{ "version": 5, "graph": { "showXAxis": false, "showYAxis": false, "viewport": { "xmin": -3.765115120931414, "ymin": -3.405975341276975, "xmax": 3.666638759208322, "ymax": 4.025778538862761 } }, "expressions": { "list": [ { "type": "expression", "id": "1", "color": "#c74440", "latex": "N=6", "sliderHardMin": true, "sliderHardMax": true, "sliderMin": "1", "sliderMax": "20", "sliderInterval": "1", "style": "SOLID" }, { "type": "expression", "id": "4", "color": "#6042a6", "latex": "n=\\left[0,...,N-1\\right]", "style": "SOLID" }, { "type": "folder", "id": "9", "title": "Circles Axes", "collapsed": true, "memberIds": { "2": true, "3": true, "5": true, "6": true } }, { "type": "expression", "id": "3", "color": "#c74440", "latex": "y\\cdot\\cos\\left(\\frac{\\ n\\ \\pi}{N}\\right)=x\\cdot\\sin\\left(\\frac{\\ n\\ \\pi}{N}\\right)", "style": "SOLID" }, { "type": "expression", "id": "5", "color": "#c74440", "latex": "y=0", "style": "SOLID" }, { "type": "expression", "id": "2", "color": "#2d70b3", "latex": "x^2+y^2=e^{\\frac{2\\pi n}{N}}", "style": "SOLID" }, { "type": "expression", "id": "6", "color": "#2d70b3", "latex": "x^2+y^2=e^{-\\frac{2\\pi\\left(n+1\\right)}{N}}", "style": "SOLID" }, { "type": "folder", "id": "11", "title": "xxx Axes", "memberIds": { "7": true, "12": true, "13": true, "14": true } }, { "type": "expression", "id": "7", "color": "#388c46", "latex": "r=e^{\\theta-\\frac{\\ \\left(n+1\\right)\\ \\pi}{N}-4\\pi}", "style": "SOLID" }, { "type": "expression", "id": "12", "color": "#388c46", "latex": "r=e^{\\theta+\\frac{\\ n\\ \\pi}{N}-4\\pi}", "style": "SOLID" }, { "type": "expression", "id": "13", "color": "#6042a6", "latex": "r=e^{-\\theta-\\frac{\\ \\left(n+1\\right)\\ \\pi}{N}+8\\pi}", "style": "SOLID" }, { "type": "expression", "id": "14", "color": "#6042a6", "latex": "r=e^{-\\theta+\\frac{\\ n\\ \\pi}{N}+4\\pi}", "style": "SOLID" }, { "type": "expression", "id": "15", "color": "#c74440", "style": "SOLID" } ] } }