{
  "draw2d": [
    {
      "type": "shape_designer.figure.PolyRect",
      "id": "63b0af25-29ea-78e8-4970-475f88c7fd9f",
      "x": 7955,
      "y": 7907.5,
      "width": 90,
      "height": 185,
      "alpha": 1,
      "selectable": true,
      "draggable": true,
      "angle": 0,
      "userData": {
        "baseClass": "draw2d.SetFigure",
        "code": "/**\n * by 'Draw2D Shape Designer'\n *\n * Custom JS code to tweak the standard behaviour of the generated\n * shape. add your custome code and event handler here.\n *\n *\n */\ntestShape = testShape.extend({\n\n    init: function(attr, setter, getter){\n        this._super(attr, setter, getter);\n\n        // ensure that the ports has the same order as the segments\n        //\n        this.portLockup = [];\n        this.portLockup.push({ p:this.getPort(\"port_a\"), s:\"seg_a\"});\n        this.portLockup.push({ p:this.getPort(\"port_b\"), s:\"seg_b\"});\n        this.portLockup.push({ p:this.getPort(\"port_c\"), s:\"seg_c\"});\n        this.portLockup.push({ p:this.getPort(\"port_d\"), s:\"seg_d\"});\n        this.portLockup.push({ p:this.getPort(\"port_e\"), s:\"seg_e\"});\n        this.portLockup.push({ p:this.getPort(\"port_f\"), s:\"seg_f\"});\n        this.portLockup.push({ p:this.getPort(\"port_g\"), s:\"seg_g\"});\n    },\n    \n    calculate:function(context)\n    {\n        var _this = this;\n        this.portLockup.forEach(function(element, index){\n            _this.layerAttr(element.s, { \n                fill:element.p.getValue()?\"#C21B7A\":null,\n                stroke:element.p.getValue()?\"#000000\":\"#f4f4f9\"\n            });\n        });\n    }\n\n});",
        "name": "circle",
        "markdown": "# 7 Segment Display\n\nA seven segment display is the most basic electronic display device\nthat can display digits from 0-9. \n\n\nThe most common configuration has an array of eight LEDs arranged \nin a special\npattern to display these digits. They are laid out as a squared-off \nfigure  8 . Every LED is assigned a name from `a` to `h` and is \nidentified by its name. Seven LEDs `a` to `g` are used to display \nthe numerals while eighth LED `h` is used to display the dot/decimal.\n  \n \n![](data:image/png;base64,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"
}