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F0gz1bdWxks5VQ92Vzu2vhznro61ju+FK8zq2MvhgsQIECAAAECBAhMVEAwnii3ixEg0H2Bemh1hOOUJ+XKWw7FQ98r8/PHa+8VkLvfkkpIgAABAgQIEBhVQDAeVcp+BAgUJtA/GZn4i5GJjzUV/1F8fNoQwodSOhoB2QRdhd0YqkuAAAECBAjMoYBgPIeNqkoECBymwPKpCMdn44w3Dc5az14dyzulPMQ6/3kl/vfp6EX+pl7kw3R3LgIECBAgQIDA5AQE48lZuxIBAjMtUD9//I543bJZjeqJ+PP1g9HWOSwv/HpKRz6rF3mmG1rhCRAgQIAAgQIFBOMCG12VCRA4iEAeYp1OxevWobNEMq7i+2n7LTUv9ZRiqPVahGSTdR1E27EECBAgQIAAgUkICMaTUHYNAgTmUKCepCsH5A/E68hQBS97Frl6cDDT9WKEZBsBAgQIECBAgEAXBQTjLraKMhEgMGMCeZj1Qg7J7UzW8enwMOv6WeTV+N+nUrrw+ZTufGjGKqi4BAgQIECAAIG5FhCM57p5VY4AgckK3H0iZqrOATm/msm6cgk8izzZdnA1AgQIECBAgMDeBATjvXnZmwABAiMKXPVZ5MfiRF8fDLM2YdeIqHYjQIAAAQIECIxFQDAeC6uTEiBAoBXY7VnkKtZFrr8N55Cc10W+14zW7hwCBAgQIECAwOQFBOPJm7siAQLFCmz3LHIdimMir3arHkjp4rmU3vONYplUnAABAgQIECAwYQHBeMLgLkeAAIGU8rPIR2JN5Pwscu/GRqSZzTqvidzL/3tvzGQdr2lv73vuoASC+rRbwvUJECBAgACB8QkIxuOzdWYCBAhcRSAPs74YM1r3zsaO7WRddTIeHFjFM8jptpSW8scJb7l3uxdrNffiY701z0Sn8/H5/4zZtb8pLE+4SVyOAAECBAgQGJuAYDw2WicmQIDAXgSWT8XevxNB9NjgqHYm6/oPZyfTe5x7h4+9Jq79+lh+6lnxsa3AepRroSlXfNj40XFZWF57PI7LPd87bOvxTPXCDyLof2UvMvYlQIAAAQIECIxbQDAet7DzEyBAYE8C/QjBVQyzrodYPxWva5pAOube435cs7pncK3hHw1DHdgb9agD805hedTano8d86zc8Vp/ZDq94qMW1X4ECBAgQIDAvAsIxvPewupHgMAMCtTPIK9EaLylKXz0sqanNwE5Jue68Nsp3fnQ4VTsN18a2fu3IhTfvDUQp89GYI0yrEdwXXj+4FWdjGv+/Gbv8XAJ2t7l3X6s1PusxfFHmrrEhy37N2E5/Y+41qN6lg+nhZ2FAAECBAgQuLqAYHx1I3sQIEBgSgK5Fzc1vbjVk/H5tYOC5G/d+fnjXgxlruKVe11TDpvfjiHX9+9e2Hq49EtinxfF62Qce2IwZLo+58X4+P6ULq2kdGZ15/Pk4D5KWB6VLdet19Ttih7qZrh2FeXpxWvtj+IVodlkYKPq2o8AAQIECBC4uoBgfHUjexAgQGCKAsvRU5vXON7oPY7kuB6vhaFnfnPx2m/n669O6Y4HBwWu11DOvc75HCebj/G14d7djc9jiajFd423onV52rJEuK7L9bwrr7ldz/JwHfPnVdSxtxJljp5tGwECBAgQIEDgYAKC8cH8HE2AAIEJCfQj2FZfHJqca5vr5kBZ5+UI0ounUzoXQ7AXfmLrjpcPea57on9ues/4bgnLebj2K7Yfqt3WYmNCsPhC3cu9Gv/7VATumNDr3V+YUGO4DAECBAgQIDBnAoLxnDWo6hAgMO8C9TDml0co/PCgpu238XoI8o8jKF7XBMah4cnDJvVw6XhOuTofQ5LjtduQ6Wla5jcC6i1/jDpX8crPN+fkv1HnJ+Lz6y8rZTtT9tCXN4abZ6PVCNHfS+loLDd1+3emWUPXJkCAAAECBLojIBh3py2UhAABAiMI1Gsf/9VQr+pfxNDqeC54IT8zHOsO11ssmVTF0kh5q/4k/u53B5No5VdXg/AIVa93yesrL5yKT165eUT9pkBM6pWfs95xFu1m9y0zbq/EmwPvnX2TUe3sR4AAAQIECOwkIBi7NwgQIDBTAv080VY8l5sDYPXWeJ74I5vFr9dCjmHUKS/11CTE+tt8M7R6pip6lcLmnvOjub7vjlez9vOo9btiOHn0oF+MZ6xN6DWqoP0IECBAgMC8CQjG89ai6kOAwBwLnIsZqhfyesO5jm+K54I/dmVl68m6Yimn3g3xcXho9R9H+Hv9/Ia/duj1evSo5xmzt2wRojd604f/InrWU9OznlHXf2Vz4rI5vo1UjQABAgQIELhCQDB2UxAgQGAmBJbz+sH/tQnFMRPzUgwp3mmrJ7TKPcdDQ6vrALgevazPTOl0fg634C33rPfOBsBNA4RqznvXC25qVSdAgAABAiMKCMYjQtmNAAEC0xXoX4rr52doY8KppdwbPMJ2+dDqXnzPz8scLcWSTraU6oD80ZC4Jl7Dvevfij/fHk6fo0SAAAECBAiUISAYl9HOakmAwEwL9D8dxY9hvrlj82I8X7yXZ2HrodVfiwB4bXx8ahAC12NI9R2fmGmSQyv8Tr3r2XrJz8hDc3YiAgQIECDQbQE/9LvdPkpHgEDxAu0Q6gxRfSDC2uLeSernb780OK5+Pjl6n5f2OGHV3q86W0e0veu9PHFZ3v5PrAX992erDkpLgAABAgQI7FdAMN6vnOMIECAwEYHlC3GZHGJ/GGH26fu/5HI8c9x7e5OM85Dqm+N8eYZr24ZA7l3vPTx480BvsRuDAAECBAiUJCAYl9Ta6kqAwIwJnHtLzLD84abQL4sezPP7r8Dw+sd1r/FtEf5W9n8+RxIgQIAAAQIE5kdAMJ6ftlQTAgTmTmD58ejBjF7iKiaDWnrOwau3HMG6d0sznPreOGcs/WQ7XIH8BsST8TqzerjndTYCBAgQIEBgnAKC8Th1nZsAAQL7FqhnTL6/OfyAvcVtIfpn47O7mmD83yIYv3jfxXPgDgL9HIibZaBSvBFRxZ978Vr7o3g9ureJ0yATIECAAAECkxIQjCcl7ToECBDYk8Dyxdj9aLyejAB73Z4O3XHnc7H28cJnBsE4f/tf9DPgcGCbs/RjKaz0S/GKZbVy29VD1hvr4Qu1YTnFM97Vn0WbfCFWh/rOoRbFyQgQIECAAIE9CfilaE9cdiZAgMAkBO4+Ebnq202A/XgE2FOHc9Ut5xWMDwd16Cz9PJlZLKe13VaH5LV4QyKH5mZr36DICbo6HW+AxPB2GwECBAgQIDANAcF4GuquSYAAgV0FhodRV4c8SVa/7cYUjMdyF9brIue1o+NVnRh8TD8fgXhhh8vlUBw/i/OP4+oPU7oQy3Hd+dBYiuakBAgQIECAwI4CgrGbgwABAp0T6K9EkW4dFOvSsw93IifBeDrN3Qbm9QjOCzk0nxxMhNZuVQyZ710bX1+Pr7zAUlrTaSVXJUCAAIFyBQTjcttezQkQ6KxA/4kISPFc8TieAxaMu9Xs7YRodakiFFfRs9x7LD7GhGvWme5WWykNAQIECMyzgGA8z62rbgQIzKjAOMPrOM89o9xjLXbuKc7b6Qi7O23Lebh1Hj59Q7z+OoLxM+KjcDzWdnFyAgQIECCwVUAwdkcQIECgcwLjDK/tuSvrGI+93ft5nei8PFaE3KUYEr/bVg+1Ph97xORdVROOq1jHOr0ijv3K2IvqAgQIECBAoHABwbjwG0D1CRDoosBYg3GeOTm2xdxLaRuLwPuem9LxlQi4Nw+Gw6cRZxbfNhzH8Orev41ZyuONjN16ncdSESclQIAAAQLFCAjGxTS1ihIgMDsC4wzGs6MwmyXNa0Uf+b3BTNN5W/+TlO742dHrMhyONxaczofnodgfEpBHl7QnAQIECBDYi4BgvBct+xIgQGAiAjkYt6sqLfk+PRHzw7jI8ifiLK9teonzCc9Fz/y79n7mHI4vfjeOi2eO6+bPobh5Vrl+9vgL8fdx7vd8Y+/ndgQBAgQIECCwnYBfuNwXBAgQ6JxAG4zHMSt15yo7BwXKQ6ePfj6WYXpW84bGhajUPz/4rNL5GeXqbITjGwdIVcxW3ru+ActvnpyOa8QQaxsBAgQIECBwUAHB+KCCjidAgMChCwjGh046thOee10E4v8Qp29+nla/n9KxXzu854HrodWn4vx5Iq+bmmq0yzrlP8Zs1k+dSenOPKu1jQABAgQIENingGC8TziHESBAYHwCnjEen+1hnnl46HSVw+pvxPPEHznMK2w913IE5N5H42vXDL5ePRl/vrbppc6Tqq2ktPbZlM6sjq8MzkyAAAECBOZTQDCez3ZVKwIEZlpAMO528y3/cpTv30co/anDHTo9aq37Z2PPWAZqkI43J/pqf6RXEZJ75+PrD8ZQ6y+Pelb7ESBAgACBkgUE45JbX90JEOiogGDc0YaJYtUTY31/c4Ktwx46PWrNl/NyW1+LV/QYbwTi/GxzbL3jW8+SA3L6YpT7qybsGtXXfgQIECBQmoBgXFqLqy8BAjMgsBGMH7HecNeaazl6aOsfnfFx/W3jHTo9St3rgHwqyhTLRG08g9wcWP04vn7doFd7IzxHSO6txH0VQ65tBAgQIECAQCsgGLsXCBAg0CmBHHR6Dw+KVMUw2KWTnSpe0YUZ7i2ubj74rNOHjXn3iZgdOwJyFa/eLVvP3i7/lb+af/RXq/G/T0Uv8if1Ih92OzgfAQIECMyigGA8i62mzAQIzLFAPwfhLzXPrgrGnWrp/uNRnKfPzhsW53JAjvup95Yo97FNyi3LPuWQvBKTdr3XpF2dutkUhgABAgQmLCAYTxjc5QgQILC7wHAwto5xd+6W/qejLL8SIXItQuTPzF6IzCF54VTU4ZVDAbn5dGOY9QMpXfhtSz91565TEgIECBCYnIBgPDlrVyJAgMAIAvVw2G83Pcax/5Lv0yOojXeX5X70ut4+uEb1gWiTxfFeb5xnr++vHJDfHa+2F/lH8fnThq56Pj6PVxUvs1qPszWcmwABAgS6I+AXru60hZIQIECgEciTb7UTJl169uz1Ts5LQ+Z1g9Pd8Yplmeofl9+LSav+zrzULqV6XeSzUZ+bmjo1Sz9t+dXgsbgXvxDPIp/zLPL8tLyaECBAgMCVAoKxu4IAAQKdE1i+GIHl6KBY1W3Ra7fSuSLObYHe99zoSH1NuL8+2uBZzURVubZPRjvEDM/zuNUB+XeiZkPPIdf1HOpJrtbjr5+Z0ukIyjYCBAgQIDB/AoLx/LWpGhEgMPMCy+cHswrXvcYfj17KCC628Qnk4cVH8rO3J5sZnbP78OViYqrFs+O7flfOXM+Inme1Docts1q3wxcKcehKeygHAQIECExSQDCepLZrESBAYCSBfg5hdzW7Rg/d4t8a6TA7jShQ9wq/JHZ+0SAM904MDhxe77f+QrwpcSna4szqiCeeo93qpanyrNYfC5cjg4r14l48GkP79RrPUUOrCgECBAg0AoKxW4EAAQKHLvDBZg3Zd8ZyS/vZ2rWMqwsRRo6ntP7qlO54cD9nckwrUM/2Hb3CuTc0Rc9ou13xYzCGsaf3RwD8kACYjeph1veHWwwl710bX4hnjRff5b4iQIAAAQLzJiAYz1uLqg8BAlMW6L8jCnDPoPfxIDNK91fjBDEpUj5P+mSc67VTrlhHLp97e4/8dCw9lJ9/vXyLdYaXvh5h7pfjzYSAO/LC8Msh+GUR6m7cnOn7ih99jwxmYE4rg+NtWwWG78VeuB59hjcN3CMECBAgMG8CgvG8taj6ECAwJYEc2I5HsKpubiZs+qsIWX97/4VZjh7L3tubMBcTHy01w1n3f8bZOrIeyvu8MDjZhNsT8XmE3CuGO29TrfrNhNi2+xFXH597hWPN3hyG1+JV4lDpvdwNG73GrWuYLcabDTYCBAgQIDA/AoLx/LSlmhAgMDWBepjuf4mgFd9T87fVg/YW54psDKduA14EkcUIJPO65fqmPAQ9fwzP3onNEDxKGAJVPAwAAA4oSURBVL6aSxXD2nsxHL1em1ev8NW4rvj75eih790Qfs3w/mQirj0bOoAAAQIEuiwgGHe5dZSNAIEZEPh3t8ew3v5Q7+QhPoPZjxCSl9Cpe0DvjUCXh2nPyfaBGCa+/vKoTEyAlWdCTtFD3Pb05ioe5MdTXloofaWBihC8Fr3veoUPduPUb1zEmwrtkPT6DaBXxD35uYOd19EECBAgQKAbAgf5zaMbNVAKAgQITE1g+d9EUIies7xVeXhuhLzD7I3sr8Q5b23OHwFvKYZpz8NWP4f9wUEPe962HfIczwun3LPbvHqr8WxrfG5G5OndAcMTcaU8EVd+A+KdcV/GmzY2AgQIECAw2wKC8Wy3n9ITIDA1geVPRKBrJ8R6OELbLxx+aDsXPakLn4kAuRbXimeML8VSObPc8/mbL03pmt/afA57S+PFBFg5BNeTYOU3AQx3ntq9vduFN96siVBcLTSPDvxhShcWU7rzoU4WWaEIECBAgMAIAoLxCEh2IUCAwKZAHe7uiz//48HXqq9GiIuvjWPLE1Bd+n5znXytWDbnjl8fx5XGc86d1guurzY0AdaxePZXT/B42uCwz1pPivbdOGs8b1wPp26WcaqHr7/AGxqH7e18BAgQIDApAcF4UtKuQ4DADArUM03/bBT8H8XrZLzyc5bNs7D1t8//HBNi/dJ4K9aP0JjX3623eAi3+mfdDB/bWVVhNbxt/Mg5xOewx6vv7DsJ9M/G39zV/G3be/xY3J8xSZzefvcNAQIECMyegGA8e22mxAQIjEUgTy60EMsDVSfi9CfjdXkI3symg4z61ui9/chYirLlpHk4dS+GU+dQ3Mvfs0cMH3kt397fi8P+bPN0az81+PzI/91a7r18/VgMeX4yAm/vn4TXP4zzxHPV2Su7xcjaHbd6Yq3oXUw/JziN/66ZzBXqCbny8OnoPU5/HfdErG886v05mRK6CgECBAgQGFVAMB5Vyn4ECMyRwJalgeKX+53Wx91uPdx66Oi/mOzSSRtL5ewhfCznIH1Zm+207NFev55Pe7UZpK0XPEf/YHapSj3c/3zskN9Uau7PKk+clmesbmcGL4NCLQkQIEBgpgUE45luPoUnQGA0gY2lgX4xwuLJ+AV+aIjvbt8G22V/evGL/3pMBpVf05j8atvwsRrBIybj2m7rD6fW0YgOtFd9uWaJpGlbHagiDt6XwLb3Z9wPx57p2fF9gTqIAAECBKYgIBhPAd0lCRCYlMDdJ2LYcDwH2Ts16OHc9Vved2KHZmmgaYbgnWy2hI+Y/KgXE4Atnp1OMNYbPKk7eHauM3x/bvxjOx/3aDxzbCNAgAABAt0XEIy730ZKSIDAvgTyWrnV++LQ6zcP3/iW1ywN1AbhxfgFfha2NnxU8Zzx0slZKLEyliQwPGN1uhBv3hyP2sc63zu9gVOSjboSIECAQNcFBOOut5DyESCwR4G6l/g/xUEvHOohbpYGWo8Zno9HCLY00B5R7U5gRIH6+f34N9a7cXOURpWfN/7ciCewGwECBAgQmIqAYDwVdhclQODwBeo1c18Tv5BHT3G6dnD+6v/F/5biv5XDv54zEiCwvcDyqfh3GGtu54nq6n+Lnjd2qxAgQIBA5wUE412a6GMf+9jDvV6erdZGgEDXBJ54okqPPnopPfzwxfStb11Mf/7nazkIx2vwbe3kyWvSr/5qXkXGRoDApAXuu+9H6Q/+IEZT11uVbr75eHrb235i0sVwPQIECBAYEqiq6utvfOMbb4ayvYBgvMudcd999+WJeGIJChsBAtMW+NM/vVgH4UcfXatfgyA8+KV7eLvxxiPpzW++IT3nOcemXWTXJ1CsQH7j6vbbv5+eeqpKR4/20qVLKb3pTTekF7/4mmJNVJwAAQIdEHjkDW94g06/HRpCMO7AHaoIBAgMC9QT+MQbUvWySvmbd15n+MSVIfiKNXrzc8RvNmza3USgKwL5eePew0P/dg2p7krTKAcBAgQIXCEgGLspCBCYskD9bPBLohAvileE4RyC2yHRbW/wTt+qqi/H/jGhVnU+AnEe4WEjQKBTAv2zUZxYMi3/o67iH3Je59oSTp1qIoUhQIAAgVpAMHYjECAwBYG6J+nW+EU5B+H4fHg49K4heDUKGwFYEJ5Co7kkgX0KLP8oDswP/FvCaZ+CDiNAgACB8QsIxuM3dgUCBGqBehmlV8Ynedbo+PzybfjbUe4JbtcYzh/1BruJCMyugCWcZrftlJwAAQLlCAjG5bS1mhKYkkC9dEvTO5yLsN2zwb0HBr3AQvCUGsllCYxZ4IolnGI6riUz5I1Z3ekJECBAYHQBwXh0K3sSIDCyQLumcPX6CMLP2uapjUfiVCuGRI8MakcCcyDQj3/zKd4ka583TrFkiNEgc9CwqkCAAIG5EBCM56IZVYJAVwTyjNKX3h6/957dpmf4m/G1++LvY7KsM6tdKbFyECAwKYF6xvm/jKs1PcW90zER14cmdXXXIUCAAAECuwkIxu4PAgQOSaAfzw5X74uTXT84Yf72Uv1NfPzdCMMRlIXhQ4J2GgIzLNCPN8ZSzDVQT7h3b/QY5zkHbAQIECBAYOoCgvHUm0ABCMy6QD3D9P2DNYfbbylVPD/YW0zp6EpKpx+b9RoqPwEChyWwsXxTfuMsJtlbOnlYZ3YeAgQIECBwEAHB+CB6jiVQvED/TBDkNUqvGVBUP45A/G7DI4u/MQAQ2EGgn4Pwl5oeY8HYfUKAAAECnREQjDvTFApCYJYE6sm1/mOU+J9u9hKvfzSl4xGU9RDPUksqK4HJCgwH4/wryKLfQybbAK5GgAABAjsI+IHk1iBAYI8C594SYfjDQ8OmV+MErza77B4Z7U6gSIG8nvnRb29WXTAu8jZQaQIECHRQQDDuYKMoEoFuCuQZZS98PALxvxqUr/72cS56fN7VzfIqFQEC3RTo1zNvDYZTL/k9pJuNpFQECBAoTsAPpOKaXIUJ7EegnmDrc3HkP2h+ob0YH1+kl3g/lo4hULpAG4yzgx7j0u8G9SdAgEBXBATjrrSEchDorMC516W0ELNOt2uPVg/Ep2/1LHFnG0zBCHRcQDDueAMpHgECBIoUEIyLbHaVJjCqwPInYs/XNmsSRy9xdVtKd+Sv2QgQILBPAcF4n3AOI0CAAIExCgjGY8R1agKzK5BnnT6eh07/9KAO1f9Oae0lKZ1Znd06KTkBAt0QEIy70Q5KQYAAAQLDAoKx+4EAgcsE8tDpXl6KKbb8LaL6/Rg6/WuGTrtRCBA4HAHB+HAcnYUAAQIEDlNAMD5MTeciMNMCw7NO14F4PV6/EUOnPzLT1VJ4AgQ6JmBW6o41iOIQIECAQNMdBIIAgeIF+ieD4NPxesaAonoq/vdis04Xf2MAIDAGAT3GY0B1SgIECBA4oIAe4wMCOpzAbAvkZ4mP3RNDpn9hsx5mnZ7tNlV6Al0XEIy73kLKR4AAgRIFBOMSW12dCaTlU4HwygjEr9rEWH8yPn9NDJ1+EBABAgTGJyAYj8/WmQkQIEBgvwKC8X7lHEdgpgTqnuGYVTr9YrwiDNfPEA/X4JPx928xwdZMNarCEphRAcF4RhtOsQkQIDDXAoLxXDevypUtcPeJlI5Er3A6FUH4+ZtBeMs/+1ibOIflxfNlW6k9AQKTExCMJ2ftSgQIECAwqoBgPKqU/QjMhEDdM/zyKOq/HoThvA33DG/8k/9sSusrhk3PRKMqJIE5ExCM56xBVYcAAQJzISAYz0UzqgSBunf4rgjDp7a3qHLPcCy7VJ0Xht0tBAhMV8ByTdP1d3UCBAgQ2E5AMHZfEJhpgbqH+I6owmu3VqP+p/2dCMJ5Iq0Vyy7NdCMrPIE5E9BjPGcNqjoECBCYCwHBeC6aUSXKFeivR92H/x3nnuH3p3QpwvCZ1XJd1JwAge4KCMbdbRslI0CAQLkCgnG5ba/mMy+wnJdXuqbJxX8RvcN3Rs9wBGIbAQIEuiwgGHe5dZSNAAECpQoIxqW2vHrPuEB+pvjot5uJtb4agfilM14hxSdAoBgBwbiYplZRAgQIzJCAYDxDjaWoBDYFlk9FT/H9gz9Xt+kpdm8QIDA7AhuTb/0wvnc9fXbKraQECBAgMM8CgvE8t666zbFAfyUqd+uggpee7XniOW5qVSMwVwLDo116H4811ONNPhsBAgQIEJi+gGA8/TZQAgL7EOivxkE3RW/xA9Hj8rp9nMAhBAgQmIKA0S5TQHdJAgQIEBhBQDAeAckuBLon0P96hOLHIhSf7F7ZlIgAAQI7CRjt4t4gQIAAgW4KCMbdbBelIkCAAAECcyiwHEvK9Y7GG3t/E2/sPW0OK6hKBAgQIDCjAoLxjDacYhMgQIAAgdkS8HzxbLWX0hIgQKAsAcG4rPZWWwIECBAgMCUBzxdPCd5lCRAgQGAEAcF4BCS7ECBAgAABAgcVWI7JAnuvGZzFbPoH1XQ8AQIECByugGB8uJ7ORoAAAQIECGwrsLwWwXghpfW/TOmOvwuJAAECBAh0SUAw7lJrKAsBAgQIEJhLgXNvSWnhwzHpVtSu97JYv/j8XFZTpQgQIEBgZgUE45ltOgUnQIAAAQKzItD/YZQ0ZqGuvhWzUT9nVkqtnAQIECBQjoBgXE5bqykBAgQIEJiCwPCkW0lv8RRawCUJECBA4OoCgvHVjexBgAABAgQI7Fugn8dPx1b9IHqLb9z3aRxIgAABAgTGKCAYjxHXqQkQIECAAIE2GC/6ncPNQIAAAQKdFfBDqrNNo2AECBAgQIAAAQIECBAgMAkBwXgSyq5BgAABAgQIECBAgAABAp0VEIw72zQKRoAAAQIECBAgQIAAAQKTEPj//gLCXBcTZ1wAAAAASUVORK5CYII=");

Here you find the average performance (time & memory) of each version. A grayed out version indicates it didn't complete successfully (based on exit-code).

VersionSystem time (s)User time (s)Memory (MiB)
8.3.60.0090.01218.31
8.3.50.0130.00621.08
8.3.40.0040.01118.54
8.3.30.0140.00719.09
8.3.20.0110.00423.66
8.3.10.0070.00721.89
8.2.180.0070.01416.75
8.2.170.0170.00322.96
8.2.160.0140.00620.73
8.2.150.0160.00619.02
8.2.140.0150.00020.47
8.1.280.0140.00425.92
8.1.270.0030.01022.09
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5.1.30.0070.05713.14
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5.0.00.0070.06313.14
4.4.90.0000.03713.14
4.4.80.0100.02013.14
4.4.70.0000.03713.14
4.4.60.0000.03013.14
4.4.50.0030.03713.14
4.4.40.0000.05713.14
4.4.30.0030.03313.14
4.4.20.0030.03313.14
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4.3.110.0070.03013.14
4.3.100.0100.02313.14
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4.3.80.0000.05713.14
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4.3.60.0000.03713.14
4.3.50.0000.02313.14
4.3.40.0030.02313.14
4.3.30.0000.02013.14
4.3.20.0000.03313.14
4.3.10.0000.04013.14
4.3.00.0000.03013.14

preferences:
38.93 ms | 401 KiB | 5 Q