20250215_mdr_v1_v

spec.json

{
  "$schema": "https://vega.github.io/schema/vega/v5.json",
  "description": "Praise Kier!",
  "autosize": "pad",
  "usermeta": {
    "version": "01.01",
    "developedBy": "Madison Giammaria",
    "gitHub": "https://github.com/Giammaria",
    "linkedIn": "https://www.linkedin.com/in/madison-giammaria-58463b33",
    "email": "[email protected]",
    "visualName": "Macrodata Refinement ",
    "visualDescription": "https://severance.wiki/macrodata_refinement"
  },
  "background": "#1a2636",
  "signals": [
    {"name": "width", "update": "windowSize()[0]*0.75 || windowSize()[0]*0.75"},
    {"name": "height", "update": "width/2.25"},
    {"name": "actualHeight", "update": "min(height*1.5, height+250)"},
    {"name": "baseNumberAnimationDuration", "init": "1500"},
    {"name": "mouseoverAnimationDuration", "init": "1500"},
    {"name": "prePercentComplete", "init": "+format(0.49+random()/2, '0.2f')"},
    {"name": "percentComplete", "update": "+data('bins')[0].totalPercent"},
    {"name": "timerStart", "init": "now()"},
    {"name": "screenSaverTimeoutDuration", "value": 30000},
    {
      "name": "cursorPosition",
      "init": "null",
      "on": [
        {
          "events": "@interactive-rect-mdr-numbers:mousemove",
          "update": "inrange(x(group()), [0, width]) && inrange(y(group()), [0, height]) ? {x: x(group()), y: y(group())} : null"
        },
        {
          "events": "@interactive-rect-mdr-numbers:touchmove",
          "update": "singleTouch && inrange(x(group()), [0, width]) && inrange(y(group()), [0, height]) ? {x: x(group()), y: y(group())} : null"
        },
        {
          "events": "@interactive-rect-mdr-numbers:mouseout, window:touchend",
          "update": "null"
        }
      ]
    },
    {
      "name": "singleTouch",
      "description": "Tracks whether exactly one finger is touching the screen. On touchstart, updates to true if one finger is touching. On touchend, updates to false.",
      "value": false,
      "on": [
        {"events": "touchstart", "update": "event.touches.length === 1"},
        {"events": "touchend", "update": "false"}
      ]
    },
    {
      "name": "pinchDistanceInitial",
      "description": "Stores the initial distance between two touch points at the start of a pinch gesture. Updates on 'touchstart' with two fingers and smooths values on 'touchmove'. Resets to null on 'touchend'.",
      "value": null,
      "on": [
        {
          "events": {
            "type": "touchstart",
            "filter": "event.touches.length === 2"
          },
          "update": "sqrt(pow(event.touches[0].clientX - event.touches[1].clientX, 2) + pow(event.touches[0].clientY - event.touches[1].clientY, 2))"
        },
        {
          "events": {
            "type": "touchmove",
            "filter": "event.touches.length === 2"
          },
          "update": "pinchDistanceInitial !== null ? pinchDistanceInitial * 0.98 + pinchDistance * 0.02 : pinchDistance"
        },
        {"events": "touchend", "update": "null"}
      ]
    },
    {
      "name": "pinchDistance",
      "description": "Tracks the current distance between two fingers. On touchmove, calculates the Euclidean distance between touch points.",
      "value": null,
      "on": [
        {
          "events": {
            "type": "touchmove",
            "consume": true,
            "filter": "event.touches.length === 2"
          },
          "update": "clamp(sqrt(pow(event.touches[0].clientX - event.touches[1].clientX, 2) + pow(event.touches[0].clientY - event.touches[1].clientY, 2)), 0, width/2)"
        }
      ]
    },
    {
      "name": "pinchDelta",
      "value": 0,
      "on": [
        {
          "events": {"signal": "pinchDistance"},
          "update": "isValid(pinchDistanceInitial) ? log(pinchDistance / pinchDistanceInitial) / log(1.1) : 0"
        }
      ]
    },
    {
      "name": "zoomTarget",
      "value": 5.5,
      "on": [
        {
          "events": "wheel",
          "update": "clamp(zoomTarget * pow(1.1, zoomDelta), 1, 22.5)"
        },
        {
          "events": {"signal": "pinchDelta"},
          "update": "clamp(zoom * pow(1.1, pinchDelta), 1, 22.5)"
        }
      ]
    },
    {
      "name": "zoomAnimation",
      "init": "{duration: 1000}",
      "on": [
        {
          "events": {"signal": "timer"},
          "update": "!isValid(zoomAnimation) || zoomAnimation.t === 1 ? zoomAnimation : {duration: zoomAnimation.duration, start: zoomAnimation.start, end: zoomAnimation.end, t: clamp(((now()-zoomAnimation.start)/(zoomAnimation.end - zoomAnimation.start)) < 0.5 ? 4 * pow(((now()-zoomAnimation.start)/(zoomAnimation.end - zoomAnimation.start)),3) : 1 - pow(-2 * ((now()-zoomAnimation.start)/(zoomAnimation.end - zoomAnimation.start)) + 2, 3) / 2, 0, 1)}"
        },
        {
          "events": {"signal": "zoomTarget"},
          "update": "{duration: zoomAnimation.duration, start: now(), end: now()+zoomAnimation.duration, t: 0}"
        }
      ]
    },
    {
      "name": "zoom",
      "value": 5.5,
      "on": [
        {
          "events": {"signal": "timer"},
          "update": "lerp([prevZoom, zoomTarget], isValid(zoomAnimation) ? zoomAnimation.t : 1)"
        }
      ]
    },
    {
      "name": "prevZoom",
      "init": "zoom",
      "on": [{"events": {"signal": "zoom"}, "update": "zoom"}]
    },
    {
      "name": "timer",
      "init": "now()",
      "on": [{"events": {"type": "timer", "throttle": 15}, "update": "now()"}]
    },
    {
      "name": "zoomDirection",
      "value": 0,
      "on": [{"events": "wheel!", "update": "event.deltaY > 0 ? 1 : -1"}]
    },
    {
      "name": "zoomDelta",
      "value": 0,
      "on": [
        {
          "events": "wheel!",
          "update": "0.15*zoomDirection !== prevZoomDirection ? (event.deltaY < 0 ? 1 : -1) : zoomDelta + (event.deltaY < 0 ? 1 : -1) * pow(zoom, -0.5)"
        }
      ]
    },
    {
      "name": "prevZoomDelta",
      "description": "Stores the previous zoom delta value to track direction changes in zooming. Resets when zoom direction changes.",
      "value": 0,
      "on": [{"events": {"signal": "zoom"}, "update": "zoomDelta"}]
    },
    {
      "name": "prevZoomDirection",
      "value": 0,
      "on": [{"events": "wheel!", "update": "zoomDirection"}]
    },
    {
      "name": "centerRow",
      "on": [
        {
          "events": {"signal": "zoomTarget"},
          "update": "round(invert('scaleYFullGrid', height/2))"
        }
      ]
    },
    {
      "name": "centerColumn",
      "on": [
        {
          "events": {"signal": "zoomTarget"},
          "update": "round(invert('scaleXFullGrid', width/2))"
        }
      ]
    },
    {
      "name": "panXTarget",
      "init": "panX",
      "on": [
        {
          "events": "[@interactive-rect-mdr-numbers:mousedown, window:mouseup] > @interactive-rect-mdr-numbers:mousemove",
          "update": "clamp(panStart.x + (x(group()) - dragStart.x), 0, width*zoom)"
        }
      ]
    },
    {
      "name": "panYTarget",
      "init": "panY",
      "on": [
        {
          "events": "[@interactive-rect-mdr-numbers:mousedown, window:mouseup] > @interactive-rect-mdr-numbers:mousemove",
          "update": "clamp(panStart.y + (y(group()) - dragStart.y), 0, height*zoom)"
        }
      ]
    },
    {
      "name": "prevPanX",
      "init": "panX",
      "on": [{"events": "window:mouseup, window:touchend", "update": "panX"}]
    },
    {
      "name": "prevPanY",
      "init": "panY",
      "on": [{"events": "window:mouseup, window:touchend", "update": "panY"}]
    },
    {
      "name": "panDistance",
      "update": "sqrt(pow(panXTarget - prevPanX, 2) + pow(panYTarget - prevPanY, 2))"
    },
    {
      "name": "panAnimation",
      "init": "{duration: 750, t: 1}",
      "on": [
        {
          "events": "window:mouseup",
          "update": "{duration: panAnimation.duration, start: now(), end: now()+panAnimation.duration, t: 0}"
        },
        {
          "events": "touchend",
          "update": "{duration: panAnimation.duration, start: now(), end: now()+panAnimation.duration, t: 0}"
        },
        {
          "events": {"signal": "timer"},
          "update": "panAnimation.t === 1 ? panAnimation : {duration: panAnimation.duration, start: panAnimation.start, end: panAnimation.end, t: clamp((now()-panAnimation.start)/(panAnimation.end - panAnimation.start) < 0.5 ? 4*pow((now()-panAnimation.start)/(panAnimation.end - panAnimation.start),3) : 1 - pow(-2*(now()-panAnimation.start)/(panAnimation.end - panAnimation.start)+2, 3)/2, 0, 1)}"
        }
      ]
    },
    {
      "name": "panX",
      "init": "width/2",
      "on": [
        {
          "events": {"signal": "zoomAnimation.t"},
          "update": "lerp([panX, width/2 + width * zoomTarget - (centerColumn - 0.5) * (2 * width * zoomTarget / nX)], zoomAnimation.t)"
        },
        {
          "events": {"signal": "panAnimation.t"},
          "update": "lerp([prevPanX, panXTarget], panAnimation.t)"
        }
      ]
    },
    {
      "name": "panY",
      "init": "width/2",
      "on": [
        {
          "events": {"signal": "zoomAnimation.t"},
          "update": "lerp([panY, height/2 + height * zoomTarget - (centerRow - 0.5) * (2 * height * zoomTarget / nY)], zoomAnimation.t)"
        },
        {
          "events": {"signal": "panAnimation.t"},
          "update": "lerp([prevPanY, panYTarget], panAnimation.t)"
        }
      ]
    },
    {
      "name": "dragStart",
      "init": "{x: width/2, y: height/2}",
      "on": [
        {"events": "mousedown", "update": "{x: x(group()), y: y(group())}"}
      ]
    },
    {
      "name": "panStart",
      "init": "{x: width/2, y: height/2}",
      "on": [{"events": "mousedown", "update": "{x: panX, y: panY}"}]
    },
    {"name": "nX", "update": "200"},
    {"name": "nY", "update": "(height/width)*nX"},
    {
      "name": "hexValues",
      "on": [
        {
          "events": {"signal": "cursorPosition"},
          "update": "isValid(cursorPosition) ? {x: '0x' + upper(pad(format(scale('xHexScale', invert('scaleXFullGrid', cursorPosition.x)), 'x')), 6, '0', 'left'), y: '0x' + upper(pad(format(scale('yHexScale', invert('scaleYFullGrid', cursorPosition.y)), 'x')), 6, '0', 'left')} : null"
        }
      ]
    }
  ],
  "scales": [
    {
      "name": "scaleXFullGrid",
      "type": "band",
      "domain": {"signal": "sequence(1,nX+1,1)"},
      "range": [
        {"signal": "panX - (width * zoom)"},
        {"signal": "panX + (width * zoom)"}
      ],
      "padding": 0
    },
    {
      "name": "scaleYFullGrid",
      "type": "band",
      "domain": {"signal": "sequence(1,nY+1,1)"},
      "range": [
        {"signal": "panY - (height * zoom)"},
        {"signal": "panY + (height * zoom)"}
      ],
      "padding": 0
    },
    {
      "name": "scaleScreenEffect",
      "type": "linear",
      "domain": {"data": "screenEffect", "fields": ["index"]},
      "range": {"signal": "[0, width]"},
      "padding": 0.005
    },
    {
      "name": "scaleMovementZoomFactor",
      "type": "log",
      "domain": [1, 22.5],
      "clamp": true,
      "range": {"signal": "[0.1, 0.5]"}
    },
    {
      "name": "scaleBins",
      "type": "band",
      "domain": [1, 2, 3, 4, 5],
      "range": {"signal": "[0, width]"},
      "paddingOuter": 0.25,
      "paddingInner": 0.15
    },
    {
      "name": "xHexScale",
      "type": "ordinal",
      "domain": {"signal": "sequence(1,nX+1,1)"},
      "range": {"signal": "sequence(1, 16777215+1, 16777215/nX)"}
    },
    {
      "name": "yHexScale",
      "type": "ordinal",
      "domain": {"signal": "sequence(1,nY+1,1)"},
      "range": {"signal": "sequence(1, 16777215+1, 16777215/nY)"}
    }
  ],
  "marks": [
    {
      "name": "lumonLogo-img-dummy",
      "from": {"data": "lumonLogo"},
      "type": "image",
      "encode": {
        "update": {
          "x": {
            "signal": "scale('scaleBins', 5)+bandwidth('scaleBins')-(1.43*(actualHeight-height)/2)"
          },
          "y": {"signal": "-(actualHeight-height)*0.5"},
          "height": {"signal": "(actualHeight-height)/2"},
          "url": {"field": "uri"},
          "opacity": {"value": 0}
        }
      }
    },
    {
      "name": "interactive-group",
      "type": "group",
      "encode": {
        "update": {
          "y": {"signal": "-(actualHeight-height)/2"},
          "width": {"signal": "timer/timer*timerStart+3000 > now() ? 0 : width"},
          "height": {"signal": "actualHeight"},
          "clip": {"value": true}
        }
      },
      "marks": [
        {
          "name": "group-header",
          "type": "group",
          "encode": {
            "update": {
              "y": {"signal": "0"},
              "width": {"signal": "width"},
              "height": {"signal": "(actualHeight-height)*0.5"},
              "fill": {"value": "transparent"},
              "clip": {"value": true}
            }
          },
          "marks": [
            {
              "name": "title-border-rect",
              "type": "rect",
              "from": {"data": "lumonLogo-img-dummy"},
              "encode": {
                "update": {
                  "x": {"signal": "scale('scaleBins', 1)"},
                  "y": {"signal": "((actualHeight-height)/2)/3.675"},
                  "x2": {
                    "signal": "datum.bounds.x1+(1.43*(actualHeight-height)/3)"
                  },
                  "height": {"signal": "((actualHeight-height)/4.5)"},
                  "fill": {"value": "transparent"},
                  "stroke": {"value": "#DFF7FE"},
                  "strokeWidth": {"signal": "2"}
                }
              }
            },
            {
              "name": "title-text",
              "type": "text",
              "from": {"data": "title-border-rect"},
              "encode": {
                "update": {
                  "text": {"value": "Cold Harbor"},
                  "x": {"signal": "datum.bounds.x1+10"},
                  "y": {
                    "signal": "datum.bounds.y1+2+(datum.bounds.y2-datum.bounds.y1)/2"
                  },
                  "baseline": {"value": "middle"},
                  "align": {"value": "left"},
                  "fontSize": {
                    "signal": "(datum.bounds.y2-datum.bounds.y1)/1.5"
                  },
                  "fontWeight": {"value": "700"},
                  "font": {"value": "Segoe UI"},
                  "fill": {"value": "#DFF7FE"}
                }
              }
            },
            {
              "name": "percent-complete-background",
              "type": "text",
              "from": {"data": "title-text"},
              "encode": {
                "update": {
                  "text": {
                    "signal": "format(percentComplete, '.0%') + ' Complete'"
                  },
                  "x": {"signal": "data('lumonLogo-img-dummy')[0].x -10"},
                  "y": {
                    "signal": "datum.bounds.y1-2+(datum.bounds.y2-datum.bounds.y1)/2"
                  },
                  "baseline": {"value": "middle"},
                  "align": {"value": "right"},
                  "fontSize": {"field": "fontSize"},
                  "fontWeight": {"value": "800"},
                  "font": {"value": "Segoe UI"},
                  "fill": {"value": "transparent"},
                  "stroke": {"value": "#DFF7FE"},
                  "strokeWidth": {"signal": "0.009*height"}
                }
              }
            },
            {
              "name": "percent-complete",
              "type": "text",
              "from": {"data": "title-text"},
              "encode": {
                "update": {
                  "text": {
                    "signal": "format(percentComplete, '.0%') + ' Complete'"
                  },
                  "x": {"signal": "data('lumonLogo-img-dummy')[0].x -10"},
                  "y": {
                    "signal": "datum.bounds.y1-2+(datum.bounds.y2-datum.bounds.y1)/2"
                  },
                  "baseline": {"value": "middle"},
                  "align": {"value": "right"},
                  "fontSize": {"field": "fontSize"},
                  "fontWeight": {"value": "800"},
                  "font": {"value": "Segoe UI"},
                  "fill": {"signal": "background"}
                }
              }
            },
            {
              "name": "lumonLogo-img",
              "from": {"data": "lumonLogo-img-dummy"},
              "type": "image",
              "encode": {
                "update": {
                  "x": {"field": "x"},
                  "height": {"field": "height"},
                  "url": {"field": "url"},
                  "opacity": {"value": 0}
                }
              }
            },
            {
              "name": "header-divider-border",
              "type": "rect",
              "encode": {
                "update": {
                  "x": {"value": -10},
                  "y": {
                    "signal": "((actualHeight-height)*0.5) - ((actualHeight-height)*0.03)"
                  },
                  "width": {"signal": "1.5*width"},
                  "height": {"signal": "(actualHeight-height)*0.02"},
                  "fill": {"value": "transparent"},
                  "stroke": {"value": "#c0effe"},
                  "strokeWidth": {"signal": "(actualHeight-height)*0.01"}
                }
              }
            }
          ]
        },
        {
          "name": "group-footer",
          "type": "group",
          "encode": {
            "update": {
              "y": {"signal": "(actualHeight-height)*0.5+height"},
              "width": {"signal": "width"},
              "height": {"signal": "(actualHeight-height)*0.5"},
              "fill": {"value": "transparent"},
              "clip": {"value": true}
            }
          },
          "marks": [
            {
              "name": "footer-divider-border",
              "type": "rect",
              "encode": {
                "update": {
                  "x": {"value": -10},
                  "y": {"signal": "(actualHeight-height)*0.01"},
                  "width": {"signal": "1.5*width"},
                  "height": {"signal": "(actualHeight-height)*0.02"},
                  "fill": {"value": "transparent"},
                  "stroke": {"value": "#c0effe"},
                  "strokeWidth": {"signal": "(actualHeight-height)*0.01"}
                }
              }
            },
            {
              "name": "top-bin-rect",
              "type": "rect",
              "from": {"data": "bins"},
              "encode": {
                "update": {
                  "x": {"signal": "scale('scaleBins', datum.index)"},
                  "y": {
                    "signal": "data('footer-divider-border')[0].bounds.y2+12.5"
                  },
                  "width": {"signal": "bandwidth('scaleBins')"},
                  "height": {"signal": "((actualHeight-height)*0.5)*0.2"},
                  "fill": {"value": "transparent"},
                  "stroke": {"value": "#c0effe"},
                  "strokeWidth": {"signal": "(actualHeight-height)*0.01"}
                }
              }
            },
            {
              "name": "top-bin-label",
              "type": "text",
              "from": {"data": "top-bin-rect"},
              "encode": {
                "update": {
                  "text": {"signal": "'0'+datum.datum.index"},
                  "x": {
                    "signal": "datum.bounds.x1+(datum.bounds.x2-datum.bounds.x1)/2"
                  },
                  "y": {
                    "signal": "datum.bounds.y1+(datum.bounds.y2-datum.bounds.y1)/2"
                  },
                  "baseline": {"value": "middle"},
                  "align": {"value": "center"},
                  "fontSize": {
                    "signal": "(datum.bounds.y2-datum.bounds.y1)/1.5"
                  },
                  "fontWeight": {"value": "700"},
                  "font": {"value": "Segoe UI"},
                  "fill": {"value": "#DFF7FE"}
                }
              }
            },
            {
              "name": "bottom-bin-rect",
              "type": "rect",
              "from": {"data": "top-bin-rect"},
              "encode": {
                "update": {
                  "x": {"signal": "datum.bounds.x1+(actualHeight-height)*0.01"},
                  "y": {"signal": "datum.bounds.y2+2.5"},
                  "x2": {
                    "signal": "datum.bounds.x2-((actualHeight-height)*0.01)"
                  },
                  "height": {"signal": "datum.height"},
                  "fill": {"value": "transparent"},
                  "stroke": {"value": "#c0effe"},
                  "strokeWidth": {"signal": "(actualHeight-height)*0.01"}
                }
              }
            },
            {
              "name": "bottom-bin-percent-rect",
              "type": "rect",
              "from": {"data": "bottom-bin-rect"},
              "encode": {
                "update": {
                  "x": {"signal": "datum.bounds.x1+(actualHeight-height)*0.01"},
                  "y": {
                    "signal": "datum.bounds.y1+((actualHeight-height)*0.01)"
                  },
                  "width": {
                    "signal": "(datum.bounds.x2-datum.bounds.x1)*datum.datum.datum.percent-((actualHeight-height)*0.01)*2"
                  },
                  "height": {"signal": "datum.height"},
                  "fill": {"value": "#DFF7FE"}
                }
              }
            },
            {
              "name": "bottom-bin-label-background",
              "type": "text",
              "from": {"data": "bottom-bin-rect"},
              "encode": {
                "update": {
                  "text": {
                    "signal": "format(datum.datum.datum.percent, '.0%')"
                  },
                  "x": {
                    "signal": "datum.bounds.x1+(datum.bounds.x2-datum.bounds.x1)/2"
                  },
                  "y": {
                    "signal": "datum.bounds.y1+(datum.bounds.y2-datum.bounds.y1)/2"
                  },
                  "baseline": {"value": "middle"},
                  "align": {"value": "center"},
                  "fontSize": {
                    "signal": "(datum.bounds.y2-datum.bounds.y1)/1.5"
                  },
                  "fontWeight": {"value": "600"},
                  "font": {"value": "Segoe UI"},
                  "fill": {"value": "#c0effe"},
                  "stroke": {"signal": "background"},
                  "strokeWidth": {"value": 4},
                  "strokeCap": {"value": "butt"}
                }
              }
            },
            {
              "name": "bottom-bin-label",
              "type": "text",
              "from": {"data": "bottom-bin-rect"},
              "encode": {
                "update": {
                  "text": {
                    "signal": "format(datum.datum.datum.percent, '.0%')"
                  },
                  "x": {
                    "signal": "datum.bounds.x1+(datum.bounds.x2-datum.bounds.x1)/2"
                  },
                  "y": {
                    "signal": "datum.bounds.y1+(datum.bounds.y2-datum.bounds.y1)/2"
                  },
                  "baseline": {"value": "middle"},
                  "align": {"value": "center"},
                  "fontSize": {
                    "signal": "(datum.bounds.y2-datum.bounds.y1)/1.5"
                  },
                  "fontWeight": {"value": "600"},
                  "font": {"value": "Segoe UI"},
                  "fill": {"value": "#DFF7FE"}
                }
              }
            },
            {
              "name": "footer-divider-border2",
              "type": "rect",
              "from": {"data": "bottom-bin-rect"},
              "encode": {
                "update": {
                  "x": {"value": -10},
                  "y": {"signal": "datum.bounds.y2+10"},
                  "width": {"signal": "1.5*width"},
                  "height": {"signal": "(actualHeight-height)*0.005"},
                  "fill": {"value": "transparent"},
                  "stroke": {"value": "#c0effe"},
                  "strokeWidth": {"signal": "(actualHeight-height)*0.0005"}
                }
              }
            },
            {
              "name": "footer-bottom-position-hex-text",
              "type": "text",
              "from": {"data": "footer-divider-border2"},
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                "update": {
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                    "signal": "!isValid(hexValues) || indexof(hexValues.x, 'NAN')>=0 || indexof(hexValues.y, 'NAN')>=0 ? null : hexValues.x + ' ‎ ‎ ‎ : ‎ ‎ ‎ '+hexValues.y"
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                  "y": {"signal": "datum.bounds.y2+10"},
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                  "align": {"value": "center"},
                  "fontSize": {
                    "signal": "(((actualHeight-height)*0.5)-(datum.bounds.y2+10))*0.7"
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                  "fontWeight": {"value": "500"},
                  "font": {"value": "Segoe UI"},
                  "fill": {"value": "#DFF7FE"}
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        {
          "name": "group-mdr-numbers",
          "type": "group",
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            "update": {
              "y": {"signal": "(actualHeight-height)/2"},
              "width": {"signal": "width"},
              "height": {"signal": "height"},
              "fill": {"value": "transparent"},
              "clip": {"value": true}
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                  "baseline": {"value": "middle"},
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                  "fontSize": {
                    "signal": "min(bandwidth('scaleXFullGrid'), bandwidth('scaleYFullGrid'))*1.25*(datum.fontSizeMultiplier)"
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                  "fontWeight": {"value": "500"},
                  "font": {"value": "Segoe UI"},
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              "type": "text",
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                    "offset": {
                      "signal": "+(datum.bounds.x2-datum.bounds.x1)*0.45"
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                  "baseline": {"value": "middle"},
                  "align": {"value": "center"},
                  "fontSize": {"signal": "datum.fontSize"},
                  "fontWeight": {"value": "500"},
                  "font": {"value": "Segoe UI"},
                  "fill": {"value": "#47515E"},
                  "opacity": {"signal": "0.25"}
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              "type": "text",
              "from": {"data": "numbers"},
              "interactive": false,
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                  "text": {
                    "signal": "scale('scaleYFullGrid', datum.row)/2 > height ? null : datum.number"
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                  "x": {"field": "x"},
                  "y": {"field": "y"},
                  "baseline": {"value": "middle"},
                  "align": {"value": "center"},
                  "fontSize": {
                    "signal": "min(bandwidth('scaleXFullGrid'), bandwidth('scaleYFullGrid'))*1.25*(datum.fontSizeMultiplier)"
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                  "fontWeight": {"value": "500"},
                  "font": {"value": "Segoe UI"},
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                    "signal": "datum.isHovered || datum.isAdjacent ? rgb(lerp([200, 192], datum.mouseTransitionT),lerp([239, 222], datum.mouseTransitionT),lerp([254, 228], datum.mouseTransitionT)) : rgb(192,239,254)"
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            {
              "name": "interactive-rect-mdr-numbers",
              "type": "rect",
              "interactive": true,
              "encode": {
                "update": {
                  "width": {"signal": "width"},
                  "height": {"signal": "height"},
                  "fill": {"value": "transparent"},
                  "stroke": {"value": "transparent"}
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    {
      "name": "load-and-screensaver-group",
      "type": "group",
      "signals": [
        {
          "name": "loadAnimation",
          "init": "{delay: 2500, duration: 5000, t: 0}",
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            {
              "events": {"signal": "timer"},
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        {
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            {
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          "name": "loadAnimationTEased",
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          "name": "fadeInT",
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              "events": {"signal": "timer"},
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          "type": "group",
          "interactive": false,
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            "update": {
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              "width": {"signal": "width"},
              "height": {"signal": "actualHeight"},
              "fill": {"signal": "background"},
              "fillOpacity": {"signal": "fadeInT"}
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          },
          "marks": [
            {
              "name": "lumonLogoAnimated-img",
              "from": {"data": "lumonLogo"},
              "type": "image",
              "interactive": false,
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                "update": {
                  "x": {
                    "signal": "lerp([width/2, data('lumonLogo-img-dummy')[0].x+(1.43*(actualHeight-height)/3.5)], loadAnimationTEased)"
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                  "y": {
                    "signal": "lerp([actualHeight/2, data('lumonLogo-img-dummy')[0].y+(actualHeight-height)*0.75], loadAnimationTEased)"
                  },
                  "height": {
                    "signal": "lerp([actualHeight/2,  data('lumonLogo-img-dummy')[0].height], loadAnimationTEased)"
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                  "aspect": {"value": true},
                  "align": {"value": "center"},
                  "baseline": {"value": "middle"},
                  "url": {"field": "uri"},
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                    "signal": "clamp(now() < (timerStart+loadAnimation.delay*0.45) ? 0 : (timer/timer)*lerp([0,1], (now()-timerStart-loadAnimation.delay*0.45)/loadAnimation.delay*0.55), 0, 1)"
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        {
          "name": "screensaver-group",
          "type": "group",
          "interactive": false,
          "encode": {
            "update": {
              "y": {"signal": "-(actualHeight-height)/2"},
              "width": {"signal": "width"},
              "height": {"signal": "actualHeight"},
              "fill": {"signal": "background"},
              "fillOpacity": {
                "signal": "screenSaverAnimation.timeout.enabled && fadeInT === 0 ? 1 : 0"
              }
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          },
          "marks": [
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              "name": "lumonLogoAnimated-img",
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              "from": {"data": "lumonLogo"},
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                "update": {
                  "x": {"signal": "screenSaverAnimation.animate.x"},
                  "y": {"signal": "screenSaverAnimation.animate.y"},
                  "width": {"signal": "screenSaverAnimation.logo.width"},
                  "height": {"signal": "screenSaverAnimation.logo.height"},
                  "aspect": {"value": true},
                  "align": {"value": "left"},
                  "baseline": {"value": "top"},
                  "url": {"field": "uri"},
                  "opacity": {"signal": "screenSaverAnimation.timeout.enabled ? 1 : 0"}
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    {
      "name": "screen-rect",
      "type": "rect",
      "interactive": false,
      "from": {"data": "screenEffect"},
      "encode": {
        "update": {
          "x": {
            "scale": "scaleScreenEffect",
            "field": "index",
            "offset": {"value": -0.2}
          },
          "x2": {
            "scale": "scaleScreenEffect",
            "field": "index",
            "offset": {"value": 0.2}
          },
          "y": {"signal": "-(actualHeight-height)/2"},
          "height": {"signal": "actualHeight"},
          "fill": {"value": "#313c4a"}
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          "sort": {"field": "index", "order": "ascending"},
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          "expr": "+format(random()*8+1, '.0f')",
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          "type": "formula",
          "expr": "baseNumberAnimationDuration*+format(random()*8+1, '.0f')",
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        {
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          "expr": "['x', 'y'][+format(random()*1, '.0f')]",
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          "type": "formula",
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          "expr": "clamp((datum.motionTransitionBounds.end-timer)/(datum.motionTransitionBounds.end-datum.motionTransitionBounds.start), 0,1)",
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          "type": "formula",
          "expr": "datum.motionTransitionBounds.direction < 0 ? 1-datum.motionT : datum.motionT",
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        },
        {
          "type": "formula",
          "expr": "scale('scaleXFullGrid', datum.column)",
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        },
        {
          "type": "formula",
          "expr": "scale('scaleYFullGrid', datum.row)",
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        {
          "type": "formula",
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          "type": "formula",
          "expr": "(zoom/zoom-1)+datum.y0 + (scale('scaleYFullGrid', datum.row)-bandwidth('scaleYFullGrid') > 0 && scale('scaleYFullGrid', datum.row) < height && datum.motionTransitionDirection === 'y' ? datum.motionT*bandwidth('scaleYFullGrid')/(16*scale('scaleMovementZoomFactor', zoom))-bandwidth('scaleYFullGrid')/(32*scale('scaleMovementZoomFactor', zoom)) : 0)",
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          "type": "formula",
          "expr": "!isValid(cursorPosition) ? false : (inrange(cursorPosition.x, [datum.x0-bandwidth('scaleXFullGrid')/2, datum.x0+bandwidth('scaleXFullGrid')/2]) && inrange(cursorPosition.y, [datum.y0-bandwidth('scaleYFullGrid')/2, datum.y0+bandwidth('scaleYFullGrid')/2]))",
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          "expr": "datum.isHovered ? [datum.row, datum.column] : null",
          "as": "hoveredRCCoordinates"
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          "expr": "datum.defaultFontSizeMultiplier",
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          "expr": "datum.mouseTransitionBounds.direction > 0 ? datum.mouseTransitionT : 1 - datum.mouseTransitionT",
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          "type": "formula",
          "expr": "datum.isHovered ? 1 : datum.isAdjacent ? 0.5 : datum.defaultFontSizeMultiplier",
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          "type": "formula",
          "expr": "isValid(datum.mouseTransitionBounds) && datum.mouseTransitionT < 1 ? lerp([isValid(datum.prevFontSize) ? datum.prevFontSize : datum.defaultFontSizeMultiplier, datum.targetFontSizeMultiplier], datum.mouseTransitionT) : datum.targetFontSizeMultiplier",
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          "expr": "datum.fontSizeMultiplier",
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    },
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      "name": "numbers-background",
      "source": "numbers",
      "transform": [{"type": "filter", "expr": "zoom>3"}]
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      "name": "bins",
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          "expr": "[random(), random(), random(), random(), random()]",
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    }
  ]
}