) this.pieceX -= 1;
        };

        // 右移一个
        TetrisGame.prototype.steerRight = function() {
          if (!intersects(this.rows, this.currentPiece, this.pieceY, this.pieceX + 1)) this.pieceX += 1;
        };

        // 在自然下落基础上下移一格
        TetrisGame.prototype.steerDown = function() {
          if (!intersects(this.rows, this.currentPiece, this.pieceY + 1, this.pieceX)) this.pieceY += 1;
        };

        // 逆时针旋转
        TetrisGame.prototype.rotateLeft = function() {
          var newPiece = rotateLeft(this.currentPiece);
          if (!intersects(this.rows, newPiece, this.pieceY, this.pieceX)) this.currentPiece = newPiece;
        };

        // 顺时针旋转
        TetrisGame.prototype.rotateRight = function() {
          var newPiece = rotateRight(this.currentPiece);
          if (!intersects(this.rows, newPiece, this.pieceY, this.pieceX)) this.currentPiece = newPiece;
        };

        // 直接触底
        TetrisGame.prototype.letFall = function() {
          while (!intersects(this.rows, this.currentPiece, this.pieceY + 1, this.pieceX)) this.pieceY += 1;

          this.tick();
        };

        TetrisGame.prototype.get_rows = function() {
          return apply_piece(this.rows, this.currentPiece, this.pieceY, this.pieceX);
        };

        TetrisGame.prototype.get_next_piece = function() {
          return this.nextPiece;
        };

        TetrisGame.prototype.get_score = function() {
          return this.score;
        };

        TetrisGame.prototype.get_game_over = function() {
          return this.gameOver;
        };

        // 绘制下一个方块到preview里面 （Addin taskpane）
        function draw_preview(rows, num_rows, num_cols, domContainer) {
          var boardElem = document.createElement("div");
          for (var i = 0; i < num_rows; i++) {
            for (var j = 0; j < num_cols; j++) {
              var blockElem = document.createElement("div");
              blockElem.classList.add("tetrisBlock");
              if (rows[i][j]) blockElem.classList.add("habitated");
              blockElem.style.top = i * BLOCK_HEIGHT + "px";
              blockElem.style.left = j * BLOCK_WIDTH + "px";
              blockElem.style.backgroundColor = background[rows[i][j] - 1];
              boardElem.appendChild(blockElem);
            }
          }

          domContainer.appendChild(boardElem);
        }

        let isDrawing = false; // 因为perf的原因，可能会出现前一次绘制还没完成，后一个tick就来的情况，这个时候用这个变量来判断，如果前一次绘制没完成，则放弃当前绘制

        async function draw_blocks(rows, num_rows, num_cols, domContainer) {
          if (isDrawing) {
            return;
          }
          isDrawing = true;

          let percntStart = Date.now();

          if (renderPolicy == RENDER_USING_ADD_DELETE) {
            log("render using RENDER_USING_ADD_DELETE policy.");
            // #1: Create new shapes on demand
            let validShapes = {};
            let shpCreated = 0;
            let shpKeeped = 0;
            for (let i = 0; i < num_rows; i++) {
              for (let j = 0; j < num_cols; j++) {
                if (rows[i][j]) {
                  let top = i * BLOCK_HEIGHT;
                  let left = j * BLOCK_WIDTH;
                  let key = top + "-" + left;

                  if (cachedShapesByPosition[key]) {
                    shpKeeped += 1;
                    validShapes[key] = cachedShapesByPosition[key];
                    delete cachedShapesByPosition[key];
                  } else {
                    shpCreated += 1;
                    let newshp = shapes.addGeometricShape("Rectangle", left, top, BLOCK_WIDTH, BLOCK_HEIGHT);
                    validShapes[key] = newshp;
                  }

                  let color = background[rows[i][j] - 1];
                  validShapes[key].fill.setSolidColor(color);
                }
              }
            }

            // #2: Delete shapes no need anymore
            let shpDeleted = 0;
            for (const key in cachedShapesByPosition) {
              if (cachedShapesByPosition.hasOwnProperty(key)) {
                shpDeleted += 1;
                const shapPendingToDelete = cachedShapesByPosition[key];
                shapPendingToDelete.delete();
              }
            }

            // #3: Update the cache
            cachedShapesByPosition = validShapes;

            log(
              "Game board updated, " +
                shpCreated +
                " new shapes created, " +
                shpKeeped +
                " shapes kept, and " +
                shpDeleted +
                " shapes removed from last frame."
            );
          } else if (renderPolicy == RENDER_USING_ADD_FILL) {
            log("render using RENDER_USING_ADD_FILL policy.");

            let cntshpsRefilled = 0;
            let cntshpSetToInvisible = 0;
            let cntshpSetToVisible = 0;

            for (let i = 0; i < num_rows; i++) {
              for (let j = 0; j < num_cols; j++) {
                let top = i * BLOCK_HEIGHT;
                let left = j * BLOCK_WIDTH;
                let key = top + "-" + left;

                if (!cachedShapesByPosition[key]) {
                  throw "Shape should be created before reach to here.";
                }

                if (rows[i][j]) {
                  // show a shape
                  if (cachedShapesByPosition[key].fill.transparency == 1) {
                    cachedShapesByPosition[key].fill.transparency = 0;
                    cntshpSetToVisible += 1;
                  }

                  let color = background[rows[i][j] - 1];
                  if (color != cachedShapesByPosition[key].fill.foregroundColor) {
                    // log("shape repaint from:" + cachedShapesByPosition[key].fill.foregroundColor + " to:" + color);
                    cachedShapesByPosition[key].fill.foregroundColor = color;
                    cntshpsRefilled += 1;
                  }
                } else {
                  // hide a shape
                  if (cachedShapesByPosition[key].fill.transparency == 0) {
                    cachedShapesByPosition[key].fill.transparency = 1;

                    cntshpSetToInvisible += 1;
                  }
                }
              }
            }

            log(
              "Game board updated, " +
                cntshpsRefilled +
                " shapes repaint, " +
                cntshpSetToVisible +
                " shapes set to visible, and " +
                cntshpSetToInvisible +
                " shapes set to invisible."
            );
          }

          await ctx.sync();

          let percntEnd = Date.now();
          log("Rendering using RichAPI takes " + (percntEnd - percntStart) + " million seconds.");

          isDrawing = false;
        }

        function draw_tetrisGame(game, isPaused, containerElem) {
          var terisGameElem = document.createElement("div");
          terisGameElem.classList.add("tetrisGame");

          // following part will be draw inside the addin pane
          draw_tetrisConsolePane(game, isPaused, terisGameElem);

          // this will be draw inside the worksheet rather than the addin pane
          draw_tetrisGamePane(game, terisGameElem);

          containerElem.appendChild(terisGameElem);
        }

        function draw_tetrisGamePane(game, containerElem) {
          var gamePaneElem = document.createElement("div");
          // comment out below line to show a mirror game in add-in
          // gamePaneElem.classList.add('tetrisGamePane');
          draw_tetrisBoard(game, gamePaneElem);

          containerElem.appendChild(gamePaneElem);
        }

        function draw_tetrisBoard(game, containerElem) {
          var boardPaneElem = document.createElement("div");
          boardPaneElem.classList.add("tetrisBoard");

          var rows = game.get_rows();
          draw_blocks(rows, NUM_ROWS, NUM_COLS, boardPaneElem);

          containerElem.appendChild(boardPaneElem);
        }

        function draw_tetrisConsolePane(game, isPaused, containerElem) {
          var consolePaneElem = document.createElement("div");
          consolePaneElem.classList.add("tetrisConsolePane");

          var scoreElem = draw_tetrisScore(game, isPaused);
          var previewElem = draw_tetrisPreview(game);
          //var usageElem = draw_tetrisUsage(game);

          //consolePaneElem.appendChild(previewElem);
          //consolePaneElem.appendChild(scoreElem);
          //consolePaneElem.appendChild(usageElem);

          containerElem.appendChild(consolePaneElem);
        }

        function draw_tetrisScore(game, isPaused) {
          var score = game.get_score();
          var scoreElem = document.getElementById("score");
          scoreElem.classList.add("tetrisScore");
          scoreElem.innerHTML = "<p>SCORE: " + score + "</p>";
          if (isPaused) scoreElem.innerHTML += "<p>PAUSED</p>";
          if (game.get_game_over()) scoreElem.innerHTML += "<p>GAME OVER</p>";
          return scoreElem;
        }

        function draw_tetrisPreview(game) {
          var piece = game.get_next_piece();
          var previewElem = document.getElementById("preview");
          previewElem.classList.add("tetrisPreview");
          previewElem.innerHTML = "";
          draw_preview(piece, 4, 4, previewElem);
          return previewElem;
        }

        function draw_tetrisUsage(game) {
          var usageElem = document.createElement("div");
          usageElem.classList.add("tetrisUsage");
          usageElem.innerHTML =
            "<table>" +
            "<tr><th>Cursor Keys</th><td>Steer</td></tr>" +
            "<tr><th>a/d</th><td>Rotate</td></tr>" +
            "<tr><th>Space bar</th><td>Let fall</td></tr>" +
            "<tr><th>Enter</th><td>Toggle pause</td></tr>" +
            "<tr><th>r</th><td>Restart game</td></tr>" +
            "</table>";
          return usageElem;
        }

        let gameInitializing = false;
        async function initGameSceneAsync() {
          let perfStartAt = Date.now();

          for (const key in cachedShapesByPosition) {
            if (cachedShapesByPosition.hasOwnProperty(key)) {
              const shp = cachedShapesByPosition[key];
              shp.delete();
              delete cachedShapesByPosition[key];
            }
          }
          await ctx.sync();

          for (var i = 0; i < NUM_ROWS; i++) {
            for (var j = 0; j < NUM_COLS; j++) {
              if (renderPolicy == RENDER_USING_ADD_FILL) {
                let top = i * BLOCK_HEIGHT;
                let left = j * BLOCK_WIDTH;
                let key = top + "-" + left;

                let newshp = shapes.addGeometricShape("Rectangle");
                newshp.left = left;
                newshp.top = top;
                newshp.width = BLOCK_WIDTH;
                newshp.height = BLOCK_HEIGHT;
                newshp.fill.transparency = 1;
                newshp.fill.type = Excel.ShapeFillType.solid;
                newshp.fill.foregroundColor = "#000000";

                cachedShapesByPosition[key] = newshp;
              }
            }
          }

          await ctx.sync();

          let perfEndAt = Date.now();
          log("InitAsync takes " + (perfEndAt - perfStartAt) + " million seconds");

          log("resume rendering");
          gameInitializing = false;
        }

        async function initInfoSceneAsync() {
          gameInitializing = true;
          var scoreElem = $("#score")[0];
          scoreElem.classList.add("tetrisScore");
          scoreElem.innerHTML = "<p>SCORE: " + 0 + "</p>";
          var usageElem = $("#usageMessage")[0];
          usageElem.classList.add("tetrisUsage");
          usageElem.innerHTML =
            "<table>" +
            "<tr><th>Cursor Keys</th><td>Steer</td></tr>" +
            "<tr><th>a/d</th><td>Rotate</td></tr>" +
            "<tr><th>Space bar</th><td>Let fall</td></tr>" +
            "<tr><th>Enter</th><td>Toggle pause</td></tr>" +
            "<tr><th>r</th><td>Restart game</td></tr>" +
            "</table>";
          gameInitializing = false;
        }

        let throttledRedraw;
        function redraw(game, isPaused, containerElem) {
          containerElem.innerHTML = "";

          if (gameInitializing) {
            log("gameInitializing set to true.");
            return;
          }

          let drawingFactory = function(context) {
            return function() {
              draw_tetrisGame.apply(context, [game, isPaused, containerElem]);
            };
          };

          if (!throttledRedraw) {
            throttledRedraw = _.throttle(drawingFactory(this), TICK_MS / 5, { maxWait: TICK_MS });
          }

          throttledRedraw();
        }

        async function tetris_run(rootelem, containerElem) {
          var game = new TetrisGame();
          await initGameSceneAsync();
          await initInfoSceneAsync();

          play();

          function play() {
            var intervalHandler = setInterval(function() {
              if (game.tick()) redraw(game, false, containerElem);
            }, TICK_MS);

            async function keyHandler(kev) {
              if (kev.shiftKey || kev.altKey || kev.metaKey) return;
              var consumed = true;
              var mustpause = false;
              if (kev.keyCode === KEY_ENTER) {
                mustpause = true;
              } else if (kev.keyCode === KEY_R) {
                kev.preventDefault();
                consumed = false;
                log("create new TetrisGame and Initilize");
                log("stop rendering");
                gameInitializing = true;
                game.reset();
                await initGameSceneAsync();
                log("Game initilize completed");
              } else if (kev.keyCode === KEY_LEFT) {
                game.steerLeft();
              } else if (kev.keyCode === KEY_RIGHT) {
                game.steerRight();
              } else if (kev.keyCode === KEY_DOWN) {
                game.steerDown();
              } else if (kev.keyCode === KEY_UP) {
                game.rotateLeft();
              } else if (kev.keyCode === KEY_A) {
                game.rotateRight();
              } else if (kev.keyCode === KEY_SPACE) {
                game.letFall();
              } else {
                consumed = false;
              }
              if (consumed) {
                kev.preventDefault();
                if (mustpause) {
                  rootelem.removeEventListener("keydown", keyHandler);
                  clearInterval(intervalHandler);
                  pause();
                } else {
                  log("draw");
                  redraw(game, false, containerElem);
                }
              }
            }

            rootelem.addEventListener("keydown", keyHandler);
          }

          function pause() {
            function keyHandler(kev) {
              if (kev.keyCode == KEY_ENTER) {
                rootelem.removeEventListener("keydown", keyHandler);
                play();
              }
            }

            rootelem.addEventListener("keydown", keyHandler);

            redraw(game, true, containerElem);
          }
        }

        await tetris_run($("#container")[0], $("#gamePane")[0]);

        $("#container").focus();
      });
    }


    /** Default helper for invoking an action and handling errors. */

    async function tryCatch(callback) {
      try {
        await callback();
      } catch (error) {
        OfficeHelpers.UI.notify(error);
        OfficeHelpers.Utilities.log(error);
      }
    }


    if (debugging) {
      $("#container").css("background-color", "#E8F8F5");
    }
  language: typescript
template:
  content: "<div id=\"container\" class=\"container\">\n\n\t Select Background Image  <input type=\"file\" id=\"selectedFile\">\n\t<br><br><br>\n\n\t<button id=\"run\" class=\"ms-Button\">\n        <span class=\"ms-Button-label\">Play!!</span>\n    </button>\n\n    <div id=\"gamePane\">\n    </div>\n\n    <div id=\"gamePlayPane\">\n        <div id=\"preview\">\n        </div>\n        <div id=\"score\">\n        </div>\n        <div id=\"usageMessage\">\n        </div>\n    </div>\n</div>\n\n<script type=\"text/javascript\">\n\tvar BACKGROUNDPICSRC = 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\";\n\n\n\n\n</script>"
  language: html
style:
  content: |-
    /* Your style goes here */

    div.container {
      position: absolute;
      margin: 0;
      padding: 0;
      top: 0;
      left: 0;
      width: 100%;
      height: 100%;
    }

    div.tetrisGame {
      display: block;
      position: relative;
      margin: 0;
      padding: 0;
      border: none;
      width: 100%;
      height: 100%;
    }

    div.tetrisGame div.tetrisConsolePane {
      position: relative;
      display: block;
      margin: 0;
      padding: 0;
      width: 100%;
    }

    div.tetrisScore {
      position: relative;
      display: block;
      margin: 0;
      padding: 0;
      width: 100%;
      font-size: 20pt;
    }

    div.tetrisPreview {
      position: relative;
      display: block;
      margin: 0;
      padding: 0;
      width: 120px;  /* 4 cols * 30px */
      height: 120px;  /* 4 rows * 30px */
      background-color: gray;
    }

    div.tetrisUsage {
      position: relative;
      display: block;
      margin: 0;
      padding: 0;
    }

    div.tetrisUsage th,
    div.tetrisUsage td {
      text-align: left;
    }

    div.tetrisUsage td {
      padding-left: 1em;
    }

    div.tetrisGamePane {
      position: relative;
      display: block;
      margin-top: 20px;
      padding: 0;
      width: 300px;  /* 10 cols * 30px */
      height: 600px;  /* 20 rows * 30px */
    }

    div.tetrisGamePane div.tetrisBoard {
      position: relative;
      display: block;
      margin: 0;
      padding: 0;
      border: none;
      width: 100%;
      height: 100%;
    }

    div.tetrisBlock {
      position: absolute;
      width: 29px;
      height: 29px;
      border: 1px solid black;
    }

    div.tetrisBlock.habitated {
      border: 1px solid black;
    }
  language: css
libraries: |
  https://unpkg.com/@microsoft/[email protected]/dist/office.js
  https://unpkg.com/@microsoft/[email protected]/dist/office.d.ts

  [email protected]/dist/css/fabric.min.css
  [email protected]/dist/css/fabric.components.min.css

  [email protected]/client/core.min.js
  @types/core-js

  @microsoft/[email protected]/dist/office.helpers.min.js
  @microsoft/[email protected]/dist/office.helpers.d.ts

  [email protected]
  @types/jquery

  https://cdn.jsdelivr.net/npm/[email protected]/lodash.min.js

TechSummit- Tetris.yaml

name: TechSummit- Tetris
description: Tetris in Excel using Shape Rich APIs.
author: lumine2008
host: EXCEL
api_set: {}
script:
    content: |-
        // Majority of following code comes from https://github.com/jstimpfle/tetris-on-a-plane
        // modified by [email protected], in order to make it runnable inside Microsoft Excel
        // As a office-addins, using shapre related rich apis.

        let debugging = false;

        function log(message) {
            if (debugging) {
                console.log(message);
            }
        }

        function getBackgroundImage() {
            var myFile = document.getElementById("selectedFile");
            var reader = new FileReader();
            

            reader.onload = (function (theFile) {
                return function (e) {
                
                    var startIndex = e.target.result.indexOf("base64,");

                    var mybase64 = e.target.result.substr(startIndex + 7, e.target.result.length);
                    BACKGROUNDPICSRC = mybase64;
                  
                };
            })(myFile.files[0]);

            // Read in the image file as a data URL.
            reader.readAsDataURL(myFile.files[0]);
          


        }



        $("#run").click(() => {
            $("#run").hide();
            tryCatch(run);
        });

        $('#selectedFile').change(getBackgroundImage);

        async function run() {
            await Excel.run(async ctx => {

                let shapes = ctx.workbook.worksheets.getActiveWorksheet().shapes;
                shapes.load("items");
                await ctx.sync();

                for (var i = 0; i < shapes.items.length; i++) {
                    shapes.items[i].delete();
                }
                await ctx.sync();

                let img = shapes.addImage(BACKGROUNDPICSRC);
                let cachedShapesByPosition = {};

                let RENDER_USING_ADD_DELETE = 0;
                let RENDER_USING_ADD_FILL = 1;
                let renderPolicy = RENDER_USING_ADD_FILL;

                var NUM_ROWS = 20;
                var NUM_COLS = 10;
                var BLOCK_WIDTH = 30;
                var BLOCK_HEIGHT = 30;
                var TICK_MS = 500;

                var KEY_ENTER = 13;
                var KEY_SPACE = 32;
                var KEY_LEFT = 37;
                var KEY_UP = 38;
                var KEY_RIGHT = 39;
                var KEY_DOWN = 40;
                var KEY_A = 65;
                var KEY_D = 68;
                var KEY_R = 82;

                var pieces = [
                    [
                        [0, 0, 0, 0],
                        [0, 1, 1, 0],
                        [0, 1, 1, 0],
                        [0, 0, 0, 0]
                    ],
                    [
                        [0, 0, 2, 0],
                        [0, 0, 2, 0],
                        [0, 0, 2, 0],
                        [0, 0, 2, 0]
                    ],
                    [
                        [0, 0, 3, 0],
                        [0, 3, 3, 0],
                        [0, 0, 3, 0],
                        [0, 0, 0, 0]
                    ],
                    [
                        [0, 0, 0, 0],
                        [0, 0, 4, 4],
                        [0, 4, 4, 0],
                        [0, 0, 0, 0]
                    ],
                    [
                        [0, 0, 0, 0],
                        [0, 5, 5, 0],
                        [0, 0, 5, 5],
                        [0, 0, 0, 0]
                    ],
                    [
                        [0, 0, 6, 0],
                        [0, 0, 6, 0],
                        [0, 6, 6, 0],
                        [0, 0, 0, 0]
                    ],
                    [
                        [0, 7, 0, 0],
                        [0, 7, 0, 0],
                        [0, 7, 7, 0],
                        [0, 0, 0, 0]
                    ]
                ];

                var background = [
                    "#E5E8E8" /* Black */,
                    "#C0392B" /* Red */,
                    "#9b59b6" /* Purple */,
                    "#16a085" /* Deep Green */,
                    "#58d68d" /* Light Green */,
                    "#af601a" /* Red Yellow */,
                    "#F1C40F" /* Light Yellow */,
                ];

                // 向右旋转
                function rotateLeft(piece) {
                    return [
                        [piece[0][3], piece[1][3], piece[2][3], piece[3][3]],
                        [piece[0][2], piece[1][2], piece[2][2], piece[3][2]],
                        [piece[0][1], piece[1][1], piece[2][1], piece[3][1]],
                        [piece[0][0], piece[1][0], piece[2][0], piece[3][0]]
                    ];
                }

                // 向左旋转
                function rotateRight(piece) {
                    return [
                        [piece[3][0], piece[2][0], piece[1][0], piece[0][0]],
                        [piece[3][1], piece[2][1], piece[1][1], piece[0][1]],
                        [piece[3][2], piece[2][2], piece[1][2], piece[0][2]],
                        [piece[3][3], piece[2][3], piece[1][3], piece[0][3]]
                    ];
                }

                // 当前方块是否和已有图案相交
                function intersects(rows, piece, y, x) {
                    for (var i = 0; i < 4; i++)     // i 是方块的 行
                        for (var j = 0; j < 4; j++) // j 是方块的 列
                            if (piece[i][j])
                                if (y + i >= NUM_ROWS /*触底边界*/ || x + j < 0 /*触左边界*/ || x + j >= NUM_COLS /*触右边界*/ || rows[y + i][x + j] /*当前方块下方和已有方块接触*/)
                                    return true;
                    return false;
                }

                // 当前方块已经不能下落，固定到（x，y）这个位置
                function apply_piece(rows, piece, y, x) {
                    var newRows = [];
                    for (var i = 0; i < NUM_ROWS; i++)
                        newRows[i] = rows[i].slice();
                    for (var i = 0; i < 4; i++)
                        for (var j = 0; j < 4; j++)
                            if (piece[i][j])
                                newRows[y + i][x + j] = piece[i][j];
                    return newRows;
                }

                // 消去行
                function kill_rows(rows) {
                    var newRows = [];
                    var k = NUM_ROWS;
                    // 遍历所有的行，如果发现此行中包含0，则复制此行到newRows里面，否则，忽略此行（被消去）
                    for (var i = NUM_ROWS; i-- > 0;) {
                        for (var j = 0; j < NUM_COLS; j++) {
                            if (!rows[i][j]) {
                                newRows[--k] = rows[i].slice();
                                break;
                            }
                        }
                    }
                    for (var i = 0; i < k; i++) {
                        newRows[i] = [];
                        for (var j = 0; j < NUM_COLS; j++)
                            newRows[i][j] = 0;
                    }
                    return {
                        'rows': newRows,
                        'numRowsKilled': k,
                    };
                }

                function randomPiece() {
                    return pieces[Math.floor(Math.random() * pieces.length)];
                }

                function TetrisGame() {
                    this.gameOver = false;
                    this.score = 0;
                    this.currentPiece = randomPiece();  // 当前正在下落的方块
                    this.nextPiece = randomPiece();     // 下一个方块，会出现在预览区
                    this.pieceY = 0;    // Y轴从上到下 0 ~ （NUM_ROWS - 1）
                    this.pieceX = NUM_COLS / 2 - 2;    // 保证方块从中间出现
                    this.rows = [];
                    for (var i = 0; i < NUM_ROWS; i++) {
                        this.rows[i] = []
                        for (var j = 0; j < NUM_COLS; j++) {
                            this.rows[i][j] = 0;
                        }
                    }
                }

                TetrisGame.prototype.reset = function () {
                    this.gameOver = false;
                    this.score = 0;
                    this.currentPiece = randomPiece();  // 当前正在下落的方块
                    this.nextPiece = randomPiece();     // 下一个方块，会出现在预览区
                    this.pieceY = 0;    // Y轴从上到下 0 ~ （NUM_ROWS - 1）
                    this.pieceX = NUM_COLS / 2 - 2;    // 保证方块从中间出现
                    this.rows = [];
                    for (var i = 0; i < NUM_ROWS; i++) {
                        this.rows[i] = []
                        for (var j = 0; j < NUM_COLS; j++) {
                            this.rows[i][j] = 0;
                        }
                    }
                }

                TetrisGame.prototype.tick = function () {
                    if (this.gameOver)
                        return false;

                    if (gameInitializing) {
                        log("game is initializing, skip this tick.");
                        return false;
                    }

                    // 如果方块的下落轨迹上有其他方块，或者触底
                    if (intersects(this.rows, this.currentPiece, this.pieceY + 1, this.pieceX)) {
                        // 首先把当前方块放置到图形中
                        this.rows = apply_piece(this.rows, this.currentPiece, this.pieceY, this.pieceX);
                        // 然后尝试进行消去
                        var r = kill_rows(this.rows);
                        // 得到消去后的新的行数
                        this.rows = r.rows;
                        // 以及得分
                        this.score += 1 + r.numRowsKilled * r.numRowsKilled * NUM_COLS;

                        // 在下一个方块出现前首先计算，
                        // 是否方块一出来就会导致游戏失败
                        // (新的方块出现的位置会和已有方块相交)
                        if (intersects(this.rows, this.nextPiece, 0, NUM_COLS / 2 - 2)) {
                            this.gameOver = true;
                        } else {
                            // 初始化新方块的位置，以及下一个方块
                            this.currentPiece = this.nextPiece;
                            this.pieceY = 0;
                            this.pieceX = NUM_COLS / 2 - 2;
                            this.nextPiece = randomPiece();
                        }
                    } else {
                        // 下落一格
                        this.pieceY += 1;
                    }

                    return true;
                }

                // 左移一格
                TetrisGame.prototype.steerLeft = function () {
                    if (!intersects(this.rows, this.currentPiece, this.pieceY, this.pieceX - 1))
                        this.pieceX -= 1;
                }

                // 右移一个
                TetrisGame.prototype.steerRight = function () {
                    if (!intersects(this.rows, this.currentPiece, this.pieceY, this.pieceX + 1))
                        this.pieceX += 1;
                }

                // 在自然下落基础上下移一格
                TetrisGame.prototype.steerDown = function () {
                    if (!intersects(this.rows, this.currentPiece, this.pieceY + 1, this.pieceX))
                        this.pieceY += 1;
                }

                // 逆时针旋转
                TetrisGame.prototype.rotateLeft = function () {
                    var newPiece = rotateLeft(this.currentPiece);
                    if (!intersects(this.rows, newPiece, this.pieceY, this.pieceX))
                        this.currentPiece = newPiece;
                }

                // 顺时针旋转
                TetrisGame.prototype.rotateRight = function () {
                    var newPiece = rotateRight(this.currentPiece);
                    if (!intersects(this.rows, newPiece, this.pieceY, this.pieceX))
                        this.currentPiece = newPiece;
                }

                // 直接触底
                TetrisGame.prototype.letFall = function () {
                    while (!intersects(this.rows, this.currentPiece, this.pieceY + 1, this.pieceX))
                        this.pieceY += 1;

                    this.tick();
                }

                TetrisGame.prototype.get_rows = function () {
                    return apply_piece(this.rows, this.currentPiece, this.pieceY, this.pieceX);
                }

                TetrisGame.prototype.get_next_piece = function () {
                    return this.nextPiece;
                }

                TetrisGame.prototype.get_score = function () {
                    return this.score;
                }

                TetrisGame.prototype.get_game_over = function () {
                    return this.gameOver;
                }

                // 绘制下一个方块到preview里面 （Addin taskpane）
                function draw_preview(rows, num_rows, num_cols, domContainer) {
                    var boardElem = document.createElement('div');
                    for (var i = 0; i < num_rows; i++) {
                        for (var j = 0; j < num_cols; j++) {
                            var blockElem = document.createElement('div');
                            blockElem.classList.add('tetrisBlock');
                            if (rows[i][j])
                                blockElem.classList.add('habitated');
                            blockElem.style.top = (i * BLOCK_HEIGHT) + 'px';
                            blockElem.style.left = (j * BLOCK_WIDTH) + 'px';
                            blockElem.style.backgroundColor = background[rows[i][j] - 1];
                            boardElem.appendChild(blockElem);
                        }
                    }

                    domContainer.appendChild(boardElem);
                }

                let isDrawing = false;  // 因为perf的原因，可能会出现前一次绘制还没完成，后一个tick就来的情况，这个时候用这个变量来判断，如果前一次绘制没完成，则放弃当前绘制

                async function draw_blocks(rows, num_rows, num_cols, domContainer) {
                    if (isDrawing) {
                        return;
                    }
                    isDrawing = true;

                    let percntStart = Date.now();

                    if (renderPolicy == RENDER_USING_ADD_DELETE) {
                        log("render using RENDER_USING_ADD_DELETE policy.");
                        // #1: Create new shapes on demand
                        let validShapes = {};
                        let shpCreated = 0;
                        let shpKeeped = 0;
                        for (let i = 0; i < num_rows; i++) {
                            for (let j = 0; j < num_cols; j++) {
                                if (rows[i][j]) {
                                    let top = (i * BLOCK_HEIGHT);
                                    let left = (j * BLOCK_WIDTH);
                                    let key = top + "-" + left;

                                    if (cachedShapesByPosition[key]) {
                                        shpKeeped += 1;
                                        validShapes[key] = cachedShapesByPosition[key];
                                        delete cachedShapesByPosition[key];
                                    } else {
                                        shpCreated += 1;
                                        let newshp = shapes.addGeometricShape("Rectangle", left, top, BLOCK_WIDTH, BLOCK_HEIGHT);
                                        validShapes[key] = newshp;
                                    }

                                    let color = background[rows[i][j] - 1];
                                    validShapes[key].fill.setSolidColor(color);
                                }
                            }
                        }

                        // #2: Delete shapes no need anymore
                        let shpDeleted = 0;
                        for (const key in cachedShapesByPosition) {
                            if (cachedShapesByPosition.hasOwnProperty(key)) {
                                shpDeleted += 1;
                                const shapPendingToDelete = cachedShapesByPosition[key];
                                shapPendingToDelete.delete();
                            }
                        }

                        // #3: Update the cache
                        cachedShapesByPosition = validShapes;

                        log("Game board updated, " + shpCreated + " new shapes created, " + shpKeeped + " shapes kept, and " + shpDeleted + " shapes removed from last frame.");
                    } else if (renderPolicy == RENDER_USING_ADD_FILL) {
                        log("render using RENDER_USING_ADD_FILL policy.");

                        let cntshpsRefilled = 0;
                        let cntshpSetToInvisible = 0;
                        let cntshpSetToVisible = 0;

                        for (let i = 0; i < num_rows; i++) {
                            for (let j = 0; j < num_cols; j++) {
                                let top = (i * BLOCK_HEIGHT);
                                let left = (j * BLOCK_WIDTH);
                                let key = top + "-" + left;

                                if (!cachedShapesByPosition[key]) {
                                    throw 'Shape should be created before reach to here.';
                                }

                                if (rows[i][j]) {   // show a shape
                                    if (cachedShapesByPosition[key].fill.transparency == 1) {
                                        cachedShapesByPosition[key].fill.transparency = 0;
                                        cntshpSetToVisible += 1;
                                    }

                                    let color = background[rows[i][j] - 1];
                                    if (color != cachedShapesByPosition[key].fill.foreColor) {
                                        // log("shape repaint from:" + cachedShapesByPosition[key].fill.foreColor + " to:" + color);
                                        cachedShapesByPosition[key].fill.foreColor = color;
                                        cntshpsRefilled += 1
                                    }
                                } else {    // hide a shape
                                    if (cachedShapesByPosition[key].fill.transparency == 0) {
                                        cachedShapesByPosition[key].fill.transparency = 1;

                                        cntshpSetToInvisible += 1;
                                    }
                                }
                            }
                        }

                        log("Game board updated, " + cntshpsRefilled + " shapes repaint, " + cntshpSetToVisible + " shapes set to visible, and " + cntshpSetToInvisible + " shapes set to invisible.");
                    }

                    await ctx.sync();

                    let percntEnd = Date.now();
                    log("Rendering using RichAPI takes " + (percntEnd - percntStart) + " million seconds.");

                    isDrawing = false;
                }

                function draw_tetrisGame(game, isPaused, containerElem) {
                    var terisGameElem = document.createElement('div');
                    terisGameElem.classList.add('tetrisGame');

                    // following part will be draw inside the addin pane
                    draw_tetrisConsolePane(game, isPaused, terisGameElem);

                    // this will be draw inside the worksheet rather than the addin pane
                    draw_tetrisGamePane(game, terisGameElem);

                    containerElem.appendChild(terisGameElem);
                }

                function draw_tetrisGamePane(game, containerElem) {
                    var gamePaneElem = document.createElement('div');
                    // comment out below line to show a mirror game in add-in
                    // gamePaneElem.classList.add('tetrisGamePane');
                    draw_tetrisBoard(game, gamePaneElem);

                    containerElem.appendChild(gamePaneElem);
                }

                function draw_tetrisBoard(game, containerElem) {
                    var boardPaneElem = document.createElement('div');
                    boardPaneElem.classList.add('tetrisBoard');

                    var rows = game.get_rows();
                    draw_blocks(rows, NUM_ROWS, NUM_COLS, boardPaneElem);

                    containerElem.appendChild(boardPaneElem);
                }

                function draw_tetrisConsolePane(game, isPaused, containerElem) {
                    var consolePaneElem = document.createElement('div');
                    consolePaneElem.classList.add('tetrisConsolePane');

                    var scoreElem = draw_tetrisScore(game, isPaused);
                    var previewElem = draw_tetrisPreview(game);
                    //var usageElem = draw_tetrisUsage(game);

                    //consolePaneElem.appendChild(previewElem);
                    //consolePaneElem.appendChild(scoreElem);
                    //consolePaneElem.appendChild(usageElem);

                    containerElem.appendChild(consolePaneElem);
                }

                function draw_tetrisScore(game, isPaused) {
                    var score = game.get_score();
                    var scoreElem = document.getElementById('score');
                    scoreElem.classList.add('tetrisScore');
                    scoreElem.innerHTML = '<p>SCORE: ' + score + '</p>';
                    if (isPaused)
                        scoreElem.innerHTML += '<p>PAUSED</p>'
                    if (game.get_game_over())
                        scoreElem.innerHTML += '<p>GAME OVER</p>'
                    return scoreElem;
                }

                function draw_tetrisPreview(game) {
                    var piece = game.get_next_piece();
                    var previewElem = document.getElementById('preview');
                    previewElem.classList.add('tetrisPreview');
                    previewElem.innerHTML = '';
                    draw_preview(piece, 4, 4, previewElem);
                    return previewElem;
                }

                function draw_tetrisUsage(game) {
                    var usageElem = document.createElement('div');
                    usageElem.classList.add('tetrisUsage');
                    usageElem.innerHTML =
                        "<table>" +
                        "<tr><th>Cursor Keys</th><td>Steer</td></tr>" +
                        "<tr><th>a/d</th><td>Rotate</td></tr>" +
                        "<tr><th>Space bar</th><td>Let fall</td></tr>" +
                        "<tr><th>Enter</th><td>Toggle pause</td></tr>" +
                        "<tr><th>r</th><td>Restart game</td></tr>" +
                        "</table>";
                    return usageElem;
                }

                let gameInitializing = false;
                async function initGameSceneAsync() {
                    let perfStartAt = Date.now();

                    for (const key in cachedShapesByPosition) {
                        if (cachedShapesByPosition.hasOwnProperty(key)) {
                            const shp = cachedShapesByPosition[key];
                            shp.delete();
                            delete cachedShapesByPosition[key];
                        }
                    }
                    await ctx.sync();

                    for (var i = 0; i < NUM_ROWS; i++) {
                        for (var j = 0; j < NUM_COLS; j++) {
                            if (renderPolicy == RENDER_USING_ADD_FILL) {
                                let top = (i * BLOCK_HEIGHT);
                                let left = (j * BLOCK_WIDTH);
                                let key = top + "-" + left;

                                let newshp = shapes.addGeometricShape("Rectangle", left, top, BLOCK_WIDTH, BLOCK_HEIGHT);

                                newshp.fill.transparency = 1;
                                newshp.fill.type = Excel.ShapeFillType.solid;
                                newshp.fill.foreColor = "#000000";

                                cachedShapesByPosition[key] = newshp;
                            }
                        }
                    }

                    await ctx.sync();

                    let perfEndAt = Date.now();
                    log("InitAsync takes " + (perfEndAt - perfStartAt) + " million seconds");

                    log("resume rendering");
                    gameInitializing = false;
                }

                async function initInfoSceneAsync() {
                    gameInitializing = true;
                    var scoreElem = $('#score')[0];
                    scoreElem.classList.add('tetrisScore');
                    scoreElem.innerHTML = '<p>SCORE: ' + 0 + '</p>';
                    var usageElem = $('#usageMessage')[0];
                    usageElem.classList.add('tetrisUsage');
                    usageElem.innerHTML = "<table>" +
                        "<tr><th>Cursor Keys</th><td>Steer</td></tr>" +
                        "<tr><th>a/d</th><td>Rotate</td></tr>" +
                        "<tr><th>Space bar</th><td>Let fall</td></tr>" +
                        "<tr><th>Enter</th><td>Toggle pause</td></tr>" +
                        "<tr><th>r</th><td>Restart game</td></tr>" +
                        "</table>";
                    gameInitializing = false;
                }

                let throttledRedraw;
                function redraw(game, isPaused, containerElem) {
                    containerElem.innerHTML = '';

                    if (gameInitializing) {
                        log("gameInitializing set to true.")
                        return;
                    }

                    let drawingFactory = function (context) {
                        return function () {
                            draw_tetrisGame.apply(context, [game, isPaused, containerElem]);
                        }
                    }

                    if (!throttledRedraw) {
                        throttledRedraw = _.throttle(drawingFactory(this), TICK_MS / 5, { 'maxWait': TICK_MS });
                    }

                    throttledRedraw();
                }

                async function tetris_run(rootelem, containerElem) {
                    var game = new TetrisGame();
                    await initGameSceneAsync();
                    await initInfoSceneAsync();

                    play();

                    function play() {
                        var intervalHandler = setInterval(
                            function () {
                                if (game.tick())
                                    redraw(game, false, containerElem);
                            },
                            TICK_MS
                        );

                        async function keyHandler(kev) {
                            if (kev.shiftKey || kev.altKey || kev.metaKey)
                                return;
                            var consumed = true;
                            var mustpause = false;
                            if (kev.keyCode === KEY_ENTER) {
                                mustpause = true;
                            } else if (kev.keyCode === KEY_R) {
                                kev.preventDefault();
                                consumed = false;
                                log("create new TetrisGame and Initilize")
                                log("stop rendering");
                                gameInitializing = true;
                                game.reset();
                                await initGameSceneAsync();
                                log("Game initilize completed")
                            } else if (kev.keyCode === KEY_LEFT) {
                                game.steerLeft();
                            } else if (kev.keyCode === KEY_RIGHT) {
                                game.steerRight();
                            } else if (kev.keyCode === KEY_DOWN) {
                                game.steerDown();
                            } else if (kev.keyCode === KEY_UP) {
                                game.rotateLeft();
                            } else if (kev.keyCode === KEY_A) {
                                game.rotateRight();
                            } else if (kev.keyCode === KEY_SPACE) {
                                game.letFall();
                            } else {
                                consumed = false;
                            }
                            if (consumed) {
                                kev.preventDefault();
                                if (mustpause) {
                                    rootelem.removeEventListener('keydown', keyHandler);
                                    clearInterval(intervalHandler);
                                    pause();
                                } else {
                                    log("draw")
                                    redraw(game, false, containerElem);
                                }
                            }
                        }

                        rootelem.addEventListener('keydown', keyHandler);
                    }

                    function pause() {
                        function keyHandler(kev) {
                            if (kev.keyCode == KEY_ENTER) {
                                rootelem.removeEventListener('keydown', keyHandler);
                                play();
                            }
                        }

                        rootelem.addEventListener('keydown', keyHandler);

                        redraw(game, true, containerElem);
                    }

                }

                await tetris_run($('#container')[0], $('#gamePane')[0]);

                $('#container').focus();
            });
        }

        /** Default helper for invoking an action and handling errors. */
        async function tryCatch(callback) {
            try {
                await callback();
            } catch (error) {
                OfficeHelpers.UI.notify(error);
                OfficeHelpers.Utilities.log(error);
            }
        }

        if (debugging) {
            $('#container').css("background-color", "#E8F8F5");
        }
    language: typescript
template:
    content: "<div id=\"container\" class=\"container\">\n\n\t Select Background Image  <input type=\"file\" id=\"selectedFile\">\n\t<br><br><br>\n\n\t<button id=\"run\" class=\"ms-Button\">\n        <span class=\"ms-Button-label\">Play!!</span>\n    </button>\n\n    <div id=\"gamePane\">\n    </div>\n\n    <div id=\"gamePlayPane\">\n        <div id=\"preview\">\n        </div>\n        <div id=\"score\">\n        </div>\n        <div id=\"usageMessage\">\n        </div>\n    </div>\n</div>\n\n<script type=\"text/javascript\">\n\tvar BACKGROUNDPICSRC = 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o1GetWhBnLfSlRcHsM85o2/Mf85pw4HHX+lMgUegNOHDd6ao/nTlG5qpIQvU5FLvJHYetJ1PTNKpyKoli04KX64oGccmiOghkytlse1XLQbmUEVSTr1yK674NeDv8AhYXxP0HQ923+1r+C0BDBcb5VXqeB1610U9zmq7H6t/8ABtH4ek1bRfH0axtIf7UsTwudoNvcAn9e9fKf/BeHRjpX/BRnxqjjb8tuwBABH7sda/Qr/gjZc+BP+CaPxJ+JXgT4oeJfD2ga9catbJayT3wIAEc22NpPubggyxBwC6rkk4r50/4L4/CDQvFHxY8d/Fzw94r0DWdH1KGw0tIIkZ5hciRC3lyY2EbFySrE4JHFcFKo3mc4tPlcVZ9Ht12Najg8upyUlzKbTV9Vq1tuflZMMdh+dQSjac8VPdR+bnbjH+z0NQPGM8dzXbImOg05wOv4UMMpQeTj9aDkenzcVJY3bg8fSgLz/UUvTvQvPdqQCg4J4GKavK8j9aUggduaQLwf/wBdMAIwM/1oK4A96Vhj6fSgKHPB/OgBMfN/jQQf1oxx1H5UYzjr+FAAc45GKCCaXG8cdvWkI/yKhsBeAo+tGfxxRjcOvH9aBk0JAJnaO9KcH2pCMUMMmnsAuMd/1pO3BzRu46+1AJHvUgLkO1IepBz+AoHFHzKOadgFcYYf4Uq/dNGSrUDg89DQBgofr6UpIA465pATnr+QpWGM9+ODiuE9QcU560McelIhJb8KVuCOPrQABeaVfTnJoA9j+VKi7cfTr6UyWKgzSt83t7mmhMH9c04r8uetPoSG0lfWnRkk9uO1JuynHB9KEBPb61QhzfvP9mlDYB56dM0g4XPvTk5WnuQxVBPU8YpUyD+HejBB/lQi4atBXHf1pVH86FTf/wDrpF4OKCB+ArcHp0zSqxFJt/z1pwU49atCYJwfelx8319KEG2jGeRxTJHJwfWnelIp5HrTx1/CmlchiqcVpaDq02h6pbXlu+ya2kWVD/dZTkdOe1ZyHaelTIvfpnqfStE2ZyV9Gdj+1d8dvEHxW8fWGtaqbO3nm06IhLLIiAGQOpY5PU88nPPNa+sfHPxHL+z9p/gqXUJn0X7V/aDxBflkl2gdSxPGeF6c55riPi1pS/2PoU6EeXLpyrtZ/mzvcE9OOcY/nXS+JNO+xfCTSWXTDAv2lt1wx6/u1IXg7eeTW8IzVWrrpZHC5UvYUFFK/M122ucTKSOnXgGoyAP8BUjA7R9OtMfKn2+tYdDuQx+R/SkAyOg6etOK4Pr/ACpoOR+NIoFOO1KpOeO/TFKFwemaN2DwP06UAJu4569eab1z9KczAGjG5fSgBBx/9elycUKd60jHrg0AC8UdPWgNuHP0oZCOxNACdDRnPqKCSTnHA9KDwcUDFTIPHH1pVHB/nTc5HSnA5yaQhGYF+c0nbgfiacfcc0H5V60WATt7fSkK4HrSljs6/p1oB3DmlYAwc/h0pD0/Dp6Uv326fjSquByKXUBCcZoD/LTmYY6mm/wdRzQ1YDCBwac3T/69NxgcU7OD/IVwo9QM8A89KcCegpp64pdpY9+KYCsxdRz0680ivtbpnj1pc4X/AOtQVwKCdAycD/OKkD4AwPbrUYJx3/wp4bavPFNMloUfJ2Y+uDTlOOcH3yaYFx/+unBfm5+tUToOzub6jNKr4XvTBECCDT161SuSOGM0+Plu9MCilX5h3qyNBxOM4zTh+famquKcF4poQp4PNOUjNMUZPT/61Ko3DiqEPLjGRn6UqNjrTUXHt6U9R+NMhigcf/Wp2dzfh6Ui/NTgQW49MVSIHr8hOe9SpjcKjVTkZIqeMZPGDnIxWiRm9z0f46+ApovhZ4M1IuHM2mx8wq21VJkwDkAM3HOOPerPxW0tbD4OaOH1GeaY3r/uEiHkIPKTL+YpKE5x749K9s/aH+F/kfsN/CjWg6Wdhc2ixCJw2+Rt8paTp90ttGevtXA/H/R5ov2eNCuI7K1WybVni+1AqztJ9nT93uGONuT06kZOa9iVOLpTrLqkvudv0PlKGInGvRw0uk59Olrr8z5/kOWOeueajZcEY9eaklOGOO/NNCBOea8e3Rn1ZGW2/wCFLwWxzSPx3/HFIGLnqTUjWopOHPI/Kmqdw6ikb73NDfcoKHEDGaRXABzz9KTGR/nikHymgB2dw7Ui85/SgDv0/GhFy3NADictRu3DPWkUdaBzQAFhTQSKceKTaTzQAAYHFKhHTA/OkVc0bdvYfhQA5vvdPyNNYdKVjk8Z6d6ReV9M0vIBcYHXPsaHGB9aT7v/AOulA3J6/jSVwFccihAAe9NX5hjuKUnHY09LgJ39qUr6D8+1AGR6UAZ9f8aNwMIcdjTvukUwDNKfmPbivPPUHjmlAAYcHApgJcfj6U7dxjApiY7A4OODSgBen86RhkUZJ6fjxT0IBnOM4xSqdyf0oB59eelOYY+tFhMVMAdOaM8j1o6/w5xThx2+tWQIUw3T8afGB0H86azClD59vwqxdB/T8P1oRs+poHXqMdqcvGfTFMkXaXHp3zTguwUiHPTijGWPoP1q0iegp59acMHsfypMYX0NOA2getMkTIxtpU4B9O1A5GKXbg/higQpUZqRE5AGevXFRjrz1+tSRnHf3qkZsmTGeat2qbpBgdxxVSAbm/xrV0q382Ufp7100lc5qjtqfo1+1D8Pbi2/4JV/BjUY47W4uRFbRyuxb95Gxn2xoB/dJySOQcZr5n/aZ0+KX4C6NdyzyXd0urlEmWTenl/Z0JBLYkyG7YxgHmv0g+Ivwfi+JP8AwRj+BsWnQxJ58sESoVLybkFwZCe+OT7AGvmr9vP4G6j4J/Ydtbpo1eNtftnmJxJLG725HLkbwCEIxnHbmuzCYiE8LKDerlJW9GfMYyhOGaUnGHuxjGTf+JJH5xOMNz1ye1MZMe/er2owG2mIPBzyKpP3rjktT6iMr6kLcEen0oIBPX9KUqG9aAp21izUZIOOKCADzTtmKRhtPSkNMAMrmkXAHPI6igJ8v0pXT9aB3E++M8Um30NK4yCO1CEAdD70DEK9u+aQDaevSnk7n4+tHOOeP60CGnGeo5oXI/HpTjyP/rU3IC4PrnjtQMTOGzSquB60Hp049+9CEFf8KAApgdR69aTj296c3J/lxSAbuDx36UgApnvSovvQMA0vIH9KYCbMdOPrRsyfejGGFHc0hajthxTSCCORmlx8vH50YGelArmAAVH9KD8x/nThyc8e9KR836/hXnnrPuJ1wacHOc4OKaF469v60/8AMCmSwPXv3oQ/MQCfejPpg8daUDKehoJEZcNjp70uwsv+FBGTnt6UrDB+v6VSExwXK55pQN4xSKBj+dPAwehq0QB4OBTkXAHSkCZHSlVNp6frViY7P5ZpQMn+VG05A4wOvNKF+agkE4PH409emeSBTOg9809RirJYfePT9acEyKSMnP40/wBaZncQcClC557fWheRQVI7UCuOXk09c7un6U2MFjzx71LGvANXEiTsT6bAJ72NWOwO4BY/wgnrXuPxL1q5/Zo0Mtonh2KC0iZY21+4tRcSTy7PNDJMwKRZCnYFwxx74HiFohLjnv616r4M8e/E74ufBq7+EXhe31HWfC2salBd3ltPj7FFNFu2EMwyCAWyQwGB0PJrqhUdOElH4nt/Wp5+IoqpUjKo/cT967sret1/wemp2+tf8FvPir8Tf2cvA3wv0bT9aNn4Yn3SXtvNJJPqErFgoIUcACQgDPevpL4mftTeGtM/ZB+Hx+K/gr4lSeNbfWxd3tnq0FzZadqticFolkPUlRjcAWXJwa+edD/ZN8e/sf6Vovi6TXfh7p11cXsYtbWLVYrmYEMdpkRCdg+VSP8AfFfe37R//BS/4lj4QWvww+KHgD4T+OLbULNWgurPVIphC6MMPhl+R429GBBXB9Kxw1LFwjBQak3JtrSNu7VtXvd6rpbuZZhVy6pOpzx5IxikndyvtZO+kdklo1b8fzJ+KXg/SfEnhnVPFmkwR6dpgulFpCrFhIkhYqgJ+8yAcn0HOK8jk5P4k5HSu7+OXxB17x144u7jXHvkkklaZIJlWONA53FkRAqAE85A5rh5AzH+VdeKkpTbSDLYShRSlK99V5Lt5/1bQhOQvtSKuevTvUjLheRTDwa47dD0kxsh2jrSKC2ORjr9aeVz3+nvRziiw+gwAHNIG2DoKfjIpGHfIGemRQ0Axm9OKN+V9PUU4cjtSbNxwTkipHcUZ24OBikxiPJPWlbLetDNyOvFArhnHrxTQoX+R+tPz5nPbpSNyMDrmgENAy3UUBdo7cdcUrqMdOe+aRUPt9aCgxuA/wBmjqcn8KcxOcDr6+lJuOeuKBoTO4dO9KDt/GjkuOBQR8vQUCuIo2nP9KFG1s04Z9O3XFInJoC4PuL57elGTj+lAHHb8utKo4/lQJmCvLUFjnvQCCAAf0pzYHv6Z7V556txF+Y/zpyk7sCmp39/0p4B6g0EingdaQcHNL3oCkHnGK0JBWG7HP1NOIKjikJDEkUAbh6ZoRI5eRz0PtTo/lbqSKXGDx0xSr8x/wDrVYgxj/69LjI6+9CdPWjO047UyGLuJNOBIHakXg8H9KcvWrQgQnv+BpwbAxShMD60R9SMZpkN3Fxg+3enDnp+WKAvHygD8aeOO3tVIzbG7ifbmlj6n605VG3HIz7dKVR0z271QhEQnt7VNEhVqaq5Ix1xUsY2NzVxRnJ6Gr4O0OTxN4isbCLHm31xHbpuOBlmAHP41+inw+/Ycv8Awl4VttE8Qa1Y6Tps6SslteaedQliZV8z91B5kNtBnr+/aSR/4gAcD88vBusSeG/Eun6jF/rbK4juE/3kYMP5V/TN/wAE7/gd8PvjV8J/DXxIlt7LxVrXiSCPUnvLzFx9klKFWjiQjZHt5U4APy85JrPG4+OCpe1lf5f1t/VjGjl1THV1Sp20116arVdb9vzPgvwz+yR8Mv8AhGFgn8W+NrhY9PF2H02y0m2hGWUBkSCxk2ncQD87DGevWvOvjX+wd8O/iTcW9gPixrtnJBEbmODxdptrd2tuZO+QkDrvbAJVl5O7gjNf0Aaf4N0nR7QQ22nWMMSgDakCqoH4YArg/jf8BfDHjLQJ/t2jabdxuhV0lt0kDA/7wPYmvmqHF0Jz5JQaT81/l+p71XgqrSgqkakW1/df5836H8xf7Tn7Dni/4AeG7u6nvtO1vwrZyDy77TpTc2qHO0KDJmSBjknaWdG9c9fmu45I9h1Ffrf/AMFsfhr4U/ZR+D95ZeFZzpEvxBm+y3OiRvut2VJFla5RCT5bbgFJXg7u2K/JS5QZJ6Z54OevNfVwqRq01OOx87CnUpOVOrun6/j/AJ6lfr70z7tPCkY69aHjyPypHRcYRt/+tS7s9qMYb1pChIyD9aCgJx2570gBx7dqc3ApobbjHpQA0nDdPwob7/PBpSMNmlWlbW4BnH0Ipo+Y96cE45579aRlwB2oAToTxQWx0/ipQCG5/wD10bcdyTUDGqCRtPX1pdoZfcc5oxkH60BMdPx9qBBn6nNJnJxj8cUqjjqcj260Hhf8aBidD3/ClJ2rnBNCrhT9aMEDmgBNoD/zFKNpP0OaUDcaTAyRQAMR14/KlPNGMjmkK49PzoEYW7ApxJPp9aj7U5gM15/Q9Z7ilc0oO/PPtmhckDrj0pVGzpxzxmnYm4CM+v6UoXA60KC/fvThx2qtNyGICQaM5NL296eD8ucVa7iuIpy3XgdaeAQ3b8qTOT0pUHzde1USwXJ49809EJX/AOtTRyc08Havfr6U0iQB2nt+tOCHaf8ACm5wcZ7U9Vyo5/KqJfcULxzjilHymmjg8mnjOP8AGqRDFHtTyu7mmqCfanjO7irIF69qF4alVeO9KRk55ppEsVHz+HNSRt83/wBamKNqmnpnNWiHsWrN9j9enSvuf/glP/wVG+JX7J02peDdDa01bQtVtp7mC0vGfdYzqhYvb7QfmbABQ/Kx5yMZr4Vh6j68163+xyn2n40IjQtKv9n3TGVFZvsg2YE2ByQpI6/3uK6adKnWapVVzRbWjPOxterh6E61CXLJJ2a9D7N8e/8ABVD47ave2t2nxH1W2lufMzp8MpjHzDO8gIFxzwNxPtxXJ/Aj/gsf8d/h58U9PuNV8V6h4x0yS6eFtMursrHIDwAX2Hb2IIDdD715j420/UYodEk/s5Y4H3hLzDZJ25MZwdpPGQPxJABrzXwhb58UaU6QtbJ/aDKWKNuZdx5zn3x8vqK9uvluFuqcacUtvhXl5HxWXZvi3RlVnVk3a6vJvX3vPy/TYZ+2h+1z4t/bB+NOo+KfFtxEbgSNb2tnbkm1sIVYhYos8kd9x5Y8mvHy+R161c8QuP7Zu9sbRKJn2o3VBuPB9x0qi42qK8BpR92OiR98m5e9LcYcqOmfekble3NP7daQDcualmlyM8Glxu/linbMGkVetKw7jTTeO1SH5e1IRg1I0yP655NCnj3zTmTIzSDnoPzoLAnigrnPtS/dpF6GgBGHHSggIvT8c0FcetHXBxxQAivg4wPwoUYbuPxpTz2oUZpNAJkAZOaF+ZPSjsfypR9KgBE5xnmk+9j0p4HqKAMLjFOzAbuwaP4up/GgrtpfSkAhb56MEntSkDj1pFBOePpQBgqmcfWnDjPWkJIoJBYjPT071556oI2FPXJ5FP3EsQe9NDY46+lOXg5P0qiGOA4pe/oaaEyRS4z/APXNUJjl5JpWPAppOXx0p5Xj69DVk9RdvzY/Wli+/wA0mcfX1pwXf3pkBnJpwHIpBgN0pyj0yB71aQChRu/CgLg0oXnt+dOApmb8gAw1PAyvP5U0rTh61SRA9Bn2py9KRc56/SlHy/WqIuKDs57dMU4R559aFHHSlU7RitCRxGTTlGDxSY5p4QZqkZSbJIwF9vf0r2L9iDfJ8ebZI5tjyWF2qw7WZb0+VxAQP73vx8vrXjy8V7T+wvpjah8c/wDjye7ih0q9lndFZmskEYzOApB+UkD33/jXXhv4sTzM0/3Oql2f5Hr/AI10uxSDSQb+8N6C0b2YRxG7FcAjnJJPBAXt8xGOfMPCEKf8JfpZW48+T+1BwNxEY38dPTHOOeK+ivHvhPVbjwnoN1baZFLbeU0cN5tJkiHltvRiSP4NxIAzyuTzXi3hnQ5pNX0iSWylSB9VIUAFjO3OQMcHjsOea+r+Jprv/kfluFqunSlCV/h66fzPbf7j5z8VkyeJdQ3Ti5Y3UuZuR5p3t83Pr1/GqHVR9Kv+KAD4mv8AbGYf9Jk/dnrH8x+X14qiqhOOa+Oad2fr0GuVDGHy4NIOnenMc5puDt71BoN2fj70FPQUo5pVyRQMbIAtN27Rink4zSNyamxSGgZFA5pTxxzTSKkoaevrS98U4cDvxTf4qB3DjOKbxzzSjnpSbdv/ANakUGMUqrmjdg0Ec96ADaCevTtSZwcEfSncAH60CgBG+7+OaAeP0pc7aGXLUADR54puMU8UUAMdfm7fXNCrkY7/AFoPI6UDGKVtQMJT259aeFyDjp9KZt6flT9ufb2zXAekxu05HfHQ077z5980IpH9eacp28daYhP4vSnJz6/lQwzQODxn8atIQuzPtTtu9emaaDk/4U9eg5pksEO080/OTx3pOjdfr705Bge+M5q0QwVNvU8UqDJ7ilWPKj25PvTl68GmQ2ABzS4BH4UHlsGnInzZpolsFGTT40x1pAv+RT1XYep57VZDAR5PJp6LkcfypFA7d+tPPypVkCAbe9OjXcOtCLn2pyDBP61SRLYRjPf86lSGmouMA1LGhyK0SMpMeqcCvYv2IYHf492SxMgmazulhSTHlzSGM4jcn+FufxArye2iPsfwr6+/4Jhfsg+P/Hnxq0nW4PCl1J4auYpLWa+u4AiBJUIEke/qcqQHUEZwM81005RpvnlsjzcbGVWhKlDeWiPbvij8Horvwho1xdXP2W9uLBpJJI0zGyRpuMQfO4ZO1QMdTyelfO/w38E3WteNI7exiuNSnbUnQwxwFhtTLkjB52hdx6YCnnrX61fFz9iK61D4XJaPLpovDaGKKSRA7wjbhVyfun5QOO7A9q+Yb/8AYB8c/DPxPa3/AIYjs5WS6lifywskksUyGKcfMMHcjuOcEfMQc4rtwGeYepB3mr62vsfHZpwxjcNVtTptwaV7K78/6/M/JbxjEIvFWpKkxuI1u5QkpXHmDefmx2z1rNA4PvXp37SH7PvjP4J+PNRi8WeGtQ8Pzz3UjpHPFsTBYsFU9OhyBnp2rzdoSEB59a89pX0PuacvcRWePAphU+vqakdcH0ppGeKysbpjNnFGzI9KcBkd80AHNSUMIyvv9KbnH6VKQWFNMeTQO43G4ZpOvXNOHBpATk0rFX0G7qOvUU7oKQDcOn6VLVhjQPm9qTH+TTmUg9M0YyKkpMYTShMj+lKRxnilxk/zpjuIFwOOM0hTNKSM+9GfyoC+gn3F96UD04pQ2WoxuXPSgVxMYNKRSkZ9KTZuOOBQFxKCCT1pccUmAT/9agd0YKpuHt60pUEZFKByOv5UoG5/m4IrgWp6QiJu6jPrTmQpQDlevFODdeM07CGhNzdDkUsYJ7dqUrg/rSr9cZpk3BQd3PX2704Lg8cUg+U96Xd9eapbkikZPSpAuR60wjA7/jTk69T71ZL2uG327U8A7T09qaCRTgxLUENjlHP+FPVSF455pq8jnFPjGRuxWhAhB3etSRxhmz/KkHy/Snp8gx2NXYhsFTDe30p5A9KQAA4/OnjimjOTFC8U5AQe3NKseT+tEZINaIzbHKmefSpYY8t3pqct1qxax5etYoxmy/pkv2S5ik8tZPLcNhh8rYOcH2r9qP8Agn5/wVY+H3xF0Lwr4Tgsf+ET8VXTJpZ0yCLEE8jAAfZpMFUViDlcDkjHrX4tImIlFfVP/BGrwKfHH/BRz4T2hTesWs/bHGM8QRSSf+y0sbhoVKLdTaKb+5GeFxM4Voqnu2l97R+xf7QHibUIPGGqaXYQ2scdrFGsj3LyXDOSMn77YDehxwcV4JZfFrWvhxDLe3kMUNnJdlDeWlzInkRFCd7LIWXAI54xgnivpn4n+FBrHjXxdNskk2TNg46bcba8I+Kfw6h1n4H3qNbujsjRPlc7gQynPH+1XjZdKlyqElo7XOzN6VfnlVhLVXa+XyPiH/gpl/wUZ8CfGX4RXHgvw5AfEur31wsl7rUkAjghKPuDRbgSztgZYYHXqDivz3dVcZ59TVvUbJrC4eBhhomKMD2IOD/KoVhyvfGK92FFQXJE4HV5veZnTJ7jioyMf/WFWZxluR0qJ846VD3N4vQjPP8A+qm4zT8ZHNJjHapSKGuvPTNMYYHepGIJ96SpZSGFdyDrSbNtSFd3XtSFgWzj86VuoyPbik2/N/8AWqQjgUjLgfypNDTGAkDrSgbuoFOIxxjOOTTT83BGfepasUncYchu1OTPpx60pTnoaEBYYpDGHmgLlaeF3E5oCkGgOYRRgcUgyRzyKeAB70hOe1ArjVAJ60YwadwD0GcUeme3pQMRn+X+tHX/APXSsN3TpQy9PSgDA4B9PrTl4IFAXaP60bNi/wAq4Uj1LjgPlx05oUDaD/WhUK/zpQcr7VRPoGNxzz9KXbz3owD0pTkkD86CRUG40u7nmkUZH0px6f4VSQhVG5TyfanAbVHWkHK+/vTlb0FUQwABfPPoakXp/Fmmg7h3pVGB171SIHL8x47dT609Bhe4HFIF/KnqM/StEQxSvPf/ABp6rx7imqmD15Wnge2ccVSve5m2KFyKci5GOuPakjXnP6Gngbj/AJ5rRGTHJweue9OwM0Dp+P5U7btNWiGPQ5I4q1ZxfvRVZB8w9K0tLhLzAdsdK2pq7OerLRsvGLbGgHX6V+h//BuB4HTXv+Ciej38q7/7G0XUb1MgcN5axD/0Ya+EtF8Aahr8tu0EIS2a4htHuZWEcMcsuSis54BIVj9FNfpv+w78Qvhl/wAEi/h7f/EDxF4o8N+MvHXiCyGnWVhoWotO+iOykvFc7FKDJ25dWONnANLM7/ValGCvOScUl5/kl1bOXLppYujVqaRjJSb8lr82+iR+r3hj4VXuvW/iS5lghja6mkKBpMlue+F9vWuD+JXwCuZP2ftdb7CssyQyOohfJyAcYBA7iviv9kD/AILsJoHj3xB4Y8banZGzvNQkudN1CHRb3ULvVYpciOOGNfKJCgZ8x8FgwwuRWX8Q/wDg4aj8N+F/FXhfRNM0PxNpNlpNxJD4iKXulxtdsrNHE0O2Uq+7C7C4ViDiUda+LWWZlTrWik0nF9lb1enyvfyPt/7XyytRTldNqSt1v6b/ADtbzPyD+LOjnSviLrlsRsaLUJ02kcj943H61z8cX7onrXqnxU0/T/jJ4rvvEWizW9pc65bS64NILD/RI1V3uAZWkO0RlCVDkvIrAgA8V58+hXFraxyTRSRrNEs0ZZMCRG+6wPcHBAPt7V98pRqSvE+DjTqUaUY1N7I525TJ4459KgaPnr9c1cu49rsD1yaqFeen1rmlod8NiIrg9qUrhRTgMN060mMVFjUY456U1lxT8ZPP6U3bge9TYYw0bTupxGBSLk/WpZd9BCpH1pHPHanGkZDUgnqN2nHtijbkdR+dOI3EjoBzn1pNw4oGMK88Ypyx4HHWh+vP4Uq8Cl1HfQaR6j8aOp6dPU04jC89v1pMDb3z70IQ0LhaAuCMnjPNP2/JTUI3etAAibj69aSnjhqQLj/61CQCbCD+mM0KMdj155pWHqaB8p6HHrSsMwUOaPLz6560iKM8U7Z6muE9Rggy3XHFOGDSKML/AI05R8nXmgQID68e9KBkYpMUpUiqQtRUTLAinDluO9IgO3qacelUSDJheMU7YCtJgg06LINNIhgFANPRSy9DjPWkVeef5U8A8f41ZL2FC7n59KkjXC/j1pqqSc/hTwvb8a0MmKq4b609Bg4weOlMqRDkd6tEPzFEWT39qkEYI9+1NUHHU08LwPbmtEjK46M5AqQDIPPPamxgge1SouR0rRIybFhiIIPbGfwrsLLR7bwno8Oo39pqOq+XK8d3ZWX7vyIWhRoZ/tW14hukk2FMZUxnJBYAYen2ypotxL9jlujIwtA+Xhh0+SUYimlm2lANwI2MwJwT0BxueLNTe61bxtpnivxfFZz2dmttaWfhoR3Gj6vLHLF+6LxusYiITzfM+bcyKcHORzVq9vdjudlDCp2nUWnb9fv9Do/BOma/Y/Fv4ZWWt614Q8H3NxFBeR61ezi5tp4pZGMVxeopkXEajZgqCqqMrzkyeF4/CX/CT+J/B/iP4m3Nv4Ls7k6m0ljpMs663eRt5QWBU3bT5csrI74XapBALLXl1/rPg8+A9BttO0m4t/EFnJcHWL6W78yK9VmUwCOILmMoA4YljuyDxtrs/Eevw+IrzT/GGkeCINL0LSTbW06wwyy2k08ajd5jSHG+QjcVyAcnAAqaTT2f6/1/WzCupLe9tukfu/T9T2TSvGnwIj+x+IT46+MH/CQ6JcrZafGlnD9pgtooW8uVJcgIA4VdnVQxPbB5n43av8I9A+FVnp3w58Y+PtSufEtwlx4gsdS05bS0i8suU3AMfMdSdwI4wT0Nc/B4s1rS/Htn8XB4D02HQbjVXNrbf2af7HlmXBNuqnhgMjKAk468Hk8M6/f/AArWXxlq3gS0v9G8WWl5Z2Tahp7/AGMtIpUyQHIUvExBGCdpAyK6lFvWT0/4f+tzz3aMtLt+vX+vIb4m8YaF8PfjVov2bxtb+MtE8I2a2+lXg0djDIrRl/K+z3CjMaySMp8zv8wBGK47wl8YbHwnqNjplza3OreHo9SSa+njOL26sxx9nVXZol2/My5X7x5JFXrXUtK8LeEdWi1rwpFO/iONG0zUJ/NQ2YD5docHD7h8pJyAOmDWReaR4RuvA9nBFBf2/iX7S7Xd09yBay25C7VWPaGDBtxJJwQQMZHOU6cto2v32f8AXyOqlUhvU5mrbbrf+upLq+hq+mpeWsuXKmS5s3ikjnsFZyIvM3KquZE2uPL3DDDOKwZE+Y9PXivVNW8Evq3jfWrbw/4k03x5Z/2Layy6nq6rp91HDFFEWig+0ODvi2mBQpYusY2rjgcD4lsol1iZ7O1vLOynkaS2hujumiiJOwM+1Vc7cfMoAPXA6VrFyek9znn7O96exjFWGaR8Ecde9TSR/KR/WmYJPOKoSZEUppHFPbOzJ78cUx3OKTLuxjn5aFX0/GnFuKaDgdKgoNuDzTT09acTxQfl7c0hjcZ60BRtz74FAOR/9al3YPHFS7ANI3joBQkdLjB6c/WgHmkNsQ8UAcc4pWGP8aN1A7jeopcHPtStyM0Dg+lArhj1o6Cl6+/1pNwA6d8GgSuJsANDKAcf1pSeaNoJ96CvU55SN2OnvTiuR94ce9Cnj8OaFbjpXnnrMTcB3/Cnjrmk24x9KFxinuIcp3dTS4AHrSD5D24HPvTl+7nvViYqNkUpO4UijC08DBBoM2KrZNPVgWprHAzx9KdtwOoq0SIOetSJzSLk9v0qRRuPvVIhgMhsZ4p4OcdutIqlj0qSMAc/gatGbYKOf509OlIBx/Wnqc1otzJu45QeKeBkfrTUGT/iaft2itUjKQ9Buq1arHG+ZC3lrhn2kZ255xn6VWhXd/Suu+Fmh3era+0dnBBcFLWeedJRFgwJE7SEeYQu4KpIOcjtzirM+ti5rPwW8b+JNE8YxTW914avvDJsYr3w59iuInvo40YC6l2gxK8akMzSEEtP8o5OPbPgF+xj4fsPHVt4tvLnRNN0O38yzn0TxO7SNGwtVMsrSP5MRBdgUG7qyjnBzWv/ANsGy0L4X6z8PPC+iw6h4b1HTobkatDG9jfLqDwh1SR+Q6wmSRQFwHxu44rK8OfCfxj+1b8ItM0aCXUvEviPwXdXd/cm10kXE0VrLGHeW5vfmlcqY8JG/CgSFepFYww1NXmk5eb0X9X79PuJrY/EzioSmqa091Lml6N/1q7eb9R+Cnwl+CXws8cHwbq8fiTUdT8Vwww3en3dg8SX7NPHLFGu2IvCDj5ZUchg3XacHrPA97e+G/E99+zlpfhK40LXr7xVGkVpq9/bvpMEqhkXz+oeQI2BIp4wMZ5rzfW/2WfFnxY0rxD8S9S1qyhXwINPs2tfEfiRZLq4U7Yo9gZw4jGzvjC4AzW1pP7HGlr+zkfibP8AEXwmniSXWDp8mnmd5pACo/fB1VmIGcZxxkfNzXdRhFOysndLRN62utv6tbVHg4ufPDmlKU9G9XbuvLT7+ujO48Oa941+IHx60/4E2Vl4H0n7HqVzbyPe30MumC7CksygHaoxHgMAWPQ9cVmaX4h8Q/tL+JdM+Al7o2hzalperXEcWqW2u28FosUeHnESMwjRmETYfcN2cHrkdlB+yz4J8LfsTf8ACTw+O/Dj+KtcvFjuUexkd4FRsqwfZ5qqec4AydoPFeffFv8AZU8GeDP2ZPDviqw+I/h2XxHrN3Kt9aS28qm0C8K24IZMNgcEAGuluMl7r6tL3X8Wt36f5fFqeZTsnyuK1jF/GtY3jbrv9/8Ah0PCU8PfE39pLUE8HWlpqHiaPwJp10+nW+6J0tbKEtNOV5IAHLY5J5wCazr7xLffF34qaJ4j1DRND12Hw5HYQXcU1obGxNvEFREuXQIEVlXazsQTnrkivY/Fn7Hlh4H+FPhfxPpnjrwa+oeIrS5M1vbXf2e4gOcFJWfblX/2scE8GsD4pfBvx78LYI9G8F2t/Dovj7w/YC/tfD+qf2nFdoVXaZgrPjdKpcqflBPHGKwqQjbo0/k99e35fPqezh8S21y3TS+Wy31dvv8AKy2PCbq20BtU8W3Msd9YTGV30WLSLhZrCGRn3BCz8tGEyow27I+tdTryal4j8JRRXFxF41KaFa3f9o6fHcXD+GYEaRFs5t4VYQCQrcFMMm1iTisj4m2niPwL4Qf4ca/odnouv+HdUe7uILvTTZasryKAySy4DFV2qQh7uxHWj4OeHbq5nuooNQdtbhntYtP0eW3aQ62ZZlHkBlOwgNjKt15AOSK5Fa91ov6/r8Wey23HV3a+84OZMd/oKidM1v8AjfSrrR/FWpW17Z/YLuG6kSW38vy/s7hjuTb2wRjHbFYrpWrjYyi+pXdcD3qNuasGPbjntzUTxlVrM1REcqKCxPNPflf501o8VLRa3Gr160iPjPelK49KB+FSUM30FNo75+lP4HHejbgdaQDG+p9KIxzSkfP/AEpSuRRYY3lqCuKdjP1o7VL7AN/hoLZpVJLcUAZFAhGG04pRyOKRhmlPA96QCL97igjDUcgcfyoZMCgZgLknj8aVTkGkG4g/4Uo4PWuCx645U9aVAXXp9OKaBhs4zxxTx0qiWxuzBp65I7D3pQuR0565oGT0x+FMVxFO449/TrT9n92m8v8AhT8H0ppGbDbg0/buXjt1pFJSnhdzHjr6VaRLBRx1/Cnqm72pFHORmpCASP8AGqSIFUYNPRe3GKbj5sH/AApyx7f89a0iZMcEz3qROPpTUXjpUkYzjPTOMVpEyYqf/q4qZV9s1Gi5UcVNECVxWpi2Piz/AJFepfs5/Cu6+Mup3WjNd2mm+Hx5NzrN3LHGzW8AlCB13fOTlwNqHLcZ45HmEYwPpX0d+wHpreLtT8S6DNff2fp8trFfXUxwRDHFMuX2EgyEbuFB5J9sjWKutTmr1HCLlHc6PWdL8J+GPAaafYeHtO+32nieW3bUL4MjzwRw28e4WufLVRktvO4ln56jDfCmn+PL7wFqPijTdO1tvCV9O2g6c892LWzSR/3kkcasyrtWEE5GQTKRnOa9d8P+Ff8AhVd34Su7K1/4RfW7CDUoZ711a61vUAWdnlZGZorcmNhHhQG2omcnLGl4M/Z98R/FHwl4QFh4O13xFa+OdUnul1jU3kuUit4khtlnkbIUbT5y4IJwhxkGuxT5XdtRXnr3+S0X3dj56VpJxjFzlborfy6d9brtr1e5x+pfs/8A/CvLnwrot54w8If2V4jSHWL57WdpjFHKDHHERGpXfGrOcZ5LnHFewaH+zh8P/Dv7SOk+Dv8AhMLrWfA0ciWct1aaRKXuY5CrSSK2MbgzDp0Kjg4r6R/Z4/Yx8S+GPijq417w14SXw7ptrLFpb3KC4E88a7IXAi2OuVA5ZiOOnNanh/8A4J5+IfFHw+8Sza14hlt/Fs8jto8mnrJ9kthKSJd65yMBm246Fz7VxyzajF8rq9LXVt5ddm/d6+pr/YmKq+9HD3d9ndaQ6PWz5r6adOm54z4A/Zg8AX/7VM2hX9z4rl+GweS3iZNDkDCJAZI5A+Mht65PGcZ4wa5qz/Yn0T4sftE3nheC88U2vhGdriOIW2hM88EUKu0UgyQMnBB9mbIBr3tv+Cc7eFPg9Faah4r1dPGZudh1N1ZYGtQd/ljcQd28LznoAK9Y1L4X6nZ/s/aL4Z8K+L4rXVN8Ta1dS2kUq3IjcMvlsQWjPAzzzgVy1c1S/hVW7+75K329nf8AWyOrDZDNt+3w6jZ8+jTbvp7PWStbv0u+p+dXw5/Zf0jxrF4jtvEvji18O2unWUmo2An02aJmlhQ4thgdWjHYnpXmk/7NOrePfCF/4htdU8L3Vx4Tu1SK2t9UWO5mFwS0SRq+3/VuDkZ45wO1fpF8bv2UNe1PxP4dufA/jO7SMPFLr1vcO6xXTFh5q4U4KkZ4I714h4+/Ya+KNp8RNb8P2WneFPE/hKK1c6fq91BbwXFy0eHUuQFkDMMqFycnHrXbTzSlUV3USvrZ9Lb9F8tTklk2Jw8mo0W7XV49brT7T+em++6PlPU/FnxL+G3iez8U+JF1NtP8fWFxDbHxHarfWs0zIYbrY0oYD96BypH3xj1GD4Y8E+D/AIs+B9C0xraLwfrRXUHmvFle4sJCiRzQxlWJaE4cchj15AAr1f8A4SO5+GuteGrfXNM8V/DuTTtZ8iFNr/Y5nEkbo3ly/IyM+4lc45PHNbcHwZt/Fjavqepvpwl1XWLt7jXNMiaOCNzbgSi6tAQkRkYoS8SqowvBzXQ4KKv66r59Nb/1ZbGcMTKV4vR6aS+Wt9LPu7esldnxR8ffCereCviRdaTr1lFpuq6bBb29xDHHGmCIk2s2z5WZlIYvkli2SSa4RxkGvav27bqaT9pnxFZzv5kmj+TpxYhNwMMKIQSow205AJJJAUZOBXizE+1c797U96l8KRAyZHHao2GGzip2GOOR/WmY/wA9KyZuiuy5BB+tJgY5p8gHryeOaQDIxj8BUmqehHtHsPakK5apCmDSNxz6UhkZGDQTgdKcRnnr+FDLuqChmOaUdaNuRx9KFx17igYh4NIOe1Oz83fNB6+opAIMk8fnTSSD0p557UZxQA1BljQF+ahRk+/enbA317UAJjFJjt0+lOLZGev4Ui/Kfr7UwOfBwcgZPSnGTaOR1601Cc/TjA709fmGf515x64A+34U5V+WmIfn689cU8EOR8v60yRw+9xTs7aYy05vz59aZDAc54605j0NJjc1OVcHnBHpVkil896en/6qbGuByBUnXPSqXcl9gj+9T169D+dJtBX7vPrmnLwe3SqRnIch4p6nJ6Uij5ugp6LheuTWiMXoKMAdOlPUYXimLwvTtUqcADj860REh8SjcMde4zU8eDzzzUSrtNSr81aIwkTx9a9u/YD8c/8ACE/tQeFVkklS01W6GnXKo5USCX5UDDOCA5RsHjIHpXiKDAHPetDSr6TTrxLiGR4pYXDxujbWUg5BB7Gt0k1Y5p+Z+8f7Pv7G1lo2uv4svjDHd2kupO+qXc7rDDFduHlTy3YocABCcdM59TY8X/8ABRb4GfA62ksNDbWviLe6bMLOWHw9a77a1lIYhWk+VF+63Of4evFeD6B8eZ/+CoP7Nnw28BeH9VSwubXS5LbxvbM7xywTQbFS4AUqXjlLFhhsFiVIGM19X/syf8E9vhv8HvDsSLo8et3yHzJLzVQs7O/dhFjylPJ5C5HqetfNYrkS9pjZPme0V5Pq/wAVbp0PZwCq83sMvppRVryl3aTdl311v16nk+m/8FPPih401TULHwL8E9Mi+zxsLS4v7x7xbqTeuF226cKV3MMtwVAPWvSNA+Ln7a/jrw/ayaZoXhDw9PKXNxGnh93RFyoTaZH5ON2c8cD14+wPhr4OgsI4kgghgiTG1I0CKB9Bj9BXrelWC2Vuo46V81jM4w1N2p4eL/xe9+Z9ZgshxtVc1bFSS/urlPzm+Kf7EH7R/wC3RavoHxE8bw+EfDulRx3NnLYaRF519cFGWRXCOCFBwQOhyO4rkfDf/BCHxr4N03UdOj+MWpXenaraG2nim0clMhldX5dsEMg+7g89etfqljFBGa5afFuPpR9nR5YR7KKt67fM3q8CZXWk6mJUqk3e8pSle3a6a0S09D8oNC/4Ib+N/hv4q0zVLD4obrOznje6itzPZSyIDyFOWTP+8pFc1F+xH+138JvFqS2XjNNf0cTjIup4r5DESASUZd/3TnCke1frlrOnrLA3AJNeXePrJY1ZXHU8r2NenhuLcbWl+95ZesV+ljycRwHl1CP+zudP/DN/rc/LPWf2qPiL4Nv7vSfjD8JUuNGQSO9xHZ5jMcbYLGKXcrDjPBHqBXQ/CHw78JfGvh5fFHgu50zTdHWW8utQiM7yRHzIokaN0diIVHlb847nGAAK+8L6zt9f064sNWs7bWtHnjaGWyv086ORGGCoJyRkE98e1fmZ/wAFcP2LoP2GPgrqvi/4WXc2keCfiJMmlX+gYLppsjHe8sUjHcFk8rYVPTHGRjHv4XMqNeaoxXs5S7N8r8rdHb5edz5zF5JXw8PbVJe2hG3xJc0dVrdbq9r/AJWPzS/acubrUPjt4sudQ1O01a8uNTmeS9tpVliufmOGVwBlenPfr3rzpx71bu3LOSc5zVWUZXpX0j7I8im9rkDjb0PXrTGOO9SuM1EwyKyOhEbgA4/HNIRiM/lTn5qN1yP8KzNAl+vUUzZj8BUkg5puMen40FIYRkUU7Hymm4/z2pNXGNU/Kck0ueR/WhfmPtQnzLjFQVYQr/iKQLkcfjS8464NKVJH/wBagLjSny9ce1KvI7Uq9OaTb8v0oC4hHzds07bkg+lAwT/tUo5I9KBXE6HAFNI39sU4jc38P5UvO36UAc8p9qEXrSRg7sYp2Qw/lXnnssWPkmnjlec0ij8c0qDimZvUD079aVQDg96Fb5aUOScHpVCFDDFOXluKT3pxyF7UyWKB83t604x4zSAelOCkVZmx3THNPUfP16e1R4/LtmpAPmzjt0zVK5DHLhvwp6EZ6CmjhumPapFNaoyYqqf0xUkeCO1RjBU+v0qRFz3xn2rSJmyRE3de1WFPA+lQR/KcHpUvPatEZSJ4RU8Iy5qvG3P0qxGcitonNM9y/YW/a81P9jf442Pia0Q3lhIv2XVLL/n6tWKlgp7OCNyn1Uetfu/8PP2q/CXib4Az/EvRb7+0vDEVjJeSvbjfLEEXc8bR/wALr90g96/m1ibafevXv2cv2pvGfwQi1XRtA1aaLRvFNs9hqWnyfPbXKMpXcUPG8AnDDB9+1ceOyyGLcej/ADX9bG2DzSpg4yfSz+T7n7n/ALN3/Ban4Q+OdVis7y51vw80jbUk1KzCwtnpl42fb/wLAr7w8D+PdI8d6HBf6Tf2l9aTKGjlglEisD3BFfy9/DGQvqkSM64d1ztTGOfXNfp1+yV428RfCGCwGjajMLW42q1u4JjkBwBxng9Oc14/EvBuGpwVXDSab6PY24O8Q8bXxE8NjIKUY21jo9e62fyP1m3jFRyXSRrlm2j34rhvhzrur/ZoI9ZkRJ5FGY9uCn1PNeLf8FKvE3jn4bfAvUdV8OatBbWtxLFazSKNtxbLI235D0OSRg8EfqPzjD5fKriY4bmScna/Q/YMZmkcPhJ4txbUU20t9CH9r/8A4Ky/Cz9lya5028v7rXNfgBB07SkE0sZ/22JCJ+Jz7V87/s5f8FfNN/a4+Ndn4Th8G6ro41TeLS5a/S4BKgth1CKVBx1DGvzT+KulJ5oub26nmmvw0srOx3kknJ+pp37PP7SEv7HHjRfHWj6bDq17otvM8FvduyQs7LsUtt+Ygbs4BGcYyM5r9go8E4LD4KTpXnUs7Nu2tu3r3ufzrLxRzLF5lCFS1OlzpNJX92/V6u9u1j9jv2uv2svAf7F3w5TWPGepND9oJENrbqJLu+fGSsacc9ixIUZGTX4s/wDBTX/gqz4i/wCCgV9pemrpUPhXwX4eLtY6TFcvcNNI3HnTucK746AKoXc2M5JPiP7TH7VXjL9q34kXfifxnq9xquozkqgPyQ28eThIox8saj0H4k9a8xuJOT7+tYZbktLCpVKnvT79F6f5n1eZ53VxcnCn7tPt1fq/0K8w3E1Xf7vXpU8h4qFmyCOOteqeZAhkUmmFQ34CptuTnuKY43GsWdCIiu4DHrzTAny8+v6VIRhj0FNY4FQ0aIiKfN1pGT1NSiox+uelSVcRhjH0pvU496fy3pTdwNBSEIwvekKkUvTrx2FC89+e1IYmNrHuOlJ5fvx2p7c9c+/vSDg9cfUUANVcNRt+endff3FJx3pWQBtJHp+FCx+/enBOMUDrz0osFxuwluv6U0qQD9M04qR6/gaU8CiwHOpkD604NSIPm4PtTlGa86x67FAGP5cUqrx0+tGcHqB7Uu0H/wDXVIgRlx07Uo9aCdoyfpinDmmAD5h/9anY/e0qLS8Ee+fSqSIY7kegpQcN603bub2p0eNtUT0H4JA9KdnJ9qam3HXvjmnIymtEZscFwakUZHvTU9z+FPUc9ulWkZMch2jpT1XLdKaq4Xn86kCc+1WloZtkinP1qRBwP8ajjxu5qUc960SMmPQc+tTxj9ahjAbkcVPHyvXnpWsTCZMrHPStbwau7xHZAHrKB9OayVGe9a/g5B/wkdiM8CYdPwrppfGvU4MT/Cn6M9y+H5xfjbIEOcZZu9fpd+zS6XPgPR4JLlJbq2iSRJIpM/dORz3PFfmn4EtcX64BALdxiv0X/ZuXZ4btEWNQILSMZH0Jroz9Xw8V5nyfCUv+FKpbsj0E/tj/ABVvo45G1tpZeTmWCMFcE4+tedftAftPfED4sfDu60TxRrxudOMiP9nAWIF1Py/MPx716NBoVkmiWk+wHZbI74XqSK4n4pfDUeMNN0WGxt932zU0jfAHI2OTn8q+YwkcNGqpKCVnvZaH3OY/Xp4eUfayd1td630Phz4t6rBf6tGyvkCMAjHcHBriPHZjPw41jBBItnxz1+YV6n+1h4Bm+GvjqGxeIRZtgyrntk5ryDxerSfD/WSBkfZXOfTkV+hU6kZ0OeGzR+L/AFapSxahV+JTV/vPApnx3qB2Le9SSgZPPeonXivmWfrsURsPmz1qNj9PrUr1ERsbOOnFSbxGON3Tpio2FS9G9scVGVwtZs2Wwwrk0zZuHp9Ke/Wm7M1BomNK54zTduO1Ob8c03BzUWZQ0jA6Ypo+U9KlZcLnNMYE44/HNIY0j8/elK8+/pQRtPrQo2nNA7iFd4pCMil5Ao7UBcQJgdvxo2gj0pyfKPwpAvHUcigLhijbg4NLjI9qAmTn2oFcQgEdh+FIRjpT3UAdab5fGaAuc6BgY/UU/P0po6cHilHT3rzUewxyfO1OVdxpoBPp+Ip6jb1OfpTEwXk0Ifmxz9aMZ56U4DA/xqkibgg4PenlcEcdvSmouR1/KnCPaepqyRdhYcdKdjK46HtSEZ71IgP5VSM3IQKD9exqQDb6cUxRk/oKej4NWiHqOUbmzgU4Jg0Bcr3NOzwelaIzbHjkdqeGyB/Oo0+96+1TkZTFWjN6EkKcZ9PWn4z2pkYyoqRYyT/9etEYMenAxxUifN260irnr+VPUc//AFq1RhJksZGea2/A8Rk8V2C4+9KvX61ioOc9PWt3wIrf8Jfp23g+euD+Nb0vjXqcGLf7ifoz6D+H+jy3WrwW8cZkeaQIqhSSxJwAK+qfCvijxJ+z9r1zoXiW3utJlltlltku4HhM0bL8rLnqDjg9OtfNnwylhsdetZZLoxyxShg6ybSpzxjFdr46/ae8Gaz8SfGcXjfxFfarriaclvp086y3H2M5UoFfPTbnhQQMmvYzCztGp8D+++lrfi35H5vk6qyqzq4a/tY29OWzvfrq7JPufdviSfVfE/hDRLLwubC7H2OJr+UzqEjygJXcTgtgE4Gelesfs6+BotS8d+HdC1got6Lsl4SvIxFIMjsRn+dfj74e/an8PeHG/wCJd4u1S34ZGaK3m7jB5PtxXqf7N/8AwUctvhR8SbrWofGusfa5NMvYxL9mLN5jQsE4chfvYJPXivlMZkzlRlGhVTettNWz9Gy3iOrDEQni8LNK6vqrJL7j33/gt38K28I/GTS7i0s500ya3aOG7Ef7uY5ydp7jrXwt4nj2fD7XegP2KQ/N36V1HiL4yXfxl0qDUZtY1DU7OWV3hW6ZiIiXJbapJC856VheKoo7jwBrw3gsthKU+uR2r6rLsNLD4CNGcuZpb9z87zfHxxmcutCDhzTXuvo9E9fU+Z5lOTUMjYB9atSLu5/GoJExXjNH6VFkDgsKYRUpXANRt1qTZEbDnFMlwSP1qVxxTWBA7c1mbRITgt6009MVIfp9KToKhmhHj8Kb3qTdz0xTWPzUh3Yx+tN6jpUkmSP603G5PSsykxrDGCc/lSAccmnscnbzxQQc/d/WgZGRnpSsOelOI/WjFAxpG0CjGOueemKcy7e2fWkdcKN2fTFAhqx4OadjcMUKNzU4jPagBm3DCgjH1Pb2pSN7Z6UMcY9qAOdTOPagEhaNu76UoAPIFecewOSP2pUGCOBSKBnp9aczBU6de9WkJ3FBwe3HSnYLiow2fp9PzqWI4waEyXoKoxjilOQ/SgD8aXaSCKtGYqjb14zTguOlIox+FPAHPHWqWhDEwT2xzUoznpgdOKYIwR+FSABTVxIbHgmMUL07H+lCADtTwuB/9etUrGbYqdT6GplG5uMVGi5HoD1qVB83FUjKTHKPepQMcjv601Rkdee9PQBh61qjFvqPjX1HTjipkXjJpgTI4471JGu4cnmtTnkyRAD61v8Aw/hU+L9NDZ2+cu786w4UB/lXRfD9B/wmGmfLu/fqCB9a3o6zXqjzsbL9xP0f5Hu/hG287VUCKxUyDgJjPP6199/suf8ABLLw58WdI1vX/EI0S6k8UWJiihutJWc2rnBEhkIyGXb26Zr4d+H8LxavDuTOJQdoz0zX7if8E3NDEvgi0acKyNbBjlenA6Vhxlj6mEwqlTdr+h43htltHMMxqRrK/KlbXvftY+cPCX/Buf4eOnQytqnhv5kDAR6YSpz9QDXceAP+CC3hX4dX+pXT3Wg3BvdKudPikXSFaS3aVdvmDccZAzg9a/Q3S4EtLKJEYMiIFBz1Ap9+N9pJg87D/KvyapxdmsnZ1dPRf5H73R4CySnaSo6+r/zP50v21v2YYv2VfH48O2uo/wBpw7Awm8jyPw2gnB9frXjWqukXw98UB8nOnS4GOAeK+yP+Cw9kR8dYt2RmM8/8Cr5A1Wy3eA/En3fl02Ukf3ulfumW1518ujVqO7cdT+XM4wtLCZ5PDUFaMZqy1fZ9bnzHKhGRyMHHFQOnOP1q3cnLnmq8gLL7e9eXJH6NFlVulNZQRj8alfg0x1468VidCZFIgP8AeqJvm9setTSDPOc54phXjrxUM1TIn579PSk25qRs+vFNZPfmoaNUMYZ4OabgD1p5XHPFIfmPOKkoYxwPamsuF9qeTlu2D7U3b3oHcaRwBnHc0mMNwfxxTivIOacF3H/Gp5SrkeC3pQRtFPzgUnJyOP8AGlbWwXGn5jj1oDbTTtpI/pQBs+tIExm1V70qrz/KkHXBAz61Jk+woBuwxjg9f0pOo9ae2eMY/Ol25T+f1oC5zWcL6EehpCeO+aEXcDn6045A54rzz2Rw6/zpWG5aREyp704Ls6DOfWrI63AAlf8A69OEe2hYxtz+lBHHShITHIPl/rTlOD2pirxxxTwMHp2qkQL25/Sn7cjikCZH4Uqx7RwT+VWjIcp5qTdt/nTNuPenqPnPWrRDHrytPVd4x3piLkVKFB6CtSJMdtw34U9OWIzmkWMFug9KkVOOM8etUrmI5Vzz07GpgoI4/M96jQbealU7hzxmtkYzHquB2/CpYlyKjUEVLGvNaJHPJk8Y+YV0vw3Vm8Z6Xg4P2hRn3zXOQLz/APXrp/hnDu8b6Xnp9pQ59Oa6sOvfj6nl5g0sPUfk/wAj6Y8A2LP4ntgJW3NKPm6Y5r9xP+Ccrovw1tMSMfLtlViW3bhivxj+CunibxMpMRMatgYhzg+uTX7S/wDBM7TxN8FZbhgMLiAA9iFFeD4hVF9WSfT9SvBqi/rVSr3/AEPom33L4egaM7SI+u4iqvhvdLezq8kkp2cl3LH+dWmLW3hKPYpZhEAABmsrwTqDyanIJEaP5CSWGO4r8ejH3JSP6LbtOKPx5/4LGWcK/GO3bClyGHvjca+OtUswPAHinll26VORjv0r7P8A+Cxun/aP2hZY4VMn2XcrAHgfNXyhqvh6Sz+F3i55Icr/AGPOVYdiAK/oPJZpZRT16H8hcSU5T4qqJLTnT+5I+NrqP5j+dVJPTtV26QiQ5698VVkx6ZxxWMz7aDIXHy+9RFMNUsgqORdvrWLOmJGy7m7/AEzTGXaakcZHXnvTcZqTQif/AGgD7UhGP4cU9+ufSmsCU61DNkyMjjpTT1p+z3zTPmX0/KoZaG7SDSHkd6fjK/w/hTCvP3s/WpKEOS3tRjPFLgsaULu9sUAN2c8dfegtnjH40AEjikYELSGKOfxpoyW5pxJNAUk8YpWEIqZ98UoGfzo5weRj2pACp+lGwxcDOKUqB9aaeWpVbafekhHModpx2xTm9icUm0O3X9KeBt6dvavPsz2hY+U7inCTMY4FIo5z+lO4Hf8ASqIYm3P5+lO2/J1+gpB1znrT9ny9OapCYijjmnjp1/LvSFCFyfwpyKCcfl7VViLioM9OtSRtuPvimkbRj9afjcM1oZsEB9qkj3Zx6+lMB55qSNcH0z+lUjNioMmp0zjp9aYEDLjHPrmpI04/rWi3MmOC8c1JGCoPFMVOakVCuOlaIykxyDPY/jUqj/JpFTPNSAZ7VokYSYqjcPTipoo8YI/WmrGSKmiiOPxrRGEnoSwjJ79M12HweUyfEnRUWMyFrpAEBxu+bpXIxLhv513PwIUn4v8Ahvy/vfb4tpPPcf411UtHc87FxUqU4vqmfZHwie7s9Zf9xDtRypjyxYH6/wD1jX2j+xT+2F4r+FGo+KrKIW8mjWUIu1gdCfMYbV2gk9fcflXy54F0L7JrE/lyM0skxZiSB1B4A/8ArVt+Hv8AgmX4s/aM+JvjTxHFrHjbQrGbTgdPnsIC9vK6bMJkjDZw33SDXBnX1avGSxNuXTf5bHBwfTxmE5HhXLmTei9HvpouvqrH6C6Z/wAFeo2wH8CXHliPAI1MZJx/1zwB7ZrL8Rf8FVNW8U6ZdW+leGrXSL5LSeZbqS9EyqUQsBtMa9SAOvevzf0z/gjl4/vELNq/xJnUkNv/ALOlXd27iu7+Cf8AwRK8Ua1ruqf2xqXxHSG20y5eKCW0MX2mTZiNQWUjJYjj26ivmHkuR0/fk197f/tx+gLP+IKv7uCld+SX48uhznxZ+JPiP4rXM2seI5Lc6tNJI7CGHCNznAySSOvOTmuI8UanNrHwa8bq8UUax6Pc5VVycgYyDn9MV2Hiv9lLVP2ZvhtZeH9aj1W3ulnkWFNSbE6qecnHueDXGyWUq/Bfx60xlGzR7oJn+PA5zX28HSlhW6VrLa23yPyeqsRDNYwrc13vff59mfCV8x81vqefXmqkvJ9Ku3MXznNVZkx/9apnufVQZXdMr79aikGBxVhkwfwxUJUDPX2rGx0JkLJ831prR5FSMDnlaZIp2/8A1qho2RG3vxTWbHTP5U8rvNIp+Xv+VItELHNNkIzU2046fnTGXB7dfSs7GiZH0TpTdpGOPzqXr6/lTWHFS12NLjNu6jYBgilYUo4wKkdxgORn09KXy9tBG4YPFOZvyoGMAGO+KNmW4p6jPp+NDDj3oFcYqKB34pVAY9KAhb24oHyv0oAQjJOetKFwKVvelIx3/wDrUgujmVX5cjknoKUptP1pA1A59favPPaHhDnrTscH+VCLwc0YOAfSrRmCDpTvu9aAePelAx2NFrIm4pGBTo1568Uin5fWnY4q+pDY7bk/yxT16Y6UxTxx2px/StEQPUfNgc09Ey3Wo0O5cdKljxVmbJEUk5yBUq/d65qJTkVLGMp/OqjuZMcF9/wzU0SH/IqJVz/T3qaJsrzWsbGM/IkVMf8A6qkCbu2MVHEMnnoaljXPfFanMySNc4+tWEQE8VFHjNWI1xitYo55slhixKD+ddz8AIVk+MPhtX4VtQiDEnpyK4qJdpB9a779naEt8avDI25zqMPy/wB75hXRHTU4qzumj7q+FGk6dZ+I5vKy488/OYnJznB5Ir9df2Bp4b74VJCmd0UahSVwQK/KLwdHcWniHDQxqplO3Em7A/Cv1H/4J+Xxi8LxR5+WW3556Yr4njS88Pc+p8NYxp1uVflY+i9O0dYbOOKX94UHLE5yfWppNLidgSuSOKbqF41hZmRQCffpUelalJeWjSybVxzgA4r8rtJrmP2/3U7H5lf8FbXe58dReXbmYRbgUDBcj2r4h8XRfZfhh4+j2Ou7R7lxheACmetfbn/BTPUWv/iJGw2/KWYcE59a+QPHFg8vwp8aTFYkP9g3QkVSef3ZNftuSS5cvhB9j+cOJqPPncqifX9D87rqL5m9M1UkXBq9drnOT36Cqkq8+1e9NHJB3Kkq4b3qN48f/XqxLyc1Ewz1rGSOqLK7jJphB3Cpyv1qJhxWTN4kTDA64pu0lfWnsMcdqaR6Z/CoNUM5x0/WmkYPSnsmV9aa4O3+lBSZG68dz/hSEZ+lSFeM0xjtPeosaJjccZ96Q5HSnEdjRjipKGkFqTpTqMZosO4m3j8fzpSrfT6UYJ7j8aMcev0qbaB1BhnrSdR06UoOByKFbn60gG7dzfzpcbadmkbhqBHML8o704Hd+FIpJ/pzSp97v19a89HtvYfng0dO1Kg+Y56fWnEY/l1qkZ31EA3Y6+lO6+vFIoyepp6jaOKoi4KKVUBB4pV+UdffrSjluPxq0iWxVAXHuKdng0gAIp+BjvVohsVV3d6ljyD26d6Yq7j16VJGMHPWqM2ORATUm0A++eaaq/T609W//XWiMnuSRHHf9KlUZ71Gi/L6+5qVeVH07VrEwkyRPnFTJHmoohgD/Cp1XLD/AArRHNIkjXnirCDc2OKhhHPGfyqzCvTj9K3irnNImhTa3Xp2r0L9m2Mv8dvCij751KAAY/2hXAw43fQc16H+zQo/4Xx4TG4JnUoBkH7vzDnNb291nHUP0S0LTp7bxKcsXbeeqYHXpX6MfsKwTxeHbeQMWjWEAn3Pavz18LeF7VvFhZUxvfDNtySc+pFfeX7Dvx38EeEfD+seHJtUU32lATmWS1eJCCuSisRglSR3we3evhuJeaWG9xNv0Ps+C+Snir1Go3va7+fU+r9XmUaAjSd1BHPfFM06ZJNIlKHH7s8Z9q4O1/aV8ET6bDFqeuafA3l58pnJIwO+O/tVXxP+1l8P/CejSS2+tW1yxiZkhtwzu5A6YxX5zHCV2uRQd79j9ZeOw6991I2t3Pgv/goR5d146AZ8EKTkP0r5t8e6YD8G/GjA5/4kN50PX90TX0F+0P8AEHSvijeSanafbTM7SK8c8IiKqOhXJ5BHsO/FeP8AxI0uJfgh4yYqC39g3mMgZX9y1frOAvDDxpyPw7M4Rq46VaOqZ+Wd0nP1qnIueP8AJq/eDJ5qlMuB3+tfUTPBpvQqyJzjtUciYFWZAf8A9dQugHr6isWrnXFleVMnjIpjpuP3elTOvzVG2c+3tWTNoshkX5qYRtqUgsfp601k3H3qLGiZERhhTCmKlkUjqBTSM9MVBqmRNHkU3bz1FSMvPXn2prJzSLTGbDn8KAu5RUhWkUEe340rF3YzyxjrSYIPFPCfMeKAnPpRyiuMYHHIpq5GRipME9e3qaQjnHrUtD5hq8etKy5WnJx/hQRnmkFxjDGeKcoz1FOz69PWkcEH6UCOXUk9aXbSZynXvS43N1+teaj3GPRfyPWpFTb0GKYq47H8acr/ADVa7GeocZ4C07r/AJ4oxn8aXsatEsXnHYfhSqPl/wAKRMsvtTlU9v8A9dUtyBQOOnPSnouB9KTPNOC7vaqJbF2E8+3FTRJ3xnNMHB9qkVSD1qluZSY8R9+/0qRRz9O1MVSGPP4VKoJH+FaoykOjAB6fjUqLn1piDKVKicdfwrRHPNj4l47+lTqpJqGJSelWY+vNaxOebJY1LAZqzEMjgVDCckVahQkY9DxXRFHHNj4YQDXo/wCy5CJP2gfB6ldwbVINy+vzivP4Rg816V+ymrD9onwXsGT/AGtAVz/vitZfA/Q5W7ySP1B0WwaPV97QttV8bS31xxXJ6/8AEH40+HfjB4us/Avw407XtEtNLV/tTyFZpgPLMh/1q9M4GFzXfafDdf27tfy+Xz8sWMc+tfdv7I/wZ8Mar4COpy6TC2q3cRgurgu++VGxkcMB2HbtXw+Y5lHBw9rOPN0/rY+3ynKJ46fsac+RrW/U/JrS/i3+0xdL5kXwq0dV/wBonj0z+/8AX27Vbtfix+0pqkwS7+HGh2sBV/33y4Q7SQCGmI7Y5Hf2r9mrf9lfwLaw7F8PQ/UzzMfXqXrhfiz+zToenTKNI8P6VFG6M8ryiSUAAf3WbafxFefR4tw1SfKqK+a/4J6tfgfFQg267+T/AOAfmt4Kj8XeKvh5b3fjLT7DRtdWaUT21vjy8A/KQASORUPxE06SP4C+PeF2LoF6xOen7lulez/GjTraw1+SOGKK1i2EbIgI1Dc5IUcCvM/ifaGL4CeO8OWP/CPXgwe/7lq9+nW50ntdnzFTDKnNx6o/IuZSScfmarSrg/hV2ZcZqrLGTmvrJI+Wpspyoc1FKpRhVqQEH2qB15z61jI6osrSpg0wjnJA/Op3GD0GP1qMjJ6f/XrKSN4sgkTceBTHHyYz+VTSIenFMcYHvWdjVMjZTk8momG0/wAXvzUzJuqPbhumfqaTNVIjf5uv86Noen4z268YppUdsioKuNznrzikCbadtA9aUJkd8UDGHgUmG/CpAfy7U0nIoGhrLv8AbvSJT8dKNuG6+/SlYdxmMnoKVTinsMnOf0pPu+9MLjCufehVGOn0p+flxjFBAC1NgucpEM5pdme2aQAkfjTivHevMR7khwyRjpTgdv1o25GKcE4q0iGwOaADjPH5U7r60uMLVk3BBvWnKuwcdf5UAfLyePSiM46Zx71SJew8ALzT8YHGPypqD5s8gU9VyO/WmZtiBDkc/h2qZF+brTFi6e1SBAPWrSIkyQDgE9e9SDhaZHyOf1qRY+BWqMJMkX5h0qVOtRqu6pogQOK0RzyJYxjFTqMjsajjTB96sRZXtW0UcsmPiGVq3ANxqvGvOcVcto2bsK6I7nLUZNbpuavUf2Rbfz/2kvBKdM6xb5x2+da81tIyxHHFer/sdQK/7TXgbd0/tm3z/wB9itakf3cn5M44y/exXmj9SI9MRPE5UHdtkPOenNffH7EN1t8CNBnOBkc+9fEMyo3iZ8I4+cgA8Z5+tfaP7G8/laFEcYUoVI3ZP5V+W8Q+9hdT9a4XtHGaHumq6rFpVp50u7YvcLmuW1Tx9p+vabewxJIwSFss6bR06Ada3/EMS3uhMCcKy5z6dK8tLmxtdR2DeyRMQf7xFfG4ShGa5nuj73F15wdlsz41+PGi/wDFXzGNP3WTwFz/ADryb4j2IX4IeOSVIz4fviDk8fuHr374qMNY1iSRY0zztwchs/hXlXxT0p4fgt4/R7cYbw9fHI6DFu/Sv0rCVPdin5H5NjqCc5uPmfi/cr85/rVWdcCtO+hzVGaLAr7+UbH5zSndFJ0wvNQTx856d6uSLsOPwqvKOOawkjuiyow5qKRPm/rVpl2jjvUMg596xkdEZEHTNM/i5FSkYPIqN+nHHNRY2TI2G09Oe9RkbhipWT0pvf7vSszRMi24U+xpGXatSEZPamMuAOP1pWLTEJzj3pCu0d6UoSB60rZ4xU2ZVxijj680FenFOxx6HOKGFFmO4mc03HzUuMj8aVsnpSAYEyO4pfu+9KAcUoXAz60BcafmNKwyKXZj+lGPwoGcoMM34UY4H8qREB/x9KeFz94c15Z7g6P5T/WnAcjr6Zpq8ryelOAB/irRIzHeuefxpc5H40hT5evH1pc5PHrmrQthQq0oXaRmlVc9v/rU4IN/bpQS2KmDn/OakHI9DmmIN3YZpwQL171SuZjwuSPSnpwcU1cACpFTHvVq5EiRAeakRdtMiUk1KqHPUVsjCbHIQpPH41YhXAqFIvl/nU0YIHoKtHNJk8S8DP8AOrECYPpmoEQN0q1FDuFdEUcs3oSxrz3zV63jwR71DEmxeKtQxnrniumKOGpIswDawr1v9jND/wANO+A8AZOtW4+p3LXkttH8w5OT+lev/sWQ+Z+1L4CA4/4nlvz6ZZa1q6UZ+jOKH8eHqj9bp/D7/wDCSTMXH3j91MYGa+kP2PPF1mNfutIN1H9qto0/d9+Vz/I18/ajaPD4glU3BbLkj5vccVydp+0H8Nfgf8YNe/tzXptN1+LThfSmG0nkMRbYsbMygj8ADjuK/NMRhJYqk6Ubt20srn6ph8fDBVVWm0o31bdu5+m6xDWdDSFZRnbgsuf/AK1cb4n8Hx+DtF1e/uL2P7LHZyuS3ylcLnOCa/PPQv8AgrD4D05tjfELWyoz/qtOugDwc9UHv2ref/gp38NfiVLBpF14t1fUrVo5Ee2lsZ8SrtJIO4AH15I6V48OF8wpO/K+Xr7r/wAj2p8bZRVVvaR5unvr/M1PAepr448NJfR3bSmOWWPKkdVZhz+GKg+Leit/woLx7IJGJHhu/OGA5/0d60fg5qfhHxb4GGo+E/LGj3E0jApHsXzOjnAz375q38WIoZ/gD4+G8Lt8N37AZ6/6LJXuSlarZK1n1PDpx5sPz3TfLundPTdH4QXybC31rPnTg1s6hF859x1rLukwM1+mzR+R4eZnzICvvnNQyLwODVuVeKrS/X8MVzyPSgys4x6/lUBXPUc1ZcYPX9KhkXc3rWLR0xZA0fY1G0e3vmpWBVCe/pSFeD9M1mbogKe3GabjA/wqRv8A9dMYZ/8A1VmzRMiwCaCPm68fSpGGB1FNxjtUGhHtzjHHsaAmB07Z608rtYnPH0pbiHydvOdyg5+vNAEQXpSlct+FDDLfTrR0U49KBoeLUm339Ru2fTjNR7Pl4q2uf7J7DE3fv8tVujlf1pNIIttDVTnmhRk0/YcdR69aQJnj3oATy+aR0/Gn+V6c/jRtJPb86NBanHA5OMUoB3U0AAdQfenjDdPxry0fRjgvuM09f1pqrg1IBz3yOtWjO4KN3A9M80qJgH9KQDBzyM96cOB6/wBKoliKNo7/AJ1Io4pF4ORx2pwXcKCGKq4p6qG/+vTUGGqQrzxVozYoO0gYqWM/rUajIz71Kq8Z/CrREh44Pc1KgqNBx1qZB+Nao55Eka8VNEMiooxhfWrEC8+/pWkUc0yeBelXYUAI71XhGByPyqxGu6uuBxTZPEMMMVbhTHT61XiX5gPzq1CuG6fWt4o4ajZcso9759a9i/YohVv2q/h+G6HXLbp/vrXkVouD9a9n/YcBb9rL4ejGc65a/j84rSuv3E/R/kcVJ/7RT9V+aP18uIh/wmAHllo/PwePevZNG/4JveD/ABL4u1jxBrWh+G9Xj12xMUX2mx8ydNwXG5z6bcDFeQ6vevZ+MHxsGJ+ADmvuL4RauNd+H+myEgsIlU/gK/Gs3xdehTjOi7X0Z+8ZLgsNiakoYiPNbVXPljTv+CSHhCKAgeGvBaN0A/s8kAfUiup8Ff8ABMrwT4S1lLlvDPg9n8qSNWTSwSrMpHfjv3r6kwsbjG0Z7dzQCHbHcds9K8OWfY+as6jPfhw1lsHeNJHyz4u/Z8sfgZ4YSy0y1021iuZfN8uzgFvGvHOFAwMnrivNPizpEkP7P3j8shYf8I5qAzkHH+jSV9E/tJzfadUt4Q+3anQCvGPi/pcy/APx1nDB/Deon7pyf9Fkr3sBXqThGdR6tngZlhqdOU4Ulok/yP59L+HEh/rWVcwZzW5qUeJTjnn0rLvIua/a5o/nfDzMqdOc9qqyrl6uzqR6VVmX5s/0rlkevTZTdeKjKlff2qxIlQzR7M559KxkdkSu6gnPSo5BxUhX26etMIPSsjdEIBIIpGUkdfYGnEbuvak8vd2P51BrdEe35aRh8ue31p78HpTSBt+6aku437x61LqMfzR+8af+g1ERk9MVYvD5nlcf8skH6Uug76lRl4o2bmxUnl5H6801I8tzUlXLITGic/8APcZ/75qrjcelXkizoH/byB/47VQDIyM9PzqpdDOD39RnlcdadtxQPu9O9P8AvDHSlYpsZtyKNmD0qRkw3BoK5NFhXOISQgdaeXPtz3ppHH15NO8vA968o+kY8D5O3X1p6n5eopqoQM9yakCe4/GrIbQgGQBwce9OwR6fgRQseF/lS4Kr04pkXEA4/XFOj6dDSqMD6+nanKnOT35ppEgBk9KepwOmOaaBlvTNSBSU781a1IYq8Gp4woHI5qKMdOOlSpgk+5rSOhjMeBu9B+FSxcVGo4xUiJjrWhhJkyKFB478VYgYBc9+9QQoAKsxAn1rWJzTLEK8D2q1Hg9PxqvDHirMYx15rqicUyxbp83HNXYshh/hVOFQWzir1mvmAjP3W6fgK6InDVL1nHmvav2EYDJ+138OQMDOvWwBHP8AGK8as4QK9x/YEhH/AA2J8Ns/9B+16/79aYlf7PP0f5HDhpf7VT/xR/M/XbxhZrB4yl3bifNPJ47mvrf9mq5z4NhTdkGPOPxr5c8d2qxeMLnjnzTnAr6n/ZvgSTwBazA9F2ge9fimdNPDK5/QmQxaxcrHW+NbU3WnDHbk49KqeALL7FDJuHvkin6lc3N7AEjjLHkcDpWjolrJbaXtfAkPbFfNN8tLlZ9UlzVedHi/xvuEu/FB3HnGBzXA/FnTdn7PXjh8/f8ADmo4y3X/AEWSu9+LUMj+L3ijH3OD8wrnPjNYSRfs3+OtyHB8O6jwP+vaTFfR4WVo00vI+XxseZ1W+z/I/nQ1Nf3hrJu1wOhre1OPEp/Wsa9i3dP0r93kj+Y8PO5jXSgNjIqq4CdevWtC6hwao3EeBXJNHt0ZXKrrmT6c1L/aUUy7biIMDxvHBH41E65bHNQypvJHv1rG7R2WUtxZ9O8xv3Tgj0Pb2qncQNB94Y+tTfPEcqSp6cGlnvmmjKyhW9+hrNpPU6FzLzKJPPYH6UMML1FT+RC4CbwJGzjdwDUMiNGew7emay2OhMjc8dRTJ3WJPMJwg6k9qddB4rfesZf5s4UjJ/OqeqXH2rSrn5XAVlyG7cjp1rGUrHRSpczXa50dn4D1K+tIriOON45lDoRKuW/M0y+8J6laQ5ayuH8uLBCAOSfbBrvPCG4eF9PVTyYF6jtVySMzxNvALJx0P+Nep9ShKN1fVHy7zqtCq4tKyfn/AJnlEmmTRL88E8XGTviYY/HFVpdsRXJ5ZtoCnqa9XhsCwzt+XqOat21vkqrYI3ADJ6VH1DTRm39vJPWH4/8AAPMrezL+GZsYO24Hf/YNZ5iKE9Rz2r9Jv2ffGnwF/wCHfvxN0jxv4a0eDxLFEJbG8iIbWLy72OYGhBXCRIeGGTkM5PJFfnHfKHnbG38Ogrz1NynODg1yu13163X9f8D2KTi6UKsZp865rLeOtrP7v63dRUDUoTceOtPKkdqXbxuJ46knoKqxbYwxgEY/L1qh4j8T2vhaEPcPudh8kSctJ9B/WqGu+PAn7mx2ySZ2mY8xofb+9/KuZisptT1VdiPd310flJ5dsdeeyj9K83EY23uUtX/X3ns4PLW3z4jRfd/wxcVcCpOT0pEjC07HzcVnsdrY5E3KalQYbtzTVXLds08RBTnvVoyYEbh+lG3I+n60qpkdvypdmOwqiRQgPFOA4zj2FNCjbx36mnbOOD3pktirHk1InzfrQVxyCKcE3dcfWrRF+oIu0CpAvb3oUcU5VGPf61oYyepIEwB/OpI1+tRoo21Lt9z+dWjGRPAMip4hx3qvGoHrwfWrCjCjt75rZHLMsxjPerUY4Hv1qnEhz1q5APeuiByTLUIwBir9jEQrHH8X9BVKH5u9aGmkqpBP8ZP4YFdMNzz6r3NKyXcte5/8E/4vM/bJ+Gvy5z4gtOP+2leI2S5Ir3z/AIJ4W/mftqfDIfd/4qG15/7aCqxemGqP+6/yPNwrvjKS/vR/NH7DfEiy/wCKyu24x5hyM8967/8AZx+MepaFqGp6Z/ZsT6Ra2puYdkzNLuXG7dkY+YnoDxjrya5j4jaY6eN74A8+a2OBx1ryS8/ZE8b/ABZ+LPibUdI8cXmgW8+i/Z4bRYLgxxFChLArKq7mPotfkfsqNejyV5JKy1d/LsfvE6+Jw1fnwsHOV9lZd+59exftVWrIottHunb+LJCKufQDrUsv7RctzdQCHT2G9uY3OB0P8WP6V+enhr/gnH8UIJd7/FPX5FwQQYbpxkqV/wCeo9c13/g//gnx8QIdWt7m7+I+ozxRq++FrO5O4Y7AzYz9QfpUVMjyuF2q6fykZYbiTO6llPCSjt9qH+Z9MJc6lr+q3N1qTWhuJXMm+FH2sp+6uGPYcZHXFW/jTauv7L3jg/eH/COahkAYx/oslcz8IfhrffCbwXFpGoarJq00btItw0LQMVbkAqWY5Hrn8BXZfFi1Nz+zl4zjLHB0C/GN2c5tpK4J8sasYwd0mj2lzTw85TVpOL3d9bH83mrjM7fX0rFvE59Peuh1SP8Ae89aw9Qj6+3rX73I/lrDSMa7XORms+45rSu15/8ArVQnUkfjXJNHvUGU5uBUDr3zirDDD1FISG6VzyPQgV5ODnrULvznjP0qeUZ4qNyEH9ayOmLMrVUzqFoCcgk5qW+hisrTPmsiZODnmotYB/taw64LEdKz/Fp3zpGzFVAJ/HNclSVlJ/10PToxc3CN9P8AhxLq6utfnt47WRR5sgicum7dn0/wqe20LVLy4v8ASo4vtdzYsMiEclRjOB3xmueeUxWUe3rljnHJ+tT+Db+e1tL26glkjnikQpIrsHXrnnPfFeeqt6nLK+v5WPVnQkqTcLabXXW6s73PZvCerpPp9raxzxi5t4/LkjwN0bDqCOtOtfEt1eQ3JjiaX7O20gJl2zkcflVbwtpomtYr1SWur1A7u4DFT3weDzTfAV0tobreM+ZdCP7vQ/Oa+mjKdoqX9dj89q0qV6k4q7Vvz1NAeI54tFNzLD5MKRmRiw+aMDrkU8+M4cWUkgwLp18v+LdngfSmXWlDxT4ZuoI5vKFwjpvKk7ckjOKt6PCNK8Kw2zTBzbKkRc8BiWABxjgmtE538rbnNJULax97mtZdvx6mxdymTR74MNp8h8dD/Ca8hZN5x7V7Hcgvpd5uQqBA4ycdAjDNeB6t4xhtUZLXZPPjqWxGn+8f6Vy5jVjDlcmd3DdCdT2kYLsXtU1i10W28y5bbn5VUcs59h3rjNc8Vza/8jZt7Q/8sgx3P/vn0/2elSaaiazd3E1yWu5hGTvk4A4+6o7Co9E04eIb0wWtsAyjM04lby4E67mJyOlfNV69SraK2fTqz9DwuFo4dOUtWt30X3/8P2KumadcavfLbWsO+c8nI+VB/eY9hWpr14ngqOTTbJvMvJ1Vry+J+eTIyET+6o46da0dJvrXSNUt9L01LlbaSTdcXUifPfMM5yey56AVLr/g2PxFqjyIJlJjj+fPyn5B/LFEaEvZ3p6yvb/hv8/u03mpi4+2SrK0LX9ddL/ml9+u2GEzzTl+bsfyoHCZyKd6YOT3OOtaDY9c7eT0OOlOwMd+DTcEYI/WpF+bj9atGYcmgoWFOWPPX+fWnA8UyeogTHc05ASvWhVzH705BzVpEX0FVct3PFPB4/8ArUA59qdyDWiVjJsFGDn+lSD5h/8AWpEweOfyp6KSOB+dMye44DABHSpUy3f9KaPu8VIrcf7X860Ri2SRj5ev6VOmWHao4xgc81NEp7VtHzOeRNFxjpVqI5eq8PGP8KswnJrZHLUZbgGTWhpqBgxx0b+gqjbjLCr+kEedKvfcM/kK64bnmV9mbdkmT7V73/wT1+T9s34Z+3iG0/8ARgrwUTx2cG+Q4A569fpXs/8AwTl1R739tT4ZOfunxHagL2A8wU8Y0sNUT/lf5HnYGnKWLpSW3PH80ftx43hE/jy7YqD++bJ5P+etfR3wmskTwXaFVGQozx1rwLxFZveeMbt1Hy+cc84/z0r6H+F6Y8H2vb5a/Bc1l+4ivQ/p7KI/7RN/1ubkdsqn7oFOlt1mTbgYPBx3qLULlrS13jGR69Kj0y9a8YklcAdh3r5/lbVz6O6vynn/AMR7SG11gHZlVTGAmc1zXxdSL/hQHi7CMP8AiQ3xOVI/5dpK9A+JVkzzQsADwevf9K474twyN8AvGA2qc+H77POMf6NJXtYapdU/U8PGU7e0Xkz+bLU0y5z+GKw9TTC8gdK6TVYsXD1harEdv4V/SEj+O8NPU528XDdKz7gbCM1p3ZwT29sVm3g/GuKZ9Jh2U5Dk/rVYnrx+NWJl54qu+Tx0/CuZ3PTgRyEnOBUbEkDipX4J/OmH/IJrNm6MfWY2bVrHngSY/OsbxlIbe4jI55OOfet3VombUbPjIMwzgfdrI8TMEukYgMAxyp55wa87Eaxl6nt4PSUL9jJh0u8vNPjcRLiViE557j+h/KneFLZ7TRNRL/3l564xmum0i9g/sS0DyJG5dmCAYAwzimfDO5020uru71q2e+0+02yyWyyGM3WM4j3AcA9CQOxrmVGKnF31s/yOx4uTpzTjomtvXoeieB4Li+0zT7e12+bLGNoI9vrVHwbC0N9LG+C/9oBW475fP613n7NXw31743fEnQdB8H2VkdW1SRjZ29xPsghUKzAMzHhQobk/rXMaj4Pv/h78Qdd0TWQIdU0rVpLa4WNt6CZHcEKwOCM5wR6V7qqw9pCnf3rXt5HxcqFVQrVOX3H187vT8UWfCgKaYR1w7D/x9qj1SQroN9z92S3PH/XZab4clUWLLE+/96/zEdfmOeKW/QS6JegzIhbyidxIC7ZQeT744rqf8Ky3s/yPLt/tDb/mX5oyfin8V7y+EmjzxNHp1pFJGH3eU1wDltpcAE8Z49BXn3ifXdH1uaHzNFsLP7LAsRW2naNXCDlnCg7nOOW65rU+OyrdaxPJdXLGN5CIooVUEYjbqxPcDH1NcRM1mDLstrid2DnMkxIJw3ZVHX+tfOY+vL2soO3z1/Rn3mTYKmsNCpBNXWtm1r96O6+GXhvw5r+oX0TraaZPDbM0QaRv9Kk3hfL3yHAz8xzj+H3qWeW08PaabWGSGeOWRldFhXaNoHYEdu9YHhXThe3Ex+weXtZsMCRvBZupOT0x+dafiVzZQRiHTzENzBi8a/vRgY/lWtJ8tLmSXyX6JfmTiIc2J5eZtdm+3nd/gQxa7CZiIopGlB/dqkzjLcgDBHr71rWPhTxT4ZsYpPE+hX2kJqGJbJ7i2eITxjqyk43DJX86wPC0ryeJ9OMUCQzC5jKNuKKH38Zz2/Cvsz/goh4e8bSaH8M9T8W634S1RZNGFhZQ6JLcTG2jijhfMryqo3MJVOEGMgjtms6c5SqxV++nfT+uoYlQpwkuXtq3t+P6HwssQcelHk46UAdqkQf/AFq50epcVI9pqQcKO1MAI9znrU2NwqzN6DQhxmnqvNNCkN09jUixcf8A161SM5MCjbeB+lCrk8DFOC5PH1FKoIPNVYi4bNp9ee9SeWQf5imgAmn4w+R096Zm9xdmCCM08J+nSkVcjr19KlWLPHpVIzbCMfL71OEyvb3qOPg9alVCG6VqjJsfCMN0qeM8HJwOtQxr8x5/Op4lwPft71otznmTw/XP+FWbcAtioI1IFWrddoz+NbxRyTLUK4PAq3p06WslzJIdqqQTn6CsaXxPa2WV3+c4PIT/ABp114gg1+ytYobUwTRMzTv52/7QSfk+X+HA49+tX7aK21Zh9UqTTclZGi+qPq8u7B8peFFfQP8AwTh/5PL+F46E+IbXP/fwV89WMPlx5+9zzmvof/gnFFn9tX4XDPXxDZ9/+mgqcRf6vUb/AJX+RlSssTSjHZTj+Z++Wp6QRrty3q56L7mvZ/hkc+FYB/d46VwHijR44LuVx13Hkn61d+HHxOj0J5rXUF+z2C48m7LAq7YJYEZyMcV+EYtSq0fdVz+kMI40a3v9T0nWJFi09933cc8VQ8LTLNHJt6ZrC8WfEfSNR0swQ6lEskgyCY3Pb2XNQeD/ABLH4ftc3VxGySrhJER8bj0XBA5rgjQn7J6O/oejLEQ9qtVb1RveMbc3EsQz27Vynxb0ry/gr4uXnB0O9B9/9Hkro7e/n1i8Zrm18ggkRhZRJuTs2R0J9O1U/izaKfg/4pHPOj3Y5/64PV0pOMoRfdGdeKnCcl2Z/MfqseLh/rWLqsOI/wAK39aXZfyD/arK1OL9yfpzX9OvWJ/EuHnZo4/VZUt4md/urktWGmqx3WAp5fkDI4/X0rU8b7Ro9ypO0MMD3rhdFYwa0iyrsXIOfQgYFeXiKrhNRPucuw0alBze6OkkGD3qu5qzLwary5Pv7VLNo7ELHJ68UjDcPXtzTt2CRt69qOg6DpwM1BuMXxHNoBeG2hika/U28zOinZEcE7SRw3A5HNaXwY+C3/C//jn4f8InVLbRf7YlkVry5QvFb7UZySoOSMKfzrmdVlZdVtwv98bue1LD40vvA/jeDUdHv2sL2EMEnQktGHQqTkeoJ/OvPxDunc9jCRaty9mdl8XP2fP+FdfEu+8M6dfNr/8AZl3cww3VtbeWt2kRfdIq5OF+UnHWuN8QWGn6PojyWcgnZ9rud+4hSu4cduSaTXPFN9rem2c91qbXLM0jByx+YMzE4yc89axrjVLd7KVLYBd5dmaRgSQoB3ceuTUSnBLZbfoVQpVpW55bN3S23+89Z+EXxX1b4T6/pOv6HP5GpaXtltpBHvKtg/w856+nasCz+IcvivxJqGoX0xkvbzUPtFw0iMrSOzZLHPOev51w8/jdrBIRJfQxxq5TdGBnoMc/U1DceJ9Fspv3T3V2zyK7tGGZSoXaT7/MT+VVLHQUlK6utH/W5nDKajhKLTaltb8fI9F8OeJLa3sMyzxRbpn5ZsfxnFUde1yOfTdRaO5GTablCSA4IlHOPUda8y1DxaqMWs7SVVRBzOwy0g7/AEOTiueufEV55beam6SNAE28FiWGenHGf0rmrZwow5LX0OzD8MuVT2t7ap9O56f4yf7Q4eGz3zlizTOg2yfI3O5sAnoePSjwz4kj8P3yXN5HbSJDJ5uzzlyQuWOQoPOB+leX6t4uZ7qIR288dugWMjzWk8w7SCwz0zn6Uln40gZ5Ypobj52IQ+afu9CCMfXv3rz/AO1qaqcy0f8AXket/YU3QVOWqt8/zPSfD1st3Nd77pJHUuzhSwUfM/GWA7ggfStPxxpnnW0fm3bNtYhVCj5Djnv9K5P4Va39o1O5mWPBcHyw4JXkt3wRn8e5q9qfiWaZikVi7M1w43yQCNWG4hfm3exzkdq9CjiKbw+vX16HlV8JVji/de3p1RH4fnaO/C+b0dcE5BHJr2vVtV07XvCWgomqazrGqBWe4e7ZxFagqirDGhGBgqSW3ZIKjaNuT474csDrEH2hfs8ThBIy7yGB3FcAHqe5xXongrwZfeENKsLi9fjVE8+AM33ox8oYL1HIPJ646V14GOqW6PLzqUYpu9pLS3fv0PIwOPbpTwNvpwPWk/hFOQjdz9K4Uj3R6tn2qZRlfemIMHPv3NPX5xyR7+1aLQykKBnr+lKB6fjTgv0oxgH19K0MrirwuP1oXBOevrTtuV49acDnH+FMi4mPbgU9V7YoXr1pxHvVJEtioMH/AOtUi8jr1/SmiMZ5x+fWnxpjt7YqkjKTuPCkc8VIoyB3pinsf5VLHhuOPzrRK5lIcq5/CrEZwuccg1GAQP8ACpIx5bda1RhIsJyvXr/OrMX+qPfgjA71VjNbGgabJqfmlE3R2iiS4ckARoWC5OSOMkVsvM5pJ9DH+E/wK8XfGTVodP8AC/h/Vteu53CrHZ2ry8n1OMD6mvrr4L/8EVvip4x8ZadoOq3HhXwxquo29zdR2uqaoqyRJAUDbwgbbneMf7pzjFfSt9/wU7+CX7Lng7+wvDupv4kktjbbLHwnYiwsH2RJuVrjhnG7OTls4615D4O/4LieIdE+L9v4g0bwF4Os7a1S6iW1dGlaYXBUuzvkEt8i+tfPKrjJ3WGgtnZvq7aduvr6n0leGGSTxU3a6ul0V9e/Tb8jf1r/AIIEfFvw5CjNqvge5tvOSOSSDVt+3d3xtzgV67+xT/wSD1P4e/HT4ZeMZvHvhR447wap9hBYTkQTJ8gz1Zt3HH8JrL1r/g4T8Var4X+xj4feC4L12R47pYnIhZfunYeuOO/FY/wG/wCC9XxB8N/ELwwvie28Pv4b0rNpdm208rOLeR43kK/N9/8AdjH48VlVXENTDyjKMU9draq3Tf8AQ46NTheniYTjKpJXT1TsnzLf4dvmfsZ49gaKC4KgjuTjp1r8sv8Agov/AMFMPGXwf8a33g7wiuj3sVvCkk02FeWB+Q6N833gSpAxWv8AGX/grN8T/wBtZ73w98DfBurWemXLeTLrNwgQoDkH94T5cfB9S3tWH8Bv+CDd58X7v+0fiX4qaK4um8x7bSfnkJJBO+ZxyefQcmvEyjLqGXQ9vmzSfSO79dD6bPc1xebVVhcjjK19Z7L0V7N36/gfMHhv/gq58etPvWnFzYTZfIWWGNgue33unSvUfBf/AAWm+OEd9aW2p2Ph+5sjMvmH7MqsOvO7dgfjX3H4U/4NyPgDptqBdjxbeSY5ZtVIP6Liq3jf/g3I+B13btJpF34u0u4wdjLqAkAOPQqc12S4k4cqS5Z0v/JV/ked/qlxbCLdKul/28//AJI+iP2Bv2ubL9q34ZjUDfabLrMEhW4t7eSMtCpPy5VSccV7B8WED/CnxKOx0m6H1/cvX5Mn/gnT8ZP2EfGf9u/CPxPZ6vHbHPkyEWtxKoOdjqfkcfiK9fuv+C1F34U+F+t+HPi14E1/w34ok06e1jlhiP2e4leJlUgnjBJH3WNfNY/hr21dYjKpKpBu/LtJfJ9D6jLeMZYfDPCZ9B0qiTXM1eEvNSV0m+3fY/JPXl/4mEuP75rOvYc2jZx0zV27nN3cu2OpzVfUoydPZEGZHXsOlfu3Q/lqGkkjzDxbL/aWqCMf6qNsfX3rA1zT9s4cY9R7V1uoeHryOd5BASMYGSM1jaroeoO//HqW9gRzXk1oN3dj9AwdeEVGMZK3qV7abzoRyNw7f1odsVUFrfae3zWNxx1+XPFWyrMobZIO/IrJO6sdcopO6ZGTgE1yWs6tqCLLi4ULFbif5Vxu4Y4/8drrpJFhUsTgKOT0zXAa3Yfa5kKXFwB9mUgLyC2G4/kPxrhx8pRiuU9bKoRlJuX4q424v3F3EzSRXIOzlpmCrkEEnPpWePFkCCTNvBHt2gN5mTgDHp71Sl8HPcQkrdFflDfMM9Tk05fhxCdxnvJjuLEgDqGbd+leFOWJbvCP5H1UaeEiv3kvuTNrSruzudJs5JZpNu/Ydi9DuOeTXGapeJp106Wtre+X5wALtnK5OBwB/k12um6NaaRbwxHzGDEuCD0Jck/rUKJYS20ongWRy2QxkI2gduP8adehOcIptJkYbEwpVJNJyV/1+RyWn6ZqDsHjsREpGNzkDo2SOfatGPwnqV0hLzpHldmFBbGTkdPyrdtLhGO21h78LHGXJ/ma0JdJ1GbmS2eIA8mcrGP1IpU8DC1rt/16F1cympbKPr/wWcrceDvKs5d1xcEsjKDwoUt1469hWZJ4LkRjiZ/mUAcdwQc/zrs30GU3AUy2eTznzeF/HpTZfDMhc/vNPkA6FbhefzolgYS2iKGZzitZnEzeGbvb8lwflIZdwxwBzVU6PeW16qNOMEkIRnjBzXc3Wg3NrGGMS88DbKrZ/AGqNzp1w53G2udy+sZrmqZfFdGdlPNHLqmvkWfhjZ3NjfSAXTS/u23Ar8obGAcetVpLfWTqrp5qRoLoCNM7ivzt6dhk1reAJWstXO4SQsyMctGef/r1n6leBNVu138+c+Rnj7xrs9nFUY6tavqed7WbxM3ZO6XQ7HwnNPZ6fp73+kW1wDC6RsIwHAXA3sAcnGc5Ycnd6V634w0bwVoHgvwm/h3XtS1rW7y1abV0mP7qwfeyrEg+ilsk5IYcV4H4Z1N5tQgjWQlc7QiNjPPSvsH9pj4f+L/Bf7OXwvuNY8I+HfC+kXUMzWc1pPFJe6o5LZmm2ZIGwBQGOcoeBXp4SpFcuvW34Hz+aUZuUm10b8t0ur03/q58ehcds+5p4POQB6Cm5wf0p+AuOB+VYo9JscqZ7VMFAXpSRrxjPHbFPC7RzWtjnk9RY1yacFz0H5UijBHNPAOev1qjMaU2kU4JT2GR/Wjbkc81Vibgo3LwO9KEOTkfjTo1+Xin7MmqsZ3BPn7dKkRD6daRBh80/bnPPSqSM2xQuOnf9KeqgAep9qNu5f8ACnqua1SMmxwyp9PcU1r8xzFVHTPJ7cVKoBNU7rm6YE98Y9flpzdkFNJvUVdVd7zy9wACK2Qeckn/AArQ02cwq7cBj1z3rFt8DWHwvSJP5mteD7uScAkY/Opoybd2ViIKNkvI1vtu+XdtyM98Guj8LQRXcqfuRkn+4K5ASMmPmyelepfsv+EZvij8TNN0OAwCS6lGXncJFEo6u7HhVHdj0rvp1FF3lseDjqM3Sfs1d+RoxeHv7T1fyUg/1a5dtnCKBkk+gFfRn7J37C198QbmHWr7w7qFxpcjDyE+zti67556L9OT3r2fxZ+0J+zR+yF4W0X4faHJ/wAJ9e6hNFqHjPX9PhVxOFbK2kTPjMQYH5BwepJJ49s07/gvb8NPCurva6B8PtTOmw2nlWLvNHHkgdXXsDkAdeleLjc4x9Wl/sOHk77N2Wm19dr/AH21OvL8gy3D1E81xaVkrxSclzbtXV00lbbS+nTXr/hlY/8ACtoLXS/sLaVHaqFjt1RYkjGOgUcD696+nPgx4/jgRGkc4xyDLxx1OPp/Ovyi8Qf8FLtR+KfxO1jVtSsreyti6/ZVSYls5y2fYZUfnXoHwR/4KA3CeGrhtVuNKtLxZJfs0UUxwI8hU3ZP3jg9McHpXzmP4cxdWnzVI6vc+zyrjbLaVX2VKei2vpovyP2A0vxtDqijywrZbHDD1xVPxB4qujFJHFauSBzhsY6D+tfnL8Df+Cn+oeGPBFvfX8/h6XWZYyfs+4rGMliq43E//qqyv/BbXU7fSZ9TNl4bfUPsRlFirtt8zaWCB85zxjPrXyr4RxqqNU6d0vPr/XU+zXH+VOlGdWry31+X+fkfVXxKm13U7qZorK8OAS2Gzt9e3rmvmv48/B/XPihoMlpd6NfXcMuQvmRh9pP1rgr3/gu7r3huCbU4dB8N6hPeQLI9n5zxCNtoJ2tgknnkHriqWnf8F57rwz4TfTrrwZp+rTzTNsnW6MS2+WOOCDkZ9+lfQYTJM3oWlTorS32l/Wh8rj+LeHcSnTrYh2ad/db/AE6/gfN3jj9kXX9D1aXRvEHhbVLezdsWOtW9gx+yE8hZQud0fr3HbA4rw7xt8MtV+GviafStUtTDPGMoxHyToc7XQ91OPqDkHmv0+8M/8F/vh1qNxaWniLwLfwb4wl1NbPHJGg6fIvBOP0riPj/+2N+zB+3n8OpdIkvbrwP4tspJpNHv72zMYUqM7XdM/JJ02no3NfTYPOczpVUsZhZKPVx9752X4/kfBZlwzktfCyeWY2MprWKl7v8A27d2+Tfpft+VniK6e2u/JCrkdc96yLy8nR2zHCew560z9ovxD/wgnjaax2EyR4kX5uJFPQg+h9a8+8R+Inn8QWUyzOuUQgZyFJ619LXxkE2k72PHyzKKlSlCclbmVztJ7uYN/wAey9OzYqO1vXMmDbH5gV4fOMjA/nXDReILpPFV6v2h+ElI54+UcU/wL4quWhufOn8wRMGG4+ormWNi5cv9aHrvKZRpuemiXfqSeNvNt9NMaxkv5u0gc84rlJdMvrlC2wRgAZLELXW+I9XS4YxxyYmZjIcE89eayFt3kfHTgg4Xrx3zXn4iKlPQ9zBVJQpJNGTbeH3xiWaNA3Qqd2K0YvD1skH/AB9zOcEYC7QT+NOlhVvvKNq9s8flVy3EWCyIq5/hVP6msqdGKN6uIm9b/kZb30mk2agRpcusmBujJyM5HT65+tIZYYASltBCTyG8sE/gSe/0q34ka8iswtphAZhgE4IGB1NUbVPtEcwI+ZDgj0rNxfNym0ZJw5xLbVJ3Vl8xu3CnGfyxQ+5+RGq4HJA5qSGIIOgOeetPSIStgYOewFHK2tQc0noiheAtCdzHGMk561Ulm7BnxjIGa2ZlcQlAGPYjPb/OKrxac7uPv7SN1RKD6G1OskrsyZ5yYV74OfujioHhSabH2qVcjG2NP/r1rz2RjY5QDAGeKzbto7e6IIHXoB0rlqRt8R2Uql9Im34FlWO8xHe3iuOFTYST7gZxR4gvDZ6tLHFdvcpkndIgG0nsAc1H4LkC6ln5k3KQCKr6n/yEbjj+NiRn3rp19iku5w2/2lt9l2/yLGhaq6X8Ze3sn+blzEqkc+q4r7y/bY8M+DdN/ZR+F11pfxhuvHfiN2eK58OmZWg0KLyySVUDIO7C8nvXwVpMCCcM+7avUY619QfFr9rjwN8XfgB4W8DeFPAHhnwvqPhi4ae/1extY0vdVBVkHnygb3AJGAzHkGnS5+eCv18uz76/d+Rz41U7Sly/Zts9NV2dlt10+Z8vK24cDFSxcCmH5ABipF6+/WrRtJkin5hUir7/AIU1G56CnqMnp9a0RztjgM/nS96VSc+1OAG2rsZt2E2kU4Y3c8fSnR8DoTSgjrVEXFHB4J9KdjBx7+tKi4xkYpxXnoD61SRFxSvApw6e/egHAxTkUYx61ojNscvynpx1qVeTwPzpkZwccflUg+V/WrSMpbj1HrzVOdf9Lf5Qfm71eQZOcYqndLuum5PXNE9gp/EVIARrEnI/1acY+tacJCRN3+6SfxNZ1vDt1V+OfKUn9a0Y4s2cq5AAAx9azpLRs3r2bXy/QJBLfPIkAy0cckzZwMKgyf0qfwzLq0mn3k+mxXUjRwPveBCWjjAzI5x/CFIz2GRSeEIymq3zbwcaddnpx/qzVjV/CGsW1pZ6ZquvWWh2L213dRWs10zeUyom5THHuKSTARhSR8wAycDjGtVlFcyepeEoqpUcGtFZ/n/kaXhXwTqFz4q0HSru/sLGTxBbJqFrJc3iLCYHDFWdgSE+43Dc9OOa2/CGs6dqul6/cSa5Y2kmhW/neTM7l9QO8Lsh4IL4JbB2japOc4FeV3Oj6ZH4P0S6h1e4utXv5ZY7qyWzYLYwqy+URKzfPv8AnOAq7dn8W7jrbjS/Ben/ABYt5LEeKNQ8HQSpJKZzDb3cqYXz+VDIrFgwXjH3fpU0cZVtaJrjMsw925/1/X59zqdL+JOkHwZdaib8Lcw3UcMen+S5luIyGLzKcbdqHapBOcuMZAaux0rxt4Ul+DMut/2zcL4kXUVgTRDZk+ZabDuuPNzjhyF2YzznOBivOfCeoeDNM+NEGpXPh3Wb/wAFWt35r6e+piGWWy3ECHzUjBViCBuA65PrXT+DJvDWg/F+18S33g2e58FR6gbltOm1GULNa5yLfzUCtuKkJu68E9a76eJxD/pfd/WnmfO4rK8Ct4vXu/8AL9Lv+6dRpPxB8NTfBybVm1O//wCEngvo4otH+x5SW12HdcebnAw2Bsxz17Vb0nx34Uufg9qurXep30Hie1vI47XSBZ/LdwbT5kpl3YXacDbt5zWfa3GgyfF1fGVr4EMPghNTF0LA3k0kMdsG3G2Mp5JKjZk5J3Vo/GBNF+K/xL1Lxf4S8CHRPCC3CPFaRXc0sGnxjqrP34B6kZzXTGdZ2Wtvl5af8N955M8HgU37nla789e35P8AumVpXjfwzqHws1DVLrULq11uzuIo7XSls932uDaQ8u/OF2cDaRzn2qrF4p8O3fw1u9YfWFi1CO6WFNNNu/nTRbfmmVvuhVICkdeRjpUHx01zwt8Tfidc614O8Ft4X8P7YxFpcGpyzpalFAfLyBiwJDNyf4sdqyvimPC3i3x79v8ACfhbVdC8ONHFGtgNVN19nIVVl3OyEkM25hk8BsA8CpVfEWT769NNtNL/AIX667HUsvwK6bdnvvrrbytez293cv61qejxeC9K1hdetZJL+SWI2aM63FpsOA8vAADgnaQT9w9OKZfeBLy28aSaVY6npuo3MdouolrW9RojGYVmOGOAWVWwVHO4EdRWPr2n+Ab74yj7PF4x03wFcyIRGbi3u9QgtgBn5yiI0oIPVdvTjmsbTvDelBdflk1y7sLzSlMmlxvY7jdEuP3bsr4UbDvzg/rWDxVXeS/p+nb+u56Mctw6VoP8/wDLv/wy2NT42fDFhYaX4h1G2nYajp6TvMCw3RAukbenOxgD0O361wFo3hvVU8+SW+VbREDsSflyfl4xzzmvVLjQdU8R6JcabpuvWN9a6hpNtem2W6aPy2LEeTscAO8UjMcAEAOxB4Nea2Xwy1CwtLmBrm1PnqirtXlCMkAj0NYz5pzc6cU776fcdeFcKVFUqtVpx216X9GtNvIrXWleGY2W7GqXMZuS6oz5G8dG7diRVSHw3pdjM0MOsETTlQImwd2Rxj8Oav6h8MdVutHhi/0Mzw+ZgKSEkVuv0IwKqXfgLVBrVnOlvbyCFozKA2CpTHAyec4/WsJwnf8Ahduj679TupVaPLZV313a6PTp2/Eoy6Bbw6wbuLVor35PLMYxlR0zxVp1aN/l3HtxVXTPBd5o+tySTwLHbEEJOB8r5OQPX9K1GffHuDDaBywXp9KilHTVcv8AXma4ia5koy5klvp92mhSkt2aFG74APvVm3hzJtz+S5P60yV/LDb2YcdNwWlguoQyHKruOOuT71romZPmaKniPTVvrYSPcGNY5NuQDnjB6dO9OtYI1Zm+Yu6gZx1xVvWbu1tNGnNzbtODcGMIDtAICH1B7j/PFUpZLq4jRYLK+uGZMoI43I59SBWMuVTb6m8OeVNLpfyXYYPlydqjjvxU0ByMJtB4yf51Z0f4X+K9W2mLRZ40kOA0zrEMnPHzH2rVj+EOtQ2he41nw1p6ny8q+oeY48xiqHbGDwSCBz1px5nryv7jGpiMNHR1I38nf8FdmBcXfmSpneJOBkLgAClimYx7S2ApznFa2k/DvS9Tk1Mv40inl0mBp51ttOdlVVYK3zMwzyccClk8H6dbWk7HxNa4t4o5nM1lKmFkwFPGe5/CqUZv3mvxj/mQ8Th78ibuv7k+tv7vmvvMO7X90WyjnHX1rOvT5ZRUVASOT3rrbn4f/wClSQx65orOsqW5DTumJWA2rynftWXqHw/1C3bd9t0mTa7RHbqEf3h1XnHI/rWdSnPsdGHxdBtLm+/Qr+H4vNnSJ4vNwc5Jzmq+vOj6kw+zIixsR8oIzW1ofgXWLC5SaSAeQ6nDRTRvz04wfXrVXWPAmsi4ml/s+7KyNuVhESMdunrRKE/Z6L8BxxFF1r8627mbpkf265EcaqDjjNeyap+y14R+EnwQ0Lxdpfjyz1jxJ4hl8nUdBjt2WTS1/esrGQkqwPl8ADI3V5Z4d0/UND1JJpNNv1xlmPktg5GMDiuk8J/Bnx/4a8Ov4o13QtUg8K37rDZX01uFt3kbcyqpwOSqt3P3WrOCh7SnzJ3v92nW/fyLryqOnUVOS5barq9elu3n3OGPJ+npT0znOe3Q0gWpEHIxjpVpWNGyRBz604AE0ijCfjxUgO09K0SOeTFT5s9vanY2/wD6ulLH1709Rg9DVGTYijA6/mKchPHT8qUR7gSadHHxiqRA5Ru78DmndqRBleAPSn4+X+grVJWIYkeSo6fjTwOf/rUgGe3NSfdPP5U0ZNhEvOe3apkj4po565zUsa4Ga0SsZyYqLxz/ADqtODHdSHb/APW6VeQZHPPHT1rofBPwY8S/F7XtWtvDGi3urvo2mS6vfeQmfstrCm+WZ88BVH59uaKllHmeiFRbc7Lc4iCPOrP0/wBUvQ59a0kiAtZd3QgDk19geCP+CIXxT8T+BNI8Valq3g3w3p2uWK3sX27UXeYQ7PMDMkUbBcqQcFs8gHFW77/gmz8OPAHxdXwf4s+I93c7tKW9lurNIbFIpi+AimVn3Dbz2PWuKnjaLuoSu1fbyOzEYepDllUXKm0tdN9j5T+DPgifx/44bSrKS0huL2zuoVku7lbeBD5ZPzyNhVXjqaral8PvC3hvVLZNY1LUtYnt7+I3EdsBbW15ZBQ0gSZwXSQvvXdtZQACM5xX3/af8Eq/g38O/AureJv+Fj6/dWsEMaPZy3dmhmjmfy3CuBjcoJOTxxk18T698M9F8P8AxgiuNM0hmsdP1OER2epTfbwIEiSZw4wgfBLA/LtI9jWcasK8XyxvbTqjRp4WvaU7XSatZu2v3a/NmH4c1PwDoa+JGbSra8TVozFZm7v5JZdFUOCrIYtoZwg2ZYYwSducEdwfjppp/Zjj8FWOh6FPokWqNeLqbaQ0l2ZWVQYftDYJT5QwTsfal+HOg66PD+v3VvpI0/S/Hsg06GVNKRINqyedLscjCiJvKQ4wQHA5rfu/h58QfDdtpPwpay1O1uJb1b+e2aWOCJL+5VUgyxwoCwhMtnGZGz0FdUGo7qPf7t3v0POxFpyd5zbVtL6a7Lb+tkY8+qeKL/4LeFbC68NaXD4XgvrqSzvl0JFaeRhHuBmIJkIx0JIXPA5New+MdX+Jl5+yj4TsNQ8N21v8PLW/uH0+8XQ4kaW4OMrv2fNgbvpzTfA3gnx34z8caP8ACKXVreK20u8azgS+1aJLWDUTkyybgxG1iNuV6gDjjJ9Kj0zxp8SvijZfCe98XWFvpy3f9mQSvqsZtbS64UzgBidvy4zjdg9K35qatfl09536LXVeb/zPFrOrKcrKWtoK2zlpo/Jab+Rwul/FL4lw/soL4eTQQPh5Nqodrr+xY+bwLlVDbMZ77SPeu9+DV18Wk/Y68Z22iaFbv4DlkibV5n02EvE49Mpz0XgA5NaPgX4S694H/aAsvh3F4m0WfS7PU1tzL/awaD7USALoR7skKfYHAxkV3PxI0C8+BPiO++EreN9Ht/DTtsvJ4NQybtpQTGEQEEsGKAPIR2yQK5a1endU4Ri22p7N3V1rp9ra3r5F0cNXadapKolFSp/El7zWi1+xvfpZeZ82/Cu/+JWn/DLx1b+H/DKz+Gruwj/t6VvD8LCFBICuSYxtGfTr0rjfAXxt8TfDrw/4q0DTdL0xdF1+0WHU1l8PxMfLEmRhggKc45Br3L4p/D/xX+zr4yvvBVt4k07VtJvY401d9O19BFfRSgYCb3UkpncN2PmGO3O9L/wT6+Lfwnv47aawudd0fW4T9p1PTdRFzbTQ4JQoc7iI2wzZUDjAJxzu8Vh95clparpe1u/Xt8uxFLC4yzUI1Lw92XXlbb2stn1fe/ofHukeLrP/AIQ7xDpcnhbwrcWt7NBK14+nSJNa8ZwsiyAoDnDYxuA9qzRrnhfW/BnheGTwdb200NwXnvbDVZknvEfkRuJRKu1QjBcbT8xyTgY+jpvhD448L+K9W+H0unXkmoXsgtbiO2nguIpr1MSQgMhKNwcZLYy1cnr+hazN8OIrS50OYJ4RvXvfLn0xSqrNtWSQnHIEyBMdMNkda2/dyl7lmt9H0ez/AE+5hGvWjH31NPVWfRx3XT1/DY8Q0qLwV40+Ky2Wk3ureFdOuriRra31Nft/2GAnBXzk2FwGQclB6964y88PS+HfiB4igS4kvYo1nVLy3D+RdEN8rJuAP04HWvqXQ/2atM+KninVdSuPDOlrLq+pRSW72TvpzRWnlyTyNFt+QK2VXGwj5O2TXy5Jq1xH4zuba0vr2e2je4WGKXDSlUYhchcjcOBx9fpzRfvRjLpbbXe3fU9mLU4zqUndO97q2zb0tp0v69TCsZru28A3Y338cguY1G4N5gDYJx3xn/JqPXNZvbew0R1vLmNmj3NxgkhlB3Y9q6DXPFl2bu8e2u5I4lvooo45kBkjRg5KN75Hf0rHu/HOpw2MTebaOzwM53wqdzCTA/SpnyqLSk9rfc/U6aLqTnzuEdXffvHb4f6/E2dT8Ca3q2pxlNY0mztr0qLe3uroKzA4UFUAJ+9UOnfCqC9nto7nxnbbrqSKIR2OnSS5aRyi/M5UYypGcV39lDol1ceGo9Q/tF9QnEM0QgSNYlKvkEsecZIyB1qzoX/CNw3OnLa+Hml824s1WS7v2ZoszyANhVAyhyR65A7V1vCxc7t3v3b/AEPnv7YrRptK8bdoxtu19pPt+Z5xp3gfwhcz2YeTxXqX2xoFDSTRWoHmuyAkKC3BQ8Z9Kh1qDw/beAf7V07wcI5hbw3ERnvpbhmZpXj2knAx8gPTvXo+g+Nmgl0l7XQdCslnNoSi2vmbFaaUMAWJOcDIPUEk1k+JPFnifxh8NI7VJ8XH2G3eMQwJHtl8+UEjgAZQKOvasHhly+6tbPaKevzOunjarq++3ZSitZtaXfSPu2fXsef69qs194Q0022iRWWozO73MYR5U378ArkcZUKcdM9B2rtptL8T6/Yxzi5TTNO81VgSe5Ee3bAVkG0c43EsAewzWPrVn4wn8CaXaX919lv0DpJcvcogkXzGKEsp5AXA49Kt31swnnFxPG4W8QDBLEsLLB59yTz3AqoKV7yvry+XTr+vma16kXG0OS6c+89Lra9vlfpddRvh7wJG1+RqfiWwTZNpZAR5LlpGWKUJ0GAXySDnovNXdE8O+CrLThu1DW78R2+nKTDarCCouG8pgWyeXzuHoOKytDks4dTtwpkcNJpeMIAMeTKEI/Hdn04qXS9St4LRj9lkb/R9McBpduR9pkXt6Nznv0ogoLor+93fcxxHt5yd5y+xouVLp5X9NSXwrc+Ere+8eJZaFrG5bCdbp7i8O25TzVJjQDhckZB+lVPEGs+FrfTtae50PWfKtrHTrqUW2oAPIrOmwKGUgFT97+8AelWfDHih7m78ZwR6JYwfZLSV1lSORzeMHxhiVxz6D1FZHivVJ5dL8QyGwhy2i2Mqr5BUMd6bo8Y6Dt3FZznFUrxt9r7K7S8v+H+ZrSoSlibT5t4f8vHf/l31v93b5F7Wbjwn/bE3mJ4hiMOvWu4oY3UylPk28A+X/ezyCOK43xz4Y8KT6e8l7rV/DGmq3I3rZEsku4F1yDyBxg45rc8U6klvrt6Wso5Vi1vThksVL5Qc8Z5B7d6yfG+o2dna3bPpU13Emu3SGNLjYxPB3c+3bNcuK5JRkpJNa9H3fY9XLYVKc6cqcp6pbSj/ACrbm23L1r4d01LXRTpWtR3UQtbg2waNomkQyHzG6Hv7j6Va13we7x3hj8R6bBL/AGZCqCS6kQxIXGx2bHQgYBFV9Cu9NuofDn2WwurcyWF8saSSZMS+Zhgf51D4qitriHUN5kXHh+3Vm2hgUEuF+uMf1q/ddK9l8rr7K7her7ZRcnu91Fv+I10Vvu3d+h10mha5Lr97JZ6tYtFLqdu+1b/Bii2EMm1sYYnkDuK9S8YLr8v7P95Fd+ItNksItYs3fTIRIWZ2ju9jKT8o8sKwfqSZUwcA14naRfZvEOsPDc7C+q2DOCn3cxL8vXoc9a9Z8U3vhZvhnqENjZ6g96NQt/s1zPKz7WAnNzwMLhi0W3PI2nH3jXbBXT3373+0eJU54VYXa27NP4F1+fz9D50VcgHuKcg5HH0po4X39qkQkEV56PqW7kmS/bGKeBtXHWhEJ5p4Xbz+laIxkxRH+dPPXp+tCfK1OYHNUkZXDJIOBUiqducCmEE9P16VIg+WrRLFQEc04ZJoiyw9P61KDVmbbGquaeDtPX86EBLGnoMEj171UdzJvUcgywxUoTPWmxRlDUq/TNaoxb7D4Rk9cdq7b4X/ALQ/ib4Eal4pTw5cRQ/8JXo76JfFo9xa3kALqM9CcdfeuMRse3FRasnmam5ebHC8L7AUTipRs0KlJxqX8n+h614v/bJ+JfjXwJpWkXfjHVUsbCBbRYLecxqI0UIgO0DICqBXlusapFfRzz6pcXd8zFdzlzI5PPUk/wBal8OQ6N58rajJdZCZQRpuBbJxnvj6UkN7b2Nmzf2eLwHCukpwM5PIyPSpjCMY+6kv68gdSUptPmb08uuybJ/h/rFlcahe+QLvZ/Z9wXVmzgCPjHPXFfTFr4j1nxzpelax4e0+dILqwvbpotKsh8iyWkS3CsyguwEqtnrgMOMGvm/wLc+ZrF75WmLZOlhdfKQMMQnQivur/glf4rHxE8Gap4O1CJINR8PzC+s4srzbS/ewBydsnP0celc+Kn7Oj7RpO3kOjTdbFezi7Npdb7dP68jyDQP2eviP8QNI8HeFZ7S8s9OvIpr83eoXuy0tluLg8SspO1vJhjDIVDAsoK8ZrpvAv7Evjzxp4q1bXL+20jSr3SRJd2EN7dmRtRlJKRQhk3hRGMPvbAwGUAEV98RfDS2sIZHm8mFIF8yRm42L/ePtwf1rpNE8IaZY6xpdtLcQR3Gs+YLFe1zsAdgvGCdrZA714lTOZJWgvw87v7+v+Z7lLh+DknN9e9t1yr/geeh8P/Dn/gmj4wPg271m417QrLxZblbSysTHJItzHLkyXDzqpCumCAoBzvDbhtIr0n4e/wDBLjX4fBJ1KbxVpaeMhILSCFbeRrYWzDLStLgN5mBtACkDdntX254H8G6fq3iS90qETG/0oRvcxPCybVkGUIJGGB2nkHsK9E+FPh/T/GdteTWlvqSrpt1JaSLcWjwuXjIBwrfeBzww4NeZiOJcVFN3ts9umll6P7/M9XC8E5fOUVKN3qt+t3d6PdbaWXlc+J/BP/BLrWLHwr9ul8WW/wDwmUTLb2rJYubb7MeXLNw5kxuHTAznHFLrX/BKvxV4nszqFx4x0258S237qyMunu0BhbljIww3mf3dowCwP8Nfoz4C8P2HiDwr/bCWeoxQRiQmGe2aOc7c5AQ89uPWta30nT5PBp1w2d+kK25m+ztbsLjgdPL65rxJ8WYtS31v2X3bbH0FPgLLeRe7pbvL799/8j8vbX/gk94ysdHgkuvFXh641XTWEdgrWcvlSRN/rPNfaCHHO3auOf8AZ59M+Hf7M/xC8B/AefwzqHiOxuXhY21pHbhgTaupL5kYDaxYnhRjDHnjNfdfiqz0/SPB41ua2v8AyHjTbEluzz4fAA2Dkdea5zxxoljotzZRTLOJdTm8iFY4mYlsE/NgccDnPrQ+I8RXSjU117LdFw4NwWGk6lG6drbvZ9/uX+R+Yvxj/YY8VQeMLfXvDen6XM0dtFE0El2qTxywYxIGOFIdQq9crtOc8Z4vxb+zR8QbG61nR4tEmayuIpbiGez1FfJQExziMFmB3od8e3byw+XIIJ/Snxfp1hHrE2mrMGvYoFnkjwfljJIBJxgZIPHoK821Oyt9Rto7iCaCaK6BMbhuJAOpHqOle9hs/ruK5rP+tOp8xjeD8HzNwbV30a+a2+/z2sfFPjj4h33w++EFiLnRb3Tv7B0CC5nk1CyzJKis0cce9wGCBogvbLE+tfmtH4ouX1qaf7Dp4m/0iTcikNuGSO+ee9fpR/wV7+MEfwy8CaP4LtpJWv8AxRKtxeRQSbdtqrAfN7NJxj0jNfm7Z22k/wBqyN9ivQ4S4JJcEMP4h+PavpstvUp+1ilG7/X0Pl8whGhUdGd58q8u3qQDVRqNpczT6Vau/wBqgZjvYbiVc7j7isTUrqxNlb+ZoqcwOSiTsNgEv3e/XBOa6rydIOk3LrFqEKfaYCQNp+cq5XHP3cA5rm7+x0ZrSL/S9SiU274YwAtt8zk9euf0rqrxdr3W3l39DPBzg5v3ZLVfzfy+TPSvtUMGseEm/s1bpnt4UikYE/ZiWAHI4465P92reg6HqFxLp5j0m+iC3FqzZtWARBNJvJz6A5PPG4HvV7w/falbT+G7ew1J4LV4o2mt2mjiWdd3JO48nbngeuO9VrW5vLzWdMkurx3b7VaNiSfJbFw55+q4HvjFelyu9/62R8fUqXg4x/N/zS6dP68yrpXgLWrdNMF39ntGhNqJElu4g3yTSZUKGySVKgDHJOOtc94n8ExQ+AXtZ/EejHNlGsk1vPJMiAXEjGQEKMjkp1HKntV7R7S2i/slBNHKym0wVXdyLqTHP+9x7GsLWp7Vfh9L5ayzbdNQ8IArAXMuRjI53ZFclTl5LP8AlfU9bD+0da6dvfjtG3V97lS+8LaHa/DrQ4ZfE39p6Uk0hhurS0Z2w0jblIZhhlfgrk8HIPaujv49B0+UrHbXl5MLmEs0lx5ag/ZGAIUDptHIz/FXAWWqaevwu09xZyS5llZbYy4+zkuM8k85PNdbaRTa4JZrSznuoZbqJhJDC0ox9l2k5XI4Pyk9jxWFCUbLlSvaPft5nqY2lUXN7SUrKU92ld8y/ltvu+jeq0JvD2tWq3EPkaJYxZ/soZkLSFdyy8Zz/AB8p/2jmr1j4t1RrdRDb2cWLWyOIbMABjdOrAZHTZk47Ek1W8IaBr2o3Mcf9nT25tzpsj+dEtv93zRKPnIzgbePfjrWsfhlqz22251jRLMpaWyN5mqKSrpdFicR7uCpChuhPy+tbQ5+VNX+10t1Z5df6v7Vxk4vWO75u3r/AFoU9A1DxPc6n4wF3c3IgFhP9hSQxrsO8eWQM7sejEY9axvEuq+JdMh1oQXc6XFvolm0O2RW8u4LpvPXGSCeelaXhvwTY6V4r8alfF2kXsl7ptwJLeBpSbMFhndvwfl6HC9+Kx9b8L6dNpGrp/wkunp5/h20gaSSOYLCgdNsxZQcBjgevIrKfN7O939r7S7P+vL5HRRVFYlrlVvc/wCXb/uf8H1+YniPX9cjn1RkYsi6nYKm62D7Yio8zt+vasjxlr2uRxXQtbaweVdZuEUS6eWVosAjoPTq3etjxJ4RjuG1dl17R033unzkNdOhi2KDg5XguBwB1zXP/EHwlqmpR6jBb3kNs0msTTb/ALYsQVDj5M46g/w1hiPaWlbmfo7/AGmengPq8pQUuVbbq32Yf1+Jd0TXp5LbQkutM02OSa1u/tDpAUMLLjCjgYVuc1F4j123itLpTpFpMp0KJ2ZZXUuBJjy8/wB3uDUdpZapo1noH26ZSbaK6Wcm4RhIz429OuO9OudB1u906ZrS2ubv/iSCDMUfmgzB87RjqSOcVN58jTTvbsr/AAr+vU25KKqqbaSu/tNL45efa3yt1L0t/pK6nqnn2D7lu7AyFLlx5jmNfLbGDjA4x3r1PxhHqNx4RvpXa0hhkuYGmiEytIRiVYyAvA5ViRnIBXjmvJ77S9RiudTaTTrtw0mn7CbZvmAVQ3bnac5PavQNUOk/2PdpG9604uUCGUFFd/m34GOV2lMHPUN6120L3a8+3m/6/wCHPJxsYpwlFt6Lq39mP9fh0PEFU8ev9aemQ3Pem845/nT0XjNecj6hj41IOB+NSj7vWmKM4P4fWpQDtGDVIxkOTJwDTuhpqA8/hUiDj/GrRmxBzxzT0XaOP0pKci4bFWjN7DghGDhvyqUDnpTCDns39Kcq/h7CtEQPVWHODUirj8ajU4PWpV4WrRlIkjFSgNjio1yhz+PNSqxI571aMGSQAl+ea0NI8Aa740vJZNK0HUtREYBZre2eVVAwASyqQOfU9TVCE7ZR2+te0/DD9tn4keD9D0/wdoGtW2i6d9ll0ZG8lSxgnb59xbI/iPOOAScjrUVOey5EOnKKvKX9figb/gnf8YY/CEGty+DLqCzn2+SjSxNcOSwGPJDF+pHUCuPg+A974yu9MshrGjLca1arfIj3KRLb/My+W5cqobjOM9CK7n9pD40eOdQK2mo/Eu8163truWEQWd4sUaFQnzeXEQNp7dsr65rw6UQi0fzLc3AUqGU8561NFVOV+1tfyuTUlGck6DaXmle/lfT7z7B+GX/BKm68NSRar47+IPh3w3a61CIw7yxSEJK3lM5cSbBtA3EZ+uK9l/Yk/YA0b4ffE7T/ABrpXx68Ivc6dezWktkZISL22R2jw2JeA6AMOOMivz08B3Omtq92LaCeSEafOSrqRu/d8jvmqEMlgZGDaVIoUkhlQ5WuapgqtSDi6tr+Wn43/M6KWYUqNbn9i20lu7P8LbW6Kx/Rh4Y+HmmapHHPZNaX1u0RijnidZY5U3HIDAkMM5/HNei+EvhfbxGAC3hVIcKgCD91gYGPTjjivxO/4JXf8FJ5f2MfGbaLrkd3cfDzWJw9xbAMz2EhwDcxA9DwAy/xBR3Ar95fhD468P8AxQ8D6b4k8O6nZatomqxedbXlu4aKVfY9iOQRwVPBFfnPEGFxOAnyyd4vZ/p6n6tw1jsLmMLxXLNbx6rz9DS0TwTHFEpwvy4HA9P/ANZ/Ous0zRYrRRxnj8qs2MKC2XGBnnIqe6cRWzMSAEGcntXxNWvKbsz7+lQjBaD1QKOlLsHoPyrwvxv+334E8E69Jp7zX97NC22R7aEGMH2JIz/KvQvhL8bPD/xk05rrRbpplUDfHIhSRPqDTqYHEU4e0nBpd7GVLMcNVqOjTmnJdLnYlAw6VjeI9LWSAkduOnrW0DkVVvGS4Urvx71hTk1K6OqpFSVmePeNPDCzyPhEy64Ykckeh/OvFfjZPoPwq8C6j4i1021jo+h2rySysAoROBtXp97AAA6nAr6J+KXiHR/AnhbUda1rULLTdI0yE3F3e3L7IoIxzkn+Q6ntX4Yf8FUP+CkV5+2B4t/4Rjwqk2m/DzSLoNEJm2S6xKpOJpBnhR/Cnbqcnp91w7gq+OqcsPhW77f8Ht95+e8U5lh8upNza538K7+fp/W583/tafGJ/wBoT9oPV/E99ez2xu5YltLUxMy2sCEiONT06cn3JPevPLWwtRqD7dVT5luAVMTDbkc9u1W/Eui3Fz4iaaM2xTbCcNIAwweeP5VSh0K/S/dvKgZSs44kB5YfL3796/W40lTXJCOi9e5+H+3daPtKlTVq7+He3oSLpED6VKi6rZYEtudxyOgfC9Op7fSszUvC3m2USrqemHMMi8yYB+fOR/I+9b+g/DnxJ4l0q8XTdAvb/wCzGCaY28RlWKNQ+53I4UD1Nc1r1pc2elI09kkcaROHzMm5VaTg7c9O3PrWdXlt7y/PudFDn5/dnu/7vY9StfDOnTT+Fbm81g2k8Sw7IYrbzfN/egctuG0Ej04zUsFjoOmXVisM2rXRS4tgp2Ig3faXIJHoDnPsK8c1P9p+zsdR0sz6PDcPo0QjTN0VwFO4HgeuPyrHi/augj+zOukqxt5Y5HBuPvBHZ/TqS1YyzXCRfvS/P/Iz/wBWM0qQ5YwdvWPdvv5/ie3WniDQN2mfZNAuyrSW6qbi9Lsubp9vQDJByw9c47VzvjHxHbaz4LkW08P6Pp6/ZRIixq7kkXEg2ZJJKnG7Hq1eeeHv2m9M82w8+2NtHC9uJJEUOFVZi7MR1+63A9Rmukn8Strnw3uL/TtTspP3Hk+XFMgmhf7Q5H7r74ARgd2Mc0oY3D1VanK9kzSplGLw1VSrQcbzjrd2/C6KFvNe6r4AtXXS47W+82SKeNLUqCRt28HocHNdrDr+p7P7ON1cRWVnParHEspWNSbVmcBRwMnBPqea4hNQ1LUvhraRX2oCYwyyr9qkc/vIyVxj0CnI6Cu6ttI0wWsdzcaxJ9pmls3e3jtSQh+zuqjeSM7gCc1rh9otX2W/oycwikpKdt5Wsm/tRtb5bX22Zk2CfvIBPehzt0jAaVmyQZju/wCBHjPciqUCaclsytONv9n2wO2PPyC+JJH/AALjH49q19Hbw5ZLCA2r3LrBpaqyxpGCA8oibnPq+4ewx1qUa/4bsrVtnhy8ul+wo+bjUGxtF5tCEKBzuJcH0GKTta+mz/MwTk5uylvHsui7/gY3hSXRZfGHjNYk1H7WbK5Nyzqqx43DcFPUk8YPrWNr502TSNUKx3fkN4XtSc4LCMSLgf7/ABXTeHfFOmN448VW8XhnSrcx2l3vuleSSa4IK5VgTgA8571i3vie0OjX7NoGnGNfDMVyUBkXzF8xR5PX7g5I+lYycXT3X2uj/r/M66POq91GX/LvrHy87dNO3UzvFUemyQ60JfOQC40tXby8jOAEI9fesz4i22jf2dq0t5KUjGvSF1Me7EpTkdR25zW34m8T2H2DVjJoSOsb6e0gS6cGXcBtOc8BD+feq/ijxPpltFqhk0W+uQmsMreTdhDK5X74yOAQPu+tYYjlkpXa69H3l/X3+R6ODdWLg1GXTrH+Wn5/1p5lDw/p+nNp3hhra5WaMRXot1CkCVCBuP4Uy/twlhiO82t/wj20nzGG0eaSG/PvWxoWt6Tc2Xh+RLC/hkkN0LdWlRvJO0Fw/HfjGOlV786HLYkP/aiIdCcEiJDiESHOenzZHTpijljyaW/FdI9/6sae1n7X31Ld9n9ufb+r36WLB1e+stY1IQ3smHawKgSn5fkQNj6j866DRnvrlbr7Rfi+VNRuHT97v8pGC7Y/bb6e9cvdWmkX+oak631xBui09mD24IAVU29DyT0PpXs+h/DHwtpXwy1/UZ9fEet7ra9sLKN1cXbzTOkytjlSkao20+p9cV10ZtO72v0d95P+vL5HlYxQcElo7dVbaEer69rb/NHzkDnpipFyBTCRu6e1SIvH1/WuFbn0LHovSpM8Dt2q1oPha98S3ogs7aSZ++0cL9T0HrzXaWHwF1OeHfcOIwgy4X58L/KuinQnU1ijz8Tj8PQdq00n26/ccGgLdj+VT2NnNqM+y2jlmfqdilgv1PQfjXcp8I4PDGq27XxUiZwYlmLO6tjgbRwpPYAZPqK7CPTLrR9NhubLSheRSTrb2sbgRiSRiAJDlcZBxgY4HNdMMLPeeh5+IzmloqC5r7N6K55db/D7WriWBI7CaSS5BaGMY3SgDJIHpjvTm8A63BDvbTLzG8o2IifLYdVb0P19RXt3w8+HOteIfiDFbaxa3FrYWNizNEl5HDHMzOAweQglQwUjP8PbFYj6ndeBb69vvNmlSzuZ7LUEF1I4WMO6+YXxuYoOdzEkgHqar2UHKyOVZlXsnaLb7fO2u21vn1PIL3RrvSZtl1az275wRLGU/nUJG3tz3B7V7rca1eajL/Z91LbxiIiSOOS1EaS7BzhduFmPfjacg4Wujsv2M/D3jLSWlsfGvhDT7xYmlWKa9kgZ2wG8lkcEJKOhU47YJqakFTWrOjDZj7Z25fmv+Db8L9j5pVtr4OOtSg5rq/Gfwb1TwnJIyGHULaPgzWriTGBzkDkY7+lcqIzGOuPwpOMludUKsKi5qbuOHXvUsfIxjp3qNB8wqUL33fWqVyGSrkjvQscMhfckksrHLY6YoWPBAB68YzXc/D74UeK/iL4f1C60LSDeWukWs15cyxqMwxRI0kjtnsqBj+FXpa7Zk21tuzL8T/CXxL4L0DS9V1Xw5qmlWGrITY3V3btEl4ByfLJxuGCDxxzWL/Z17e2jpE/lSHa24Hacc969c+PH7Y3jz9ob4e+GvDPibV9Pk0PwpCIdOs7Wxig8hVRY+XA3nIQdT1zXl+n6XY30c4u9QWzXbkSNn5m7LwD1qaanyfvUk/J/8DsFWVPn/c3a03WvS+nqXfhr4e1eaa5mdgU+yXEMUi87X2Zxn15r0rQv2RPG0vwJT4qrf6MdEtLoKttPM++5dJShURkbWyV5GeQa5H4GWPhy9Gr2d5repRRvZSSRYfMCMyAyFkweQB1AzwK7rSfhT4I8R/AOyvLb4wR2OqLJM114Z1BriNIArPsdGAMbF1CHoOWNRVlyxik7aru/y29egqS569TS9o6aJW+9+ey3+88/1nX9ZvLnzJI7K3Ltu/cnaq4Pbtivs7/gjh8b/iP4Q+JmpWelazNH4SlTfqNkW8yCaZhtR1H8EgGTuTBwACSOK+IdU0PT7Bxs1b7WXUECKbfkk42kEda/UH/glL8BT4X8BWsYt9stzDLqV1Iw+ZmIGB/3yBj6GufPKsPqc1VV0++pXDmHk8fTVH3WnfRNfr9/kffnw5+JetadbJI2pXs2WwPOcyA+3zZr2LTviguueEtRa5Xy5ba0kkcqflICE/Wvnvwajz2dv2+bdg9q7xL02XgLxPP8oEWmznOSR/q2r8gxuFpzd7an73gcXUhHfSx8KfFPSpk1VpRtDOd455z1Br64/wCCZB8+01dj96OKPI9yeTXwb+0r+0n4B+HXxJk0jVfF+kWesW5RJLV3YvESAQrEDA4INfaX/BKbx9pPinS9Ul07U9PvUurNJ4fKnVmljycPjOdue+K+jz2EnlrfofIcOyUc3UX5nvfxN+N99p9y9ppi+SyNtMrKGZvp2ryK+8eatf8AiK2nk1DUZCJgQDMwAGemAcVv/EWNx4nv5d6lfNIUD+GuX0Owe51ezACEecmcnk/OOK8LC4elTp3SR9Ri8RVqVbN9T5w/4K8W3if9oj4D6rbpPc27eHJzqNtY28jLHIIwdwYfxttyQTnBAxivxlmDS3z8SH98hOMn1r+jr9qH4WCHUbiVU/d3CkkbeAf8K/Bz/goJ8Pf+GX/i7qf7xrbRNTc3mmxKMbQSxkgHrtb/AMdZK+74Vx9H6v7LZLX/ADPzbjHLKzxftUuaUvd/yPIfHoFj4jeeWF1hAh/e9F+U5PPqK4vVvitZaFrIOmW4vLnEsu+cbYRuOCSCQSPrx9a5D4jfEy48c3skkki/JIsaQfafLjjUru6A8nGcn2wOea5m1e0tZx5jaYWDF98i7hKSMgHI4HTjpXVjc4vUao7X3HlXDXLQj9au3bZbbdf6/wCB1/ib4m69rltPay6nIkN6oufswvUitTs7tFu2r1+UYyfpmuXewWa2urjfZ7IBvxJcRGRzkDAGCSSTgfjVjTNU+yW8l7v0uJ5JA7k2HBPAAXAAHBBPH88V23wx1/Tbu90ltR13TNL00XiyXM82nOQGjUsv3TkjPr3ye1eYnGs7znv6f5r5nvSTwtPlo09FpZX9bbdtEefW2k+REI/PtXYwmRsTEqT1x93r7VnrGFdx5kP392CxG72+7X1/+0V41+HXxK13U9c8OeObQ2FnYJHHbDSPJmuWWREb7q7VLIGkGSfujJ5r5va6t5/Etw32+KOOQLN89p84U9M9s+uOlKphqXLFwndP0/8AkiMNj6zclWp2a/xf/Ir8jH0DTdNuzG0sUZG4LJK04HlMTw/3cAdM1fv/AAmdL1d/k094o495CXCYU9dyjpzz8v1r0y6ttE8I+E9T0z/hK7SeHUSgecaScR7gpLHK7sLlhwfvKcdRTz8Wl1jQdOvf7Z0yfV0VkZotAiSGVPu9MA7sLnnOeD6iuyGDopKMnZ77R72/m9PU86pmmJlNzpwbjfl1c+10/h9U+2j1OK0bxv8A2RpEekXHlzabGTKvlOjsgfBLA85BI7jivR7TxRY37eZbOxjLWcYVjt2lYGXn8c15/wDEiWw07X7iGzuodQtJQJ3k+x+WIp2GWMYz9wnPpzngVg+D/iFL4F1a3vLOOJepKmMMqkjkYIOQfzFbUccqE+Sbuvytpp5GGKyhYuk6lONpWemybbTd/O67efr7F4d1mOdbcxWyyN9m0tj85Y486VR07DqD71o21vqdzbn7PpjSuunhlxas3zLe/d6dx8xHtmm/DX4m3vi6J5rK48iZY7COYwwJC7MZnEo4HKldvHbPqa0JLjWbmGcNqN6p/s48m5wAxvhtbr1CAjd+HevfpyU6alFtqz6Lv6nwmK56deVOcUmpR3bfReSJtJ8O+NY/EWvy3em3UOj/AGaYWjvCqKzBlKY5yxPPOPTNc9eaH4ovrO9L21yZ5fD6JuCLuN0HHHB647dOa0vDuivD8SvEsr6skrS2c6rAb1nMSsyj7mcLjjtWLqvh3yNKvEOpIxHhNYxIk7YB3j94D+H3utTJS5Nb/a6l0pR9t7vKtIfYfl5/f3IfEmla/wDYdY2afdsVXT3iX7OXBIx5nrnH6Vl+NZNT0+HVfKsx9qTU8x+ba7/3fl8nG3nnvWr4n0y5XT9bMV/Ijm30vaUuCPKxgEj0Dfr3qp4/0PULy+1ww6nLa/8AE1wriZVEUZTJTocDPaueunZ2v/Tl6f1Y9XBzjzR5uW2nR9qfr3/MqaXqlzLbeH/NtLeOUyXRn2QBAh2jafujAP61WvLqMWjAxRHboc77ckZHmHK9eh61q6Vpmq29jpMDagkxkln+0TNIjtKAoKYPfH6Zq2+uava2gWCfar6TPPs8qMqZlchTjHoB7VKi3C8r/cu0fM2dSMZ/u+V6vq11l5fd5WOZuZYJZ7/zV27LPT3Zlb/WA7dv5V9CeHo55/CGqRL4ct1EVlbGW68pFdEM4cXGTyzOzbN3XacdBXk58TX0TXzS2ttcILCwnQPaRHdI4USH7vqc47dq9wstPki8EX8n9vw77i1hmW1iTdhRMv7hjn5cZV+P7vTvXVhYLm079v7zPGzXETcFdWVukr/Zj5L+tFsfLoXKKfUZ5/Wu/wDhR8AtU+IERv2SS101CMybTvm9kGP16V7T+wT/AME+tR/aPv49f1ezvU8OQPiCNICW1OQHBA4wIwRyfXj1r9C/D37F9rbW8Ucmk3iwQgQxoJ0t0A9cLtxxz34Un+IV5jxuHpS/eO/kfQYjC46vHlwitfq/0/z/AKX5++Fvg5f6Xp0UFjp01vAv8CQSEPkE72PGSFAIJ9Se1W7v4Vana+XM5uEWzP7sm0JWVmXCFldiGdicgtnYo3YyQB9/6x+zNbaeqQReH4JWVN8on1V+I84SMhZfvSkZb/ZTAxxXi3xv/ZJ8U+N9f8jQvDmmNZ6YDG376aX7Rcy7d8h3MeE4GegG773bto55Sqy5b8q/rzPl8RwviqC53ecm+l7v712vfXyPz9+Jvg6+0y/jtblrq8mvLlpSrqDGwUDe+8NvC4UqFBVec4NZumxa54tuFS5e7uBYwPPYxwwJGINgyjAZxuVV3c/3e9feWh/8EzPHMPiHVIj4P8H3sP2KCygvbycJHE78yyRozYbZkZ3AEnIU13Hxm/4JHXnjDxpfxaL4s+Hei+H4RGLS5e2lW5dlU5cwxowT7xG1ZMEKPesJ5lg1U96e/a72/wCH0uezQyzMHRSjR1WmqSav1Xysnb59j8/NK8E63H/aV/J/aqanaWcXmgizXO7nYySEqVOeMAEetdFD+zf4i1u/8SNomlatc6ZHeRrqFxJFaukayY5ZwcK556dj06Y+wof+CUVjpl/rN1q/xe069utXjMMy2Pht3W3jZtzpF5kvyAglOBkKcDHWr3hr/gnT4H8JXczt4y8Z39vdyLJNbRWdra20zA/LmPaxOASB6Cp/tOg/hbfyka/2Rikvfik0ujj5W76J7aHwbe/AzXdO0jTrW4iuo2+1yWcUEifOXQArmXzN2CpAI3cZ/Ct3R/gv4t8RWF5rOnrc3th5W+8JmeOO6jjysiyKkoLPGwIyMHaOMY5/RDw3/wAE/vhQ/iiLxENI1y/kLrPFFPqbraj5gyjyU2rt9u44NdLp37NHwo+FU+oajZfDvQ421ISmeF5ZZIdr5LKkZcooAJAAA2jGMYFYyzikvdhFt/5bdTSOQYiS56lRL/g6vp939M/KoX/jj4ew/wBp2+o3cMkNykcty9xIxkbbuSNiVII2ZZSRkjqTgimXnjDwx8adNtfN0+Pwz4yUFJ7i1mU6bqr7vvvHgG3kIIBKDyztB2rnNfrNpfwl+HXh+EPp/wANfAdsNwZc6Yj9FGCSc9KfrPjGx8HWTtp3hjwbaeWAFEWiwg8kjrtz6flWX9qSlJOEH9//AA51wyilSg+eav3S/wCG8j8bJvB2o2+pSWhs7t7iJgCqQs3XOMEA56VrWnwi8U3F7FEvhnxJL5pA/dabK5AIznhfSv1Lvf2hNd1fTjPBLaWBLOjC3sY1Hyvgds8bePqa5m9+PXjGEnZ4i1BE4GY9qH9TXbHE15Oyil83/kebV+qwV3KT9Ev8/wDM/PRP2YviReSbtO+H3jC8TeFBOmSrxzz09q+iPgx+wbqP/CodQu/ENt8RodZu9Mdo9DsoDboZy+Fjk4IcYAODjnBzxXZXf7QPjbVfExhn8U6wLQiUjbdAY24A5/E/Ws3UPiNq94h87xDq8nU/PqR4GBxkAV1vD4qW8kvS54M+IMCo+7CTt1dl/mY/xd/4J03WpfDzQZ/AngLxlZ640kx1WPWryHCxYXysHftzy2cCuFtv+Cbvxat7O4aXQNFt+BsFxrVupPrkbs1t+K/Hd9ITjWL87mwQ1+7EjHPcVzEPiN5dPJn1BncM+S87Nxn611U8DikrOovuv+pw1OJsJNXjQk+nxf8A2vkVdH/Yp+JPhfVpnml+H9gXglhbzNbiIQsDz8v16VFZfse+INKg/wCJh41+HkRLFtg1ASY3cnomR6VBdahHcudmJCT/AAqzHNYOqwtNOVNteFlHIW1cnP5Vf1WUXrV/D/gmkM0nXvy4e1/V/oeifC34O/8ACs/E8mp3/jb4Z3TzWMlmUkilm8nzOskYKEB17HrnnNfWH7OP7flv8A9Ua0uvE3gzUvDzWcsTJDbXQvFkKqqfvTldowxPy5O72r4QsfC/iDU7CJ7bw/rt1GVAEkWmSsD9CFqza/A34iajLutvAviyQcnP9kyjcPYla48ThMJWi4V5XT9D0sFjMxpVVVoQ5WvJn6PX3/BYLwToWkXlvb6nbRXMkbR2sotpH+zPt+V8bRu+bnBI6VxUX/BW64m8GXWl3Xj22kXUbUQXc0fhb55mIG9gPNwucZxjjJr4QvP2dPiT9tPmfD3xfueVYUB06RdzkEhR8oycDPHbPpW1ZfsdfGfULNTF8OfEwWYBkElt5ZIJ4OGwfX8q8+OVZZF30+dn+aPYqZvnVRct352uvyf5m98SfDPwW+LvxTuvEviLxR4r1C91KZ5p0t9P8lJJWAy+PN4+gwD7dR6t8Gf25NH/AGOJzH8PPHPjnQ7aeyWyMC+H9OucICxBDzBm3ZYnJJPTOcV5dp3/AATR/aH1Cxju0+GmuRRZBV5isY5OBnLUzx1/wTY+P2i6LLq9/wDD66Gn20QeWcXETRwjOPnbdgHJHet6ssunD2c5RafT3bP8DlpUs0jUjVipK19byuvRt6ep03j3/grd8X/Dciaz4e+JniPXNLhljia18RaXp8xuCo3Mr7YQw3DI3Bt3fORX3B8Of2/PGniD4WaB4vh07wjanUIUvPsrRXUyoPvBdxlBPpnFflh8XP2LfjJ8H/BGsf8ACSeAtU06xtEGo3Fx5gkFvFyBIdjN8hzjdX278I9RTQv2L/CdzI5VYtMEjbp3wAE3dlrzcThcHVUXSiui0+Z7VLGZhh4yVapK6u9X25bfmzkP2pv+DmT4rR6xrOj2/hD4Yj7JK1ulw1reSMxXgkD7QB1zX5lftb/tk+Nf2vviP/wk3it7Y3MMSw29rYwNFaWgA5EcZZiMn5mJJJPU9AJZg3i/xlqGs3QWS2knk8oM27zZnJxjPXG4HpXJeNvhZqeisHn1BDFv2ny0cnO0tzkAfdx+deRisB7ODeEhaHl2/r8j63L8fzSjDHT5qiS1fe2trL7/AFOCisbrUb0l4pSMbvu4Bxz09+PyFXrfw3eXlwN0MgDDeSRjA5/TpWpZ+BWvUMP2yQyTskSAQjdkknu/Suo1r9m2Xw5o8l5cahc3EUc6wuITEpQ8AZyxzyT0PGK82jl1eS5lBvq9Uezic3w1OSpzqJN6JWf4GFp3hK7ubVI53lXdjmSRQqD88dcflRa+E5nuJIZd/lwpn5ZUPPPIxx2rptO+GekyWcEZuNV2iTZxNEG+ZgDkbDk4z6V1Wn/s1iQuwsdVCmbyoPPvY4+SVHzfuuvOQODXr08uqTslH8f+AeFXzylTvzTtfyt93vI53RPhxbF2RpZQFhlbDSLIuRGxxjvkj8K948Cfsz+C/GOq6WdRTX45W0a6aRkuyfJnWGRosYVgVyBuGDkAjjrWda/s5RaDoGszOmpvqVpH+5xqQEcYI+YsPIO7K5yMr6ZHWvSPCOnJ4P8AFKfYBfiJrVljhuLxXCeYGQ4/cDja57k+9fSYfLoxjyTh+R8HmXEMpSjUoVnp6rtfb+t7dTq7z/gnv8N9Y/Zg8VeIL7xB44v/ABNBosOoadbxPstPN8zbIshEPzr0wQR1rn/gH+xn8MvE/wAE7/VNS1rxbp2rWds+oW8FuEkt5IopNhGDCSDs25y+AT712vhT9ovxBb/Ca38KeXatpOq2AtJWZh5wUsknysIuMMO4biud+FHxMvPh/wCFdN0WDElnLHeaZKJZlZ2WXBcAiLAx5XHB70f2bJuU+t97rbTQ5f8AWBRpxpuV0o2atL4tdd/Lf8O/mXx4/Zc0Lwr4rvbHSdU1e4tVjiubea5hi3Pazorx5AjGWBZsnGPlFeIav8Lp7F5RtuiYmYFWgXIcHD8gdO/0Jr6q8Z6pdfFCWymvbq+tLj+zF0KT7PJAPNS2GxCdydcJk9yemOlcBffCiy1XUYpzruqQmS3S5cm1glJZGKyfKJUB+XaAM9jmrq4GMoK8Xf1/4Jpgc+cJu9Vct9mn/l69djxfw1ot/wCFNWt5JkljMDpMY3hdA+0ggE59Rz+Br6Q8I/swaj438E22tW+o6abO/s5rbEWZCjeeLg55HReCvc81nW3w6+yszxeJFmSJthFxpzpuIwcZSZ+DEVPQ/MgxxX0D8Bvh3rnw38Cxa3dzaffeD/FEt3p8U9s7/wCg6nFCGEbqyrgyRnPcHA54IqqdD2ELPr3/AK8jDG5l9dqKUJK61uvW2zR8vaHpHh2D4n+IXttV1KbUZre4M0TWCJEq/KSA/JYjHH1rDlXQU0WdftmplW8KNGWNsjE2wbluo+fP8PStbw94gsG+KOt2cekJHdJbXBe6a5ZjLjBKhewI6/SsCfVrO406TyNLt4oz4XldE81iAgY/uxznHfPWtm4qNlbeXfy/r56HLRhUdVc3NtD+Ts7bdO3Xv0G+J7PQp9F1rzNTuYVey00ysbHdsUMvlMAG+YnuO1Q/ELStAmHiBb3UUjRtWjebzLRyEfysBcqRnI/i49Kh8T31qdB1p5LIMv8AZenOwWY/MhZQF/4D60vxD1G1tF8QSTWN1MBqdvuSKba0jGHg9Dj6d65qrjyu6X/k397+vvPUwlOpzwScv/Je1LbT0/DzIPB+gaVb2+gy2Or2zxRXdx9mUJInnEoAQM9MAZ5q9JoEF3Y2nlajaL5mj3aAySMpYFz83ToD1/lWZ4a1Gzu7Pw68UF1EHv51VZpOUbyxnOOuas3KqLeyx5zKNMvEYgrkjcxPb73U5pU+X2eiVtO/aJriFU9t70nfXe3ep/X39C8nhm7Rbpor/Tm8zS7EAfaeMqRl+egYdDXvWiWFlH4J1GWLw3JMJNPhaS9ZHcwyiZA1wD0UH5o8jj5gODXzgY4ri1ux50qh9BsSxJHyqG4x/XvX0LovinXZPCsmnnVbVLFdNCfZ85ZoTJHJ5Zx/FuVX59D+PZhtXouvd92eHm6lGN5y6Pp/div69PM/aPwJo/hz4c+GLDR9G0+9htbO3W1tbdEEKJGg2qoHygdgTnPJ7g0r+JdO1C5mddOzaRyGMNJKnzoBukkPznG5uB7KPWuPXT70h2eC7kaRdqLNOoZRkqMc9SS7n61D438NLovgaT7PZC4Et3DZIyzEM6dXkIDducrnJAHIzx+b+yi5e87tn7D7acYaRsl/XYh8f+NLHwzo02qXlnHamRPtci/a41zK5KwoMRsTwvJ6Db2rxzwP8TtQj+0q168PmTrJeRrel1G9Ww2BGo5Iz3/pWJ4w8Dat48Mz3tvAUvb5YIj5rbRCjFQFXJ7I5244zya95/YZ8IaQuqa5p1z4d0e5ube4MyzHT2m86OKPylVjhgAshJ5Ubs4zwc+tUVLDYeUn7z/r1/pHzdKeJxuMjCPuR7vzv5Ly69WeezfEKK9tQsV2ZGLlV8vMhY7ScfyrsNGsfEPjU40nQNe1HPQpYOA2e/K4x+Ne3658TtK8B614A8G3Om/Ydd+IJuJrCO3tIooYvJGQkj5XaWPAAHTqwOAen+Kf7QN1+z54M8QeKtUS3nuhcpp+m2P2zCzs4B+8MnCjkgDj1rx6uYTfKqdPV/Drvrbsuqf3H0NHLqaUp1a2kPisttObXV9GvvPl3T/2ePiRc3d4Y/B+tASupIuHjtwpPAHzuPWrGsfs/fErwvZrc3vhnTre2jHnFrnWYRwoJJwu73474r6/0W2Tx/4R0fXIJodPbXbi1v5raSTzJkkK7WQkHHDbc44+U9M18leO/wBunTfiZ+0HrmiW+raNceBtM1aHw9ZQS24W41G4IJdw7P8APHlHyVBJ+XCgZJrCY/FYibUYRtHfR+Ste+76enkyMdlmCwkIuVSV5/DrHXrezjey6+tupe8E/D7Xgthpct34YtLhrZJoo47l7vMPAWQlE2gEcgZ6Vb8e/ArUNOspZNW8W6VaW0IG42+lzTbwR/DhueMnkD2zWF8WfjF4Z/Zq8Pa/4vi1M6x/YugxWVhBuG03CgrCuSvIGQzEjGE6dq8t/YO/a/1T4meMbDSPGGst4gl1fTTqVyZJD59uGHMflhAvrn95k9QoXFdqo4mVN4mHwry+btdPY4ZYnCQrRwdXWUvPRdFezW577bfsnQX2tx6TL491MypaRSStaaRHEqlgMEeYzN0Hp1Psa2fF3/BOXwzBaN5ni3x7q0sUW7yLV7KF5W5wu1lHfn73QdDWH+0p+0ppXwJ+HnjPxV4fgmn1eawS0sDKSpWYJ5Qk6nARBxgj5jnHNfOv7CP7SOt2X7QuheGJ5NVuLbUIRcXz3cU8iXE0kSs4MrvjcrjKgJtCEDO7NY0qGPqUXiITsl5LXS76LY0r4jK6WKjg6lPmcuvNKyTdo7t3/S3mfQ+mf8E+vheV0yC4uPG17eatBJcta3esqi2oVwjgLCo43Z5bk5AHOcaes/sE/ATw1fwaY9gX1raHktLnXp3lA6AmMShlBz1x6cV6j8S/2gPD/wAP/DWqeI7PSVWbQbWZooyqHzpQu9FJABCbzuOe5NfkT8R/2qvEniPXrHV5bW1Oo6zdXOq6pqkd/aWskuZ4jG7b8ufLJWNFHyjc5PJUgy6GYYtObqSjFefV389kv0FmssowM40VQhOTTesVolbq1u3t5J+V/v7Sv2Jvhf4Z8R67c6p8OfD66Zp2myXthi+ubuS4cMkRyCyhsmTdtI+UqMEhiR2k/wCz/wDAX4OeEYvEHizwX4J0qwvMWyPeWYPnSNj90iDczvjrgEDPWuv+G3x/1G5+D/h1G0q1kudf09ZXdAZmDSL8wQg4buR+Z6V8Df8ABQj9qLxDqf7SK6LFPbWekeH9Ans4bO6klQQLIv76cFEZhMQrhXAJUsCAcYqMJTxuMrOlOckl/eey0016v+uhpjnlmXUI1aVGLcmkvcWjeutktEvTp6r7N0/4TfCb4teGruDwf4b8BSMXaCOUaPFdLZsy/wB0BWU7SDnqMDjHTofD3wj0nw2PD2m/8IPoX226gle7uI9Fhj82USmNAP3Y3MVUHI6g7u+K+O/+CQXj7WJfijfWa3NheyPpsdxcxWcV037yJYgrAyoAV2NjAOTkZ719afHv49+KdG+A/irxZZxrFeaPYzRQXCRgLaM6BA4wcllyMcdhWGMwtenifq0ZXWlrvq7pHXgMbhKmC+vShytJ35V0jq/LY474/wD7a/wg+Auu6h4XudOU6hYSyQXc2neH1mtreVOXiEow0jp/F5YYL0ySKoaeJf2ldIsNQ8HavdRWMER1O1k022hlhvsj92GLLuGG6c45ww4NfkN4r+LWreO9F09bi71KeKxhuZIk/sr7TK7zNLJLljIoLOWUHrnYBxmvuv8A4JneL/FWk/AfV76y1C6tY9Ov5bfMyJbSwxuI2VFj3MdoPQ4P55r28RkqwtHmpv3k93az87W/r8T5zCcRrHV1SrR92SvZXTVul+tur0+7RfXlzd6qvxb8RrqTxaboOgwRyRzXDKkaQR28bSzvg4A3l9q9Se3NfOnxc/4LReG/CfiSfRH8G+LpdD0uWGO41Z5IM4dtob7MB1OdwjV2baDyCMHH/wCCkPjXxL4a/Zg1+8l1AKniNo7aaWG4RppFDZCtzxjA68cD0r8p/G3jC91nxDNb3up6pLb6ekOyN9RtkRyZ2z8pJPGeCeOoHNLL8ppVKaq1teiSv0WrNMwzzEU8T7Cg7dXe2qb0jr022189Nf3L0Dw1N+08tlqWlahfTafp0cd9p8trqr2673WRUdoySDgsoVgu4B26Feemgs5tL+LfizVfEmpW9nomg4m+0SyCRbO2RFUZ/vTyNwF9+pwa+VP+Cb2sapZ/seaVqVlqk0Xl3c1oQtwzSkC4HV1XZjn+9+FdN/wUU1S/+H37LWuy/wBqLcNq88U0h3yRElWwAXZRnHmHpnkVyywcnifYKWl+Vabaq52wx0Y4T60oPmspPXRuzSX5dTM+Nf8AwXEu/Bniy90XQPh2mpaLpM1shlu9eEF3qCyOUzD8hQEdQXVUJ46AtX0L4I/sv9svwnavDLaXGh3Aj1B7G+jkSSKSNl82GQREkOF3qyZxuAIJ7/hL8U/GdrZeKCiarZRN4euYXtWOuXCSKXuGUhwkWMEgDGSDyK/UD/gkhZL4k/Yy8T6pHqJCaZqN1bwxxM8gx5QJ+ZiGyM+hrbFZfRoU+ei+Vq3nu/66kYLNa+KqKFeDlFpt30WiTt22fb8jl/8Agsxb/wDCkfBngzwjFqmgTane6OdM1AWEc8c0ttHgHhgVVGl3Y+bJHbHNY/iLUf8AhEP+CcVtcKWjkg0BkiLSO3ztHsA475NfLX7Y19eeIfjt4gjlkuLgRGYq0jtkANx15r6B+OmrXI/4J+eDZFbZDfx2QfczlSAN5B9iU9e9fQwwTo0KNKTvJtXf3s+PlmUcRWq14x5Y8rXLe9rNL8bHxz4O/ZgupfCp1ZLe9aPQ5EhaCS2dVdii+ZP5hIXh2wF69+lct8XPCyr4Tklk0sQfvkw0hUDMhPViePlXFfZF740uLD9hd7D7TElzNqpgu51TLzDc0uMZ+XBIA65C9q+Wfi/4dj8R+FJdMfVViSe7U7nCRKBEq98knO5vyFej7FewqRUdm0tu2n9eh5dHMZzxlGcql72b+LTXXbfvtuWvg14DtNN8E6c40nS21DUrgXYu5XTfDCm8AIA23DYU8gngYIyc+yaZ8JW8V+GdOs7mTTY/tkL3ko85F2AtgZK7iCRKvUf41434f1fTdHskjS5uEi0yEQjzZwuP3aDIwvTuPrXZzfFPRvDmrtAmpiHdatBCXeZt/wAyEA7VyTlO3GBXTThCFNRTS+7yPMx8sRVruo03q7Wv5tbdrob4l/ZX8VeA/AOmeJ7zT0g8N3Ws/ZLfUAJGgeQCXCB+nBTIO3k5HQV9Cfs0/BvV/jr4G+17xP8A2d4js7RpoLIbsvcxJwxY4OBySMEex48ktfjBc/ETwHpXga+13zdO02Wa7kjDTFI5NuRLsPXqcfLxk+vO18Nv2ttH+Dvg240nR9avbFdR1WC7uzBb3q+YY51Ks2BycDIC88Y4rkrRqey9xrmvp6f5nZSr0qldKrCTilqrddbbdG/vR7v+2F+ydfeHvgV8UNY0/XNVt7nTbbzLlX0vyhgxHasflljyeCSQACfavKPgT4a0aW88OLqXiGSK6EEEUq3aLK0j70MhVSSWQDofXIIAGa5nxp+2NefFqTxbZ2fjnV9TgurBvtGnsl3bwzhYmTcdw9CQQTg55FeRW/xFbwX8ZdMecS20ECidZjbzyGNQVJhGwFTyDz3rLDU6kKV6tS97JWt923c0x3sq1X2dGi0o80mpc136a32/Vn1z4a+F+gx2OgvZ64txbvdS2o+2Wql4j86LhRgEHaMAHOTVC+0HWNR0iLTH/wCEcnutN8UPBGMsnlByG2rII+QWkP3h24J6V4d4f/aUsm0m2igu7wLa3r3IBtZhz5jkHnr1HA9quN8QZbnX77Vftk/2qG6jvN4MoG8LGcgEgfXNdKw02ubmTXTY86WMp03ySoyXfR913fex2viKW3tJ9WtreXTrXUdP1qS6KrNI0EcTooIBMe44cufzxT/hZ4Wu28UQrPeeHNQjhv5LZoZA0o8meM/PtOzI3MOM8EZ56Vg2Hw9uPFVt4i1IW32qG2gWe6miuHJUjeSww3I4GeOxqppMGnT3mpSJcmLzLeGcPDeSRbSrkcEkkH5ef0rZ01yOKf5M46VaSqxnOOj8pLt8up0S+EtRvIw39n6LqFuLZHlDPbIUlt2EbdyWBRuvG4duOej03T9Ws/hfrHhQ6PqCaddmPVJIbPaYhe24ZUZfKY87SxBwMiUA5zXPwfCzRlluVGpanEZL0QbI9VB8xXh38BlPTcDnvgV6N4b8Ew6WbWfTfEV/E7QJMzzi3lVy8SPgk7CT/o6/g/tXJVqRSTf5enZnq4ejOTfLJ/fte991+bPj7StS15fizrFnc2ttbafFHcEJ/Z3lS7tnyFnIz/jxXLTatrT2u+SCIMfDk87K1kq4mUnaPoQPu9692/aL+EOseBf2hxqFxr9prNlqOksUZZFgYNtK8Q7mLAbRl8456cV4ivhvV3tVEl3auzeH7m3Yi9VsyHdtfJxkDpureMpVIcyu7t9/L+l8wcaNGu4SUFaMe3aW/n3+Rma9rupWmj6o/wBjsJjHpdlMqPZAhmMihgRjkDJwO1UfiBdzj+3StnYSmO9tkj8yE/MGiySfUjt6Vqa3oGtPo2pLE8ZmbR7RUxdx/wCtWRdx5bge/em+LvDur6paa9FCJMzXNtJAySxDCiLDdW4GfXmsakZtPf7v8X/A/A9LCVaEZRd4r52/59f8H8Tl9I+0XGj6MPsltbTzahJEWjjbEI2A7lB7n1NadvcRW8No09jaT+fZXrBXZ1KBCQQMEDDck/WpvD3hfXbfSNGMqyP9lv3eViyHERTC5+Y557DmrQ0fU59PsGjsLtttrfLuC5C5+7+JrOnB8t2n03X+H+vv7HXXxFNy0krXltL/AB9d+39MzpNU0p9PkMmlRKraDayvsuJANhYFY/8AgJPXrXtfg2Pw1Fomqm4W7l1Ga0BgVCyrbT749pY5+dfL8wdgDivFJtK1OHTTu027cf2DANvkNxIH+ZenXvjrXsvgnxLeWdjfW0NpDCk1l9mnaRGUyAmN2IJHLDatdOEu3b06W6s8jN+SMOZO61636R6P+vuP2at7G4uNRWAw27WUbhd8UzhwkKfvSeAcZxjjJz+FeT/G/wCO2oeCNChso9M1Hd9mu9WuZDciOOIMxEajLLztU89Pn9q9keytJbS/lFhczTGzZsx3KnzmnY/P8rHqMAfWuE8a/s8eG/iX4Z8T6bqMjaWl95Ni0M7uZkjSNCmOMqDx1I6g4wSa+Aw1SlGd6i0/rt63P1TH0cROly0HaT/4fqu6sfNcHxA8S6hoQey0m2DaRai8PnarE4jJTktsnJDfNxwM5yMitT9i79oHxTb/ABC0GWH7DanVLia3nkgv459yPHLK6lN7Y+4Dz6Va8Qfsl+H/AIZ6jremZ1GVL54/MuLWOdxMiplWVf4j8gAXI6Go/gl+zzB8LvGXg29tdN8RWuxL64mFxBOsEJFq4RssMDPmYOfUYzX0dSrhqmHnG17rTTyb7nw1DD4+ji6c+ZpRavqu6XSP9d9Bvx4+Kep3/wDwUL0m8v8AVSJdBNhY2hinVY1jeSMFVJ653lsLySeOa9T/AG3vHkWqaZoVjfXz3Kf2gqSxsWyjEpkE884xzx9K+MfHXiV9V/bH0zf5k7S3mmA8FjxLCcnB7ep4r0z9u7xm+j+JI8/wazISxIwAqxdfQeua1eXx9th4rS0DlWbThhcbUevPU69m/wDhkfZP7N/jjT/HH7N/hrUJ7yWL7boWqCOeNmUmSGSRxt3fPg7Ohr8q/hJ8U7GD4veEbd0lMsniGNyREmGPmxKx3csOCQMc197/ALJWo+b+yl8J3Qg+dpeusQrKUIWK6bjbkH8DX5efCjxRDp3xn8J2kl3BHPNrELJGXceYGnjHZSOpxyR1rLKqcYPEK+jf6zR6WdOpV+qTSu4x/wDbIM+x/wBv34gWU/wH17TYY3N1BLb3CSrn5o5EcY5x02Z/GuA/YR+NF1d/tNRRnTr+OGCxaFpJJXMbbrdcbQQFGO36VF+3Pq0cfgnxKkbnP2fT9vBGRslyfp/jXjn7DXxNt739rGysbdpfO/fQPmLALLAD1LnjHtXZyU44Xkl1/VHDCVarjPbRV+V9OiUl+h9x/t6/FPzPgtr2mx26LJp99BEZVOC4kh8zbzjoR6968J/4J5+Or3U/+Ch3hZ7iCz8sa9HHGwkQvIptIwerk9SR0rrP+CiMV1pfgLxRLN5qRTapaeVxwwFkudvYjO4fUGvnn/gld4/TVf8AgpF4AtVtZ0aXxSbN2bywMpBjccLnovr0Nc16VLL3fqn+MTenTxWJzbnj9lr7lNW/A/Wf9q3x3Jpf7PfxSsESIFdNN4rHlkJlVOMV+MF/4n1GbxLpFvBqml28KadPvjcZlZvMtiCB5ZOPX6iv2K/batZIPgZ8YbkR5h/4R+KJHzwzi5BYY9gV/OvxEX4j32jand2qWdxILPSxdI3210EhMkeQQOOOec+vvXPkLhHDSb6y/SLPQ4mp1quYRUdbR626ymr6+bP3Y+G3jW70z9nv4eX4nV7my0m0WJ8n7xwOOB/e9K8O0vWfDF//AMFNvG7eKYtPuYItM2+XeFFQMZ4+zEDOC30FeweA4pvEf7IPw8lSE+ZPpmmuVYn5M7GIyeoxn8hX5Xf8FXNcv9P/AG3fiBcWVl9sdJBGqsjspVyFPC8/dJrgy2lCpOqtrqW3qj1M5nVpww63tKL12+Frr8j9iPgb4z8GTeLdQtfCx0eC9hv7lQlrJG0qQ/KB8oJJTkAEccivPf2rNbnsf2XfijaI5SEaTFLtUjI3SqB364r4j/4ITtro/bD1VNV0WbTbQ+GyYJXspIVeTMGVDMADjI4HTivt39szRmtP2Xvi26jiXRoAoyvBEqkj8c1yyw8KOYRgm3rHf/EdrxNTEZTUnNKPuz0W3wXPxD8Mahb6frWi3cskirZKXMkksSoqjqW3OOOOwPSv08/Yj+IFp8RvCfi++0yTytPvdY3COOQFHIRDn8c5H1r8o9I+AvxQ8d6lHF4d8Iavq1nHo89yxttK87G1pEZsgHgHaD26etfo7/wR+8CeJ/Bv7P8Ar2l+LdLvtH8QWfiCaG8tLu3NtNAwCDDoQCjAjkEZHQ817uMxSlTlScWvXbp/wLHz2Fy1QrwxKqJ7qyffmf8An+Bt/wDBSnU5Lr9lXWXubljbR660cayTALHtxkYPAr8nddjtIvG2tySm2BnggTLX2CCLh26BM9xzX64/8FSfh/fN+yRex2B+1XN3r5uBscMQG9vqMV8QeHP+CLv7U3xP1TxJLpvgDX44Xlg+xPcyw2wZZcyxlS7DI8sHJGQpwGwzAVyOvCOGjKW13vbs1189PmduFw85Y2outo6a33T6XfR/JPsfZ/8AwSula5/ZA0NFctGuoXYKq5ZARcL3x16Vf/4KZ+IobD9m7XpLxyElvvJQsWPSQHtz26V0v/BPj4H+LP2d/wBmnRfCvjjS7zRdetrqeW4trwYlTdOpVyOvOD+H1FcP/wAFnoV0D9mg28Uzk3etKwf5geVdjjAzwSKihUTxV15srGUmsI0v7q+9pH5XfE+20+48R69j7EWZrZjmO6dsC6YjO0Y79u/tX64f8EU4pL79h3xQYkGI9eudwETgDMS9m5r8aPFXwv8AFui6lrRvr17Eam0c9oZbuUZiM2crgdMcHH0r9of+DfnQLhP+CeOvCeT7Q/8AbUiGQFnDfuYxwWwf0rkx05qL54cuq8vtP/hz1suw9LlXJV59O9/sx/ysfJv7cfhN9D+OviMwxeVujnYqqkAD5TXsDeFYviJ+zz8OdIdbjUILDTDd/YoY5HMjKAq5427ck5yRXMf8FC/h/PB8V9Tv7KVkeSG5+0W7oeQFU8H15rpNKvNEX4a+CYbvWU0m7trGKPyDCzySlmfaSDgYyuc5r7Fy56FGa8ul+jPyrWhiMRRk1vLrbTmT39Dhvjd8N5dI+G2mQrpMFvvEcsitLGfmaFWJI3Hk7jXiPxG+E7yaesJtDDvM4Doke7Akb5+/fK/hX318ZP2bgPhBDe6vrEttFpybC8FquSyxvGoOSf8AnmORXlOm/APTPinAdPttS1TVddfXZNMgghlhhWOM2/ns7ZBP8WSOPun1p4fMaUqN56667/r/AEjOtlGNoYtKjpomk+/or/Ky1PnXV/hLc3fiTVrUWSxrO9sZ1jmjVonCAIowMYIUk49B616J8Sv2BNZ8Q6vsnj+0yBUv0+yakTJAzOQQpVMcZ5Bx074rt/BPwd8O67+0Bqmh6t4ulitYbm2tWmF1CDJ+6iLOOMMRvYYHQqfevqj4beDfBP8AwkkUEup3d1A9pIIpTr8BErGaMA4UHB2lWPHfHauTG4+NJJRV9NdPTzR6eV5bWxM5OpO1paWlZ31T6dreXSx8b+GP2bp/hv8AFq3l8VNpumQ6lps7S6q99NHDfhUjXyF+TiTDZ27QX2cE1z3xm/Y08QTrpCaFpN/qFvrFyLZIrNrmebCzAjJ25BIAP4Gv0q1r9nP4V+PLjRNH1m9Fw9tHJdQh9YLIW8roWQ8MFz6g4PNW/C3g3wD8Mlg8rXdQu5dK1lHi+zzg7N0+FAJcAqAecjOPWvLXENleMW3ba2n9Pqe9/qnLnd5pJWs7+9pa6d7bLY/NX4cfsjXXwX8B3urT+H7VX1I/ZpRP9q+12ySI5O5QpbO5V6An2xXd+Hv+Cci/FKzguvD8GlW182lyXaT3eqySxvAmxmuASw24BY7cEjHIr9APHGjfCLxW/i7zbnU73VbO0W/Fu8jwJJKI2XAlzsz8xI5/Cqfwl8M/Bzw5rOizWlzf6Hqt1aTCSNJWnhTciE7XJ8vDKDkDA7YrCefSdO8INNbaabX2utPOx0UuFl9YvUrKUXo3za6O29nr5X0Phvwn/wAEzv7YsU+zXHhj+zrqSeOz1IanIsF8kczKBg4KbuoY9hzisy/+A/8AwiHi3xDoNpquiXGqWcVuEiaa4jBWSGLG12TYwJwvB7Z6V95+GvE/wh0KHR/Ddj4quFY6m8EEAt91rbFpJGIDkbQgyeQcdfSvDv2rv2fPhlr3xKv7eXWLy/vHe20yF7W4l+xrhQqFpgrBY+T1wADkkZzXRhs6rSquFRNLp7v+f46nFj+GqCoKrRcXK6vefdXaVvwum9vU4S38O+P/AAVc69YIllawavpzfaIpZjkBjJknMfAIxjHaqY+Aup+Era9ltIrac3WiB/Me6IWNmnkLY3R89RgrXoUcPwuk13VPDXjHVPEl1rljbCCORb64FqUXeABNGqxsAGC9TkZ9DXZeJ2+Gmh+E9e1BtW1CGx0yCLSUVNTMwjhSSXyyAAW6bugweKHjprRRetumj2XccMopO0pTXu3teWsd29OXQ87ufhrqusXjyzaPbiOG4tEC+ZDkqVjDEggZfKjAz0PWup0/9nq90Xw5p8uo+EYLyO4t43g8mW1yQPtYbcN3YmNfox9K9m8FeBPA3itxJZeJtRsxdXVrMwl1KAhALdZAmCC3RSxGOO/NdfLojaz4bhs9N8Wt9jsrCKOMvHG0g+Wc544IPmKc+w7GvIrZpJaRVvk/8z6HDZHBv2knd62s466+Z+Y3/BRf4f6X4X+OfgphpMmhXc2g3flw7FxOvdgQT03fjzXxvBpOnQ2sAjvvOCeHbyNGMWPMT58tj2OeK+8f+CuljD4Z/a48O6Zetealqi+HsidSI4rYEMSCv8Zb68fnXxJZTaPILRUsL397o16UzcZ2xDfvTp9444P6V9hl1p4SnJ219erX9fcfBZtzUcwq00pWSW3L09p/wfx8jl9d022fw/qf+lLz4ftRv2jkCVcN1o8daXbNF4g866WJDLZs567CIsAYyOtamo3WhzaDfZttRWEaBCzhZwSYRIMAcfez39qqeMJ9Nu7XWM299hjZtMqspJynyY+g61U4R5Xtt+kv6+82w9WftFe618u9L/L8jK8MQWy6XohtbppY/wC1SysQR5hKcoea0Jd8EemgTAZivwSWPpkHI/zxWdpf2NtIsDaJdxFdUBiSRQDvKH9MZrUgitbwWRmN1bxJ9tRQhU7n2/PnJGepxj8aVL4LLy/9t/r7jfE/xHJ3+1vvtL/P8yhDNe2mjoYLz/mX4yPnY4cORnp3H/6q7/wbfyya9qEMz/IrWyiRZC3BjzyDwOQBx1rhIrXRn0uIR31+inQFiBaAcRCVsOeevHTpXpvw28J3XiK81ibTTcailpaxXd1EwVRaRIihiMt/tKSBzzXRhm1JNvTTr5M8zNbSpSSi76/Za6x8vJn703FtcyWWpFrG/h36jZWyl0dDjYhZ8eXnYCCB24Oaj8GeKdP0vT7e81DTdUv11nxDcWUBDtF9nCRhi0ny8AmM46DDCqM1tqSvrlskl9FcPqdvqZbzncSKg2hc7uRxx71574jbxT4W8KaFpv8AamrS3+l6zeapdXV20u7UfNRVhjlHmchcp1zxGMV+X06PtPdvv/8AI/52R+yVsS6T50r/AHfzefk3/wAPa/o6/tR+GL/w7HrMHg64l0u41yTRFNxcyCaCdYlcSlcfcZTjIP8AB71V8QftK+Gvi/oeradpGnWa/wBlrJpkpEj7/MkAAdcnopiYc9c1xvw58OeJF+FGu6Jrnjb+1tTiuBqM10zTBLuBoSPsZ3OS2GLcH5c59K8u/Z6/Z4vvhb4qu7jWL+x1CbXoZJbRIbcounhJfMMYJYjBST+EdRXVTwWF96XM7x21k7/fbocFTMsfelHlTjNPm0iuX7m935v1sfNkXwSk8V/tvaslj5gTww1rqDBj8zwxGMtk59OffHSvXv2wv2T7r46/Ffwjo+iRLbxazemK7nYgqjyAbpCOv3U7flXt2j/sk3ui+PdT8WJr/gvT21+3UTWhRjd3MIG7b6ZIjboOx9DXqfhf4fWl14i0/VL7xHBocENykEKSQFnklaNioVs9SA3H+ya9bE59acalN/DG2z3t/mfPYPhNVKVShXi1zzUt1sndWu9NDy7wX+ytd/sv/DX4V/Due8i1K50XTdYtZLmNGVHkktpzj6ZbHPpXzN+zf/wQ+0vxP4Fj+IniTxJPp+s+GZ5ru1s4lDRTeR++UMTg4Jjxx61+lHxX8GW3iL4geCR/akstq9vck6igw4je3b50yeynNfKvxX8d/DfQ/FbeG9M8aeIbvU7aa4WNktkX96SsTxOzZBUtIgI7hjzxXmYHMMRWpuFN2crNvlv9qXyW57+Z5bhqNX2tbWMbxS5rX92Hmm7Jenc+ZPil8BG+OHhOTR0MUJMVszysmcDAXBPtuPX0r6I0b/gkL8G/2bfBY8f6Hd3N94u+ypcHzLpWWOV9sT4Uc9Cetc94V1Dw74I8Oanq/iM6qdOsrJZwljKFkDRoznqCDwpx+Fb+nfth+CfjHYW+gaHF4j864trK9gku5VCBbiETJwoHOxeR2J4r1sbVxVRxjSuoxd3ZLXbqeHldDB0IznXtzzVldvfXp/Wxxn7aHwYk+Knw/SwhTeIrmJwjEfMCXBHOO2a+r/2Yf+CdXwF+FWoaL4m8NeF9PTxKLdb9LxyzvFdnCuykjAOM/TPvXnvjnX/Cfw/8N3er+KNJXXLaythNFA1y8QBCSMeQw/hT8K9F/ZK/a78G/FjX7PRtM8ORWUh0vTtShaW/85oVvMMgALHld3Xoe1ePmNbFTwnLS5uWN72sk72311+7qe7leHwVHMHOtyuc7WTu2mr7aWTa8+hW/aU8BQeM/hP8RNMnJigvbGOJ2JIBJkXv/wDWqP8AYs/ZF+E/w/8Ag34fN54NsL7W8rZ3V7Naea06+YJgp3fKRmNT0zx1wSD6nr9vpOiReKLnWNOtNTsbaBGltrtQYpPmPJB464/KvkjTP+ChmjalremW2kfDTQobeTxRc6CyRozeTHAIyZwMY6ynj26muXDxxOJw7oUL2Tvo0vs+qf6HZjpYHB4uOKxSTbXKrpv7Xo0tX67n0N8UtDs7SKODT4UtrKLUES3hXgKgf7oGcYHpXz/8PfAnw20f9trxt4g8UaTp+uSXCGOSG6jjmhH3c5WT5c7gO1fQ9hrkXxC+GOk621rDZf2oYLgwRpsSIMc4HAwB6V4n+0F+2rrfwu/aG8MeEtN8B6TfWGra2NNvtRbQTK0MI8smZpBGV/ibljj5eta4N1uWVCC1aafvW28ycxp0JOniJ7Jpr3ebo+nTfqfRGheIPCPjZLU6PZWNteWc8xVlaMusbnBA2kkA7U/BQO1cJ8WvB8Ot/Cvx3YX0XmW15ZRI6BNxcdgABnOccVzX7E/7XnjH486olhr/AIYg0K2825IMWltZg+U0QjyWA6h2+uPava/HHjW/+F/g/wAW6/pkMsmqadYCaD92HZmAwMLxmuOdOrha/sut1bW/Xv6nfSrYfG4X2y+Fp3922nLrp6HL/sZeIvCvwB/Zt8OeD459PiezDSDz2EMh82YysNpGV2lyOf7ua5v456rbeL/iXeahbQ+UHSG3LKpKyGMKMhgPm69a+Wfiz/wUx+OFuvxQaz+zWsnhzW2s9FP2aJBJb+bMuSWfDkqq8nBzmvbP2efjJ4j+Pek6reeKLhbm50+7htrdV2/u42s7WYj5CefMkc8849sV6Estq0ajxlS15Xb96+9n2Xf8zyqOb0MRThl9JO0UkrxsrK67vt+JL4v8DWfizwq0N5p11qgN8sht4rZpzgMDkgKe386+ntX+Kg1T4ciwtobqzvJYGtkWKyuGeD92VDjanbI754r51+PvxW134JfDD+0vDt/Hp1zd36W8jPNHGrLtdtoMhAycA46+nevkfwD+278Z/H3wX8J3E/jyzGv6z4ouraW5S6s2ja1SKFhDhMoWBLHC/N83PGKFllTGxTukovS7/wCA+w6mcUstlL3ZNySvZL8736n13rPhea01lEuRey3TqGc3NvJE8xMhJba/OOp55wRXhH/BSj9kvxB+1J8K7XRPDXhbXfE17baok8sGnFVMEWxgWYucAZ2gfWvWP2ZPFev/ABI8BtqHiPU4tV1Q6jexi4jnjlUxJd7Y03Rnb8qgAjqMYPNdL+0F4m1LwfYWMmma3/YU91rlohfzRH9rQJOzwE4OchS2P9itKVSpRrpKzkvW3bp0M8RSpVsLKcrqLs9Lc3fd3V/6Wp+ffjr/AIJJ/Ez4z6vpaaj8H/FkdlZWg08kajBCWgjGUOWPDHHNffP/AAT3/Ysu/wBjv9jc+F9Q8OahoF/dXEl1dWt1eR3ZycAFXU4xtUcfWvgSw/bC+Mp/ZPgvh8aI114+MpYH1Qa6/wDx7C0DiAyLHn73zlce+a/VL9mTxFqXj34K6/Nq+qjWbqG5ESy+eZjGPIi+X5gNvJJIHAz71pnlfFOmpVeW1+ilfR+btrf8DPhvBYWjVdOi5ttXtJxa1V9kv6ufll/wUpnTTfipfrCUSZIplkiK7ThlUHHPJFecftC/Cw+F/Dvg3x+t9HcWFotrFdW7AlFiSTYTjO0/fz1r2j/gpr8N4E+OevT3krJ5mmyTROiAhj90ggHp0OfavCv279Rm0D9kDwT4am8iPUri1jSZUfLH5pHbvnBKj9K+xoVmsHRcNdP0Z+ZzwiqZtiYVdNf1X5q5902Hjzwh8QP2Ujp2p6fpV/rkAQX9uJBKrTRvtk+YEgHlzx0Jr5H+Jr6d8P8AQNQt9ETRr6XVDb313K9hHGdMmw0UkUZOdwGxPm4zk8DOK8d/YD+NK3jRaVqus3tlGgSK/mKo21XHl7/n/In6c16z+2T8ItH+FniTT59P8Rvc6R4ism+YOkjLeq22VflGCC6qwxyA49KnA4elRq25m1P3kunmvkPOcRia8GnBKVP3G+tns1bV39OuljH0fxV/ag0bzbLTIEfTfsTSxwxRmZ4rgsCxwP4UVQD0Br7E+BPxz0Oz8K2l1eQ3EGoXNn9ktvss8SgyCP5t5KHjMXavgnwVY6frWlSR/wBrXO6Ax3qokIYxq2A2cLkZxHz3zXY6v4t8O+BdGfHjEj7Dexz2tuxRGnD4Y+WCvzbcyg+mfeunMcHSrQUNtf6/Q87JsyxWFrSqJX0Xrp5fefo14P8A2odHXwboglFzDra3/kMyXYEKJsdQSAuS3GK3/G37R/h60vDJphuZdNt723N95lxslDedEz7eCMZPB/lX5Z6f+1LpNtaQSrd67cRPfF4pI502s0cqMyr6nDcgdNwz1rvZP2ifDF94S8Uuuu+J7O7mieaz87LLJLHEjBcrkffVQfrXgVeHoKfMr2/4P6dNT7OhxdWdPkkrO3Wy6ef4n6MWf7QXhu08c+I7HU3vv7A+wl4gl2XmUiN8KRtAOcHJ9+9eFfEP/gqF4O+HWmXGkxXNy/iWwiS5tjDdM1usbbA8TYX7+0jrxxzX5e/Gv9oi58e63eX8/inWZZhE0ccUTyKsXX5OBnqe+TzXzr4m+OzxarbsNTl3xQ7XaW6O5vu9cjPas55XgcL72IlfbRP+t+p3UM1zTMU44SPJvq466+VunTc+6Lz9vnWPGnxMg1HUdW1GHRzqUsjwWl0beRoTK5IyON+CRuI75r698X/8FH/hz/bGhxeH9Z1K28IXWrW8F5vvTJeqkUcWS6sMlSwwM8sM1+Inh74tLPa+ZPdyN5LZO24A3F2PXoB1rt/h78RNL1C+tUub7V7Vnu3mfaN4Ay2Dwc+grtdbBYtw6WWnTf8AC66HHLLcxwEas4Nttpt2u9Lv1s1oz95viB8VrfWm1XUtL1BXsDCkBH2oqSzpuX+HqBKv0rNg+LGiwzXNtatqX2aea1t3Mt8jyibarOASn3MscDt618VfsQ/FnTfiVpUPh2/8R6s9uLsTIieeJGjQEKGXaSSRGmO1eyeKfCth4ftIJF1DxDZ3l2LvWoY5IpRhhlANpj+Y/vFz/dAz3FcU8up05eyv6WNI51Wqx9va3dPRrvuut/nufTem/G3RNTt4nl80SyLLKTtt5F3xN5foPlIkGD13Adua7HT/AIheGE8NzSf2PpkyCdoHkMEQwibRlu33I5D8vTOD2r420nQtMSBF/tfXBcafDDbywNAwb92pmYhXjyAzOqj1xk9KfrmuSwaZovhfS9YvtR1nxHeLYwW6IgYvIy/eO0MvAJz6O3vXLLKqbdot/jsdsOIKsIuU4p+jW+1vVs+fv+CjPxmi+Kv7ct8dPsLRbCxsEslnjQu7lYix+fHB5IxngACvmaK9eQ2h/s+JFk0i/BIhKmMjdgDjjdx+den+LJvE9p8Y9VsZ9W1CXSLO4nhMDzFo3VNyjryfmH8q4u11DX7V7AS3tyFNjeGYGT70nz+Wx+nH5V9xhcP7KjCkr2Xl/hPzDG494jFzrtRvJXer3tPy3/W3c4aacpoN872qf8i4h2+X0O8YQj61X8QEf2fq2Ik4isSARkN8mQD64/pXWtr2uppdy/264NwNFEozL92feMseeuPwqtqWu6zbx3pjvZVZIrXYfMA2llwwOal01brt2XZ+Z6VLET5tlv8AzPvD+7/WvbXktFlJ0/T2eGFXbVUX5VwAdp59jVubZH/Z25E3774AZ6kIM/nW5b+Ita/se2Ety7s14kbkFWzEVyQOx5p/9q6hbm0iBTZJNcq2IoyCFXKdR696mNPT7unmvM2nXk5Xsuv2n2fkcLY3Nv8A2HAHhADeHWb73VfNbjr0BBr3b4J/D7StTs768bxNBpt3LpEt6LZm5kkgWNY4SM/8tQxwP9joa8oh8Uam2mW7uls5OlSzZ+zR8yiRh/d9McdOK9C0jxDAvg+4/wCJE9zc29l50ksUBCgERkONoHEZ3Ek8DfzU4eKSun26eXqRmE6kvd5Vq2t21q/RdbH7Bap8dbHV2vWtvElzLLaaUouI/KiVwYZsBhubkHJA+grxf46ftS2WnavrKQ3ur35tpbbDQxWiIQYs7hxwSUx/eOD2rmbX9ozRPDOr6ikT2Gp2t/ZX1hJNFZKlzMsknnWzFgnmEKXKbS2F2dM15YnjC61Ma352i6lOuvOs8TCJ2d5QFVFJK/LgGT1B3CvBweVxjK846f8AB9PI9vM+IKlSmqdGevW13sn63u3/AJHrmkftqRT2WsXkVnro/cW8BUXFom0nzzuzswD8wGM5OCe1bnwG/akb4h/tR+GvDEceqsi6fdS+fLcQtvItSxQoiBxgjruxwK8j034W+JNK8G6lY2XhTxFfPrlrbG4CaXNH9nmDiTY2VJ+UNINw4IbgV2X7KnwM8R6L+11pfiG68M+IdK0+HS7sPPe2sigkWkkZ5ZAMFiuAfXua2xNDBKlUcbXs7a+RzZZjc1dejGum1zR5tNF7zv09Ge9fEHxdbP8AtQeHrOS9AvJ7GIQ2/nIGYLBqBJ2kFu57jp9ct/bS+O9l8JPCWk3N3JJGbLX4JAEkIcOLa6IwFBLDcoyMgdPQV8u+KPjFqlz/AMFR/B9pHcSC3R7XTTEwYIRLFKCcdOBI2PXI9Kyv+C2XiG5TWfDNt508UP8AbMjsq4xmOOdeuR2b9B+HmQwN61GM9mj6OeZ/7PXdPR836b/gfqNZaw2s/C/4aaiu7/SvDc0rIWYtg6cWxkANx7cntzX42/BH4i3niz9t2+triMDdr12AXWTIP26Hn5pCc/Lnpxj7vGD+sXwD1eXVf2N/gvczXTGR/Cd47MeM7NPcA8nbxjqSB9K/Fr9krRmm/bh0G8fz2W68WO7OZE/fF7gEZxnqR0z9M5rDh+DXtl2/+Sn/AJHZxROMvq8n1tb5xhp+J9lftP8AiZNA+C3iSOXY+3Sn3CWMSopNvN1Eny47denHQmvGP+CcfxB/4Tf4s2dottZwC003TIUMdtbRNJtsiDyih9vHABwBgDC11P8AwUnsWtfgr4wQ4SPNpCoEmzcGhlJGSDnj27e1eIf8EitODftb6RbYZf8AiVoNplyh224XONozx7jr+Feuor6vJrqr/geFT5pYhX6Ssv8AwJH6H/tl/EFPAfwT1q9lmMQtIW5Dxg5FrI/8auD1B+739ODwX/BH39paf42/tH/YBNc/Z7TRdDkUfbYyrN8qsNqwr1wScEZ5wFFcr/wV/v2tP2d/FKqTuOtC1X7y5B0+PIAQHIO45Bx9eleF/wDBA/Whp37f3hWzaMp9otbaPaDKFLCE7eMYJAzjd+NeW8PF5dUb/lb+5X/Q9qOJksyp9lNL72o3/E/aT4w2VwPD3jS2sRJ9se1txGIpvs5JaYAYdQSp64PP61+fXwt0n4jfDn4qMnivQ9ejsLe/v9VeZ9Wu9RVLSZDFDI434SPcjkcFY8EgAnNfoD+1V40h+F3gH4la/LHO6aNpNrd7YgS+RM+NuBnt+lfjl43/AOChvgv9qbxDbaj418OeO7XW9M0uTR9FudM1L7JDDN+8d2nEYDSROzxDb3w2eK83h2nUqUpuMbxenn8K21Xf+tj1OK50oVoXk1KOvlpJ7/cfqr8P3Zf2VfB1xG++Iw2PziRpN24DHzyZdifVjk8+9fK37Z/7KPxB8TfGab4laBZeHJ9L8Fand67ePdXV0J1hjVSxVBIE37Ym/h29Djrn6x8AWzj9ibwT8ogLRaUNqqyABvK4CsWIH1Yn3r4M/wCCjX/BULWfgb8XfiH8J9O8OXc8fiKKfSJL4XphS1WbKvIE5LArIe4z0IxSytVpYiSoWvd79rr/ADNM59jHCx+sN/CrW78r737dTf8A+CFPjqD4ha1bTSW+jW9+F1IgWlpJG4j862G4MzsACQMjHJA6YNfev7Snh1vFfwz8eaLGln/xNLO2tQl9D9otnMkir+8iJAcHPIPWvzO/4NxtM1QfHLXVuNOu7ez/ALPm8uaexjG3M0fyiYcjv8o4bGW5UV+mf7aXiJvhx8H/AIn66IhO2k6Tb3nlgLuYI+7HzkL279O3NYZyrZmoR39373Jf5m+RSvlM5vZOS07KL/y8j8gP20P2ePiZ8LbnxWING0HWf+Fma1Nfaba6Z4dtr24ZFklmYzoYyZSEfJZwx6nPNfcX/BNuKHWvhz4iuI3gOzW1glWKxjtQskdlaxsCI8BiCpG5vmwAvAAr8vfEP/BRnWfiV4y0e68T6jqugW3g2b9zqei3ssmoxEApkM8g2sVQDOQBu54Ffpx/wRV8WyfFX9nbxDqks99dSXHiu83S30kcs8pYJJudkA3Od4LM+WJyQdpAHv5suTBtytfTa/dnzmSc88wSSai7vW38sdNPU3P+ChHiGLwv8CNOu5G2A+Jmi3GCOfcVgkPSTIU5H3h83FfH/wDwTj0nxP8AtWX8HhyC5+w29pqiSNepawh7WCUFS6qqrgnye2DgjJr6X/4LB303h/8AYsMkbyRu3iyWECORIg+d424dWyDxkDB9CMGvhX9h/wCOU/7P3i+fxLBDa+bYhDGsu9oklxIFy8TAYySCHOOfYV0ZPRlPLZul8ettL6nmcSYlUs1pqu37PS9nbS2v5J/hofrz4f8Agqvwb1QaM2oPqvzNdCeWLax80h8evBOOSePzrxf9vPxxL4L8O+GriGW8gF54tjtHaCXyzjyp+HJB3L32+oU9sH1z9mT4tW37SHw+0vxbbTJcreq0MrIhCrKmFdVDEnAbcK8M/wCCmTPpXwd0AxSzW8t94wW1QpIYydxcY2gfvF77DwcZz8or5zAKbxkadfWWz/U+vzeVNZZKthdI2vH00t+Gh8OfDvSPFuteDfA+hXXjzxxZ2Xinxa4l1g68yPpdqjJbySSu2CY0Zkbbkc81+vn7CF3D4l+FHjMW+o6rqcFlrktlDcXt0bgSrGkaAxkgbYzjIHPU81+Iv7avi3VP2dNI0u20PxHrdu6311bXF3fIdOLzOm6VI44/nVc45YnOcjFfsZ/wRa1ufxj+x9qEk8rSTRai0RJummIAiiI4cfJ1+6OO/U138VqCw3tI91+L/wAjzOBpVXilTqdpb66pW9Oreh47+3T8CLP4m/Eu4sbsSrbtA+9oTskJHbI/hzjI71+a3/BVTwdY/Cj4heG9IivLm+u7fR1SaW7YF9qSMsRH+0QCSe9ftx8evBFnN44N1emZY23JmMLuGSDx0HbvXl3x1+C/wR0/RZ9e8SeFNL1rV7mNRPf3ejW93cqjSFEVWcMANx4A6ZNZZdnMqcIU2m1bZdzqzLh+nKtUxGid7tvsfhf+x18XvD/gv4nXmla9PYada+II1FpqUsSsmn3iHMbMcH92xG1hyMGvoXwt8cNN+IN9b23i7xI9vdaRcM9tetJuSNTtxhV9HjU4A5WRq9A+JPxH/Zei1dLez8F+ImlfayNb2NlCnzBGByQT0kXP0Nef3/x8+Anh/QYdRfwT4xuop7a6uYVW5toGZbZ9kiHC4Bzzx2Ir62jW5IN1lJdtFp97PgcbQlicQnheV9H77s+20fL8Nz0z9nX45/D7wB8YfDl9qurRppN68+lXx3gCG2dvMAZclv3UrAg4+4RjkGvIP+Ch0/h/x14ltJvB17byixvPszObyHE6xMxVhg7trpIxye4HtWrpv7VXwA03xNaafH8OPGU91NfWtojvrMOzfN8yNgLyBg5HfNfTX7UVl8NPhLfeHpdf8F6pBLrtkxthb3XloWVvlRhtQjje24L/AAqP4uMnWpfWFZSu0108/wC9+JUcJiaeEcp8iUWpK7fVLry7Pe3dvU+D/wBm/SdNv7GbS/Ec1rZQW2uf2jZzvINscUtq0c4PXGJIrVsY5G70r6l0fSPgxBp8y2moWUcV3azztb3JUkySR7c9OMFV46/NnHFef+Df+CinwV1M6V5vwd1OZNe1GbSXZ/EO0xtD5JDn5en77oP7vfNdV8Pv+CjPwM8Y6r4csrb4HXvneJdTOlqX8S5EBWREDEBRkfPnjHSsXjoOPLTU7a7cvX5ndLJ8VObniPZ7Ja82y2+z5Xfn6I8D/a/h8KXPxRi1DwpY3L2d5pge62opKThYwoAUY5wwPvXxH44+B3ibX9ZSVNLmKGMNkJjjaM8Yr9t/ih8cPAnhDwnpetr8MTHb6vrtt4c89NeIe3lnbCSbCpDKoyxAIJ2+9cNq37d/w10T4TeIfE4+E1rqS+GtfPhqdZPEZSaZ13gyFQnyo2w9fU+lcePjDFQjSqwlp5xv+Z6mS1K+BlKth5wfMu07dbaW037WPzR+B/wT8MeFoB/wmXhbWdTMlg1xNaGaW0zMEPlfOmG28gn1zU/wU+Dd4mstPq0DxRWumAxooLFzgkDGOvNfoN8S/wDgp78I/Ds+uz3HwK+0zaDepppYeJXTz1wyhjlDgAIBt7DGDxT/ABV/wUm+GHw/fW9/wcnsbbRL1NOhe28RHNwjtIvmBduOqDcCSQT7VVCFKjyuFFpxX938ddS8TUxlfnjOvG1R6azb6aR0VtGl9wz9hbVfhv8ACzxpp17PrV/afYbJjcb0VUeV1WJYz6rgM+f9sZ5r6o8fftUfDjxn8VEktvFlomjW9t9iRi4XzEjYO5IJB/eSFlGf4QDjFP8A2FbD4e/tgeNfHmg23hafTrnw7I1sWN8XS8/dxyADG0rlmzjJ6dccV7DH+xD8OvFerHSRocDNY6el00rXUihQXCY45PRep4BHGck8WPx+EeIftlJSS8tEystyrMY4RLDShKMne75rtr/ga7Hl3wi+MngBNabU9S+IWixx3BLzIb4BhNM5djjPIxEiZBwFTt5nP0T+z5pWk/HHVz4s0y6Or6FoplhsJxuMT3RBUmMnIIjQkbgfvNx9018SfHrxH8Kfgn+1BefDe88D3MtxBZx6g9/b6j8jLJcJblQrLu4Lg8k5xXunw7+DfwuHh27bR5dUju4LZ7iOxttWlgaaONNzsoChQVJA4x1HXNcePoU5UvaQclzbOyas/mj0MsxVenW9jUUGo3ulKSd0/OLvt2+Z+YHxR8KWFh+0d4huv7YsJbn+0btRZiSTzTy4xg/LkDn8DXni6PbpeWBGo2wMNtdqAN37wPu5+i9/pxX6ceEE+Cvi+18X6fL4P1u2YIkl7cusE00ID5DJLtym5+M98d+lfn/8S7LwaNYgbwfa69baYtrKVTV54ZZ9xJ3cxIqgHPpnrX3mX4117w5GuW2r+Xb0PyrOMu+p8tZ1VLmVrLy5l1W2v5nmi6LDFprxjVbbJ0j7OrjeP4v9Z0+72q1qHhgTW13/AKXHtlgt1JG7CBR1zjoa2INKt5W+WJABbhR1+UEjHftX0F+xj+zanxo8b22mSLamzugkWWcKynjacE8812VnToU3VqbI86jWq4nERw9C7nJ6bd0+3kfNtv8ADueLw9EyszLHcpNuGewIx7Gn3XgaUW1rM8sSASStlzgsGTjH5HNft3qP/BHyzsfDkRD28jxBpXjZgAW2jqenDZ/SvCv2nP8AgkrL4L+CK66kuYrV5rswRqvmzFxlFPpjn8hXzuG4sy2tJQi93b+vuPrsbwPn1CDqtJ2Tb/L9X9x+Rx8FzwWFsi3lgzDTpIQPN4Zi5If6ep9q6G88f6p4a8HzadHdW7QR6cbVUil3HbPhZCR6Hse+Kg8f+EJtPv2iIa3aOzuYgDxj5z+vX86p2fhyxksVS5jmaS+tREZFmwAUQBDjHZhk88+1e66bV4xX9WPEpV41FGrUl1vt53e3lc9k8F/8FA/Fx0MXieCPBsU58tRCNOlkwGh80kZlzkOSBk9Pzr0X9m7/AIKf/EbVfizZ6Bf+HvANvpd3cadbkzaOVZFnUtLtPmdFIGMg4znmvXfA+tfAfUPAyala/Ay5it3a1gWKSaDL+ZYpcociPjbC4i/DrjiuS+FH7TPwF8Y/Fb7Lbfs9pbXaXmnot3cX6ZLSR7o2UCAH90q4GOoI6Yr52o1Ugr0W/nHXR+fzPraCVGc1CvFbdJ6apdvVfM+qP20/2x/G/wCzPdLF4M8OeF9Ra40K51GNrqBEQXESkxZ+dflOPXJ46CtP9i39sPx9+09qXiHSPGNlo2m+XpMc1oLFU6uiM6k73P3iSOei+1cZ+0N+398DfDniO3i1H4PzeOG/su9vYrhriMxqlqNrQESwk/vCCABxz3r3f9kv4q/C/wCK93er4U+HOk+CtTj02K4EkKwGZlkh3bCUjTO1SR1PU18zWh7Og+bDtNL4tNNd92/LY+ww9T2uJjyYpOLk7JN2ata1+W3d77nxd4k/Z9vZf+CinhK/sfDepSXmmeKrdr/VDPH9keyjiQIyxkbxJu8wk7iCDgKMU7/gsJ+zB4o+Knxd8F2Xhm3t70yyz3Fx500URjMhlUKDIc9WTkf41+iC+BPAWk/GSBY/BOivr1zapdPqzKxmMpjlYNjOMjyx/wB9fm3xxN4Z0KLRdV1Pwr4f13UpNRe1S4v7XzXt41hnlypHIw0Q68cnuBVLO5+1hOMX7sbev47aEf6uRVCpCU1rK/XTXbbfXzXmcr8HPAOp/DD9iX4YadqcVomp6P4Y1WN9jo8av9ilK/MPlIPGe2OtflD/AME9PDF14g/ac0BPMssWWrfbZkaVfmw5AKDuQXGMdK/db4j3dqvh7wre/wBnWn2FNNvZ3shEPLcfYyxQL/dPIx6Gvx8/4J9fHB9a/b81Uf2No+lQ+IL64sre0s7IQwQHz1UMi87fk3/zro4bxdSWHxU+XVq/3uWn4s4eL8upwxWBouXuqSX3KFn+C7bna/8ABSL4Vy+IPgbrH2O4toLm51KEyCeTarrFDIcKAMlvbvXmn/BLr9mrVvBX7Tlhq1zq2kXcEVq8Bhgld5UIQxFjlQNu5Tz6Yr9CPiX4zk+EPw48da5aWljc3llHNNbLd2yTxh0hkdcq3+0AD61zv7L37SmsfGTxHb2F9baLCjabpU8y2djFAfOnsxPMAV5A8w/d7DjJAraGYVvqc4xj7ve/kltbpfuRUyujHMKcpzd21ZcvW7ervpe3Y8X/AOCvHwcf4g/Aq10+yuJrOTUNekuLpo7eS4eUJaFQAqA8/IgwcDOK8g/4IzfsM6t4P/bX8O+JptYPl6K4zCNNuV+1LEEjJ3sAq7vMyAefkav0c+LfxL1H4UfCPxXqejSQQ39sZzDJMqOqukLsDhxjAIHWsn9i39p/xR8UviPaWOpahaTxf2Ro884hWAAzzxK0xATnk546Y+7XnvHV/wCzqkIxVkmr311025fPuep/Z1H+1acpTerTso6XWvxX392+x3v/AAUm8JS+I/2V/ipZWZnS61HSba0V4YGncAyg4CLyerHj1Nfkx+xp+yinwt8bfa77RvEeo3UdxI0Ik8PzouHPkHOSequZOOgQ96/c34p683hiw167t5BFdR28DbiwGMvt78dDXwv4d/bO8a6jqeiwXHjOzeS98eXem7Yrq1G6zRoAsBA6kAtx975ua4+G8diIYWdOlFNd27fZ9H0R08X5dQnjadarNp22UU9pPduS6vzPqOLQRcfAbSIntyqi8tSY2jZCu0r/AA9uR0PtX5F/t0/sP+Ifix+3V4h8SW+geO57V9ekmEkOimW12oqlSGByysyheB7/AF/ZC01abVvgZpGoXkwmlup7WV5c5DkgfNkf0/OvlL9rX9qjxB8N/wBrzwBpMHjW20bRrrWZ7e9sZNUjgN3GPKVUCE5baW6e/vU5Di61OvNU0m3zb3tpZ9PNHRxRgaNXDU3OTSXL8KTdnp16K935XNf/AIJe/D/UfA1v9guPDesaJa2kTGFr6yeEMJHEhBJ4yrMy49s167/wUg+GWo/E79mH4reH9G06+1LU9d0ZLSC2sY8zykuPlXPHr1968k/4JzftQ6h8XvF9vaaz42ttYa/lvntbaXVEneVY3gwFH8W0F/zr6s+PXiL/AIR3wd4pvkuRZTWlgjefu2+Xk4ByOR19DXBmVSvDNVOaXNdPra/Mv17Hfk1GhUyN06bfLZrVJO3K/ls/80fzx6h/wRy+Idt4i8R2q/Dr4mtaa1eEmR9Pi3BG3M5UAYBVztAOeK/Vj/gjV+yZqf7Ln7O76NrGi67o2oatq8mpy22qqm8ExRxnbtAGwiNOuTnd0r5v+J/7Y/iWwuP2g7aT4rJBPp/imS209f7XuFbRY/OmHkjah2EcDCZHy9a++v2E/EGoeM9A1Sa/1NtVktb63hV2d5PLB02zYrlgCMszNwDndnOSRXv53XrPB+9GKXlfyfXzl+B85w7hqSzD4ptr+a1u3TygvvR5N/wVG/Ze1z9pP9nfSdE8PaBrGvXVp4lj1Ca30+SOJ0jQOGc7wQRzjHc18kfC/wD4J/8AxU+H4guY/hz4tkvorKSF4nS3SGQ+bI0cZxgEAEbjgZzxyvP6XfH3xC/h3wLbfZr3+z3l1jyS4YpuwrEjKg+meeODk18hav8AtkR/D74JaDbab45t7jWb7V3s7i81G6nkM0pMZIVhCT93IAwAc9RU5NjcasP7Gik1fqpPe+9tCeJMqy2WM+s4qclJR6OK2a2v1Z7R/wAE9P2cb/8AZ3/Z/wBE8OahpOoaRerNdX89teTpNJHJPKZHyRgY3E4HoBXP/wDBRj9lbW/2lvhdoWlaFoGo69daZ4ih1GSO1vktGijWKZS5LcMfmAAx1Oe1et/sWLe6t8OHnv8AUG1OZtX1ICZvMyo+0SbVHmqrYUEDpj045qf9ou+fTvB2nzxX5sSdchLMC/7wIsuU+QHHXuMccmvJWKrU8w5425k+ztfXpv8Ajc+glg6NfKlSndRce6vsutrfgfl9N/wQt8b+OItOstb+Hus31lbavPcSm68WfegMe2LkuSGyQDjAx71+rX/BOT9mJv2Z/gU2hzaK2hXd3cG5urY6ib7D7VXIck8YUYFflz8VPiaNf/Yw0m2X4oanZXq+MBI989pf+bMBaMBHtVRJtPPO0D5fWv1n/Yku3uvAFzvvZr8iSICV1df+XeL+/wAn1/Guziupifq371re2kZLbbd+fbQ83gmnhfrKdHm+G/vTjK3Mtdl5au+tzT8beDI9T8UyK8aybww2OFKnnPcEV5j+0B+yEfif4ca2H9mwWToiLAc/wurZOCB1Xt3r37xPZsNeDLCzh4myR2PFebftCaXd/wBkW7xC4AEkIHlxM+P3y8HGO3X0GTXzOBxVVThySt+J9pmGCoypz9rHmR+afxX/AOCKd1LrBmTx18PtEEe1fKOiQO/Hl9WebPIUf99j0FcEP+CLsEuj6ZBqHxW8B2q29tfo95Jp9lIJVmk3u4R5dmIzwRzk8tzivof9qD9jTxR4u8TX+vw2fjKWOSVJFWDRQ0ePKswDuadT/wAsz/D1Df3eflzw58CvGHxS0fSvDR0fxjPc2Wma3aGGLR4xMGmZWQMpmC7mz8vPzYySOlfo2GxFWtR9pLErz91aaX790j8kxGHp4fFKlDBtWfutybvrbt2v+B6RoP8AwRu8LaP4otL+f42eC5JILy2c2a6LpIzKqgxw7txbdIqk5+9g8GvW/wBsb9g6y+MXjLwvFd/EXSdBa1tRJHZO0Msmpzjepc+aS+AjKuE4+UdDknltM/4Jda7D4qvtUufDXxEu5ZNZ0fUEQWtpDGzQWUke4Hzi21GYb8jOcAcEkZP7VPhnxdc+PfCOu6l4P8W+H28NyTwrHLJbzuqGQyCQjcD5eSQoBLDnPWuahVlUrxdPEJtJ9I7tX/F6HXjacKWFnGthGldK15apOz1tbRa7nJ/DP/gjj8OtIXR4ZP2h7TzF1p7qzjSHSx9umJhJgP7sn5Sqj5Tk+ZzngV6h4c/4JO/DjwP4m0d/+GiL2a5jvy1pBImkJ9um3LmE7IM4yVB2/Nh+uenkXwX/AGJNb+K/iDwXc2Hhv4kT2fh7xFLepcXC6fC21zbHfJH5jbYzsOArMf3bZPIFfSfhT/gltf6Xqvga/XSfiEs2ga3NfnzZ9NhEW+SLcXUBsxkKfuEPjd0ODWOKqQpStPFfK0fPu9Nl9514ONevFcmCTXXWVunZa7u39Wi+Jf8AwT68BeNdP0Sx/wCFvx2j2GqRahbSwz2oe4kB8ryCuwqY2LAdN+cANXCz/wDBJH4Z6IPEn9qftCa9ptvq94Jb1I7nTkW3lxIDEoa3PygFsbst8g5zk0n7WH7LHir4XeJ/DVzp2ieMblItRivZ9t9ZqloEuopRuG3cy/KWAU5645xW3N+xXqn7Qula9eJpfxEvn1HVI7oxR3Gn2SqgSTLwli/y5fHz4Y5B9aIt+zjUlirRfX3e5M5ThUlSpYJOS2V5dr/5L/hjT8b/APBKX4b6hb3d3e/H/wATabDJcL55jn00R28gXiNWe2PHfnJ4rz7xh/wSK+GnjjVtZtrf4+6vNdnWWury1jurIizmLu/kIPJyq5JyCc8e1fWHx4/YSu/Hfwe1vRI9J8S3H2q8W/jitNQs0mMozwjOu0A5OSemcCvkz4wfs0+OfgF8RPHOuWPhvxVbvqmsG9t5ZNVsSl6P3h3qAgMf3wQrbucDPBNc+X4l4hWjife7e75f5v7jrzSjPCy97Bpw0u/fb6+Vui69TtPhr+xx4X/Z18b+ILyD9oVfDV7fFWvIDLZgWRcKqqqyRnGccFstzw1ej6T8AdA8ONIR+0Fe3F1qOoyRv9r1GE+dIAD9iTgERoFJwDuzyTxXypY/seeKv2tvHXiy9l8K+MroasbaWOWHVLKJJvKaP7qvGzKMDPzZr6L8df8ABOfxH4q1fS7u58K+NZZ9L8TG+ikj1Sw2xx+RIu8grzHuc8DDktycCt8bKEJJVMQuZrX4O3+Zx5dGc4P2WEfInpZ1Nru22l7JXt31ON+Kn7AfhL4sfFOXxfcfGbSLi5bRIoZmZ7Z90Cz7jdM5ycl12Zztx/tc16x8NP2b9J07WV/sn4neEkSOzns5LO2S3G/c0au7MH3bgSiN0BJXIzivkf4kfs1eL/h7q82if8I14ttvtXgz+xRGbq0kcyfb5ZvKBHG/awO4/Lg46171+z//AME69e13V4NavdI8baK09rcESzvZzR5+02Eyj5SG+c25wccANnnbV4pqFFOeJ93ppEjBRnUxD5MH72l7Slfvr9/U774cfsG3Pg+fxheWfirwrqsPiC1CPBHDEiyRpIJNrsGy3RgCfultw6V+Unxd+FP/AAqjxINLuLrQ9TdYyRJpl+t3EAcgruUkA+3Wv1x+BHwu1vw/r2r21zaa1bR6Tp8pcXFqgVPlBAYrJx0PY9/SvyO8ReGn061tbl4pV+0GSV8D5dgfap9sk4z7iva4TqzlXqqVRSXu9PJ/oj43xEoUo4bDOnScX7/V6axv+L8jjU00BwRuUcAfKDx7cV6v+zd8W4vgn4ij1eHzDew48gkAhG9cVy0+mJLY3MkXmNFHceVA+eMc/r939az30n/iY+XFHPI8qRiAY5aRsD8txOK+0qRp1IOnPZn5dh8TXpVo1abtKL0669D9PfgN/wAFANS+LOoXlhd6lI8Vt4f1C8OZOT5VsWxjP+z+ea+cPjh/wUp13xh8PW0SS9e9tJN6ywu5CqhXgj0K4GDXl37G+tf2T8Vr6N5Hjjl8LavEpJxl3sXyB6814FrFzK9xdKNzxszJER/Hg4/DqK+bwuQYOGJk+XRcrXrqfd43i7NcRgaaU7OTkn5r3P8ANnPeONVt7qW5mMZlSMFATIQSrckcH681iad8R7PR47OWTQtIvoLBHBSeOXNwrYAWQq4JCnpjHvmpdX0i9WXVreWJkmttwljbgoy8MOfQ1lW3gi/OnWWbWT/ibEi23LgTAMqnHtuyPqK9es+Z6GOAoRpU+WT2t1PpT9pP/gsP8Fvhh8QvD3hj4XN4x8d+AXkguNX12XVLq1v4ESFbYwx2zxRguI1LD94VYsrEjkV8q+Nf+CkMNn8b7y+8H+Hby00lDCukrqetXM9xF5S4jZugLFcAqcLkZDYr46h146CkN1FbPb3ayCSHc3cNkMPxA/KofEV/Nr1xLqF5efaby/dri4UcsZM5JI4Ar8fhnmJpL3Ja/p8+/wDWmh/Qk+F8FWdqkNNevW+m3Rev46n7x/sQ/tPfscftdeDH/wCEi1L4v+GvE/h7SJrjU7W6nkNsFYFrryJIGYSYbkZCsFZQAcE16d8Vf2//ANk7/gmt8Q4bm08QfELWtc1PR2eKytk+3N5bwHyAyO6lWYHAJwMj5tua/BT9lfwr8SPGOr6ja+ANC1HXLhohFIkK7lg39WYbgNpEZDE5AUHPFfZum/sLt4j+F9l8S/i14v8AFfhmaLypby91e7tUg0bTmSaDzIFidprkz3KlI40iG1Ub5ycCuzD4ipiqPM5TvLe79y1/v/H1PLxmBoYTEKMYQ5Y7W/iXtp5Lfqttr6H2F+xv/wAFnrL9rj/gp/4Vtf8AiY+D9K1K5GjWOn6wnNwjQsqO7K22OVizgKQVBK/Pzx7f/wAFcvi9qngfQPBtrYam1kb7W7z5UjLM5+zXkY5yOBuPbr9Rj8fPFnwU8VfsP+JPB3i/U9Y8H+OdW8RRreaNoKWVzqNzfW006CB5yyJt3hMoEkaReAQpYV+tf/BPP9oa+/4KC6f/AGx8VfBnw+8HeF/BrRWdjdXayahLPetIRLC0BbzbcgBhhxxk8tjNdtCqqdaFarH4Fsuq1ts31f69r+ZjsJ7XC1KOGm17V7vZS92/xKOltfLVdNPuq78V3Gqfsc+D9YuZIxNH4N1K4mby/lDJprE/ITyBtIIzyfzr8Sv+CfFw/iL9t74fw21y0M914k27/IXG7zN+cZPXGM1+7Xxs8Jab4+/ZNvE0HVtOTSY/DWq2yXsFuyW0SvavGzKnXA+Y474r8CvEPxr0b9gf9pfwfq2mwXXjFtPe31+2ntLY2scqM4kTbuy3zbSpymRnoa24XrU/q2J1s3dWs/71l+Jw8Y4as8ZhEo86Vm2muihd7+W6P0l/4Kz+JH8Bfsx/ES4WeWzVrxbfCRK29ZIJMr8544z/ACr89v8Agnf/AMFM/Av7J3x4huvGF54lk8Pz21rFPLY6Wtyls0dsI0LYIbagyCFyeOBgV9Z+KP229S/4KP8AwC+Ji33gHVfhZo8ULast7cWkOtC5hFtJ+6YuI0iz08zrkgAZOK/O39jv9k+C41zS/EXiXwK3xM0K+uJbJ9DsNUksZNNunJ8tZ22iMhgSV8qRjkHr0PVhYVlg3hnDV7/NbfMxxTwjzBY11dF8NvW/nfbp6dr/AHp+3l/wVN+GHxV/Yiv9S8I+LpftXi/V9QisrBkSK9aBYERvNRt3lZzwe+76iuf/AOCKXx70/wCHnxBuPF3ijxFLZ+F4tOs1uJHxOyi3jYhDsUk7Rk4UZO0AV8gftN/sIeOPgF8BdVvtYtX8L+H28UXBt/Co0S41pbBioKub5AyqPLK/u2ZX4BYAkV33/BPb9sL4n+MPDUHwt+Blp4di1TTtJvZBZX2jhdX1u7e4RittMEKRRCM4HnspA8wEnKGpTpwwk8LpaS7r5vq7L0/IupQnVxlPHRk7wl2fyT2Sb9bX8mfef/BTz/gvj4A8P+CfiFpPw913SpdVufCel6r4d1aWXzotSne8ZXtRb4EkcypliJQNvlnK4ZSfxy+Df/BSDVvC3i3TdX8QXOqnVtC1ltejWzkCJdSuV3kKQVU8Dvzn2xX2N+1x+z58YfFXxD8S+DfFXwf+GMWp6GmhwWviu1037MuhmczSjeOVusE+VIwLYIiGCXwPkz9r/wCB3jD4RJ4Y+GHjrWPCyX6rb6tdtoOitLeWouZ3DQXb7FPmRbl2RkqhDj5sqBXnYSMsHD/ZH7rWzV09Fu210ta2mvnZ+1ivY46fLj4++mndNpx1vokn3ad9e+119a/tbf8ABxL4k/aX/YxtvAnw68Ha34VnuJrWzvNXn1FJXsGg2OnkzJGuZZdp3AgFdowCCcfnz8dfiL8SvjL8TF8SeOtbu9U1ElbZpzdDdC20KrbYyVU8DkdW5PNe5a1BqH7Mn7Mn/CN2OiaT4/8Ah7D4xhu7/VZdMuLJrS9tzsUzfd/dyxSMgXzGyNxwpr7k+Ev7J37HvxrvdV1G++Mv/CNy/ubndFaCK3nZow7LEJI8BYySmM44yeua6KWDpwg41FJNatRTeum6Sb38+j7HPVzSXMqtBRaleKcpKLaXZtq2l7K3bvr8jf8ABK3V/ibH+05pd9pNnL4xl8Iwi+sbC+1ddOit5ZJ4cukshROeh3ZwpJwcV+pv7f8A/wAFndD8BaB8UPAF1pL3HxIItbHT9J0u981AjKJGZ7uIMsbJyDgMRjGO9cBpX/BLj9mTxz8UHs7r4++L79bgW32ExRLFFdM4KxrFIsW2QsM4C9ccZwaqeJ/+CQ3wC0P45Wkdh8SfiTZr9nM95q0GlyMufmJ3SLCcltpyenynng06n1GrWi6nNeKuvcnfdPd+m1jjp1MbTpz9lyJS91pTp8t7Na9eu6aPx28cfHvW/FniPxLPqdjdtc+Kb1r692ajNxNvZ8YwO59R7V/Qv/wb2/tF6B8c/wBnLVbe01S7vvEOn6oH1BL0yNKwNtCiyDdwFJQqAp/gJ6mvBNV/4JA/s3XvjPS9H0jxd8RY7668ya/WHw/Lj7OYyPNcPb4WNgd2R/eBHFe6/sSy/BL/AIJ3+G/Emj+G9X8ZX9lpckk8D3miXbR6jIqkyzRlIwowgG7OAFQHiubNqixWElRpc0pOzS5Guvpt/wAOduVcmFxkK9XlpxV037RNP3V3b1St+T3sdN/wV1+IEPwl/ZG/taaW7t7iTxNMln9mnaJjIUlCYZeMcdG4OB7V+Gnxg/ad1D41Hwrfanp2sq2k3xQSMWQTMGB3BlbAPQcDAwT3Nft/+1L8Rv2cv24vgT9p8WeO9SuPDOiXyXF1Jp1nOi2cu4MzEBS3yl8My5x05INfPvwi/Y3/AGR/jL8T5PC2k/FvXfEvkxNPpIt53byy6kSQktCoL7FJ284UjnJFdOS4tYTCOnWpzTTbfuN9vLscGf4OONzCOIoVINNRUf3qV91sn1en5dj7A/4JV62V/Yq8NavryT6IzTXnmf2jO28/vW+ctKQcEYI9jxWD+39fW8/7POnXkHm3zQeJGUGyncvFI29UJ8rPA3dGypBOR0rjvinffs6eIvBtv4b1b44eJ5tOs5LVLfS8tO6TWigJhfJLbiJQGycMHHpxU8NfDL4A/Cyw1y8X4i/EW202PU4JtYhaOeBbmQxqoSUiIED98CcEHLrz0rx40ksU8ZJTTcrqPJLvtf5nsVMS/qKy+MqbUYWcvaRve27Sv2vv33sfmf8AtS/DDxDqPhjw5JoOjSatYX9+6pDZQPKYSqlG3+Wc7wc5yMj0r9vP+CVem39l+zr5mo6dfWNzPciRmuhIGuT5SAyDf2OO3HFeW/Bf9mD4P6rfKvgrxL8Q9QtILv8AtGK0tpXjig8wE5BIXIIyfmJJx3NfUfh/4iaX8N9ItLCUeIZbCKNViuprF5QBzgM6g8/UZpcUZ19corD04O976pp/d9wcFcOPLqv1mrNWtbRpr7zvr6/FrIPkdsAn8q4n47eJIdK+HpvHYrEJU3H/AGd3P4Y5qh4j+Ky3OrG2T/hKIAoJd4dL/wBWf7h3jPTPOPxr5o+Jnxns/B3hHVdL8UX3xMtPCel2qafp9xNpEMkdyxUIilkBcnnhjx3JFfMZfl0qlSLttbTW/wAtNz7XNM2p0aUrvR31urK3fXY+jPjx+0D4Q8BfAXU/El/rmmw6UloWWZ7hdrHbkDvk88gV+R37Jv8AwUz0V/2uo2sdK1zV7G6v0tkeOFYwxbIDYZs4zjr65NejeLvFn7J3jnwRpnhuL4z+Ok8P21ydTvrNbRylzIQqtHLuiLImFPIGBuzu6V5brH7H3wq+Fms61q9j8RrTQ777VPqz2kcrgQ2MjboFRmXPmbCmQu77wzjNff5JlWFw1KpRrKb577wktOn/AAem3c/LeIs8xmKq0q+HcP3dvhqReu7vfpbbro+x+y+r/tA+D/DehTX2t69pWhi0jDXcV7dxI9sdoYq3zEZwR0JB4xmvyd/4KEf8FQvAHizx9ewaTqtjqkCo0MbxXG1E+Y8k4OfUCvz2/a5+NOtrfNef8JemsWt6zG3QNI0yx+YcNIu0dc5HfA9CuflH4n+IIdVunSOaeE7fPLFeXzwT68VeD4ewuUydaUueXbZf5m2I4gx2f0lRglSg+q96X5W/M/dv/gmv/wAFg/gtofildC1fxlbWbyuirLdwtCgO3kM2Co5z37dq/Q34qf8ABQ74NfCbwBJ4j1Px94cl0/y2kiW0u0uJbrC52xohJJPT+tfx8abe/wDCG6us1peJcfKDC6fLyT1OfQiu/wD+FxajrqW8d9qcsKFRzL8ynIzyo5xnv6GuHEZLgsdW9tXbhLqk00/n0/FHsUMzzHLqCw+F5Zwto5J3XyW/pp8z7+/4KS/8HE3jX4p/GCKPwPoOmaB4ZsyBHFfRfabm/UHO6R8gICOgQcZ6mvZ/+CV3/BxTZXHxOtPD/wATNB0vw/o2oDyW1exuZGSyOOC8RDFkPT5TkZBwea/Jf4oeH9Ev/CdtLpWrw6revKFKpG4fHTjKgA5IOCckZ6V5hL4jk8E64z2skjDeSGZCpGDyD2rpxuFw1FfV6kV7Jro9vn1Zll9eviYfWaUmq6/mTV7d46WX3eR/Zjc/trfCe28FDxDJ4+8MLo7xCYT/AG1funkfLndnHbGfavzY/wCChP8AwVc+GHxK1SS08M+I11J7eYnEUTqm3GM5I5yfbvX4m+GP2lNWk0GLT5L+5fK70UMcBf8AGuc1L4yz6Hq6yIpd2IWcO20kDkg+9RluTZZgJLE87l62Vv8Ag/cYZrmWd5lCWElCMPNXbfnd6L8T92/2BP8AgrJ8GPA+sabDrHi6208CARXMtyGKrJxnkDjp05r7b+If/BYL9nb4a+GY9Wu/iXod/BPGXjTTWN5K3GQpVOVJ7bse+K/kb8PXaWt5ItvemQyZYIMoz7sHaD/fGSPTivR/g98QNA1fw/e6N4geY3Eu+S2nS42OMYBXHQMCM89axqZVgcxxCnUbg3fqradL2Z1xzHM8pwjhQtUSt9l8yT625lsv60P2Q/4KCf8ABSjT/A/xj8J67qmkS2fhLxnZLqGkahBfQ3c5jBHzSwRFjGDlfkJ3AkkjGK/Rb9kX9uv4b/E79n3QdbXxbo1pDLAMteSi2344yN+M46HHev5kfgk+lDRdJ1rxjq4vrLRL68vNKsdqzm+bbGimUkjYm6I8d+OMGuT1H4z+I4dCvdQjMkWm6hM7RiJ9oIyW+UKTtAJORjrXdjcmw2Iw0KdS8UtVbV2t1V35fmeXluc4vD4qpOjacm7S5tFzX2jZLazvv27n9RHwr+NHh/xX8RfiMyaxpn2e8s3FqWuFXzhg52ZIyMA8jjjk1+YvxU0HT7r4L+MjthTUNL1COyZQVLRRiZH2cE4XkMcV+Y/gH9vr4hfDfSZtIGoyvY3djNYGG4/ebY5lYMQWw2fmLDB616H8Lv2lrXWvDFi73lxYmxnd9REhxGA3l4zzhgdrY+orryHCYelXbp1NXy6NW+H5nlcXTx1bCJVKKslNXTv8e3Tv/l1Przwn8PoRf6Day+W633iOG1kjXupl5H4g/WvTNU+C2mzfFHW4rX7P5VosUUJhAAiYonzjGQMdQPWvgTxt+2b4h8Yabrlh4ITTLhdM1lrr7RHI32uWEnCyQgkZI+bJGe3Fehf8E6/2ltd8afElrG+e4ubu/tnJmNwP3QVQyfLjBA2gc4PPfpXuVcR7ST9nPo7aaPXv8rHyOFyaeHpKVakrc0b6+8tHa6t1vf8A4Y+lP2afg048dQ6rK+YptPvokR0wUc23PfuG/StbUf8Agn3feH/hjpvxFSzhutFs9RAuYIz5k0oQgkeWOTjGfTFex/DTwhqVl4k07TrfSnvTf28ximgGWRnjVCCnt1z7YqH4o6rH+zd4MtLDxZfXuoz6xetci1tITPHpagA7XC4xtyuTySScZArz55liJ1/3L1dtLXutb+nqelR4ewVLB2xEdI397ZRk+W2++vQ/Py+0Zpbvxrf6jFNGLi4vPs8jr8x/eZBHrwT05rqfjh+0xol18QPBep+D/Dxkt/D+iCyRdVRLVElZy3EYYt8vrxkk9Mc5n7RPx90XWJSLFMadcT4lnfESQvk5AXltx4PQDH8VfOGo61Dpnim4uoS92PvpwD046E8dBXv1IxajOejXS/c+fwKrOVSMUmm7p23t2107n//Z\";\n\n\n\n\n</script>"
    language: html
style:
    content: |-
        /* Your style goes here */

        div.container {
          position: absolute;
          margin: 0;
          padding: 0;
          top: 0;
          left: 0;
          width: 100%;
          height: 100%;
        }

        div.tetrisGame {
          display: block;
          position: relative;
          margin: 0;
          padding: 0;
          border: none;
          width: 100%;
          height: 100%;
        }

        div.tetrisGame div.tetrisConsolePane {
          position: relative;
          display: block;
          margin: 0;
          padding: 0;
          width: 100%;
        }

        div.tetrisScore {
          position: relative;
          display: block;
          margin: 0;
          padding: 0;
          width: 100%;
          font-size: 20pt;
        }

        div.tetrisPreview {
          position: relative;
          display: block;
          margin: 0;
          padding: 0;
          width: 120px;  /* 4 cols * 30px */
          height: 120px;  /* 4 rows * 30px */
          background-color: gray;
        }

        div.tetrisUsage {
          position: relative;
          display: block;
          margin: 0;
          padding: 0;
        }

        div.tetrisUsage th,
        div.tetrisUsage td {
          text-align: left;
        }

        div.tetrisUsage td {
          padding-left: 1em;
        }

        div.tetrisGamePane {
          position: relative;
          display: block;
          margin-top: 20px;
          padding: 0;
          width: 300px;  /* 10 cols * 30px */
          height: 600px;  /* 20 rows * 30px */
        }

        div.tetrisGamePane div.tetrisBoard {
          position: relative;
          display: block;
          margin: 0;
          padding: 0;
          border: none;
          width: 100%;
          height: 100%;
        }

        div.tetrisBlock {
          position: absolute;
          width: 29px;
          height: 29px;
          border: 1px solid black;
        }

        div.tetrisBlock.habitated {
          border: 1px solid black;
        }
    language: css
libraries: |
    https://unpkg.com/@microsoft/[email protected]/dist/office.js
    https://unpkg.com/@microsoft/[email protected]/dist/office.d.ts

    [email protected]/dist/css/fabric.min.css
    [email protected]/dist/css/fabric.components.min.css

    [email protected]/client/core.min.js
    @types/core-js

    @microsoft/[email protected]/dist/office.helpers.min.js
    @microsoft/[email protected]/dist/office.helpers.d.ts

    [email protected]
    @types/jquery

    https://cdn.jsdelivr.net/npm/[email protected]/lodash.min.js