data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAGmlJREFUeF7tXQdYFMcXf0evIqggimJDYzexpWmKKBbsKPaoMbFFozHFtH9iS4wx0RhNLFFsoGBBRWPXGJOoscbYUbFgQ0UUQaT+v9+YWXdh4Ra44+5g3vfddxw7Ozvz5rcz8968osvKysoiQYIDJuKATgDQRJwXj2UcEAAUQDApB1QBePToUdqzZw9hddbpdEX2Xa5cOWrfvj25u7ublCni4UXHgRwA3LlzJ/n5+RVdC1Se9M8//1DHjh1N2gbx8KLhgAKAhw8fpjJlyrAnp6Wlka2trWL2Y2t2LjMiv3b+/HmqUaOG1Ho+i+a3O1WqVMnvLaK8BXJAAcDp06dT9+7dWTeOHz9O69evp927d9Nnn31GVatWpfLly9PBgwepbdu29MUXX9DWrVvZtW7dupG/vz/t37+fLly4QLVq1aK5c+dSly5dyNfXlypVqkQ7duzIF3vwPEHFnwMKAE6bNk0CILrOZ6FLly6RtbU1++zatYsB6969ewxY/FrlypXZbJmZmUkZGRlkY2PDPhcvXiRcu3z5cr64Wb169XyVF4UtkwMKAH7zzTcKAJqyS/Jl3JTtEM82LgcUAPz6668lADra2VDGdy3J0VZHKVaOFO3ayOAtcX10k6qkxrB6XRu1p9jnx0nPqFmzpsGfJyo0Pw4oAPjVV19JAHycGE/VVgXTYvfB1LH3INZyKysrKuPhwZZYfRR/7x4rwoUWXj777wcPHlDV5R1QkK4N2iZVi32koOLPAQUAJ0+eLAEwLSmBUtZ+SuXeWihxwcnWhuKHNyRrnX7GWDm6kPXUPWxPyMGb2127Vi2i4PildPWNLVKR2rVr63+IKGHxHFAAcNKkSRQUFMSEifTk+xQZtZl69enLJNh27drRg9s3yWlKoNRpv1XXKLpHRaoREUvne/oomaHTkc2Mg6wuPhPmxS3P+a/RlQGbpRmzTp06Fs9c0QH9HFAAcOLEidIMmPHoAf26Yw8DJNQxnTt3pod34xQArLHyMl15359SY6PJ1suX0m7JJF2djnTT99Onn35K2FsCiHmdrHgv9KfL/X+VWly3bl39rRclLJ4DCgBOmDBBAmBmSiJt2v4b+w2dHNQo2QHot/o6RQdVoOphF+lCn2o5ZkD6dh9T3YD07RsrLGpNl/ptkuqoV6+exTNXdEA/BxQAhHKZK6IpNYk2bNnJZkBOcbGXqfys3vprJaJyo2fTde+GBCED5ObmxpZXfDjJT0l8FgfQxT5R0rUGDRpoeo4oZNkcUADwf//7nwRAXVoyrd+8Q9oTAjgVK1SgUUHtKDEhHvItEWF/p/49M2wdPUzLpIcPH7Klt1SpUnkuwZWXtqMLvTdI3GzYsKFlc1a0XhMHFADEsRqfAa0zUihy0zaFYjrr0UOyn9ReU8VQq6RO2UOOjo6s/KNHj/K8r8ryDhQdvE4q8+yzz2p7jihl0RxQABACAwegTeZjWhO1hc2AV65cYcdpGcmJCiHEpow3Zdy/S5SVSVkZ6Tn2gCmTdpOzszP7f3JysjQDqi3BVUMD6VzPSKmO5557zqIZKxqvjQMKAH788ccSAO0ojVat/5Vat25NjRs3pujoaKLHyQoAWjk4k3UpD0qLu0qOdV+gRyf3PX2qTkfJE3ayJfjFF19kxg15UY2VnelM0BqpSJMmTbT1QJSyaA4oADh+/Hhpz2evS6eIdZsUS7Au9ZECgHn2XKejpC93sL0fiAsjud3jF96FTndfLekBmzZtatGMFY3XxgEFAD/88ENJ6nWwyqCVa6MUALS2sqLqbrb06Fas3tptqjekmKvXpb0f3wvmdmOtVd3oZNcISUpu1qyZ3meIApbPAQUAP/jgA2kGdLLJorDV64vMOqb2miA60SVcmgGff/55y+eu6IFeDigA+P7770uAc7YlWh4RWWQArBvZk/7tvFJq8AsvvKC38aKA5XNAAcBx48ZJgHOx09Gy8LVFBsB664LpeKcVEkchuAgq/hxQAHDs2LES4Eo5WNPisFVFBsCGUX3oWGCoxPGXX365+HNf9FDpFzxmzBgJcG6ONhQSGmE0APbp04euXr1KYWFhzLS/0ca+dLTDcmlIWrRoIYanBHBAMQOOHj1aApy7sx39snQFE0quXbtGFStWNLh/MAAI8OGorvHmAXS43VKJ5a+88koJYL/oogKAo0aNkqRgDxd7WrAkjOzt7Wn48OEMJLGx+tUvYOkff/xB8iUUljDvvvsuzZ49OwfHualXky1v0KG2SyQp+NVXXxWjUwI4oADgyJEjJQCWLeVI80KW0/Xr12ndunXM/fK1116TWPL3339T7969aenSpRQcHEw//PADtWrVii2r8IaD66bcE+69996j77//XsHSqKgoyQG92bZB9HebEAmAr7/+eglgv+iiAoAjRoyQAFjOzYn2hnxFO67bMB9gV1dXiomJkQACf98333yT+QNDZQI3TfgJBwQE0OnTp+mll16i+Ph45ugeHh5Ohw4dIrh9cp+QTZs2UYcOHQjfTauVoU7XFtCB1ouk6wCzoOLPAQUAp0yZQs2bN2e99iztzJySdr00mzmcA1RYivOiRo0a0bFjx/RybfPmzczEn3+7bv6E6tvfpn2tfpFOQgBsQcWfAwoA3rx5k/7991/Waw9XB6oV2Zf9Pe5eAD3vbUNZlEU60hns+8aDx9TD+gB5Wycyu8J9/r+w5yUkJFCPHj0sjvtH4h5T81Xa9smm7pyXkzXFDjJ9+JMcwYkQUoOHxWjatAl5uHsUCa+iz59nURQAPkTIwpJvSXQuIY3qhl6h20OqUml7K7Nv+leH7tEXB+IpbaRpI1DkGp7tt99+y9N+DxzOHniosL9hOQPhwxLjwtjOuUBXBvqSt7ON2YOPN7B91A0KrOJEI+q7mazNOQC4ZcsWRXSrwrbs22GdqZnjLb3VvDRqFtlUe2IBs2HDBoLUbEkEAJp6Nskvv24kpVOziFi6asKlWAHAAwcOsKXPkIEp3eYHUGkHbUvSZZlfsKW5ZaoBkEv8ZcuWJYStA5UuXToHThBRDMGYoCuFOktOCxYsoEGDBjHvQrlDFy+Tnp4uXYO+FdEr5OUQ0Qx7+9zI1C+OAoCff/65dBKyfft2thdbuHAh8wnu1KkTk4IdHBwIx2QIZIQPruEID+b86Dic2yFNI4oWqGxIoAKATmO2kJV3HXr4UeUcPDkvc0qCLtGSXDPVBhJbih9//JHxDRHFoDMFz9auXUt//vknE7TeeustpkddvXo1U/rDKh0TANRWIPAUsRqnTp1KkZGRhEmiZ8+e1KtXL/YNAMqvAaiIaoYAn3h2hQoVmEtsXFycKgbNCoAzZ85kOj0QIqUi7t/8+fPpk08+YTo9/A9MmzNnDgvhC1N9AA5vKd5yvG1nz55l8QHh1QYz/oph3RUAdJlynjJvnaXkWR1yMORkt1XS/6pVq0YI2WsppDaQ27Zto65duzJ+YRYDkPBiAVSIswiAAFBwW+CnTHiR8dLzWYsDkIfHW7x4MbsXhPv5DIjrqampbDbEOTv20kOGDGFjsmbNGqaXVZtBzQqAeEvOnTunugQHBgYyCRVvbl5L9L59+6hly5aMMShXdXVvzUvw0cBQSRFtacYIuQ0klPs//fQTU+bjgyVy6NCh9O233zLFfEpKCputABwcX8I1Fo5cH330EQMZlmWcIOG+YcOG0bx589j+GB8fHx8WewfAwrWff/6Z/Y0AA1jqcS+MjHEtt3B3ZgVAdBgzniGDQ9avX588NcxkMZcuMTUMQOvp6UmW5phu6oGUrxSIdIsJAD4++sjU7VZVw8CHF8snj2bAO1FYNUt+7re0QOWmHkh9QLMIIYQ3EoOPKVxfgHFjX8cm3lJSNmgBII45sYeDnzUCwGPJhfHG48eP2V6wX79+bBWA+Rv2cMuWLWN7bnyjPMbExcWFbYVu377N9pMQYrAtOnXqFCsDoQP/12rMoaXdBQW3lvtUZ0AYHXACc0BwLI+IiGCRrvheA9fatGkjRT/Q8sD8lNm7dy8NGDAgP7eYrKyWgcSeDcIGpHuABJIueAhQQfDo378/EySgCgsNDSVMBNj/YTnFXg9S9MCBA9nfEGggNePvd955h+0z8TevW8uZPJilpd3GZKoqAPEWcsJbe+vWLfZmQUDx9vZmIIQpFoDIJTljNBLSGzbRlkBaBhJRJ6CSgVAA8ABgXCpetWoVU2nBLQLxGHENwgpWAdhRAlzPPPMMOyWCEQfqwowHsEKAwd4dZSBsQFV24sQJTWzT0m5NFRWwkCoAudK0gHUa7DYAkEuDBqvUSBUZYiDlSmUjNTNHtYZod2HaqgpAFobjP5oy4HVqUTalMM/QfK+Lbz167t35UnkAUIskp/kBRixo6oEsaNdM3W5VAEKZzKn0PH9yttXR3nofUZ2WgUbJHXdiTxS1PPENe+S1wdsVAIQS3BKoMAOJ5fPtt9/O0U3o/niM7ewXoWu9cePGk5g9haDCtLsQj5VuVQXgmTNnJKC5z29NF9rPpQo1nobMDe1Sj/zL2+p9PiIHes49yhgFun//PtvHcMJSz82uMhLvUIPtwxkAuXSN4ymcDFgCFWYgoTzGcRmswOH8FRISwpT5MASGSowf2WGPCN5AGIFwBtACvIWhwrS7MM/l96oCECI9P0gv80sAJb2zh5ne83RbiaMak6OWUPlEZDPzkBSoHG+rPP+Hl5cX2yyvXLmS4BDlOe9VujpwqwKAOJ+2BCrMQILXULX07duXCRTLly9nQh7+hu8NF/RwVAq3hxkzZjCWJCYmFtpusjDtNsS4qALw5MmTEgDLLmxLiSN2MzEfx0pg1sPRTWQAfBJy1611P3Lwe5Zu/aQ0o7Ke8eTcEgQAIhMnn+EgUeN8GbaHqNsLkfLf2KIAII6mLIEKM5DcCgb7XcxyOI+HgxiEEn5kB3UN/oY2Ao5iIH16WC18K0y7tdSvr4wqALkIz47FQtrT/WE7mWIT3nFQCzwa21wCoM4aBpg68ouEyY+OznXKZkE9fT97k6F2QL0wMuCE5YbPgFBPVFjoT5dkkfKxBH/55Zf6+mAW14tiILFKYDY0FG2ISaLQs4kU3ra8oarMdz2qAOR+IagNAEwY+jTTJWbAlLHNyUHjEkz/AZDPgHJrZ2jwYfeHA3lYbVRc1JpiZJHyIQVbCgBbrLnGTPGjAr3zPQimugEvTcwbvuTjYjorblUAQgnKqfySQLo7ZKtC+vXxqSilX8iLeQn37tH9B4m5Ws8gFSwn+BxXWhxAF2SR8gFA5C6xFCq/8BL5lbal8Y3dqbyTNTX2tGdNPxz35DTJXOhkfCq9uTOOgv1caHkbL5M2SxWA8mMc76Ud6c6bT1NoYQa8N/ZFKqfR8SZ96h9s+eUzIEJxcMLejxMiIfgubUdyo1QAEPaGlkTLzibS4B1xzDz/nzup1CT8qgREc+lHXQ87+uA5d3rGXb8mw9htVgXgkSNHpOdWXN6Z4gb9ytQDkLoQajdzfEtpD1i2z8d0J2wq+UxcQ3dXTqNHp/Yr2vx4yh5ycnKSAIh6OMGolRNiwSBp4TlZpHwAENbVlkTnEgC6WGrn60TrLiYxRyUvJ9MtcebOO1UAHj58WGq3T2gXuvnGRnYIDmME6KWyPn4lmxpGR74zd5F9tYY5hJCUyb8xA0ukXcD9kOK49IYZkKt7MANWQ6T84HWS2gYARAZPSyLsq0C9arrQstamXd4sgW+qAITJNwdG5RXd6Hr/DczKAqoAqFKsPntdAmDNDXeZ9Jt0aBvdXjyBUq+cVvQ7acJOKVA57oXuj9Pvv/8u/Q3Fqx8i5fdYq1DDwN/BFARDWsTDQagRNUcitTZh9mu0Ipai+1emiibc2JuCXwV9pioAofzkAPRd2Z2u9VuvqN/hC3+y0ZCyFTc9/HIHAy4IJyGwds4NgDURKT9ojQKAcOIxFcERi+e6g84Sbglw1BJkOA6oAhBHQByAVSN60JXeaxVP3LpsLh3560+9rXAv50XDJk5nahYQ6uQCCX7D3o8TfEBqr+5OcEySH8VB+WpKglNRdoJBKOwgcXQmovkXbnRyBSCvFgC83OtpAhn8325CADlp1AMmfLaFRcgCYQn28HiqqIYVMAwwQQBgHUTK7xoh9Qh7QFMCECcRajFqkpKSWPIdzJDZMzoh2hdyHat5oBVuqIh5z2F1Gjx4cGGrMpv7VQH4119/SQ2svjqYYnquYns3LENQ0ThOaiftAauHXiCdrT2dD65MXsOn5ziKi//kV8m9EgDMaz9VL7InHZdFygcAv/vuO5MxC26pmI3xkiCDO4xz8wqalJtHIV9N1L6Pf/Iytaz8RE2VF9nb6OjWkB2sPTDiQGi74kCqAMQJBacaa3rRhaBw9hP+vjDVcp7SQQKgR9AYil89k8oNmkhWji45AHhn/EYGXpj0w9eBZ05SY1799b0UkfIBwOxBLYuK6ZjZIPkjbLEWQqRX7k0I6V5rhNfSC9pKbqt2bd6n1G3TyT5oGqUfDKeMy0+1EWiD/JjSkpz28+KfKgDle7OakX0outvT9AmozPXrjpqtYeI+3MBmTr4Ew/+BE6w/4KADwjOzR8oHAGEBYgkEu0We6BHSPYQXSNKwXkFUBFgSwZEfzvbc1Ap+HV5LO+fwm3YcEUnWvo1zRI84K0vmaGdnx+q3dFIFoFw9UmtdXzrXNUzRzyqPb1FKnP44eA6ePnTJ3os50ICwBMEHQk4AIRxwQNkj5QOA2WOlmCvDEQUWUWOxRGILA2NSeL0hRRl8aGBWBmU7ZkaYtmEGAz98VgRJAHSZepl1L+2PhZR2dC1lXlP6dWB/zAU0bAeMsc8sav6qAlB+RFZ7Q3863WkZHT16lFnEYAmWq1L4voY3vCC/wUxI3oiUf6T9MoUi2pDWH8ZmrvxkR+uz/CL7UilNx5o6Otz+SRYB7AERHrk4kCoA5UYCdaIG0KmOS1m+YAgQ8EOFWRBoyZIlLBA5bPbgjY9UXzi7hQIXx3kALeKT8LcWFi8InAOwcYLtG7eDQ6R8pGpAeRBmQHlkfZiD6YuYULaMB8VEn9E/NjorcnUvKz3LUNEgYDcJzzS8iAV5GXnf+Yoh/w0pGHy1tPPxvAZDFYAwEuXMq7dpIP3bPoRtsAFAvHncMBWm4bNmzWKKZnwQoAihxjAACFqOpRd7Hgg1qA8gRrQF5A7GbwTMAfhw2oEyzREpP2CxQg+IAQXdvXuXOWPrI7vZrcjT2VpfMXY9dtA2qZzcVUDTzaKQQTiQKwB57QDgrjrj6eKtBBYSDMszgJTbkou3E+kXoK9Se4s5sKH34+DDd/P6ftTx3Dd0oE2IVDdmQA5A+CDz/HFY6rAdQF3Q1eHD95ZlFnXIGY3rzgVKnhGQg2Fy0y8YSeAFElS0HFAFIGIDcmqweTDzigt160NVGj/NE2LIZl46vJv63n8i6OzzXyhVjY08T9cgz+bOpUyoSqAPQ/gzGDsww9ZlXTTHI8S5Myec0BQHqdKQ41IUdakCEIHKuel8i+sRlHH66VJlzEbZ1GlDv3v3ZI/A3hL7TU4cdPw3ogKAkBoCxhMQZHCy4hsRrDkc3D+y7JzYDggqeg6oAhDNQDgOxKJD8JyiJiz1aolq4K4IISYvapK0n3R7f9bbZOvBobT/ejort3HjRpOeuOhtbDEukCsAzbXPUOjCrtAQhDNqRBMVS68huFmwOiwOgAXrprjLXDkgAGiuI1NC2iUAWEIG2ly7KQBoriNTQtolAFhCBtpcuykAaK4jU0LaJQBYQgbaXLspAGiuI1NC2iUAWEIG2ly7KQBoriNTQtolAFhCBtpcuykAaK4jU0LaJQBYQgbaXLspAGiuI1NC2iUAWEIG2ly7KQCYbWSMEdulOMZ0MRSgBQBlnMxPbJeSHtNFANBQHPivHnlsFy1VI6ZL+WGLKf3YBrKu8SKL5YKQGln3b1LG9RPs/+nH1rGqimNMFy080lJGzID/cUke2wU+IghGCfdSfCNtBXyS4bYJJyg4i/OYLtY1XyE7/zEslkvqnp/JruVQeji+ClnXfJUyzj0Jwl4cY7poAZeWMgKA/3FJHtsFCbuRtxc5fOEIhRgvyMGLIEuI7oBA7Yjp4j06nDLO7iGdqyeL5WIf8AGlHQwn2xf6s/+n7pnLai+OMV20gEtLGQFAGZfyE9ulpMd00QIuLWUEALNxyRixXYpjTBct4NJSRgBQC5dEGaNxQADQaKwVFWvhgACgFi6JMkbjgACg0VgrKtbCAQFALVwSZYzGAQFAo7FWVKyFAwKAWrgkyhiNAwKARmOtqFgLBwQAtXBJlDEaBwQAjcZaUbEWDggAauGSKGM0DuQA4Ji9d2jO8fvUsaozeTpqS3dgtNaJiosFB+IeZVBUTBKNbOBGM1soMxEoAHgzOYMqhVyitJHVi0XHRSfMiwO2cy7Q1UFVqLzT04lNAcDAqBs0sLYrBdVwYUHKExMTpYw/xSEvmXkNh+W3Bmk0kJQRGVB5FtQVK1awPHlyCg4OZj9Xn39Ii08/oI0dK0iXFQAEQvnsd+rUKZZ3A8BDhfjwlFtq6aSy58LlT8gtV664/oQDlsofjguky0AWLQARAeTlKc+AE3yQbWHatGmsv3KMsf5nydCUHYBIv4W0oHgIHiBIcEDOAYAQuKhUqRKboG7evEnIJs8JKT5wDVmtkPcl3wDMzMxk6UaRRSh7mlUxFIID4ACAh3yAACMSkmPVBE2ePJlmzJjBcvwVGICo1MnJiflDCAAKwKlxABhxd3dXALBNmzY0f/58KalQgQEI0GEGxEcswQKAuXEAWVTlMyBWTldXV2k5LjAA+fKLfaAAoACgPgDCsV8NJ5oB6DYvhq4M8iU3OyuKj49nKMYaL1QwAnx5cYCrXZCq18vLi5KTk6XiyBuN/NL4//3UTKoccpnuD62qrob57lgC7b2WQus6lBccFxwwOAe6bLpJLSo40LhnS6sDkIvJi1p5Uv9nXA3eAFFhyeXAsjOJNHhnXI5TNlVjhHphV+jsvbSSyy3Rc4NzoJa7LZ3oUzlHvcIaxuCsFhXmhwP/B6kqo2uH30WMAAAAAElFTkSuQmCC

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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==The average temperature is

290,851014,19,24,29,34,39,44,49305300