If you want to add legend in your graph as shown in below image, just try to use below code :
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAbIAAAGsCAIAAAA3zbWgAAAgAElEQVR4nO3dW3Ab2X0mcI5f/GY/znNe6dQ6ValU8uBUXqZqU0ltkn3gpOytcra0cWoqLtvZJBtn40wRo+FIHEkzw3EoZdaZUimuuci0RiNrdCHFC0ACIAlCJAg2LmyCuJEAQdwIEuBFFAViHw5wcE53AwQogH0a/H4PqhaIy59o4OM5fU736SoBAACjS+8CAADEglgEAOAgFgEAOPVisVgs+v3+u3fvDgwMXLp0yQQAYASXLl0aGBi4e/eu3+8vFosti8VQKPTrX/9a798OAOCl3L59e3V19WVjsVgs2u32vr4+k8k0ODg4OTkpy/Le3l6ziQsAoIudnR2/3z8xMTE4OGgymfr6+ux2e+MP14hFm81mMpneeeedkZGRbDbbulIBAM7U1tbW6Ojo5cuXTSaT1Wpt8FHKWEyn06Sd6Ha7W10hAIAOAoHAxYsX+/r60ul0I/fnYvHg4IAcTxwZGWlPeQAAOhgdHTWZTJ9//nmhUDjxzlws+v1+cjzx8PCwbeUBAJy1o6MjcpyxkX4wF4v37983mUxms7ldpQEA6MRsNptMpnv37p14Ty4Wb9y4YTKZvF5v2woDANCH1+s1mUw3btw48Z5cLF69etVkMqVSqbYVBgCgj1QqZTKZrl69euI9uVgksx/bVhUAgJ4ajDjEIgCcF4hFAADO2cfiUE9Xz9BpH3wmT2igVweA1jNOLHp6u7t7PS18wtZo+a8DADpDLL4kxCJAp2l/LHp6u7vKuns9JEd6ethb+Dt10Zjx9HZ39/aSu3Z3dyt/XKHxhJ7ebvZuQz1dqgjSfEXlUw0p62zXr0NfqEtdqcaLcg9oongAaEC7Y5FNpKGeniHyhS5/kxXpVVLc6OntZkKwXmuRjQZyJ+Z1NV9F+xUVtanrbM+vw7Y4ybMqf0H+RT293ewt1V+5fvEA0JA2x6JGF5O9ickGpvnTVc0RJggb60TTkKB312oq1npFPp/U2236dcqNwRrhpX5R/hat4mptA8DJxIhFtsFXvcMpY5HtVA7VCgXtV2xRLJ7y1ylHab1X0LoFsQjQWm2ORUV3r9zr1MoR9ltcK0e0v96KB1cfQmLm5CytvuJJydKeX8fT261ucHKPq9OJrm4jFgFaQ58hF3Wvs9rp7OnRbl7Va02pxzfoS9dMBK1XbCBZ2vHrsCM0bC+cfWLFz5lb+NZx/W0AOFknn+WCOTAAcAqdG4tc3xMAoFGdG4vQ2bxDJpPpuhlXt4PWQyxCq3iHTEpDTV+quOEnOU0spszX1c/XkrKhoyAWobVI9LxkM66BJ2lZLDb8inBuIBahtZT5Qv5PlG8t3+X6de7Wek/CNelIrLGxqP6p1ktwzULli/KvyORn9XXKN5rN102m6+ZUjd9C/fuS1y2HMZvMtcqmL9GiXQLNQixCa/H5woRXNRCYu9RopDXwJPTGk15C8+cnlF0nFmngab5EQ7/vSfes+dcCzghiEVqLyxcuh2gQqFpM9WORzYpqYlQeqP1TzVxrSSzSR2vdR/v3rW56hyo/PrFs0BFiEVqr4dYikw6qHNB4Es2REpqPyp/qFIs1X4zpL3O31C4bdIRYhNZq+NiiMifqPYliuJjrRGv+VDsWmVeuf2xRWWLDsVizH1y5mX3dumWDjhCLcObw5QexIRbhzCEWQWxnH4uqM5WrVz1QXGBGeSO9/sLJl6YFADitM43FStaxUcZc5aZ6VTCtG9XXlUUoAkAb6N1a5P5X+U/9GyuxiAtmAUA7GCcWFZ1o9tqtAACtY6RYZA310OUBNK9NW/VP//RPsixnMplSqZTJZLCNbWxjm90mGyxjxmKlqcgsJlDzKGNXV5f2DwAAtOgdi40PuTDKTUXEIgC0gS4j0fxwdMMTdMqUC0id0IlGLAJAUzp/OjdiEQCaglgEAOAgFgEAOIhFAAAOYhEAgINYBADgIBYBADiIRQAADmIRAICDWAQA4CAWAQA4iEUAAA5iEQCAg1gEAOAgFgEAOIhFAAAOYhEAgINYBADgCBCLdOEBduUBrUUL1CsU1FvDhZaOWASAZugdi8xiVicscUUjUH1L/dIRiwDQDL1jkV2vqv6CqKpY5B5ap3TEIgA0Q+9YZFuLJ60TzXWiK0tFn1w6YhEAmqF3LCpWSe2qF4us8lLRjS2IKstyJpMplUqZTAbb2MY2ttltssHSPxYZlW7xibFYaSpqPkABrUUAaIo4sejp7aajzlpDLoxyUxGxCABtoH8s0k40F2xaE3TK2KGWxjrRrSoVAM4D/WOx3RCLANAUxCIAAAexCADAQSwCAHAQiwAAHMQiAAAHsQgAwEEsAgBwEIsAABzEIgAAB7EIAMBBLAIAcBCLAAAcxCIAAAexCADAQSwCAHAQiwAAHMQiAABHgFhklv7jloxWLVqgXqGg3houtHTEIgA0Q/dYZJawqi5spbXEFY1A9S31S0csAkAzRIhFdsGq2guiqmKRfWS90hGLANAM3WNRq79cY51orhNdWSr65NIRiwDQDN1jkYk3GoA1YpFVXiq6sQVRZVnOZDKlUimTyWAb29jGNrtNNlh6xyLfEy7/78RYrGSpZq9bWTpaiwDQDL1j0dPbXR1rZgdTVEMujHJTEbEIAG2gdyyWmI7wSRN0qvdnB2ka6ES3rFQAOAcEiMU2QywCQFMQiwAAHMQiAAAHsQgAwEEsAgBwEIsAABzEIgAAB7EIAMBBLAIAcBCLAAAcxCIAAAexCADAQSwCAHAQiwAAHMQiAAAHsQgAwEEsAgBwEIsAABy9Y7G6OAG/+oDWogXqFQrqreFCS0csAkAz9I5FDl2lRWuJKxqB6lvqQiwCQFMEisVqymkuiKqKRX4t1ZoQiwDQFHFikUm5GutEc53oylLRJ0IsAkBTRIlFbjnoGrHI37/SYmxgQVRZljOZTKlUymQy2MY2trHNbpMNlhixyBxLLP+3fixWmoqVFma9o4xoLQJAU4SIRa6pWCppD7lw9692qxGLANBaAsSiVvBpTtCp3p+2LBvrRLesVAA4BwSIxTZDLAJAUxCLAAAcxCIAAAexCADAQSwCAHAQiwAAHMQiAAAHsQgAwEEsAgBwEIsAABzEIgAAB7EIAMBBLAIAcBCLAAAcxCIAAAexCADAQSwCAHAQiwAAHCFisbpCAV17QGvRAvUKBfXWcKGlIxYBoBn6x6Knt1u1XovWElc0AtW31C8dsQgAzdA9FtkFqyo0F0RVxaLWIzUgFgGgKXrHYrWzzHSYa6wTzXWiK0tFn1w6YhEAmiFALHIHD/mGoeoeVHmp6MYWRJVlOZPJlEqlTCaDbWxjG9vsNtlgCRWLlX7xibFYaSpW+tH1jjKitQgATdE7FtnRFW4wRTXkwig3FRGLANAGusdiiekJM11hrQk61bvT+zXWiW5dqQDQ+USIxfZCLAJAUxCLAAAcxCIAAAexCADAQSwCAHAQiwAAHMQiAAAHsQgAwEEsAgBwEIsAABzEIgAAB7EIAMBBLAIAcBCLAAAcxCIAAAexCADAQSwCAHAQiwAAHP1jsbpkAbtEgdaiBeoVCuqt4UJLRywCQDOEiEXVQixaS1zRCFTfUhdiEQCaImQsai6IqopFrTzVgFgEgKYIEYtUOeZqrBPNdaIrS0WfXDpiEQCaoX8sVtGuc41YZJWXim5sQVRZljOZTKlUymQy2MY2trHNbpMNlkixqO4vszcq7tgzVKr2o+sdZURrEQCaonssDvWw48rlVp/WkAv3mGq3GrEIAK2leyxWZ+Kwc3E0J+iUsUMtjXWiW1QqAJwLusdi2yEWAaApiEUAAA5iEQCAg1gEAOAgFgEAOIhFAAAOYhEAgINYBADgIBYBADiIRQAADmIRAICDWAQA4CAWAQA4iEUAAA5iEQCAg1gEAOAgFgEAOIhFAACOOLE41MMuPaC1aIF6hYJ6a7hUIBYBoCmCxKKnt7u7my5rpbnEFY1A9S31S0csAkAzhIhFsmhVdekqzQVRVbHILnVVr3TEIgA0Q/9YZOOuXiwqOtGVpaJPLh2xCADN0DsWmSbfibHIP67SYmxgQVRZljOZTKlUymQy2MY2trHNbpMNls6xyK4SXR1hOTEWK03FSpLWO8qI1iIANEXv1iKDaThqDblw96x2qxGLANBaYsai9gQdjfs11olueakA0MEEisU2QSwCQFMQiwAAHMQiAAAHsQgAwEEsAgBwEIsAABzEIgAAB7EIAMBBLAIAcBCLAOfLcamUPzjyxreXYrmVZH577/D4WO+aBINYBDhftvYO3/zNUu9994PFyK8cwX8b8waTO3oXJRbEIsD5MiqtffONW39wefjt+4s/uT337bce/PSLBb2LEgtiEeAcOSoWrz+a6/qLt7q++2HXhZtdf/WLru9++KfXHupdl1gQiwAd7uDohZzaHpPjNx3ylYmlaW/4G3/y464/+kHXaz/qeu1HX/vjf3jvS5veNYoFsQjQgQrPnkuJrUe+9Y/s/v4x9+2FoD2cXM/tFo+Pd/ef/ezfP//GH36363f+7Ou/39Pz5vVEdqeIYRcGYhGgQ6R3D5xr6XtSZGDSMzDpubsUca6l07sH6nvu7j976g1cv2+bfCrl8rvHx8dDrtBRsXj2NYsJsQhgVMXj4/jO3kwkdXsheGVi6SO7/4F3TUps5fYPm3qewxfFT56u3nTIe4dHbSrVWBCLzcGcL9DX4YtiOFswBxK/dAb6x9wfz8pjctyf3D44evEyT1s8Pr4nRQatvmYjtSPpH4t03QFu6QGtRQvUKxTUW8OFlt7SWMScLzh7B0cv/MntJ8uxj2fl/jH3J09XJ4OJcLbQ8m6vOZC4ZpbiO3utfVrD0T0WPb09lWCrLmyltcQVu5604pb6pbc0FjHnC85Gbv/QHc8+8K4NWn3XzNLtheBMJJXI77d7bGR+PdM/5pZT2219FcHpHosM7byr/EcVi9ySWLW1NhY153zdWQzfkyITKxuTwYQrlpUSW+FsIb6zl9s/fMmuDZwrify+cy19ZzE8MOn5+ZT3nhRxxbKaYyZtFUjv9I+559eVqyefH2LEIukedzPNRq11orlOdGWp6BO1NhY153yFswV3POuKZc2BxJgcvydFhlyhW3MrH9n9A5OeS6OL18zSwKTnpkO+NbdyT4rc90TNgYQ9nHTFsv7kdjhbSBYOcvuH7RgKxMFQkRWPj9dzu9bQ5u2FYP+Y+yO7f9i/LiW2Cs+e61tYIr9/zSxNrGzoW4ZexIhFgnada8Qiq7xUdGMLosqynMlkSqVSJpN5yW3NOV+NPNblXQ5vbIazBVcoNjzvtfgj5kDiS1fgP21Lt2b8t+ZWPrRIV8dcF0cWBiY9H5iXbljcN2d896TI3YXAFw5pwhd2xbILwZjV7QvGN3P7hw3WrHkw9OXfB2yfevvwRXEhGPv1rPQfdm//mPs/7N6hGWkhGDt8UdS9NnY7t3/4oUX6T9tSKi1EPe3bJhsskWJR3V9mb1TcsWeoVO1H1zvK2PIJOuo5X619/uLxcW7/ML17EM4W5NS2K5adiaTMgcQD79o9KfJLZ+DW3MrApOd9i9T3ZHFg0nPD5rs1t3J7IXhPijxZjpkDifn1jCuWDWcL0a1dHAxtt0ba44Vnz/3J7WH/+kd2/5WJpc/mg9bQZnRrV/CpggdHL2465F86A4cvhK6z5fSORbYvXH/IhVFuKuoUi0I5fFHM7R8m8vvhbMG7mXPFstbQpjmQuCdF7i5Fbs2taB4MDaR3dO+mdYxakxOye89csSyZ9XLNLN1ZDDuiqUR+X+96m3NULA65Qh/Z/efqA6N3LDIzcdi5OJoTdMrYoZbGOtEtKtWQNA+G3l4IDlp9ZNbbA+/aTCQVSO9gKu/paLbHr5mlQavvgXfNFct2wEzAYf/6+xbp7Ad/9KJ7LLbdOY9FzYOh5EdHxWIiv++KZZ8sxz6bDw5Meq5MLN2aW3nkW3dEU+FsAUFZR3bvWTCTd66lNdvjnffWzURS/WPu6Nau3oWcBcRi52v8YOjhi2J8Z88Vyw771z95unrNLF2ZWPrk6eqwf925ll7P7Z7D+UaHL4qJ/L4/uW0PJx941z55uvrzKW/fk8UbNt/theCwf/38XJDGu5nrH3NLiS29C2k7xCLUc3D0Yj2361xLD/vXf+kMXJlYumaWPnm6+mQ55opl4zt7nXQwvvDseXRr1x3PTqxs3F2KfDwrX5lYujKx9PGsfHcpMrGy4Yplo1u7iqNsddrjnSe6tXtlYskeTupdSHshFqE5e4dH4WzBEU098q3fmlu5MrE0MOn5bD74ZDnmjmcT+X3BR1dLpVLx+Di9exBI7ziiqWH/+u2F4A2br+/J4s+nvJ88XX3gXbOHk97NXCK/32Dot3tyglDSuwc/n/I+8q138LXIEIvwsgrPngfSOzOR1APvGjlpd9Dqu70QHJPjUmLrDM5Xq+Pg6EV8Z8+7mbOGNu97or90Bt63SJdGFz+y+4dcoSfLMedaOpDeye4906tCIyo8e/6L6eUhV6iT+gosxCK0XuHZczm1bQ8n70mRX0wv94+5b9h8Q66QOZDwbuaShYM6QXnq03J2Dp6Hs4X59cyYHL+zGCave80s3XTI96TIZDDhjmfXc7udNxiii8MXxc/mgzcdckdO3EEswlnI7R+SoLyzGP7I7ifttTuLYWto05/cZmd+nHiNoqNiMVk4kFPbM5HUI9/6Z/PBQauv78nioNX32XzwkW99JpLyJ7eThQPxu/OGVjw+vu+JDlp9nTdxB7EI+kjvHviT29bQ5p3F8A2bjwTl3aWI5jTAyWDinhS56ZCvmaX+MfcvppfvLIbH5Pj8eiaYye8cdGCDxSgmg4lrZmk911ETdxCLIITi8XGycODdzGlOA7SGNqXEVnxn7xzOEBKfO57tH3P7k51zLTLEIojl/EwD7CTBTL5/zO1cS+tdSGsgFkEs52oaYCdJFg6umaUxOa53IS2AWAThnKtpgJ1k5+D5oNV3dyli9CmNiEUAaJnDF0VyuWVDT2lELAJAKxWPj+8shgetPuNOaUQsAkDrjcnxa2YpWTDklEbEIgC0hSOa6h9zh7MFvQtpGmIRANrFn9zuH3O741m9C2kOYhEA2ii6tXvNLFlDm3oX0gT9Y5GuO3DiogXqFQrqreFCS0csAugqvXtAlnAwysQd3WORLlfFrmaltcQVjUD1LfVLRywC6K3w7PnHs/Jn80FDTNzRPRZZlYjUXBBVFYvsUld1IBYBRHD4onh7IfjxrAGuRSZQLHLroWqtE811otmVVOtCLAIIonh8/Mi3/vMpr+DXIhMmFtn1oGvEIn/3SouxgQVRZVnOZDKlUimTyWAb29jWd/vLOc+VcXd0a1eQesgGS4hY9PR2c8tBnxiLlaZipR9d7ygjWosAopESW/1jbu9mTu9CtOkfi0M96rae1pAL95BqtxqxCGBE4Wyhf8ztiKb0LkSD3rFYnYjD94a1JuiUsUMtjXWiW1MqALRUevfgmll6shzTuxAlvWOx/RCLAMIqPHtOlj8TakojYhEA9HT4ovhLZ+CmQxZnRQrEIgDorHh8fHcpMmj1CbJaGWIRAIQwsbJxzSwl8vt6F4JYBABhONfS/WPuYCavbxmIRQAQiJza7h9zu2J6XosMsQgAYlnP7V4zS+ZAQq8CEIsAIJzs3rNBq+++J6rLxB3EIgCIaO/w6KZD/uTp6tlfiwyxCACCOnxRHHKFjkul/MGRN769FMutJPPbe4ftbkEiFgFAXMXj4629wzd/s9R73/1gMfIrR/DfxrzB5E5bXxSxCABCG5XWvvnGrT+4PPz2/cWf3J779lsPfvrFQltfEbEIAEK7/miu6y/e6vruh10Xbnb91S+6vvvhn1572NZXRCwCgNCmveFv/MmPu/7oB12v/ajrtR997Y//4b0vbW19RcQiAAhtd//Zz/7982/84Xe7fufPvv77PT1vXk9kcWzx5SAWAYxud//ZU2/g+n3b5FMpl989bvNQNGIRAICDWAQA4AgSi6rFWLQWLVCvUFBvDZcKxCIANEX/WKwEoGLpP9USVzQC1bfULx2xCADN0D8WS6WSMuE0F0RVxSK71FUdiEUAaIpxYlHRia4sFX0ixCIANMVIscgqLxXd2IKosixnMplSqZTJZLCNbWxjm90mGyxjxmKlqVjpR9c7yojWIgA0RchY1BxyYZSbiohFAGgD/WOxOhWHHY7WmqBTxg61NNaJblWpAHAe6B+L7YZYBICmIBYBADiIRQAADmIRAICDWAQA4CAWAQA4iEUAAA5iEQCAg1gEAOAgFgEAOIhFAAAOYhEAgINYBADgIBYBADiIRQAADmIRAICDWAQA4CAWAQA4osai1qIF6hUK6q3hUoFYBICmiBmLWktc0QhU31IXYhEAmiJkLGouiKqKRXapqzoQiwDQFOPEoqITXVkq+kSIRQBoipFikVVeKrqBBVF/93d/twsAoIYf/OAHitAwZixWmoqVfnRjRxkBABogZCxqDrkwyk1FxCIAtIGYsag9QaeMHWppoBMNANAUUWNROJUANkyr1LAFG+ZPHApuKz2rRSw2YqinsnOqW0IzdsEGqBcFt5fO1SIWT9bAwLhYDF2wp7enu1v0Fg0Kbivdq0UsNsLjqeaKEf7WGq/giqGeLjpZ3xD9fxTcVjpVi1hsFk0ZZrhcaIYruMxQcV4qoeA2O8tqEYu1eIaGNP82kdlBnt5u0f7UdkzB5Z+KF+IouK0EqhaxWIOnt1uz1e7p7e7u6REuYjqo4FKpJOZIEQpuK5GqRSzWMNTT1d2tsZ/q7jw9dVbBYn1jCRTcViJVi1jUNtRbvTyFiJmigoLbDQW3lVDVIhZPVN1PQz2i/YXVhILbDQW3lf7VIhYpOqte/beq/CPd/4jxUHC7oeC2ErdaxCLBTCAd6lEfytC6YIW+UHC7oeC2ErpaxGKpVFKdCuLp7Wb3E71ijzhQcLuh4LYSu1rEIqGaFSXc/AUFFNxuKLithK4WsVihGgET/RwAFNxuKLitBK72PMei8tJbihl+4uykChTcbii43biCha323MZijUtv0cEx4ea7ouB2Q8HtplWwkNWe01g09KW3UHA7oOB2M1DB5zQWDXjpLRTcbii43QxT8LmNRZbhLr2FgtsNBbeb0AUjFksCX3qrFhTcbii43YQu+PzEoqe3t8afJGEvvVWLgAVXVu6u+VPRCq4PBbeb2AWfn1isfTaRsJfeqkXIguvNxhWy4HpQcLuJXfD5iUUhj2FoU05GMwqRzlOoo84a5MIyYs0Gdo5iUe/TzxtkkGwpU15oXvjqmYNZ9Tv+AuFrFvv9LZVKHRDinR2L7ISAUskIHyqxp3MpVD/97DdA4GTkD/AzE4kFfs8VgxLiZ7nhQlxDR8eiRmdU6NlSBkvFUok7r7WaMj09IlxhWVulYPYbK/q3V/NNFu3EEMJwIa6to2OxrNKo6RkqCR882rEtdJirrzIvxHXneezXlUQL84YK/pkolcpvaU8PH9/1l8rTi4FCvKbOi0WmZ8fvhPI+6ukRL2OYL61GF1T0xoyQOchST45jCxb/7SUEf5NZBgpxbR0Wi2yoaE8BEK9loPzSKq5VLN6hOs23UNgvrfJ4Ittm7O4dEnI6ca0PqbBvcrVdWPmoiltqIzoqFtUjzeJlioL2l5YbyxCt/qEecvBQszku2DdBPcbClixgwaVSqc47XBKyZsUYC61OwFIb1UmxWKsVI+yuqf+lFRZ9nwVcNUmt8uU0zNtbMtQ7rNHXYd5loyZjJ8Wi9siE0MMVhvzSskfjhLxaXhktUzXGIuqpuJRB3mGCyT6jHKc9SUfEIp0GoD1eIfLnv2TEL22lDc693co5ojpTvIfKMRbx3l5y4ITtgQr+DrPI29trpL/tdXVELDJ5qBivEPWv11AP1zUS/Eur+MZWbxLxrS2VaryHIo+xlErkj3sP3/AS9B021pjbaXRILJaYZBR6vIKJmHKdTF9JzC9t+SiE8mMv7EFb9RFbgwwCkE5PtUZR32EjjbmdkqFj0cgn5JaxJQv/qeILFLUlXjLoEdvqwSCtM3FEUmdESPjPcGOMG4sGPyGXErVNoI3v7veIW7j6iK2AmM9wd6+HPVeu0nkQ8x021IjQaRg3FksGPiFXeaOhPk8C/+XhGaLlwrYM+WwR+nNhrBGhphk6FksGOSGXpSpP/KFyJaG/rzzBPwyEIYpUEnhEqAWMHoslA36qjHhCbpVhGotlhvh4GKJIBWMd/WlOB8RiyYCfKnHHnU9QPacYWstwn2ED/klvWGfEYsmAnyrDFQztZrSPhNBjbi+lY2IRAKA1EIsAABzEIgAAB7F4XhzDeaX3R894EIudSf3dKMJ5haBsFmKxo9SKwhcqR9C51Lu7VkTq/YEVFGKxc9RKQ/JVec44VHkGRqbeoezuZrNSnY96f2xFhFjsEIpMpIFIc5B+hQ4ODg4ODvYr9qBT0H1KdjEbmjQf2XBEMtaCWOwEbCZqBiLJQfLl2d3dLVTkobPQPbu7u0uzkkSkZjgiGTUhFjuBZibSQKRRmM/nd3Z2tre3t7e3c7ncFiMLRsbuylwuR3bxzs4OCUoSkWw4qpNR74+wWBCLnYDtO7OZSFqIhUKBpCGJv0wmk06nU6lUKpVKVmyCkdH9SHZrOp3OZDIkLkk+FgoF0nJUJCPtTev9ERYLYtHw2KaiIhN3d3fz+TwJxEwmQ3IwkUhsbGzE4/F4PB6LxdahU8RiMbJbNzY2EokESclMJkPCMZ/P7+7uaiYjGowKiEXDY2NRkYk7Ozu5XI4E4ubm5sbGBsnBaDQaiUTC4XAoFApCpwiFQuFwOBKJRKNRkpIbGxubm5skHHO53M7OjiIZEYuaEIuGp2gqqjMxmUxubGyQNAyHw8FgMBAIyLIsy/Ly8rLf7/f7/T4wMrITl5eXyW4NBALBYDAcDpN83NjYSCaT6mRUNBj1/iALBLFoeAlSHxEAABH7SURBVIqmIhljyefzNBPj8Xg0Gg2FQqurq7Is+/1+r9crSdLS0pLb7V6ETuF2u5eWliRJ8nq9fr9fluXV1dVQKBSNRuPxOE3GfD5PRmAUDUa9P8gCQSwaHolF2lQkYyzb29s0EyORSDAYlGXZ5/NJkrS4uLiwsDA/P+90Oufm5hw1zIGo6uwyp9M5Pz+/sLCwuLgoSZLP55NlORgMRiIRmozb29tkBIY2GBGLCohFwzs+PiY9aNJUJN3nra2tVCq1sbERjUaDweDy8rLH4yGB6HQ6HQ7HzMyM3W632WxWho1nB/Eo9pFi99nt9pmZGYfD4XQ6STh6PJ7l5eVgMBiNRjc2NlKp1NbWFulKkwYj6UcjFlmIRcMjsUh60Pv7+7SpuLm5ub6+HgqFZFkmmfj06VOHwzE9PW21WicnJy0Wi9lsnqgwm81ms9lSMQmiovuI7DJ2D5IdZ7Vap6enHQ7H06dPSTLKshwKhdbX1zc3N2mDcX9/n/ajEYssxKLh0VgkPeh8Ps82FVdXV30+n9vtfvr06ezsrM1mm5qaMpvN4+Pjo6Ojo6OjT548efLkCdkeGxsbr2CzEgRBdgrdR2NjY+qdOD4+bjabp6ambDbb7Ozs06dP3W63z+dbXV1lG4zkCCPpRyMWFRCLhkfHW0gs7uzsZLPZZDIZi8XC4bAsy5IkLSwsOBwOm802OTk5MTExOjo6MjIyPDz8uGJ4eHhkZEQzH0E0bBpq7sfR0dGJiYnJyUmbzeZwOBYWFiRJkmU5HA7HYrFkMpnNZnd2dthYLBaLen+QBYJYNDwai+TAItuDDgaDfr9/cXHR6XROT0/TTBweHn706NFDxqNHj5CMhqDORM1dSZNxenra6XQuLi76/f5gMMj2o8nhRcSiGmLR8EgskvEWcmAxnU4nEoloNBoIBLxeL2kqWq1Ws9lMM/HBgwcPHjz46quvyMajR48eP35MY5FkIvrRQqE9aJKMJBYfP36suTdJMprNZqvVShqMXq83EAhEo9FEIpFOp8nhRTLqglhUQCwaHpmdQ8dbcrlcKpUi83JWVlYkSZqfn5+ZmZmcnBwfHx8ZGSHfoq+++ur+/fv3798n3yXyRSKZSALRXDl+D+Kgo2Tj4+MkGekfOfUOHRkZGR8fn5ycnJmZmZ+flyRpZWWFzNRJpVK5XI6OupA5Onp/kAWCWDQ8RSyS8ZZ4PE4OLC4tLTmdTrvdbrFYSFPx4cOHtTJxbGxsYmLCYrFMTU2RY/aYpiMOsjvIrrFYLBMTE2NjY7WS8eHDh6TBaLFY7Ha70+lcWloihxdJLG5tbSEWa0EsGp46Fsl4SygU8vv9brd7bm7OZrOZzebR0dHHjx/TWFRk4vj4OAlEm802PT09MzMzOzuLed3icDgcs7OzMzMz09PTJB8tFsv4+Lg6GUksPn78mPSjbTbb3Nyc2+32+/2hUIiMuiAW60AsGh4bi2R2DhuLi4uL5MDixMTEkydPSCzS41CKw/M2m41OBiYnS7hcLt3OZQOey+WipyeRCfns1AI2GR88eEBi8cmTJxMTE+Tw4uLioiIW8/k8YlETYtHwNGORHYZWxCI9Qs9m4tTUFJ0A7HK5yNm1Ho/H6/XqeQkEYHi9Xo/HQ85kd7lcdHL+1NSUIhnpGJo6FslgNGKxPsSisdEToulc7mw2S2fn+Hw+NhbpN4cgfWeaiXNzcwsLC2632+PxkMuxrKysrK6urq6unu31sUAD2RErKyvkokcej8ftdi8sLMzNzdFkpL1pun/J3zwaiz6fL1iZo5PNZumMbpwWrYBYNLYGY5EeW6Szf+nxxMnJSbvdTjJxaWnJ5/PRK69EIpG1tTVdrqgKamtra5FIhF4JyefzLS0tkWS02+2Tk5P0OCM7r5scW0QsNgWxaGyNx6LFYiEDlyMjI2R+4tjYmMVioSdCLC0t+f3+QCBALkW1vr4ej8cTiYQ+l+EHlUQiEY/H19fXyWXiAoGA3+8nydjILkYsNg6xaGxNxSKd7Ebn4kxNTc3MzNDTZgOBQDgcXl9f39jYCKwGzfZpi302FIme7XpN93/6nZ/eP9uXbLPW/EbsVdbX19fD4XAgEPBVTnifmZkhXWmSjHQKKmLxFBCLxnaKWKQXFGCbiuxFVhKJxIRt+icX3/3hxStvmPr/5l8ujlltqqU33QN//l+q/u5eW9f5bAJfl26VuQf+/M8H3K17PrpIGQnHRCKxzlweiW0w1trLiMXGIRaNrZFYnJubI18Y0pQg6EiL0+kkM9roFVZWQ+Efv9X/d1eu/5/BW3//81t/c/H9//G/fxZZj/FrtbuvvvbaVXf5P3ff+K3qf3R0943f4gvhqjxLbXhhumBZNptlr5BEZqeS095pg5HuZRKLc3NziMXGIRaNrcFYJIfk6Rm1pBFhtVrJaWHk/Acyo21zc/PRhPkNU/8/Dv5n7+3hn33++G/f//j1v3/zy+GxZ5yly9/5zuWlyv++uPDqhS/KN16+8Oqrr7766oUvyL1eLavc+4sLr164cKF64xcXNO7wBX0R5cNVL1H1xYVXmZIU6Mu8yj47+1TKwhp+IFOl+te+8AX3G2k8W43XVSHLUbDX0ySzU8m5TOQUT6vVShqM9Kx2OqSGWGwcYtHYThGL5NtCGhGzs7OkB82eLfvV6MRfv/nO3314818/H/7nTx/94Or/+4sf/8sXj58ccaS+3/u9Poluf/P7d8obZOvo6Ojo6M73q/+h97/zfXoX9u70OaqP0ny44iVqVKT+0Tfpz+58/5uaT8UURu/T0AMVL1R5J6rFVH4R7WdTvCGaz3v0/Plz9pKaijPfST+aXE+TdAvojkYsngJi0diaikWz2cx+W8ghJ5fL5fV6V1dX19bWEolEJpMJRaN/9Y9v/q+33nvj2i/++spHPf/c918v/DAaixc5novf/jr17Yueyo2VzWKxOPS9r/O+N0Ru/d5Q9R7q7cqG9sP5l1BUVOMn3OtU/6d4AHenoe99/dsXPY09UFGq+i7Mb6TxbOytNX8H9boUmUwmkUisra2trq56vV6Xy8VeUpPsaLPZjFg8BcSisZ0uFtXfltXVVfpt2dnZGTZbX//RT//7T/7vf/vhT1/7n397d3jsWEnq/e3f7pXq3virv/zaX/5K9UD2Vs3tyob2wzVflz5DjR/xT1X5n+KpuDuV/9PIA3/1l19T/xbcXbR/I61b6/x2x+qLDZMdTS7A3uCORiw2ArFobMctikX1tyUaiw89HPn0Nw/DazGtV/aYvvUtk6f+jUOvv/LK60PVn70+RG6kt2lusxvqh2u+bvU+r7zC/3To9W+ZPCWP6Vv09uq2ulq2mG+ZPKWGHqh43CuVMtW/mvazsY+v+du1b0cjFtUQi8am37elkVgsB1WFIvVqbTM3ajy8XiyqHvLKK1pPxdykDHHVwxp5IPPI11+nxZdvfH2o1m9UuQmxKBzEorG16tui6ETv8YsfnQ/anXZxoBN9ZhCLxnbchiEX9SLCmsMYHYcfEBEMhlzOEmLR2JqKxQYn6ORyuTyzWubz5881J73AWcIEnbOEWDS2U8TiidO56fLqe3t7BwcHtWYXwxnDdO4zg1g0tgZjsamT/1KpVDab3d7ezufzu7u7LT2BDU4PJ/+dGcSisTUSi6e4VEQqlcpkMltbW9vb2zs7O6274gGcEi4VcZYQi8Z2ilhs8MJim5ubJBxf+oJY0Bq4sNiZQSwaW1OxiMvQGhouQ3tmEIvG1ngsYtECo8OiBWcGsWhsDcYilrgyOixxdZYQi4ZXxIKo5wMWRD0ziEXD04xFMqNNMxYfPnxIF1lnk5Gc9zIzM+NwOJxO5/z8/MLCgsvlas3a7/DSXC7XwsLC/Py80+l0OBwzMzP0nBY2E8meffjwoWYsktmpiMX6EIuGx8ZioVBQxKLb7SbzFsmxRRKLX3311f3799lkJMcZLRbL1NSUzWabnp6emZmZnZ11OBxzIAaHwzE7OzszMzM9PW2z2aampsjsAtp3JplI9iyJRXpscW5ujsxOZWOxUCggFjUhFg1PHYvktLBwOEzOf3A6nXa73WKxkDYFjUV1MtIJwFNTUyQfbTabHcRAdgfZNXRyvjoTaSySfoDFYrHb7U6nk5zLFA6HySmeiMU6EIuGp4hFxdmykiSR08LISOXIyIj6K8QmI5nsNjExYTabLRbLJIjEYrGYzWZyEieZgqqZiWSHjoyMkJkG5BRPSZIUZ74jFmtBLBoeubwKubYKOWE2nU4nEoloNBoIBLxeL5nXZrVaST+aPTBPvkL0CD2Z7DY6OkrPqCX5CCIgu4Oc70wycWRkhB1DY/cmaSqazWZyYHFhYcHr9QYCgWg0mkgk0uk0Oe2dXCeJXCRJ7w+yQBCLhkdi8fnz5+SSU/Q6AuxgNDlhdpI/PP+QQb5INBZpMoJoSCbSWKy1K+kwGjntfZEZht6sXA2EXD6OXFUTschCLBoejcVnzAVKyagLObwoSRI9EYImI53XTSATDUSdjIr9yE4tIE1FSZLIgUUy3pJVXWwYschCLBqe4rrNZI4Oe4UVX+W0WXI9vqmpKbPZPF65oAA9f1aRhuhBC4j2o9X5SHfi+Pi42WwmI2azs7P0hHf2Cklkds4efw12vT/IAkEsGh6NRTrqwvaj6UVWFhcX6QRgq9XKHr9nE9BSoefIAtRF9xGblewomdVqpZPzFxcX2csjbTLX0yTjLYhFtdPE4tWrV00mUyqValtV0AQSi0f8Fe3ZBmMwGFxeXibJuLCwQCcDkzkfVoaNp/eMFNCg2EeK3We32+mE/IWFBZKJy8vLwWCQbSqq16VALFKpVMpkMl29evXEe3KxeOPGDZPJ5PV621YYNIGeFk370bTBmEwmyUydYDBILi4gSRIJR3KyBJkkrEnvyctQU51dRk9PWlxclCTJ5/PJshwMBsm8nGQyyV56nfSgcUK0gtfrNZlMN27cOPGeXCz+5je/MZlMFoulbYVBE0gs0n40ubR9Pp/P5XI0GcmlqMiVV/x+v9frlSSJnF2r27ls0GrkTHZJkrxer9/vp1dCikajNBPpQj2kqUjHWxCLlMViMZlMX3755Yn35GKRpOng4ODR0VHbaoNG0VikDcb9/X3SlabJSC5cGo1Gw+FwMBgMBAKyLMuyTC7H4vf79bwEArw0shOXl5fJbg0EAsFgMBwOk+tmbmxs0Ewk3ef9/X3aVEQsso6OjgYHB00mk8vlOvHOXCzu7u7evn3bZDKNjo62rTxoFFlEmG0wqpORXtU5FouRfIxEIuFwOBQKnfEFsqB9QqFQOByORCIkDWOxGHuVdUUmKpqKiEVifHzcZDJ9+umn29vbJ965S/H/dDrd19dnMpkCgUB7yoNGsbFIGoxsMubzeXYNkGQymUgkNjY24vF4PB4nKQmdIRaLkd26sbGRSCSSySS7Jk8+n1dkIttURCyWSqVgMHjx4sW+vr5EItHI/ZWxWCqVbDabyWTq7+8fHR3N5XKtrhCaQGJRMxnJCAxdIIksCZJOp1OpFElJQp/L8EOL0P1Idms6nSaL8NBFysgYi2YmogddKpW2t7fHx8fJHBur1drgozRisVgs2u120mYcHBycnJyUZXlvb6+l1UJD2AajIhnJCMzu7m6hUKALyG1vb+dyuS2GTqs2QWuwuzKXy5FdTJZsLBQKZFVbsuQ3m4loKu7s7Pj9/omJCXI8sa+vz263N/5wjVgkAoHA559/bgJd9fb29vb2vvXWWyaT6a233nr77bf7+vreeeedy5cv9/f3v/vuu1euXLl69erVq1ffe++9999/n/z7wQcffPDBBwPQKcgOpfv3vffeIzv9ypUr7777bn9//+XLl995552+vr63336bflrIh0fvj7D+Pv30U1mWm0rVmrFYKpWKxaLb7b5z587AwMClS5f0/u3OKTYZL168qAjHS5cu0YgkKUmDEjoM2blkR5MoJHufDcSLFy+akIkm06VLlwYGBu7cueNyuU4xr6ZeLIIgjiuKFbRPTbrV1KHKMzAy9Q5ldzf5ANBeMz2eeJ67zy2BWDSGY54iH1lH0LnUu1udhsjEl4dYNJhjlSKcV+oPg94fzw6BWDQ89XcDzgm9P3odC7EIAMBBLAIAcBCLAAAcxCIAAAexCADAQSwCAHD+Pw5PnBK0r6rnAAAAAElFTkSuQmCC)
// LEGEND
var legend = new AmCharts.AmLegend();
legend.position = "bottom"; // you can set 'left', 'right','top' as well
legend.markerType = "bubble";
legend.markerSize = 7;
//legend.borderAlpha = 0.3;
legend.horizontalGap = 10;
//legend.switchType = "v";
legend.align ="center";
chart.addLegend(legend);
// LEGEND
var legend = new AmCharts.AmLegend();
legend.position = "bottom"; // you can set 'left', 'right','top' as well
legend.markerType = "bubble";
legend.markerSize = 7;
//legend.borderAlpha = 0.3;
legend.horizontalGap = 10;
//legend.switchType = "v";
legend.align ="center";
chart.addLegend(legend);