{ "draw2d": [ { "type": "shape_designer.figure.PolyRect", "id": "e72b4754-e04e-21df-6937-669d31471b19", "x": 7960, "y": 7900, "width": 80, "height": 200, "alpha": 1, "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 this.attr({resizeable:false});\n this.installEditPolicy(new draw2d.policy.figure.AntSelectionFeedbackPolicy());\n },\n\n /**\n * Called by the simulator for every calculation\n * loop\n * @required\n **/\n calculate:function()\n {\n var input = [];\n var output = [];\n \n input.push(this.getInputPort(\"input_a1\").getValue());\n input.push(this.getInputPort(\"input_b1\").getValue());\n input.push(this.getInputPort(\"input_c1\").getValue());\n input.push(this.getInputPort(\"input_d1\").getValue());\n \n input.push(this.getInputPort(\"input_a2\").getValue());\n input.push(this.getInputPort(\"input_b2\").getValue());\n input.push(this.getInputPort(\"input_c2\").getValue());\n input.push(this.getInputPort(\"input_d2\").getValue());\n \n input.push(this.getInputPort(\"input_cin\").getValue());\n \n var carry = input[8];\n \n for (var i=0; i<4 ; i++){\n // calculate with the carry\n if(carry){\n if(input[i] && input[i+4]){\n output[i]=true;\n }\n else if(input[i] || input[i+4]){\n output[i]=false;\n }\n else{\n output[i]=true;\n carry=false;\n }\n }\n else{\n if(input[i] && input[i+4]){\n output[i]=false;\n carry = true;\n }\n else if(input[i] || input[i+4]){\n output[i]=true;\n }\n else{\n output[i]=false;\n }\n }\n }\n output[4]=carry;\n \n this.getOutputPort(\"output_as\").setValue(output[0]);\n this.getOutputPort(\"output_bs\").setValue(output[1]);\n this.getOutputPort(\"output_cs\").setValue(output[2]);\n this.getOutputPort(\"output_ds\").setValue(output[3]);\n this.getOutputPort(\"output_c\").setValue(output[4]);\n },\n\n\n /**\n * Called if the simulation mode is starting\n * @required\n **/\n onStart:function()\n {\n },\n\n /**\n * Called if the simulation mode is stopping\n * @required\n **/\n onStop:function()\n {\n }\n});", "name": "Rectangle", "markdown": "## 4 bit Full Adder\n\nA full adder adds binary numbers and accounts for values \ncarried in as well as out. A one-bit full adder adds \nthree one-bit numbers, often written as A, B, and Cin; \nA and B are the operands, and Cin is a bit carried in \nfrom the previous less-significant stage.[2] The full \nadder is usually a component in a cascade of adders, \nwhich add 4, 8, 16, 32, etc. bit binary numbers. \n\n\n| A | B | Cin | S | C |\n|:-----:|:-------:|:--------:|:--------:|:-------|\n| 0 | 0 | 0 | 0 | 0 |\n| 0 | 0 | 1 | 1 | 0 |\n| 0 | 1 | 0 | 1 | 0 |\n| 0 | 1 | 1 | 0 | 1 |\n| 1 | 0 | 0 | 0 | 1 |\n| 1 | 0 | 1 | 0 | 1 |\n| 1 | 1 | 0 | 0 | 1 |\n| 1 | 1 | 1 | 0 | 1 |\n" }, "cssClass": "shape_designer_figure_PolyRect", "ports": [], "bgColor": "#FFFFFF", "color": "#303030", "stroke": 1, "radius": 1, "dasharray": null, "vertices": [ { "x": 7960, "y": 7900 }, { "x": 8040, "y": 7900 }, { "x": 8040, "y": 8100 }, { "x": 7960, "y": 8100 } ], "blur": 0, "filters": [ { "name": "shape_designer.filter.PositionFilter" }, { "name": "shape_designer.filter.SizeFilter" }, { "name": 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" }