---Complex function graphing tool--- -Grapths the output of a complex function (one that has both a complex input and output), where the color is the angle of the output, and the brightness the magnitude -Click and drag to move the viewport, scroll to zoom <---Best viewed in the editor--->data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAgAElEQVR4Xu19a8wlWXXdqrqv7/3o1/T0zMAMQzMzBswjJmCIHRDBtsSYH0lsaZRIyB05kpMA/pFEhFGkOI5EEhInwnacCEsJQ2wlQTaoW8jKg0iRiQAbHAJkDAzznmGm39/zvu+taJ29dtW5t+v29+huZgx1Ph3V+apu3Vu37qq1zt5nn32SXraVAUCCLFRrj5F6ezgM+zAaA+OxtYcjYKh2u2/7ekOgP7J2f2yVpZ1oXwL01e6mQK9m+6829boG0FZ7uwXstOz0Z+fDdvsKsHPVXrpxySrLi7bBrmo4R5XtyzreBcAaLlU1vK/2DQCwsnCrbw19O/Cb6RuFrd2pYsu2vh0ybADY1Cue0XYLSf5pO0iwE/YnuKjjvOpOfrVJfrVb+hxeSXyF1s70uixcsd3/LGytPdY53Gf7uW+Esb7NKD8+RqZvlaFo++t4rPjOWf5lJ+6D3wB9i3At2uevm75pSSfbmAFAu921cQRAgpBlAoD8OfmLjgyEoT0EugLjtoMyAXq6ml4KEIQsVxq23SUA1d5uAgQhb/nTy2Hbv9JA74oBdGsb2LLf5WUJwDE2kQmAIzyrn2MbGXTR2EEmAEIAzAL4CgAWwPJz+sj0OGQBNAbAcQRABxjBZ4Dkg2SPEI+NtY+gIghZCgASYPb7WsvbvrX94XgEtHHUzkFWtm/qYXU0J7vZVQFwPMWA9sEN54LRyFgwoCJmQAfgsABgZwCwslx1hiSKnAGTAoCXHYB1YLdu52wRgGLDp9Zt3+VF4MpiaG53gR197MuRAUfYxFhgG+A5AYUANL4dRwAcRwA0EBqrOQD9fQi+GIAGQr6XnUNwOQAJPm8PBNARhjnoCD4/PtTvO816MRs6KCfYTD+lA3CC4XjCFPNl0Qvi11YANHhHnHLjElwB8AAAvJpdjBjQGC4NfUBnQHvS0myEWiY5HQxNhll21bPqDgoGZL/QGfBF9bJ2h8Cuzglqo0fkovqCOzWAlWWzAWyJGZ8wCcbWArC9ILhwn+3vYNUuY0Yf8IrO4EeW9QGtJ4YgVN7Donh5+zB9wCG2wWrX93zYjrCNkWSX21G4Yn6u9QHHaOdsNkI3l9ahmHQcMSD7dd63G4kBR+jncjrEIG/PYkCXWL7WPr+8DzhKItmNWG26bycQhfeKGc77zRMMmBWvSSoAVgCsAMg7UDHgDycDvpA9XyLBo0iCTYTqGKIuyykdDVEbS0536D6gvg2sBj3sAe6eeUFW3EYH2JQIbg6ALb32vHh9KwW2ZRlv1IBNGSSPu+yuAGBlKSQYOKl9NFDMSOmhhj7sfJfg2A3DtmyY3BadlmB3w/jrDuKGGWAHA0nsDr4XrmOAbXC/tXcx1PEuzJ80RBuFnHZBGWbpS4IpsZRhe20P/J+lo+O0dt3ijSW4nxshI/DP2I4WsbXdCDEJNsEMYuxGhn4S/h/Lbn68xM1CQLkMj9WgBOcum0ijkwqAht8KgC8RAJ/JnhUDFs7LFGRAe0KaetLIfmRBlno2RF3+wXTXOtPGgOqy7/aNBVm+R6csvcddgCzIcrULXBEbPqNzthKANby2ZpXl0hHbBvbbHwOO0MIQ5sbpwBzZfaToyTfAK3ODxI0Q8rEbHPyW0wxIbhDnhyc571zr6mIfLBmuL4bbxgv6fLKiGSYDtPPjnZwBO4EFWch+Q11hV/5Esp7vG0Tttt4zZkD69ty42D8DZhgn8vklkdO9jAHJhvresRsmdkq70ZEzIFnR2ZDnqp08kT2tZnHbywFICbafpYEBmg7GtgDY6UcA7BUAfF7DF1c7BQAv7gKXdN5jspI5cOAAvJoCG/rm/VMHBiBA2XbpNgATgAMYqA8yEuISzJ9mvyMh/QAwA9NmBMC+JJjg9ONtAXAAAtAeUALNwdYOoyq8fr6nHSeo3LqdBKB1a2IJ7kUSXDifSyQ4IQANCgSVS+zoABIcy+41AJwlwRUADd+zhuIqANr92U8f8FAAfDR7MpxH2h+pa55imEtwS09QHQOwsjQDA1p71bvxnR6Sjn6unW7hH3xWZsCVXeCKDJaLO8AFid9XbKQA57vABQnjYAkYLon5XqEtDY/9SXAZAwJzgOQY4DCfDfWNcom+eWPBZCpnq6s4Hz6nix30JMvcOgPuaLS6i12w2muL9pYY0t7TDZMu+vqtZjGgGxcxA7oRwm1uhKQyPCi7YjsyoLfLGDCMhbuRol+HUpsrBNlOaJxlhDhYkwqA3kesAFgBsGLAHz4G/OPs8cCG7AC7H4oRFj4Y3lLHt4F+MD5MgvtoyWZckx9qbtTF3FgSvN0BdmTxPqVwo8s7AGU4yO22VZY/UrjSpSHAGjRozmood2m7fyt4tgT7exYS7EN6NK2sstCH6G2TagtWM42K/VwTA+s6m1LpEnlRRsgutsHKQtl06byseJ7OhAS30ZURsyVPpr2nS3AvkmD3LdIPWBgh15XgZIxRalc+kLs1lt0yCY4Nk/D9JcED6W6Q4Eh2XY49fuVaP6C9QVIBUGPNFQCv2we8ZQD8QvbdnAELPxS98sZWTW2NAc1T1kIvZ8B1+akWsi7mx/aE1ttt1NpiwCcvGC+QAS/J8Di/BbyoEZJvyE94ZQxc1nOzUwdYWXonIgZ0sFx/JKScAdnXK2NAN3boN4wZUJ8vY8XYzxmQT689wXlnWlfJDdnP2eqiGG4XO2Bl6WAHbbUv50ZKG2TB8JXRKWHAHtygoB/QGdbfk+zHPxa2r2FAsp7HAKYoGFBfmQBzg2MvBgwuKX7xBJhgQGdDP85r0b7AmrmjsLh/yecFQBseMiuVDtOhblBDEttAL3dKGwBNbo8IgIvoYEly3ey20erJ4n3CrEBc3C4A+OJmAcDH5N6lu1BYDFtvb1q0i0nlzbeCAQcgfwnFIAYJngSggU/O8QA+mYxRHLRj0ABo9+eiAEagtAUwbh1sVxQN00Ehu5RfgpBlC+ZHJfj8PbkdiAwcgARfmQR33Q8YyS6BNtJXGQiAoxlW8DCyjHPZVThoRnDpNoWA+ViC3bscD8VNANDeuAJgBcAAhAMBcAhknFXRte1oCCQ1q2yPBpEbRjIRsBd3mPXgJp/OGbAYLO9jEwMxX18h5c3AgPZUz6GLeT1Zx9RJXkYbrCyr2A2Vpfm0DUXhwi7AERAWTtTwKIHHxRt80DVoUjqlotcCWEMha7kcXxuMMCnBR3UO5fcwRoiz4v4ZMGajS/LjtWF/LGS7jhjuau4HpOwa63HrcrslKaAAlzOg3dP4M61tBl23blsynrMeWe0aBkwj31/EhjkDaoSE70VZ7faAWsO2lNakDoxoiIwAjtI6G5IZ37ib4pdzRbGfYwFJgGAFwBzIs6zgCoAETOj3yfLleAOB12gAQ3c6E+BlEjwE3rs5h3PwMX3xgTYVACsAGkMekAEJPBafCEmmmw3AZZzD3ZPIcwD+ZvZEeCvKrsee9XAFfenhJv40vLSOnVBZ5tHBguTipCRmBTtYkeyuYwesLPd0NbzGsDefI3kYCabR7BPEek2g73K8lwT7k3dYCfbPKaxgs4BnGyGUP7c4r+g+UnIpsibBRXtDxym7bjBQfim5LFsy8sywMS9E3HbDxmxgs4IH6RhDDbG5O3UYSXAsx/3ICMmt4AiMA31Nyq6DjpavtzkZMgA4AuBEe5jgwctHcA6vjyauFlhMKgDuzw9ogItBVwGQMNofAE/iHN5eDsCPZk8FBuxhA/28w3sZPdHVBr4huNJCMMuB7LegDvUpuRHW0MG6WPEo+mBlOa2J7Y1NoO6uFb6Ns2GZEcLQLH9tMa+7YMBODWjLj9B3hisiovceCSEbOrPNAuC0G4afF4POIwDjSEDTJYs9Nmq4KgYzE8MYkEznbWdAsl7BgOS/aQYk/9k9pQum8APKCElGGCSaC1zLMKzZtXRkd43qAFkwXF/EhjkD0jCJoqCdDX0mLVnPfX5kP2/HAHSfH6XYR0DGoxQPXrgT5/Az5QD8BwpIpeyy2g26iJ6k9Sq+FvYNcT5UlkW0Q2W5Q/uOopeD7jgAdx8/IPjO7QLzMoInrODvRvgu8wP6vO5Ygjmi5SkNdtyPdxAAEnxuER/WDzgNwMLHEGceuKp+gwmsgcqgZu0NPWm2x/YZ/Ky9nXsjCgCyVfgBBcB0hEHNvL5Dgk3PjwMwSLD2xXI8AUA9X3F/sOt9vQiAQYLlYPb8A/w/z1sQyXE2rOHBF+/BOfy8fujJTVIBsAJgYMUwOiKGjPqANweA9+Ec/kY5AH8uuxAw3sWFwHyBtvECuhpCuoQvhn27eAptPBXaNDZWxIBv0NuS8W5Tu4wB6Y075pdwBUjcD3ijDOipEfgoD9xlcm1EtDFe7Ae8UQZ0Ob72vtrkHqOIDRlj5DeOZdi9LhhuUwxne+x47PPbFtXHrDfBgA0ZHvz6MigCA6o9iwGdIScY0CU6Gpbb1tyxON0P2y7BHcWPBCNFrGhGiBSi38SDzz6Ac/jlCoAVAA0DlOBbDkB2KJl2aFzHazZP4CH8BdyHu/AQ3jUBxKRiwMNKcMWAQS1nMSC91u0sUPFbLp3Gw/gFnMQRvBU/MgnA+7NOkGCmkOhoDmsbz6CtIbgx/lgncH6rDavNYwPzsu4OI8GLXWDRJ1vcLAmOc3NQi1yPcg/8zZbg2UZIHDHIyD+TVfPeTbe3JNEmu7EEW3snn8hUGB79Gg0Os7LbmnsVvrJ6IKUSHBkmsUFClyrLhGWcAX0ZHz59OyQ/k8TS+Zxn3xMAYyt5PE6RZdLzXgsPfvctOId/Vy7BFQAPy4AVAMMDsC8AvgPn8LvlADzWHwSsD2ovYJgaww3wLDytWJYzII/ZLP86LqEhN82P6m1pgLjrpcwIoQHiYQGrQ4CVJX1SbzAdjOAumb3cMGX52UL+QT2BQ/fzxQwY+wH3Fw9ooVj78wPGDMjAK2M9i+JjIZd5eztiOHe9mMNlkgEHyQD91G7aoD5Gvy4/nyWDCOyXGyEco3U3jE15mXDN8Ji7ZJwBY9cMma4rttv07HrjwunM4z4Ex5xT4fOjnKTs92VjZ8A5vPdbP4HP4LPlfkC0FSZYfxFoKHYv5LSzrE7AV7QtJNik2H75H1WMDcFXBkBX/NgKpuvYwVh/+hYAME6R2tEvcI0VvJcjejIk/yAjIWYBCyC5b4+eOzMpTWytHUtsMdRWANDj/WLZjQ3+jp6fuNdBCzi3gmMARlZyDkDdBka9uKO6Myryi+bpHSMJZv6BdhtI60Dbp29HljHGDYTK0m3hp775DjyCc/qhJzdJBcCbPxT3gw7A3S1j294FYLgKMBA+WNb+TE8B8J3ffAd+cyYAnxMDLm8CK57XmOznDHitEWLsZwx4p8bU9vIDUoLdDxgz4HEPMNgrHnB6JMRzauw3RWo8PBDNC957UtLBw7FiAHrCIDMhTK+sbQy4m+cJLFjRjpr27TY1/EaJ1aUEuVW7E0nw0I2QiAG7Oh4bJkGCRVA9MSQdzm4XtkcAK8sVSTBHPFyWu0z1uA2M2paPO+sC47UUo7pkd9wEWFk683j7l9+Mf1oBMDIDKwDeEAC3zgOjZaD7HNCjFc4A1KMpht7vmwLgj335zXi4AmAFQO8X3hQG3AHSeSCMlNDdh9kAfMOX34wPzATg/5MEH+8Cx52EyySYhofC6yMjZBlPBKbdS4JjI4RtN0Lu9T7pBpCUBSPE0TAegBAHI+wlwWU5emNH2C2YExJLsOdbsFm7smKj2D0P0zfZ1bBa7OdzI6MJuMRSfr2/5UYIj+USHLW7Op/gG0US7RLclR8xzqDMTMouwRclwTRMOrKMQ1vW71UN1Y3HDYzJfJdGwAVmNypmPR1/4jjehIcmrI+34QNYwFEkqACoG3PzZsX9oANwewPoKM54S0DMxnWMV7i+yxjYrBVWcK+Fk1+/C2/FwxMAvAfvRgNLSPAnYsDbh8BJz4pHBlTSoNwNU/gBzQAxNmziW2Eb+wHJhvQFsng4VuwHLGPA+jbAGko8LbPMD0gDxI2X/TJgnCK1nwIDOZJH7qa5/rzgST8gfQ97OaI9N4DP1eVCCdcyICcosTCWbyA/37A+xsD9fDLSA+s5g7UKI6Sr44EB3aUSvbYXHZ9gQL3Xrs7ZGQHu0yMD8n8WZ8D2uGBFsiNZMOsDV3n5i0A2biEb6c3GcwBrsKIWcdfn7sV7ZkrwlwTAOzKatCr79wMC//fAEhxbwa/WJ7baQMvXadkLgIeR4Fk5evtu5V4/Nce184L3AqDHBxoA43U64llrPj+YQ2tDxfPRxeFgc4DFshuDLQdgC/DfPz4+AcAIoA5GX4xgZ1iAjuBzAF7wnKMEqJ4pt5IHzwBbdJy8kkw0D4z1MHPr7Z0lnPy9O/HWCoBRWtQ4SXQFwPCAHAaADPq+zLF8ApBp7mYA8Mjv3QkGZJWVBP9DDEj28zxAjQsAayjX9wM6A66hj3X5rvaKByyT4OUhwJpL8LVLrRWySwbcrx9wr4VCXPZDGLBnPoiTE92YH7BI+lakQLYMppq3q3i+MHrhEtssDIacwVqRxEZs11PiCMrvyMPv4+NrdkvJjn48fu0FsRpXVPNV1UJb+18QAwZW9MwpYsPRi8BW1rAZEK0lYCyn42gBGMu62VrF0ieWwaD8CoDXW62wAuCBATh8Hthu14G72CdenAnA5ieWsVoBcI/lMisAHhiAZLSr3oUh+81gwOS3l5HOBOC5SILdCFm4Aix4nozrByO4BC9hF0uy6PaKhikzQqgUWpYQySZCDeUw0TBxMMJ+FwqJk0THs3Ly2XPTqTkOZoRY3n2ZlpyzK4MjjCTwSOSno4HgBkVfVmwsoXG77xI7B7hBT6n1dl83lf97F23I45LrZ+XH2xoBWx4Bw7Yu9fmS4zzmEr3lqZQ5NDLWxXLr7c114J8NgMVZElwB0BBQAfDWAfBfDYCTswD4mRIGXNoAlpyC3AgpHwlxBlzANhZkGezHCPHZvO6GiRmwtg2whuIjIfzffX+HdcO4mydep6FsoRDOZ8gnyXpY1l4MyIvN849FbVFIMgK0Dgc4Z1fzdofqt4fhU89SQIPBAw+UkS6wWuRmcwYbRAznrEem8/ZANzq2Cwb0I+q9npHhR/bbFOttRm1nyLBPDEkG9PbOUBQ8XgFGuli2GQXxue9aptsvjYD1h4D5+4DjkyMiCT5dYgUvbwErjoD9AXAOm5gTQvYDwOmhuBiAjV2AdQKABN/NGoorA+CspZI8SO4A+QHLRkJA2VVa3In0gxEAMw+PJxgFkEEEQPftEny5nMYS63JOuVV7qBCkAEB9FrttntnkaQFwIwLYRgSwvY7v+geMGZflYFwF2Hf42nlgdxX4z1eA0w8DzZPAylsnjOEKgLPWa3WXUAVA84zNAOhMABKQwUo5AXz0e8A7z85ww/xOCQOu7QLrynC6Tz9gA1fQUKKdwzAgH2Q3QlpdYM5dJmWpOQ7iB/QUIPFIyEGWSvL1u+IkyXskJ5pgQBkbIaK/zM3oCzqR/TygM86h7qQSsR7ZL3OGk5SQ8TJn09gg1WTtMd10CkzoMK+fL0jvCWrHBrKAmTFwVb2Jxz0ukPt0nNmUr+h4dyTLdXwEyKT3bI91YVfuAD70VeBnKwCWr1jtsj5rqaQKgAGUBN2hAfj3vgr8tQqAFQBfKgb8yFeBXzpbxG9EYpzgkRIr+EgHOOoauL+huBouoabw/Fl+wLKQfI8HjCV4vg8sOPPMkmBnLp9HFc8LZtt7EGV+wINIcNlicfFCGSVJysFF/9xN6Em2KL/ejkf69inBYUUxD9zhOZLbfCYY//cJfvEiAlLIbBnIZNDsNoC2JDiX2KyQ1ctR+zuS3UsZwMoSt/tj+TGy4wBrcAacsBpefDfw/nPA368AeDgGrAB4DegODMBfPAf86iwAfrKEAcl+R91pVjYSUsQDAl8PF5gGBrTVv2+UAcl+C3Kf5X7AWenZDhMPeDMY0MP9cqqL/IBxuOCtYkBnTp8LS/a7HgNGC03tNoG2fI6Pu+HBfp4YLiSwVfvbznqMDSxpD7LXSFAj1uMq9pmsn8uvAt7/X4B/PQuA/2EGAI+5BO81FOcAvBhAOA3AveYFl0kwwbf4cgZgMe13cumBeHTO57C/TAAIekXkGQkSLADahApLPeqDr3EG5W/rOPOmadE1ME6KYMwe5cy4u4E7GsCpO6L8aEybfLsk+NXAQ58E/v0sI6QCoN2om7lgcJxC+gcVgDtA9hVgdPQe4HQLmCPobgP+8CLwP9kBFx23jwC//zXgr06OgOBv/x3gKOeEVACsAHgYBqSt8UVmRb0beAetI0rubcBj28CjtLjk1d2+Hfj4fwce/ruR7Qvg3e8CljgnpAJgBcBDApBpb4bp/UCLlC8Ahrs5JcFn/i1w9rcnAaj/KgDu5Ygus4KrPmDeHxzm086uB8CPA2d/bQYAf82y5OP2BDilXvR6DziiO58qS35yHkgUps+tt9NHw+m15EqoLMcSqyz3qzN+NAFYWY5E7Vfr+HoCHFGbVrAbIalnCJllBVd+QLupe/gBYyOEPsCO/IB7GSE259EMEDMxYUaI2n3cpxYB6Gu2cKv2pdPAmX8JnP2VCoBaJcGSoDizHYYB/ww6ol9aAH4UODvVB8wl+Fe/Ygx4MgVuE0Wt9YBV/UI1WykJySUgEe5TtvU81MxQryUbqCu1wdG0YLvTGoAn+5H5AgOmABmP5V4d5/9rEQPOyw1Ts5SESHaARGAJbUWx5KTcBhKFcCVsayQkdd/CYYMRHKi8S75YWkjAvUdENEdDwo3RltbwDQQjTIyEkO3K/IA+OlIyEhIDsNMKWdNCmcWAHsMRu2HKGLCL0/tgwH8CnP2bMxjww//V7tCJBDghBCz3gBWNhdUeEwIuA6nGtdKoXbMcu/VkC/XUIkYJNJfTe+WGiCWW7XV91D06vhYBcK4POACZttABmApg3Hq75s8E89XJd07webt+owB8mQQjBAA66OJFAMoc0fFioj7NIvIDMka0p5D8GwVgG+7JvZ4E/yPg7JQbRnBMUAHQbsXLPBrmzzYAPwKcfe8MBvzF3zIGJGVRO1kWekU0QF3RAOkGkCpMn1tvK8VpI22jmWq94BRYk9y8Ugy3yn16+9C+zvFmD1BaPDRihnNZbQM1sV1DWkHGSzV4w3ZN7YYSHqVc39btKrad4F8mAalhsXafghzHA3qQ5HQwwn6H4jhAwRIx4GARYGXxDMnTIyH7leCNfDL5NANGIyFnCMCfrABYAVBk//0AYPsY8LEvAhwJ+ex/Ax46Bdy3ADzkyxmpa4WKAe1OvMRzQn7gGLB/AviD7wJhJOQTwEdOACebwNs8JbID8Oc+YhIca2SrB7CyuBWQ7gA16VW6DbCyNMxMbaX9UFmWU2BFEnunBr3jfTy2OnV8JS32UT7rLqGyeyi5Lqtxuykjg8fy42zr8pvqNfD/XHajdlOGTW0A1D0A4vs4Lzg3LKYl2FcSU0j+NfGA+5VgN0IYDaNghGwVYJ2WYA+dnBWMUGYFv5jnQZslwa8BznwIOOvW0qQSJ6gAGO5IBUBfjNdW0nUw7uWG2R8Afwk460/UNADf98GCAUlDgdVoBTgDavSDfo+a+0GYn1XthvlJ5tIBWjWbSka2WxLDnXIGrNl+FjKgMyQjefJzdJzs52zWlBERGE6GR2AzMWQrPq599cjgaDkD9gtWrLMtI6Slr1EfJqgNzbeXZnWknuEztwzidUIOnh/QsiJohk+YI6xpd3MKyIsZMF7G5GYxIBlPEdEZ31MM+IyMxGI1aAPgtBFC9vPRD249ddVz8AtUNEy4gzRAfCTkNUjP/C3Uy6OxkOBnzhgAiQ5HCH9BVpa6iJcWbi02Q9Wu26XM1UaY1/JRixEATwpgBOSyQBk+ygEqy28xAVgDG1GCpyU0kuUAQB3PARadw2N+/pwms4d9bvn2izbXMQ5fc5SiruxYNdRRh09Iv/nZscznIwAqO1bAedmsuMNYwXv4AQP4hJvviZgOZQWPgCezJS2hMssPeB9aZz6I9QqAFQCd9W4GAF+8AHT/N3BhYQ54fQ04FY3/BvZzBrwPy2c+iFfMBOBPvM8YcIEUJA2k04w1UIP7/iJdDE43d8RZb2E+BRbEatx6+4SIZLEGsLKQDV2iT+qpb42AltSI8uhs1ZKtEzNYIGiXUDFcvC9uz+v8ieN9wIlnXgvmkvEaklvjP7vwxq1IThQzoM+eonpIQcJH3kIjJLCfGHDLp+9G/b799gG7Xwceo2q9nndqlhFyP46e+TBeVwGwAC3BWwHQyOBGANh/HPg2+5AhQ+psAJ4882G8vQJgBcBcgm8SAxJ2Cta7LgBfcebD+OmZAPyxnzQJjjvB9Oelcop56vowliXdiyS6rixCcykwL4nl1ttHJMGUZJfguH1CEkwfnPvhYpdIbqVGskwGcwmek2sysJouj3Lr7Xkd5/++rzGqgTX0PDTBlpJbyG7RXsy1cDo7VrxyJt/JM2OxHUesunMxyg8YDBBPPuNZmHjxbiUNaRUZRR3GCImjYUqG4mIJzu62jzmoEfL8c0D3SYumSU4Ag/uYoHkd+EIX+Dzvrc8JOYb1z/4h7p+KRfjzHwDmjzKmqAKg+noVAONZcfsaC86Ab/C5SxleKQA+NgAe5UCzzwm5E3d9/NN4z0cM6F7u/UtAc4kAfONb7dENqxToKSb75QzoQwVkxZgBrd1smPONDNgSKZD95jzOL2LAMiPlqPxQ9aE5g1nIhN6ec28PGdIZjgyo1zoDkt38eMx2zoDNQYIG1yTl1xzX0WBy7RBIbKPyMQM2IzZcUjqCBDUk+XrBZX7AmAVD8KDudT68UvgBA/v5fk/hwC/n0RIDINFxz9x+E4MRJhjwHrvMrRqwpd+CbOgA9IjoMj/gzteAbz0GtN4HtFvLaMOH2WI/4AN4w5l/gQ/NlODXvclQVx8DWhwlgE+LpqAuazeW5dA2NMypN0/wOQAJPsmw6fQAAA59SURBVAfgmgAYy3JsJa+6748AkyoFCXY/rT4+yG4EUG87wGLDIgbggkvwqIamZJfWrlu8SxEAm7KC7ahduAMwRQ2sVuJ5lx6YupcER47oMis4gM+DD6OQbU8TdhPjAWM3DF5l34gL1rTVHYqt4OuF5O9+B/jGF4D59wE7x+axlY8rxm6YH8Fbzvw6/mEFwAqAZX7AGwHg4Arw9SeBxv3A9uJsAL7jzK/jn88E4On77NFN6YeSbHCYiP+z+JhXzIqRRC+Ktpsp0BRBBDZUe0UMSEZ0w2Si7aH3Ub+bI3rXMOAAaIgVY4NlwSU6NjL6QFPvu6gs7uS0guGK9pI6y7bHRj3Ifi21l/VU11FDI88udBAGzDNdRhIcjYTkWZRmMGBYt0z9Er8Be0VEl4XkR8EIsQQ7AOMEp/vKjADgqd8Bnt4A1t8PXFwCzufTFOJpma/Fu858Cr9VAbACYJkb5kYAyOfim+qUcHLiLAD+9JlP4T9WAKwA+FIB8L2/8Cl89veF1KlNgle+wiQ4zuLOdi7BbvlSlk1OkmSElEm36UeTBDdSgDVIWCTHLsGxLDcTgDW81l1fo8L1FSRYPQDvg1OSJyRYyrbgQTmUaMkufXxucCyWSmwTLQ2xLctyo+S67Mbtlfx8yrIHKOxjVlzuFzyEHzDMH/XpeL6IMq0xH/6Mvuw+s2OFSBhFwExIsKxgMLuuMuzSINnVUOBe4VjuiGZMlE/R7mAVHR/ru/Q6PPjXP4dzn6oAONEHrAAoQHw/APjzn8O5fzMLgHfcLiNkXKxjMbGmhTMgWdFoJ03GSLXkwPwMBnQ2XBZpxAwYEoTKa+HGQjwWT/ZzI8QDs8l+vi8YIVMM2BzRz2e02hg30MzswgoGJK+ZkUHweXslZ0DbyzKnV7C9mh8vDJNkwg1TdmNn+QFjg+Q6IyGB/Tw9XgkDhlEpHV8Tw+6RHzCwn+IB92JArrDgKzQ5A86KB3QGJPsVqRqXsdNewuBjbSTt23D6P30HD/0UcN9dwEPvnrxfCU4elwRzHQu3giMwukc4soxrSYaa5HbOHcmRBBN8lGGWpchKdsuYxrbP154AoD6e4HIJzmcGzJJgWcGNUYqm4vliizeWYGc9E2BzesUAJPAcoN5eEwDn0ASrlTRySpcB8AaH4vaS4GA564svqg+yFwAPIMEh2b3k+DASTH/gVn8Bwz/oY3n7ftz9K3+Eh/8KcHIdeNv9FQBDb68C4GwJvikAlIP/yKUfxxvecxbnPjBLgo+uFgzo6SS4pFS+rJSkIhkj0b5aAtTFcC1nwGgfj7kEu5+QL6vL8IjW6kPTRz8iNyTl+LoMGMnxApcX11Cay2rMgIWfrwCdtYztVtUzn4P9uQR7ez0/3sK8zknBv3hUhGfFIyEheYzu+C0wQmIG9OB4WnNu0R3ED1jSBwzspzhBrjPDMis50XekEFtYxLYMtl0sgDVoxaXXoPUXH8G591cAzEFXAbAISMX3A4A//gjO/eUKgBUA9+mGuekM+Ocewbn3zALg6oIkmGtbSDaCBHtkjPv+MqQeOJAgN0J8+C2WZUqtS7AHJdBodsMjrNvnk8F8xG9KgvPodI+Aia3gcYrG2PoAC6J6i2bxoTSKsUns0oSVaxJrDGjtNYUNmQDbQhzzoWXtIzoe76vBpi1Z2SsY4SYNxQUfoK9cEC+I7PPTGHWhyAvOaGzpxpUkJyoLRghf05cwjRd0Vvq/q/U6Nur2na9iKVSW50IkND+Za6Wa7LYxj47u39VLqzj/+t/A2bdVAMxBVwEwkmBFw9xSAN7/GzjryyVM4TDB8lwJA5INRVEaESH7OQNyS8ZjyRkwLfaR/dzg8BEPMqCvVkomdAb00Y3gmnE2jNr+INdHCVhZ6lkNDc3bnddTR87ziGayn7PhspxfZDw3PKztDGiPPRmvYED+Zwx4VLTAz1nQPrLftQzIV7vhEfsBnQH55WI2vE484EQGzRI/YJkREthPDMjpsz6J+rhGVKLkRMEP6HLsAORt8OhrGiDOhg9YvGR7YS5Ulg0sYQOLyMbAc+PjSOsJdjGfGx4dzOUMePnSPL71qo/h7F2zGHCppbtWLsGJkDINQAdjLMHuGyT43ErOQwwjAAYrWJ/qAIyDcYIV7BLtEjzmvF2T3XjWmgPQBNgk2FomwZMAdAku5HZNd9pE1yTE4GftY7AFxgg/l3ubMxcPy8XgY7vMD3jIeECPhgmg26cEh4WVBcYVTRuMARjNC/ZghJkM+Fozg0erSxitWcDpJhZD/T9f3MDznWW88Z0n0E0XgvSyEIBdPeDnL9XwpTv/Mc464KdwmKACYLglFQBn9AGvA8DPfPJ7SG8/gWOn5nHb604GAP7pF17An3z+BQzVR95pp3jqY/8LP+tTaARAJiGwEfV5cVS8wB6fYBkhqU8VDkNwdnbMhg25w2JZDtN33GBxJZ9iQJfjhmR3mgE9NNGDCmLZs7YxUMGARbTLJAPao2eya08ot3NiuHUxHN9nXs5Tbn2y0nF1svn/5LCepzHYywg5jB8wTmLtMzUOYIQEBvTk18ryHhZhlhxHs+IKNwwzx+vHPrkCnBRlPaA8f+uLwLoZHr3WAvpzC/jdTz6GxonjuOPuVZx64FRgvmceu4THHr2KgX6fLg2S7S6GwxSZQFnj3V9cR5JyULMCYA7kCoAHA+DXv3YZz7cX8Ka3nUI3Zb/Pujg9tEJl2ZUXYoQWxtpXxxIa2l8BsGJAk7WwdsbBAMjTzqsP3UHrkABsyRwIElxYcUkkt/wg/p9LcCTHbmzEEhyreR7lP0OCfcgtHp6rjRPUMrsZbliY5838UJMS7LPaiolGFtnnfkDLQWEDaSbBlN9Cgq2TPY8lLMi3tQAG4luH+wROhS2PLWqfvb897fEAXJw339upZ8QKFrD6GweZlJQbIYeV4OcMYGCKFRkkDLL0QMv7Ffh3xyrAynLbslWW08pourYArCmv79I8sGz3cqNh53TRCpWlhyb6Mgjb6tawTziSLCeYQ6r7l6ACYAVA3oGXDIBNmQMRA4and4oByXD5U822/skDDMiQetaCdSNqKGXAyA+YM2DYZ28aJkBelwE5PcjYcC6fVln4/iYZ0JxbxoDmWjEGtKd5XUuO838/TjacExseUZYnMiD3szQxfw0D+r3h8XjWcE3zg9kFT9TmPmfGhuYHJxggKZuWedMYkOynRFPNNsDK8lplMDi1UjDgiSXghDOgohFWF4BVLdlOBlwy5uwsGQOS9ZwB+2iE/8Nx3XOyn1vGlobDjMgETYdKscx8ANC0BEf7Yjl2AE4EqRNMAmMeYriXBGcJ0rAADM/lYJeZ13tJcAFAm8tm5xQSuSTvKsFVAJAJNwyAawKggcoAym1Lx1dlBfP1kwC0H2OWBPv3d28hv03ZOjW+tgwBmOaO6ltgBQfwCYD1HaAhP+HrlSaLAGRlIQCPC5iv5vLjDJycLwC4OJcDMDti53TRzEFHALLafrunJsFGGmPwEbR2BcAKgAawlwyAjeIhjmVkvwyYy25BoEF+c7n2IOuIAXnc/YA+umExdvZuMQP6kFpshNgMXXvCyhiwEWKXTSKWFNjGfawsdcyFyjIvK66BBbCykAGbYsAlSXAryLLJkh231+7FgDe6XvVinsLjBo2Q2jbAyrI2Btb1w9ylb3CkCRyVb/PYInBc3HyPxuSW54wFWRZbVlnkGxw3Ghg3THb7qEd+QLvPI9RCZTEGtHaCCoDhRlQArABYMaBxSujJ+jjLDz4D1g8hwSVrRcayO0uC83DDYKS4xWsiNS3BHvIeGyGUYZZJCbbOcj1EwNjPVkMz/G/MZsdraIVq7blQ7ce22PM6FkK19iIakuCFkPGdsrscqr0nj9v77iXBsRHichymJwhsboQcZJmQJoZo5T7FknjAiaE4+QHXB8ARDQuuDoE1+STvUITOYpan9AMnc6/qyl+pEJmlFrCsx2KhWUgw/YPhBjWsUm7TGsY1+4ZuGVN+XXbpAygkuAJgBUDegZcMgDV7iMsMEO730Q8aJbGnXw9wEUQds2JskETBCDkDgoPQB2fANB8JaQQWNAZzhmvm+8iArMZmdjydYkD3xDfFgLUJBlxCTQw4FzGgj1/WsXwNA07cP/kCjS2txG4Y7tuLAV2CyxKkzmEM1oAb2LTMGjpI80RHUTDCsmbrHukD64ptIwOystzuWZwyAyHLEtfZkHl5Su4Ysh9ZkIUMyMrivsHAgPatslod47oZGf3EzjEGtPc0I8TaSSIA6j7ZzimfX74velEOxkiD4n15O7aCBTqDn12A+/vimWZx22WV4CuTYLdWE9SR6ufm1tu1CIAEIQvB5xJcjwDooOPWz2sKgAY683mxzRpudtk9ucUALEuOVUc3uH+tRAC8Q+u8rPcKAK4MgFUB76RAuTAuADif0T1gxXMoLzULAM43rgVgo54DEAQf/2caztSAOopk1yS4AqDAZH1AMmAFQD1O31cAcoxIxX1/znhhG2lL3tyD9fiOuR9Qoxvc47Jr/Ff4/IyVCj8g0+G6EVLGgJYu1w0SYzX+T5+StRt5OxUDJmiB1Y7PhWqfa36uBAtIJLsJluDn1RSMkGIFNTGgtW0I6jAMGFKT6J77moOzFkqKV+ra94LptBd8nZHTMlLWOsCa0nks94EVMd8J7ZsfAWRBFi4fppkaWNY3jJM6kgFZWVb0QQwMFeuFcHgPFHXDJGI9sl+WM2AFwAqAvAMVACsGLFsq7oeLAV2LIw2OZTe29HLZLpFjk2APLLCtCXDcnpRgE2WznCYNEuvE8jil1wol2Idy/GejBLttGVL+6zz3tBXu3SzIr2uU9QGz4AO012ZBtt3PV7bQxioS5b97OUrw2jGAleX2e23bWBmg4ZbvUg9YlsFyTMmN5kbGgixcN81X8VySLDOdWb5+Y5R9yn2DQYL1+1CCZQW7LGec26H5HWMkuQT/f1XhpizCrjpTAAAAAElFTkSuQmCCdata:image/png;base64,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What number to multiply the zoom by - If currently at a zoom of 2 and you 'zoom in 1.5', the new zoom will be at 2*1.5 = 3

Generates a preview by scaling the old screen, then pasting itrenderWhat number to divide the zoom by. - If currently at zoom 3, and you 'zoom out 1,5', the new zoom will be 3/1,5=2

Generates a preview by scaling the old screenrenderCopies the screen to a costumeLabelWhile the mouse is held, keep the costume following the mousexoffsetinexactwidthStage2yoffsetinexactwidthStage2CrosshairsStampt the costume, then hide it so that it can be drawn overrenderSelf explanatory When the uuser wants to zoom in, zoom in, else zoom out.When you mouse over the side, make the scale turn visible.call with True to turn on the entire Scheme numeric tower, including infinite-precision integers, exact rationals, and complex numbers; call with False to restore native JavaScript arithmetic.

pt:altera utilização de aritmética do Scheme para _ The factorial function, to make very large numbers, to demo bignums.

The identity function: reports its input. It's useful to get things like 3/4 or 5-2i into numeric input slots.

Provides Scheme arithmetic functions not in JavaScript

pt:_ de _ number? complex? real? rational? integer? exact? inexact? exact inexact finite? infinite? nan? numerator denominator real-part imag-part magnitude angle

real imag re-imimagre-im

The primitive FOR block uses an implicit step of ±1 depending on which of the starting and ending values is larger. This version allows you to provide an explicit step value. If the sign of the step input is incompatible with the ordering of the starting and ending values, the script will not be run at all.

pt:para _ de _ com passo _ a _ _ $loop-0.7 1110

This version uses decimals instead of actaul definitions of phi and sqrt(5), making it areound 1.4 times faster

-The function should accept complex value of the form a+bi, and return another complex number -Resolution is the size in pixels of the 'pixel's drawn on screen (lower is finer, higher is pixelated) -x and y offsets are in the unit space of the function, not pixel coordinates -zoom is how far zoomed the function is (2x zoom means the output is scaled up by 2x) -Zoom of 1 and no offset the x values range from -1 to 1, and the y values from -.75i to .75i -Shading darkens/lightens the color based on its mafnitude ---If you want to change the stage size of the project, make sure to the 480's to half the width and the 360's to half the height, they are there becuase using a pure number makes the program slighly faster.--- ---You should not need to change the hue function, as that is tied to the angle of the complex output, but you can change the birghtness function if your function has larger or smaller values to make it look better--- ---Legoman3.14

falseGives the output of a function at the mouse pointer. ---Zoom, x-offset, and y-offset should be the same as in the main plotting block, in order to make this output line up with the graph.

truetruetruetrueIf the tickmark is not 0, write a label, changing the color to white if the background is too darkup?If the tickmark is not 0, write a label, changing the color to white if the background is too darkbrightness0If you change scren size, make sure to cahge all hard-coded numbersReports a list of 'nice' values (those that start with 1, 2, or 5) between min and mix centered around the nice number closest to the center, or at 0, if that is between min and max ---!numbers are not garunteed to be sorted!---

take a number in scientific or normal notation, and reports thepower or the base -base of 1234 = 1.234 -power of 1234 = 3

base=base power=power scientfic notation=scientfic notation full=fullpowerscientfic notationfull

find the item of the list closest to the number

sinhsin cost tan sec csc cot sinh cosh tanh sech csch coth1600falsefalsei2[object Object],[object Object],[object Object],[object Object]