opencharts/medium-swh-long-probability.ipynb

{
    "cells": [
        {
            "cell_type": "markdown",
            "id": "755e5ec3",
            "metadata": {
                "tags": [
                    "open_data",
                    "probabilities"
                ]
            },
            "source": [
                "<div class=\"output_png output_subarea output_execute_result\">\n",
                "<img 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dnR9mzjwKKvIZwwyy/efYbNGTKTN0G94LtIllrAVR4w2GxzYevTRRbPYz1YfGdP+LIj0SFLdv0pqtPdI0NqHUA9CoEci1C85Mx0CD+6rRDuL7lAwNkWke9VmbD+T3kchhHgit3XjEWeDExUeSaD3etMv+pr1Ch1Fugp/lu4pFIHeo1APSqBHItQTBRCP4MhiX3cny7JsprwnHtpM9wG72EW6pWyYUGb4cov3ntG2OzPmuvQkwroJiPTe2YUqbiSATTsI0n2IAr0SpKUBvlqqAIYP7hPlSKo7pUFQ5pFYdC3lfexn2Qd0TGIM69LHuo8eZBxtx/wIMhHoD2IS6bL751Wg76nF6Dzk2RgRpG074yT0GSoJFu4De63Rz1GFKHFBaDxGuqN7HTZTG33d4X0Vcdux9SzBrJMV37OzdPvBxd/IS1zzkYXlGPabKntLhFmPHgG/jFmhLbKMYe2G3vW9cBpakN41+PXfY1nPoo+tk1HVkI4SSnDS4HuQ04CMYngTlG0xQzuRVfh+PYM39gSEEyKdVPfexOWthfvqjIzpwIOUych2fG4Yn/rybrb2B9oxeI1IDwU9ExNNumRDQRqVTYRUvc5ETQJ5H0Q6DBncu5JZRR3/4dufFSmOXciK67MFgTV3IO177LgupFR32yK9LL8sFJGufVjRLsa633WA7cuskxAB5pr0UHeMTiMs1xSbvAtwtyqsta2JAgi7fj3EvmEc9IIt0ejCbDqp7n4LosTzzy95Mnx5SOvSbfWTDF5HKNKvA3y/+xhTQuSd77HJO7sslb31ZX3DunQYEhcGbQlEoK/+0MbO+FZFuqUjdVfUHz9EoNSPsTIL8wPf+2w/m9lmuYJ4RPqIuyCOSexn665qBCnnDSu1REgB2AtuCETAUn84NrZ3eU9Hvt8u4H1ubPmiywEH4xNL9hvTlkPGSLb6yCcyzCIT6YEG+6uYK7K8+xKbvLNLpsKZTU8UwDDYzqxiYxzokxhT3kl191+kD9nPWxHpeoPjQGKkWYR1EUam3DhOj36GdkxV9GfrakH607//o4W6TnljFv0HC7kAoIKkQcYcFEN4faHesOqh+PZm5FvfFvddjD04binVPUOkDyY01wN97hjUzfzqdeljDATrbJbZQBkeiaX6wDKw2ES6jGwRFIWJFuZ6Z9uMFJnvAdsaRwdwkCkiHQJkbUGka+YWBGw68v1CTnUvB3nGEpZVeh80tbge3fy/sWypxfQQdfPaUl2kb4yInzFB8OjggFl0ALAWFHZgQzHAACLdBjZS3pNIbDsmtsTRtef1I7dsy97f1eI+Xo8KouIXTBA2MgK8YH0nhEpRv3OsUC90i3bfZVmHdZEe8qwcWO0Lv6rxz7y+0Zt/jZXJVtxrqsbfdTqGSQDdz9xZ6uOSnmdQrYp0/S4jnpeeePKZTSADFJEOAQYnGVaAgLnGBL1i+2g/ZgtgyCD31sJ9x0x5H3vm/imGSYCRhWWdKPRRpO+ODE75vC7dlkjPFSDSAQAgWmwPejCLDkMJrXURsOvlX5ORbz2mSE9HfrcsoipkY/NBTW/ZTZKqbXM9uvkzX9el28g22wecYXYR6FHgx3huUp6IdAAAcKrzwgQwIDZm00dJebeU6h5TCm5uSaQnjn7WuSL9bkT7rXpqY2NuuhdLO9M+6+/I+qHHJm3xFxm9WNJvH6Truk4AAK9wZDQ7pyQgMJGuGWM2nVT3MH1TnynbToh0j9elJ5HVPbDIL1LhWNMJAAAuwEw6DEbgKe/pyO+URVZ3NpbqTikO+xDpY8X7uwYDOD6uS0ekw2joI9immAEAABQ7u0Mc2BCXLynvQ324fDap7uG+86yHOjKmwMx7+p2+SBz7nDbsOKEJkQ4AAHFzgQkAkT4Yc08/u46HSIVDbum+iSOfEa1Ilz0fWI8OiHQAAIiOJ0wAQyPZGjtEOsLBI5F+KSIxGJHe89nvY7x7ElmdAwdE+iVmAAAAZX8mnfXoELLIvOlBaL1DUt1vIrCfdSR7YGfp9uemvLu0Hr3kcaRnmsjO7Ih08EqkAwAA9BEEAvhCZum+c08+8xgPQx8n5zi2RFNnkejgenQbtkws/30XHiNva4h0AAAAByAYgVGQlHcbyyvSAER67Gtkbb1/YulvoxfpkgFjI/M4V4BIBwAAsAw7u8OYZBbuedVnyjup7lawJZzO2b3fSZHu0br0WWR1DRDpAAAAAFawJTbnjn5WE2JPdVfy/lY2ueySti4DOWOtR9932PXfh3XpiYXi3o88iAGIdAAAAADrYmur/E95H1s8ZNScF2yJp8TxOpI7bsvEk3Zms44BIh0AAADAKjZEZ58p72POpOuZPc5sfsWndemI9DNsIZkIVxbKGpGOSAcAAABApI/I2eK6EA/6MyYRCFPnsJiG3CVt3WmR7sG69MRSWdPeEOkAAAAAUYotvb74wcKtUxeEPqLhLB5t3LTNuuqRZ4H3cmqCy7bssi7dxqZxuw5r+wGRDgAAABAMNsRnHynvpLrbJbd032Sg37Vpj9xR+41tQ9t1CxwT6TvMAAAADjDFBBCJSD9LZJPqHnW9QaSPK9KvLZQxIh1eRPoWMwAAACIdYsTTlPexU90zasq7eqNTu/cWbt0m/doLke7quvQuR971BINi8CLSnzEDAAAoBm0hXnxLeR9TPOw4r7l/YXoGl03qjUfr0UtcXJduQ6Q/ycAhINLVBjMAAAAiHWKlCIozZWdWdNH2D0RgXI74jMzquSXSm4rHxDM75I7Zz5ZIz2lWUIp0gjIAAHCBa0wAFrEhRrukracjP2NG1XCqzmiazAQj0s+3zSyiOgWO8YuMHuOAAQCAFDuIXXDdjnxPnbo8a5kqPOZ69F0PaczBoo/JKspPb8B8OfKtk55+xxmRrpdUFLZ0xn6SsTKxUKdyWha8iHRMAACec48Jatl2+BvrwbjeqIcgBSwJrnVR//YWAvNUNUx7J9XdSbS/GntwR+9ncHFo7fLI69FVjwM5el36GBlVel369MRZ5ImFuvRIcwJEOgCEElgvsQIA9ChKxxZcc9V8bXo68rNlVAknRXopItdH6pSPwjJX4y17Sk7UbxsinUExQKTHRIdUOgCIExf8RKLYOAfssVJup7yPKb6eiB0aC0sbzI6IusTT99efdeeISJ9FVJdsslfxbWLe6H0R6ZF0IJLWw3pTADiI9hEjrgk8xJSSAIttYGNpjXGqTsymy7FbYz5XRo1oVGf0uvQnNWJ6eQMh7qVId2VduoW29iJWIx0U2xTvnSh4x8+YIGwKR6M7/okaP0UOAPzE9pq4GUUAlnF1l/d5BHbwldzCPa9dEJgD7CEyVh907Lz5JJI6BA7zi9GgpyG9GBsPfacU53qEfoU5vm+8Mw/gVbZyOgNAn9jOuLmiCMAy2q9+GvmeTVLe0xGf5+nEplrwXmCNXWcObbQ5psB8HMiWttel2xDpDIrBe5Eujv8upBcrHNfH2AWMdt6Go9MBQIqoe2GlwjiPmV3NYQi0SLix7bsYaD3q163VjRiWTbmY8i6TKWMOYBErtBeWNpjV3Dvx/L1zZX9dehJRHQLHRfqYDWIslnQyLzbAJu8D3OtAXocNfSDUejUjYKn1X9ouf1t8hA8RlYsezP088j2P7fJOqrvDyH4eYx0fVhWTq5BEuu116XJ83dgDdDsyV6DKzwEH+5eyHjvWYC6t6SyitomwREwBOF+vEoqhlgvqRtAi9VIGYuoYs+9+RDC4IVjb+soA1qN/r4MjtrmpA/0Pg2JQL9Ilfe0pwPdbyYhYbAJdv/MKm7yzi56JCGUWnVFXGCro0vVqj0h3ksRy3XiOrB3YiIsWNX2XFhGkuiPS65hUROaYPuIxEFsmDvjZnOYDtSJdCHGEXO9qvoywXDN5d2zyI8g5NnBBMADwFtv9weTIjGLMTC3e+ylCe9sQq/MGImJomNXrgMV9NBJLdSX39LMR6eCdSA+1gnyyvNHO2GJUd/A32OQdSzX+GiMcOlC/upNSDNbFmslzhPa2IVYn0o+fEu5D8RBTxsQQ9kOk98LGhv1kQmfsE0aeaHMQq0jXZDGkeEvKU9Y0+Igl7V0Cnk+BvRYiHUKvX3OK4Y0fs7GZUdQ+R1LeH2zWfSn3MU9bYBbdv3aSGDHgmD5iM2DbG3MZrrku3UYGF20Ojot06Yx2gb7nZeiNQDpy/Y6Thn8yiSHokpTZLLDXYj06DC1OXPANl6S8vw/ELRLrTI+N2GF+4HsEAyL9kK+8GLmujDH7O6YtE4t+NqfZwFGRHoFzvi6cWBbw++mya5uicxWyTaTT0u83CbCsAYbm0YFnSCkGZ0R6rKdJ2E55J9XdIwr76Xayt+QfxvQReSD3sC3S944MioMHIj30inIb4hFkIrSvz7BJFqBNLqQ+XwVYjxHpEEs9Q6T/wGr6f6yBpIhWKynvFlLdM5qZt74Tkd6PSB/7BCAEOjQT6UVnpB3LPvB3/hKSUBeBfXvmxwQl1AMX6Iy6QkzBwyTEgdUOPk2n/dtcj/4UeRHYSnkfc2BmLzEg+Ok7tZ+chPSOFtalp5HUFfBRpFvsjGwI9YXvQrQngR6UUA9coMfSPsEBJG3ThX1KlpSG9YyCTeT2tzGBoQXXauR3BH+F15gCfczdyMe05TKSugKIdOf57KsoNYTobc8f/SLUfd31XWabNgELdE2mAOIK3C8jPDKyiu2d7qMOJEWQWFmbjkj3sr5sVbgbMY/tD8a819jZSjsZDAdoJtIjSXk3RWnukyiVYHU7oBDVwj83jqPwxS6pOPPLgOvrjlR3GJnMkedYxloAsoGYbb9GIBm2iCXV3W9xiUjHjhCDSHcsMBsDvUnE1thJ1eVgTQeqf6vhR9f1AMDGh7WgRtr/FxXeLu4xt0twAIdS3q8jXptue2kWsz0q+AkMBDo2dVJcjrwuHZEOiHQH0eLuryIIXLs4q65nz4tLB0l3I9vki2QaTB0V6HpgRdvlNpJ6ikiHmIPNpa9Lcc7wcXoJz7XlxyCQDF94IdJpN015snBMX067A0S6IKPmMe7mqo862cqMtQsB2lRmifXsua111jpA1LPqzgTIOnDVgwfFt3+psNPbTR5lnRvA2KwceQ7d1heR2d6FvgiR/oMswHfakerePwHPAOeR3HNobAx2QAgi3bHAbGz0DPJdIQK1WE9tCFMR59r+rswSv9hEyQCGLbEuGQU6SPpH2Z9dilUoQXzB5rb48ujI49zJ7HLwyP4jNw48CgLuR1vQYiG0DcEoX8QlIp13Ap9EetEZaTG0j9g2etbmiwjT1Rgp34YI/W9xfVLurbE2xXo2RrAsa85TmTnXGQW3EdZFZjrANhnPMjpLB57hgdme4EVtRpFSV1ow+v4UgWYlINLhJL+c+PlKjbsO2kUmIpg/FULxSTq0vK+NdGS2ZC7XpUc20WJZ746/k44o69EmF4ZNEhX+hnA+BOsQMXrQVpYBueCjrvTAafFMwaa+F++n382FbCEGB+tF7adA3oVNAYf1m3pPn5BeaWdx2Z0WtVcB1Q18KyDS+w4Oi+uzBFF7cRob+fp8qrMTQa4F6EzE5ywAAXppDGLsDXtsxCb5CZtMiy9TsUV5XVHVvrMnUAaHxIkr/YH2NxvJ+ApNoGt/uHTkcfA974PrjQxOh7AfCuU7PHqpUCjL83LL9/4UUJ0AOE+k6xSTojP6quJMMT6FFtc3ct1JcGX+/MkQ9jHZ5NrskCo20YHNMyK8FSvSTcGVuqheN25zZWBxJUI9tJnAtSM2/orvOUimwpjAyCjKUcQlIt3vew/h4wFO8nOD31lipk5cIUbfcYlNWrFXbBgHjiCCzaX6qIVsHtJGcrJhqCs+EgEXtm1IdUeQeSOUA1uXntMsoBeRLutPvmIqgNFhFh2cq5PKrQ1FgxHqeoNM5U465+7UUqWYkbjoKYC2DMPXlY0KYxPmnQPHwIbgk/YMjkFvIl1Yqrh3egcYvUMkiAIHA85nB+ul90JdBPoXhx5pSW0/Seb585Nyi7j07R2wIyDSawKzLYIBYNwgmVl0cBTXZtNLof6PiF0E+nmwWWX4IvfJgVlRRDrvEKMd8a3Qr0h3ODADCJGnEHethjCQwaOlo4/3Ra/rlmMcEejdYJlNs3agRa6vKe/0Lwgz7wRyIOvSc5oD9C7SpXEsMBnA4NDOwHWBsnI4WNLrup1Pf5dN4lwT6GxW2Q5fbcVs3rj+cqtel7D5ys6hzIscOwIivd7RZIrz/QCG5CsbNoEnuDyYpHdI/8fFWXU9eKCPjlNunvnLLHr4YpdUd8Slz8+OHSEafukYmP2D6QB6Z6+YRe8iehKs0IntOcG6HkwqbK9P/rh1+B21EE5l1tqqAJXBgqWj4rz0P8yit2sDz0W5PhTf3nj02JSxPYF26/Gz8yznQwYLDCvS9dEBRad0X3x7h/kAeiVlFqsTf2OCTtyr89eW60GluXrduM1VJtJfLUSsZ2POJBb3nIqdUsfttMD/dA68bzx7XkBctsGZI8NkYEwvtbqiDkDo/Nzx73Sgs8N8AL3xUHQ+BE/gFSLqUk8etxTr/y2CvLXetE0E9BDC/EI+X7fp/6rX2XOXBTqbVcYheh8YiLHmK7fKz03PXDzX20ex+0Tbg7Z0SXcvR7L07Alp7wA9dIIeCR2Aan+gBe8fyt007jpu5NKCeidB36a82gZTskmdFvyJXL7N8rDMpnv9f/Zg2YePAwohknvoG3JHn+mTZ3ak7cE4Il06JtLeAfqBNHfwnaWn4lRzKQLr1hDd+oue9TrVLrU4n3hedn+wWWUvATgiHUIUlznPFO0zg2V+PuePi459qfw/sxDAdoBM4AReY6S97wN6LT3gcH3i8l2g6yyCJTX47Pq/9qDuk+qOUAvimX08L52BUBhdpAvzwAIzgLHQa5RIM4VQhIpOFac++wVZPP2x5vmggbj06RhjF9ejOzt4cIQHaj9YEemyGUaKKQHadX7qdYALIKQgNFOvu8aD+9wzuxONCN6zMSDiMrBnxY6ASG8YmK0JzABakY55DBTAiEJ9WXz5iiWc5lHKCfqr9zoOcvXUG2bREWyIdJ4VYhTpBGYArfiddegQuGBJFfuVuIoWkmTxxCWG6W/c8Y2Iy37s6Mu69J3DSwYgFpEuLAjMAI7ytXDYK8wAEZDQHzjHyzIb1qEPRuZimTMo7Bw+rFHeeyAucw/smFPdwQmRLh2/Dsx2mBbgHY8ywwgQPEZ/gFB3h5RZnUHr/MbB+AeBjnDjGXlGiF2kG4EZO74DvOVJkWIKCHWwx0dmVKMUxZQ5wo1n5BkBkf49MNtIYIZQB3gVKAkppoBQB4sCPcMMo+CSnXcMzDjpEzcexMcbD+zo+rr0JzYIBudEOkIdAIEOUCPUOS8WgR6DAHNFOCDQ3WXteD3OPbFjzrMBIh2hDoBABzhDqBeXXvLBKSAI9NDJeA7wWMA9YkdEOgQu0hHqgEBHoANU+oRUi0csMSi6v/2AQLeGC7OkHP2EuIxBXDr7rCw1AedFOkIdEOgAUOkTtHj8l+IkkEHEmfifHFNYq99bZT/lHYHgfh1x1f/lHtnR1XXpj9Ry8EKkI9QBgQ4ANX3CTLFOve/AcMYMqhNkkd8fPBXDHg7w5TwTINL7Ccqmil1+IUy+FnV8hkAHaNwnlOvUf1UM4J7LfWFLBggR6RpS3f3AxWwHH2eAc8oWEOk9BWWKXX4hzAA5xQwAnfoFHdBM6Re6CbLi+ldhwyWmcKpOP1uszxklgLgM6Jl8e+Y9g2TgpUgvOy+ZPfmDIgDP0bN/vxIgA/TWL3xQrFVvyr0ivd1lbM2mIdI98XnKvczSHDvGZ0NApNc1rIUizRH8pVx/TloTQH/9Ql5c0+Lb3+kbDqJTUl9mz0lvR6RX+yXZlAz8wClB5/GGk3nk7R4Q6YM4BF2ZE8U6dfCLryLQmcECGKZvWKnXFPh7xPp3dIbBr7L2HN/jfh22kfKeYXmvcEnQ+bwjec6zACJ9mI5sozfcUqS/g/tosfBRrz9nBgtgeJEjS0liF+s78TtTMne8Y2zRTP3wy8chLsN69h2ZLBCUSDeclU5/Zz0iuEp5vFGGKQCsifWPEfURT4Y4x+/4WXe1aB5rcIlUd39jC4TumX2EciMjN6c6Q5AiXRqaruDMqoNL6ADrd0kxJQACsCvWM1mzrgd0v6rwZtf38l4f5EhHxLn/jDW7TV3xE1eE3QY7etPWAZFuNRBjVh1coJw9X2EKAKf6iVyOPdSCXc+u+35824O8x1SW0+SUMiIdkU79GImnAJbw5TwDhMRP3759c/8h//2fZfFFi/YJRQYjoQeHFqz/BPCoQ/v3fy7U60akc/l66fDj7iU410Hdmj0uAAAAwCuRLsHXtPiixfotxQYDB8561nxF0AzgvWifilifyXVt8XH0wN9GRHnO7uwAAADgvUg3gq6ZiKhrig96Rq8DXSDOAYIW7roPmYpon8qlZ+CverpFuQmUFuPPIsw3+BUAAAAIVqQbgVaiXmfWEevQhzhfsikcAMjs+7TlnyHCAQAAAJFeEeupIg0e2qHT2jP1mtaOOAcAAAAAAER6z2J9ql43l9OCnQ3mDBGqXlMuU7HPZeR22YlNMma+AAAAAAAAkT68WNdrC+ciSK8iLNMnEaG1uwUbmQfaRjENZjyIMGe3dgAAAAAAQKRbEuxTEetakIY8g6xnh7X4bJW6XdinFOs3gdpFD1hkillzAAAAAABApDsn2PVOvlqUJiqMGXYtQHMRoJse7DNXfpwt3FSYr1lrDgAAAAAAiHQ/BPtUxGgpSn1I+96JKH+5hhSgMqCRGNfEE7usmTEHAAAAAABEejiifSaXC8e66bN2N3LlNmeFDdFe2ucKuwAAAAAAACDSxxamUxGlU+PqKxV8L0JTkxtftz4IzwP20d/3MeuuU9b1jPhWLm/sAgAAAAAAgEi3J1Iv2v5dITTzSOyTtPyT5z7W1gMAAAAAACDSAQAAAAAAAOBsfsYEAAAAAAAAAIh0AAAAAAAAAECkAwAAAAAAACDSAQAAAAAAAACRDgAAAAAAAIBIBwAAAAAAAABEOgAAAAAAAAAiHQAAAAAAAAAQ6QAAAAAAAACIdAAAAAAAAABApAMAAAAAAAD4zy+YAADgBz/9+z/T4ou+nr/9+dsGi/Rr18KmOdbwul1sizLcYhGItB3M9Ff6BsBXhxcrSPvWdnse856H/MlP3759o0YDQFfnsiq+zFr8SVY4o6z4u7T4PpX/2xT/tzhyD9NRL0pn1uLe+vfXxxx+8VkXxRf9efPimlR+/FBcy4NO9O3zHXuGVbXDbPi33yn+PjnyDsviS/lzPcAwP/K7pv0180OdkvmMx+7f0q774srFJnkP9eqlXtS8V3ooSKnco6x/qw7NoLx3k7J8lvfOqvbu+s4n7J+3bZs1wZKuV7eV39Xlt5ZneD4Q6KzOsUcLn3PUf8jfZBK0vnvXFs/67n4NyywX/7M5w7+9K5smbbTm+fRzrFrWmUVbQdqiLpdlv235mTqIThv6t1O+8KR/kzqi28FN5Uc7eYdl3TucU7calE164J7m72j/uj5hy7JP7s3/FJ+1EJ9f2790uNd321TK9mC7qNr+RLto6uOblqcul/xYmz2zz3tXT0aIYQbtu7rGCjXvouv7Relfir9ZNohRUokBLmvs9ua+NTFG69jtSL+q/Ukm93yxMTPpAHAO2jFft/j90tlNW/yd+XsXHe6tf+dT4Ri/1gV20vGuaxx0iQ7MEh14HOh02zzD75Ug+bqPQpCOZmF2bsX/zesCtAP2XxpCtcv7qZZ2nYhdbw6US9t6dXHgvVaVYPHQPS7OeNe2f6vfe1m8d1IJVLq+c9O207Rtfq8/EjBMDpSfDjDmUs/ymmc71x5Nfc61HqA6Msg0rQmG8o7P2sX/6Z/f1bT9Nv4t71jO1eebHhMZUubXHepZ136htM3HE4MQ+rk/Vcp8daS+vPEDUj+WXdqIBOWrA+3gUurW7YF3OKduHWrzV/J9Iu2z6nOvK2Kxrg9IjfdZDOB/qoJnXnnW2Rl2mTZsFxct2kXTd71oUa9vZbAiaTgA2dkmI8Uwg/VdZ8YKVf9lDqTNxE88H4mbcqNN1b1v9b7Tc9q0+JMvB36s3/9Ot5/SxqxJB4AQ0COQj5XrqfI7t+Igqw7zH6Nz0KO2evT0vri+yueWHcUXmZE7xtOJZ/isne8A7183ej5v8fef+nyuA3Z9FLv+Ydi1LJflQPXiRjrusXmsufaVwGPtamOS4PIvo06Z7eLBeBf987+r7cqCPeYdfzakD9rXtH3bZX5ZpmuPaKunmrLfVX7niwjxQ6QN/++gaDzx+YfaQSYB9cQo46+GH9tX3mHoumaK0qRB+SUHBN33dt132r70I5c1oj009gf8msmV6paddW5fa/rqagxz6nma+OpcBG4fzz8/Eivc18QKqxZ+YnLCp60Ngb432vZD5Z1vG/RxTd51WhHoT8Z7PtXZmJl0AOiL+1OpRQOS1d1bnGJudADfR/TlZ6uKw0xqUrn0798aznp9ZIZ6UZ1VlM5M/345+ro8EGB9OGMNVloRC5fyrIsWa6u6pCDWdUQXDey6qNhVz6YdSnv9cObatJVO5ztlB7nHTzXv8834nZ+a3PBI2qwOVj8bgik58G4fBliP96FhumBiPKOSwGVRSVetzkB8ERtvW9pDt4W7BvY4KcJUZVaxo5hrXMZNfJD4GDMQ1INGaZs02AFIj4imIUTm4sCSlkRsMzGea9mgDPfyN2kL8TeR+pG0FA9mBsa7WTypv2Y7WB0ZbHpsu1zogEgvMwrqfHVSMygzrbTL5IDoH6IvKsvqylx3W2eHii/ow1a9+sUaNgfeo+z/vscMqn16dFNf3SWG+SQxTN7SV6eGwJyo99kRreNAsVV24vmXNc9ft3RQf9ZNpd6V9TE7cG9zRjypScE377swfPyyY90168FDZRnOUp5pK8/+4uOYSQeAYBFHbnZiF5XA3pwhqU1Lk8DsoSJm2zzDc8Wp95n+WHbU10Ynt+4oUK5ERJ7LsoVddwMLBCUDFgtH6uOq8s4zB5vNsiIs0mr56X8X10y9Hf1fdrDHUr2fce7CVd1MqfzflU3/I3Z6OMdOPbE/5hMkCJ9UfndI2+TqdBp/dWb2wfBvk5azW9ctZ7pXlYA6PeDbE8NepzIVziWv1PnqbOZ1TfklR4R8r5kd8jy3hu9fduyLfI45nmtE3FB1ok1fe5YPkoFFM1Ng2sPzt4nBTsUKaeX9dka7r3tWs0wOZZQsTrS3tphtb3Og7ph+Z4ZIB4BYMZ366sRMq9mpdQnEhtwJ2OxIMvV21LhJYGR2vMsuaaFn2rVMqbvo2S5mUHI3cPDcFad2iK6ZXTgVzJkBxa2FR344EbiZ//dk0bSLiv9ILDyDKW5P2cqlpRhpxb+tT5R5FTO4z5oE2uIrLg+U36HAuvRjg/kZuddjXdBfKdOsoUjPe37Eah3qOmAcmnAfys+/mYk90de+2QunYz9vtp1t3227RawwPeFj15U2cGqQvtYnyvN8MK5zMd8vPeCLMuN+K9LdASAmMZ4bQdjkQFBT28kWf6ODfHPTnjYd75BB+bza0RXPWqa8Xx073sOwyVZE1kQd32ytSXDbxq7Zqd85UwDr684IUhKbFbFmvaZrxziZ9tmdSrmUXaG/mO/XJnVUAqOJ8XltRYOuOzdGO18dCNzK3eitzKrrGfXiXR+NAZBkAIHURKTfGj5jXRmcuTEGM7YjtAXznrVtoTIzuy+XGRX/X6az3tSkc9fVkURsP1HHN8msawdPp3afH3mZV16pR+uaZ86kjC9NX17xz7sBjudaVPoiXe8fpJwnAyz1mB4Z8LI5KJseGCTqs/1U+9r1iTqa18QwWYv7TSv+c3Pm808rfeGqa6xQGVR7knqXGX3/vKbNb9TbtPi/xEfrv/u+dKvnZWdrw+fp5y2f8/vyA7nv93aJSAeAvtCzlXdHfj7kOrO6znouHZG5MUjp5C8qHUCTddtb47MazfpKkDmvdEAPB35db8B17OPua9a8zo3O6cF4D7ODWqjTsxjlkTll4HtsZ/hjdLHrKVrbpdLxp2Kja1mjvxq6IdTUxanURXPw448j9jnnnbvYsfy8WaW+N8EM/GZ14vOAPeYVYfFHB1M/S3u6qQ5IVQK3dYuyO3Uubdc1rFvV81KXlgMFa2Pwbl7jK802M+3x1rNKvbuoaQtPB/zNodl9c8AhVaczPvTv/Fe+/yT7X2wa+rG+hOz1qbrVcD+E3PDts5qBhb1xJOStiOOyXSQNRV2Xvmhm+IGdYV9TmMxVv4Oyt+r8DJ6uvvaixq/NxMY3BwYu+nimMo4y6+i+YV/7XPHBTfquMoYx2+LDkfbTNA6c9hgrVLMJy4HRsm+6rMY0Mpmh/87cyO269NHiK9ci2HvJLJJB7YXRTnS89Ul80ott5J7rcpCAdHcACAHdUf9duT6ZQYN6Xe9UF3A9NrxHk5Fj3bl+K6/i3/9Tb3cHVqrf3V7TA0FXdiDQPdR5VNfRrXpYf/Vou1LIe5k2Wva1K+2pelC5vqgfmQqlIF0G0vaeDw3SnLDHjWmPU2edH+FQSm16oD3YYuvAMxxazz1kqvvnStn/Jb750vAT8wbB97pBmR/yA9r29x3rQ90M/9L085UrH7IAKwNEpaAwj2ZbG2K+KuCTitjvk0PtzSyrmx6WU7nCVY1f+6zebl72e18Cr4fYpGmZ/13TXs2+66vqf+lC51jBmAipq3vZMT8hs/M6rbxu4uRS/JSeYd/2tVxO9iip7lpvtmddh/5b7mLPTDoA9Oloc0eD1Et1OEW96ezWuU5aO+X5kRHorydslNd0Tjd1wVBlFLlRmqGeYTbOSS43WztHSPY1a9jKLnVBrZlyqX6kgtqknFHaDPHOHT6zr4C962zIvG7H3hbCszzH2kxrLMt4J3Ugafh59wOJbRfESaZ+7A7+UgcrfuRBZpgOBcT5kXbdNcNgJte2ci9zZnZfmQUzswIanQqgZ0NlYKJcBtQ0q6avctv1OFhU+rNy5vOipi1re30xxPmb5T4nxGMX/1Mr0qU+Pai3y1KWPdnhWMwxVc1m2Yfwtar0R5K10dYvHnum7Rl1NOnB5mVm4KbHOPD6zOeZmP6r0jd8NgaILmo2QdXPmsvgUWJcl5X4cd2XLyh3iBcfV2aUVW2gZ9efEekA0Be5xSPY3qSkSeA5k4C9DA4+yzFRm6qYqHPeJzrC55ad60bsc+weWcsgN638+39HUuTShgGittc/8v1dh3OdW9lVBgVKUbU5MJua9bAubCEdYZnOnwxZGatpq9IZT6UMJtLpH1sjnw1wBFuTz9x0CPyuD/z9KXvMDHFd2mPewdbPUk9v1dtNHVunuhsB1BAMItLb1OXK3ho3NbNQQ8z6vRHvEgzPRKhdqR8DZxdH/NvkRKp42lBM6d/7W75fNvRv0wbCrYkg3PZYt3KjX0sqz5gb7aIs60TsPjGE1Lm+wqyDqXqbLfbfE31Rb3Y4ZFNpF01Eeldf+275ntxzZgjDa9VtsLvtM102/L2LUzFMg75rckKwNo0D28YKiWFHM1Yw/cRNAz+xOvDeW2VsvCvvvTDq0GXfeypILLoxYtZEnq8szwXp7gDgLF1Tk+WIqFzOoTR3dZ4bznFf/f8jzzFVbzdNyY90rsuaa93T+uyq8GxKo91cxS7mTGLb4+aqdk1P/EmifqwDex6qHkkHbAYO2Zj1WNtFZq7mB8StK5gi++Qu5DVHYG1a2COrBlhnPPe60i7SrnV4ID82rZR3W1HQ5xKNrOL3yjq5bxCAbtSPHZar13PTtihtIamI8OSISD/FbZO+QoRPmdo6OVI31sd8p/Qt3/27Gn8DyLziQ0vbVTeDy413XQw4GNNmcM3W6QZj+PlcsjPuK+UzyL3MvvbUcYSVzJTGPsjou2aVMrw48/nbxgrzaqxQ41cbx0x6wsa4ZgfeO1VvB7Q6Z1Pqexj3yw7ErNUYYYJIBwDbYuD6iMNPuoiAIwHXof8/tVbZDOZ2Ax6p0tjhqx+jrXsJCuquXQdRb57lfX2mvReH7Cr/n54hXNoGBStjwObShkiuCaymLjVKCfDfHMl34k/M8ntoOxDV44Y8a6POmsLzaYAdrLuwrPiPJnU9byiCzJ/t2rZPY3Bk3cDOOkU8OXBtWpZZ9TixC6NdmCmsu4b+ralQTI02eHNEQOw6toMx2qkpcI5tkJgfeMbefK34MNOOh8rq0Za9LGCKsCF9/LpFHTV//tShvW7V2wmPWc92ahMrbGpimscjdc8cXJgZ/qYU/UlDP3wO5v0ODipWy4V0dwCwQSlWykBsJWsEnytC1HTijx1no7cHRP9S/VjPpIOcXNY2VtOwskoQsnTAfm9mRY6k/Ol3/2IEsSeFurHr6V9nCJKjdpUOalUJxMcY+NAd/T+Wy25jDBBMlRsbilXLr0wJvpY1lWlN0LRS7c5UP8T33eHbHuFWE7B+Uj9SMqtB4OiIgMk62knb4c4ILuvKYdZWfFWOg7s6EDDbaAszQ3SY75Qd8W8X6sca+0WTdxD/pj/vc4N2UPpOHVSrqv3lGVbKztF+uXq7+WJd+Zv/Ln9v3/Mgs2mThyNlNTfK+rba34eEtLHvwnBgX22mY7/s4D9gDNN3eZWnr7SJFfZGvX5zKsWhQV/xkzeGn0jF95Ttdmkshaz6l0VPgr165FumagYWJfYq2SHSAaAvTh29obmXFMFqoKQ7mrl0MhsJ2K6PCNOuIr3akZpHcGiHvTGeYSrPYQZgX3s+59Xk1FEwmg/ybPOGwbW5edBl06PVZGOmB9UhBbmBXct1sGbwkp5xHNmLXZqIO1mT+4cR2LtKk3e+H2L9tGyyZtroVtJTc2lLU/V+Y53fzwj8+wr8sppybT1T3+AItkNHZaWVNN5pTYD+2NR/SDl8NYLwshw2Ug5VH7lv4SOrAwe7AfZA6FT2NTOz2YkgvyzzN0fwnbDtqiIa634nq6xrvpVgPzeeO20hwq7PqFuHfPvNEVFeDkg8Vt5z3ZP/KX1u2uSzpU8xRUrfx7EN2u9aah9N+tqPNX2t6avrYpg+MpimPcSBXWKFudRr8//3J97pzTGAhvgu+zFdJ/8Rf1vGixfGAEJ1cKBLWVWPfLuRSZS14U+Salsl3R0AbHUwOsAyj76YiIP6VBM8/d7T6P/MTDMyjuAoUwcvxZnfSXB2VXmG1AHTvUkFPRY8iPA1bdzm+Rfq7ZqxNmV7zK7m8UvlMTVjBkDLru81gDCZO9o2ddl/rJTfrdEuzPL7tcez5+dnPHM1Rflh5FT3cglFeV3WBKZJy8/U5fBUucdNjY/cl8FrC4F31mDGQH6tWgeOLleoScFt699O1Sn9eWa67JXY/k6usox1cD/2kZN5zQDQc4Pf683XyiDGZYt6tG5jf89pvF78TF+t+9pfj/jqPmMYMwZLenz+LrHCvGW92xtxZukr55VY4NZo258qAj05N/ND3vVrxZ+b/uS6MpiyYCYdAM6hrXDeVpzWXDr6QymD2qEtDwRqm0OfW7lHLrMJ34W6GajIz6fyDHW7weq/XRwZJHg8IMCa0Daw058/Nf6uSXCtO4ZyYOLCsNfjMdsZo9ydOvUTdi1HpRcNyraN8G3yXs8SNC0alttjz2W5Nsph2ldb6rtuykziRgY16jIqHo6U33MLe2TG99OWPue5ZgAmrfncY3XjWXUXWJuGv7M+MhB1sIwkKJxJfV2q+lnbP8RHPjd9PmkDf6gf60qP2er5TLs8n2gLiSFmpvJMjweeq46VUebTFn5Az9jdnxIbcnRbfqCP0gMEK2kr6YF3H0S8i39+MHxJ1sTGR/qMLj43Md4vbyBiVmYb1+Vt+A+zzDYn/N5jAx94zPZd+5fnhs9YlsesJ792qi6sJctjdcBXt4lhTg0MzfruuzrGCmYctDphn2dZlpKYzy4+YCqxwEK9XTpS3lv/XXZiwLdp3X0Z+JPlB0tVn8nzKPd7ac//X4ABALUPlOQNFZL6AAAAAElFTkSuQmCC\" width=\"500px\"/>\n",
                "</div>\n",
                "\n",
                "# \tProbabilities (Day 10-15): significant wave height"
            ]
        },
        {
            "cell_type": "markdown",
            "id": "224f7469-7ad8-4910-8a7f-583df109f649",
            "metadata": {},
            "source": [
                "This notebook will provide you guidance how to explore and plot ECMWF open dataset to produce the map from the ECMWF open charts web product.  \n",
                "The original product can be found on this link: https://charts.ecmwf.int/products/medium-swh-long-probability  \n"
            ]
        },
        {
            "cell_type": "markdown",
            "id": "374a552c-6803-4965-9b32-d80c18c345a7",
            "metadata": {},
            "source": [
                "<div class=\"output_png output_subarea output_execute_result\">\n",
                "<center>\n",
                "<img 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\"/></center>\n",
                "</div>"
            ]
        },
        {
            "cell_type": "markdown",
            "id": "ead0d413",
            "metadata": {},
            "source": [
                "The full list of available Open data products can be found [here](https://www.ecmwf.int/en/forecasts/datasets/open-data), and more information can be found in the [User documentation](https://confluence.ecmwf.int/display/DAC/ECMWF+open+data%3A+real-time+forecasts+from+IFS+and+AIFS).  \n",
                "\n",
                "Access to ECMWF Open data is governed by the Creative Commons CC-BY-4.0 licence and associated [Terms of Use](https://apps.ecmwf.int/datasets/licences/general/).  \n",
                "\n",
                "<sub> In applying this licence, ECMWF does not waive the privileges and immunities granted to it by virtue of its status as an intergovernmental organisation nor does it submit to any jurisdiction </sub>\n",
                "\n",
                "To find out how to obtain the access to the full forecast dataset at higher resolution please visit our [Access page](https://www.ecmwf.int/en/forecasts/accessing-forecasts)."
            ]
        },
        {
            "cell_type": "markdown",
            "id": "e0ed2744",
            "metadata": {},
            "source": [
                "## Retrieve Data\n",
                "This product takes in input one of these 4 parameters:\n",
                "\n",
                "* [Significant wave height of at least 2 m](https://codes.ecmwf.int/grib/param-db/131074)\n",
                "* [Significant wave height of at least 4 m](https://codes.ecmwf.int/grib/param-db/131075)\n",
                "* [Significant wave height of at least 6 m](https://codes.ecmwf.int/grib/param-db/131076)\n",
                "* [Significant wave height of at least 8 m](https://codes.ecmwf.int/grib/param-db/131077)\n",
                "\n",
                "These are already calculated probabilities, so no need to download all ensemble members."
            ]
        },
        {
            "cell_type": "markdown",
            "id": "96f51623-95e0-41aa-b9d5-a80d3c3fde06",
            "metadata": {},
            "source": [
                "In this example, we will use: \n",
                "- [**ecmwf.opendata**](https://github.com/ecmwf/ecmwf-opendata) Client to download the data\n",
                "- [**Metview**](https://metview.readthedocs.io/en/latest/) library to read, process and plot the data "
            ]
        },
        {
            "cell_type": "markdown",
            "id": "5d84c0eb-32dc-4bb7-83f8-42d9c9a3e448",
            "metadata": {},
            "source": [
                "First we need to install them in the current Jupyter kernel:  \n",
                "<div class=\"alert alert-block alert-info\">\n",
                "<b>Note:</b> If you are running the notebook on MyBinder or already have the libraries installed, go directly to importing the libraries.\n",
                "</div>\n",
                "<div class=\"alert alert-block alert-info\">\n",
                "<b>Note:</b> If you don't have these libraries installed, click on three dots below, uncomment the code and run the next cell.\n",
                "</div>"
            ]
        },
        {
            "cell_type": "code",
            "execution_count": 1,
            "id": "5c1b0e50-36d1-496e-bf1c-5577844cc9fd",
            "metadata": {
                "jupyter": {
                    "source_hidden": true
                },
                "tags": [
                    "install"
                ]
            },
            "outputs": [],
            "source": [
                "#!pip install ecmwf-opendata metview metview-python"
            ]
        },
        {
            "cell_type": "code",
            "execution_count": 2,
            "id": "4395a25e",
            "metadata": {
                "tags": [
                    "import"
                ]
            },
            "outputs": [],
            "source": [
                "import metview as mv\n",
                "from ecmwf.opendata import Client"
            ]
        },
        {
            "cell_type": "code",
            "execution_count": 3,
            "id": "7c429eff",
            "metadata": {},
            "outputs": [],
            "source": [
                "client = Client(\"ecmwf\", beta=False)"
            ]
        },
        {
            "cell_type": "code",
            "execution_count": 4,
            "id": "db6fd2e8",
            "metadata": {},
            "outputs": [
                {
                    "data": {
                        "text/plain": [
                            "'medium-swh-long-probability.grib'"
                        ]
                    },
                    "execution_count": 4,
                    "metadata": {},
                    "output_type": "execute_result"
                }
            ],
            "source": [
                "parameters = ['swhg2', 'swhg4', 'swhg6', 'swhg8']\n",
                "filename = 'medium-swh-long-probability.grib'\n",
                "filename"
            ]
        },
        {
            "cell_type": "markdown",
            "id": "5e9a3248-51d5-4983-95ab-e529b3f1f1f4",
            "metadata": {},
            "source": [
                "This product is available for the steps 0 - 360 by 12.\n",
                "\n",
                "Setting date to 0 will download today's data. \n",
                "Removing date and time altogether from the request will download the latest data.  \n",
                "Try commenting out date and time to download latest forecast!"
            ]
        },
        {
            "cell_type": "code",
            "execution_count": 5,
            "id": "51a980a6",
            "metadata": {
                "tags": [
                    "download"
                ]
            },
            "outputs": [
                {
                    "data": {
                        "application/vnd.jupyter.widget-view+json": {
                            "model_id": "",
                            "version_major": 2,
                            "version_minor": 0
                        },
                        "text/plain": [
                            "<multiple>:   0%|          | 0.00/9.62M [00:00<?, ?B/s]"
                        ]
                    },
                    "metadata": {},
                    "output_type": "display_data"
                },
                {
                    "data": {
                        "text/plain": [
                            "<ecmwf.opendata.client.Result at 0x17eb3d010>"
                        ]
                    },
                    "execution_count": 5,
                    "metadata": {},
                    "output_type": "execute_result"
                }
            ],
            "source": [
                "steps=list(range(240,366,12))\n",
                "\n",
                "client.retrieve(\n",
                "    date=-1,\n",
                "    time=0,\n",
                "    step=steps,\n",
                "    stream=\"waef\",\n",
                "    type='ep',\n",
                "    levtype=\"sfc\",\n",
                "    param=parameters,\n",
                "    target=filename\n",
                ")"
            ]
        },
        {
            "cell_type": "markdown",
            "id": "65f5dd51",
            "metadata": {},
            "source": [
                "## Reading and processing the data\n",
                "Now we can use **Metview's read() function** to read the file."
            ]
        },
        {
            "cell_type": "code",
            "execution_count": 6,
            "id": "5e7ceda3",
            "metadata": {},
            "outputs": [],
            "source": [
                "data = mv.read(filename)"
            ]
        },
        {
            "cell_type": "markdown",
            "id": "cfc536bc",
            "metadata": {},
            "source": [
                "The **describe()** function will give us the overview of the dataset.  "
            ]
        },
        {
            "cell_type": "code",
            "execution_count": 7,
            "id": "61e65089",
            "metadata": {},
            "outputs": [
                {
                    "data": {
                        "text/html": [
                            "  \n",
                            "                <table>\n",
                            "                <tr><th>parameter</th><th>typeOfLevel</th><th>level</th><th>date</th><th>time</th><th>step</th><th>number</th><th>paramId</th><th>class</th><th>stream</th><th>type</th><th>experimentVersionNumber</th></tr>\n",
                            "                <tr><th style='text-align: right;'>swhg2</th><td style='text-align: left;'>meanSea</td><td style='text-align: left;'>0</td><td style='text-align: left;'>20241223</td><td style='text-align: left;'>0</td><td style='text-align: left;'>240,252,...</td><td style='text-align: left;'>None</td><td style='text-align: left;'>131074</td><td style='text-align: left;'>od</td><td style='text-align: left;'>waef</td><td style='text-align: left;'>ep</td><td style='text-align: left;'>0001</td></tr><tr><th style='text-align: right;'>swhg4</th><td style='text-align: left;'>meanSea</td><td style='text-align: left;'>0</td><td style='text-align: left;'>20241223</td><td style='text-align: left;'>0</td><td style='text-align: left;'>240,252,...</td><td style='text-align: left;'>None</td><td style='text-align: left;'>131075</td><td style='text-align: left;'>od</td><td style='text-align: left;'>waef</td><td style='text-align: left;'>ep</td><td style='text-align: left;'>0001</td></tr><tr><th style='text-align: right;'>swhg6</th><td style='text-align: left;'>meanSea</td><td style='text-align: left;'>0</td><td style='text-align: left;'>20241223</td><td style='text-align: left;'>0</td><td style='text-align: left;'>240,252,...</td><td style='text-align: left;'>None</td><td style='text-align: left;'>131076</td><td style='text-align: left;'>od</td><td style='text-align: left;'>waef</td><td style='text-align: left;'>ep</td><td style='text-align: left;'>0001</td></tr><tr><th style='text-align: right;'>swhg8</th><td style='text-align: left;'>meanSea</td><td style='text-align: left;'>0</td><td style='text-align: left;'>20241223</td><td style='text-align: left;'>0</td><td style='text-align: left;'>240,252,...</td><td style='text-align: left;'>None</td><td style='text-align: left;'>131077</td><td style='text-align: left;'>od</td><td style='text-align: left;'>waef</td><td style='text-align: left;'>ep</td><td style='text-align: left;'>0001</td></tr>\n",
                            "                </table>"
                        ],
                        "text/plain": [
                            "<IPython.core.display.HTML object>"
                        ]
                    },
                    "execution_count": 7,
                    "metadata": {},
                    "output_type": "execute_result"
                }
            ],
            "source": [
                "data.describe()"
            ]
        },
        {
            "cell_type": "markdown",
            "id": "c2bddc76-50ea-44cc-8728-506be1232235",
            "metadata": {},
            "source": [
                "And an overview of one parameter, where we can see more information, such as units or type of level."
            ]
        },
        {
            "cell_type": "code",
            "execution_count": 8,
            "id": "9ac51194-5380-470a-83ba-1d351c2cfeca",
            "metadata": {},
            "outputs": [
                {
                    "data": {
                        "text/html": [
                            "  \n",
                            "                <table>\n",
                            "                <tr></tr>\n",
                            "                <tr><th style='text-align: right;'>shortName</th><td style='text-align: left;'>swhg4</td></tr><tr><th style='text-align: right;'>name</th><td style='text-align: left;'>Significant wave height of at least 4 m</td></tr><tr><th style='text-align: right;'>paramId</th><td style='text-align: left;'>131075</td></tr><tr><th style='text-align: right;'>units</th><td style='text-align: left;'>%</td></tr><tr><th style='text-align: right;'>typeOfLevel</th><td style='text-align: left;'>meanSea</td></tr><tr><th style='text-align: right;'>level</th><td style='text-align: left;'>0</td></tr><tr><th style='text-align: right;'>date</th><td style='text-align: left;'>20241223</td></tr><tr><th style='text-align: right;'>time</th><td style='text-align: left;'>0</td></tr><tr><th style='text-align: right;'>step</th><td style='text-align: left;'>240,252,264,276,288,300,312,324,336,348,360</td></tr><tr><th style='text-align: right;'>number</th><td style='text-align: left;'>None</td></tr><tr><th style='text-align: right;'>class</th><td style='text-align: left;'>od</td></tr><tr><th style='text-align: right;'>stream</th><td style='text-align: left;'>waef</td></tr><tr><th style='text-align: right;'>type</th><td style='text-align: left;'>ep</td></tr><tr><th style='text-align: right;'>experimentVersionNumber</th><td style='text-align: left;'>0001</td></tr>\n",
                            "                </table>"
                        ],
                        "text/plain": [
                            "<IPython.core.display.HTML object>"
                        ]
                    },
                    "execution_count": 8,
                    "metadata": {},
                    "output_type": "execute_result"
                }
            ],
            "source": [
                "data.describe('swhg4')"
            ]
        },
        {
            "cell_type": "markdown",
            "id": "6c03429c",
            "metadata": {},
            "source": [
                "We can use **ls()** function to list all the fields in the file we downloaded."
            ]
        },
        {
            "cell_type": "code",
            "execution_count": 9,
            "id": "f955b02e",
            "metadata": {
                "scrolled": true,
                "tags": []
            },
            "outputs": [
                {
                    "data": {
                        "text/html": [
                            "<div>\n",
                            "<style scoped>\n",
                            "    .dataframe tbody tr th:only-of-type {\n",
                            "        vertical-align: middle;\n",
                            "    }\n",
                            "\n",
                            "    .dataframe tbody tr th {\n",
                            "        vertical-align: top;\n",
                            "    }\n",
                            "\n",
                            "    .dataframe thead th {\n",
                            "        text-align: right;\n",
                            "    }\n",
                            "</style>\n",
                            "<table border=\"1\" class=\"dataframe\">\n",
                            "  <thead>\n",
                            "    <tr style=\"text-align: center;\">\n",
                            "      <th></th>\n",
                            "      <th>centre</th>\n",
                            "      <th>shortName</th>\n",
                            "      <th>typeOfLevel</th>\n",
                            "      <th>level</th>\n",
                            "      <th>dataDate</th>\n",
                            "      <th>dataTime</th>\n",
                            "      <th>stepRange</th>\n",
                            "      <th>dataType</th>\n",
                            "      <th>number</th>\n",
                            "      <th>gridType</th>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>Message</th>\n",
                            "      <th></th>\n",
                            "      <th></th>\n",
                            "      <th></th>\n",
                            "      <th></th>\n",
                            "      <th></th>\n",
                            "      <th></th>\n",
                            "      <th></th>\n",
                            "      <th></th>\n",
                            "      <th></th>\n",
                            "      <th></th>\n",
                            "    </tr>\n",
                            "  </thead>\n",
                            "  <tbody>\n",
                            "    <tr>\n",
                            "      <th>0</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swhg6</td>\n",
                            "      <td>meanSea</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20241223</td>\n",
                            "      <td>0</td>\n",
                            "      <td>240</td>\n",
                            "      <td>ep</td>\n",
                            "      <td>None</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>1</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swhg8</td>\n",
                            "      <td>meanSea</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20241223</td>\n",
                            "      <td>0</td>\n",
                            "      <td>240</td>\n",
                            "      <td>ep</td>\n",
                            "      <td>None</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>2</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swhg4</td>\n",
                            "      <td>meanSea</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20241223</td>\n",
                            "      <td>0</td>\n",
                            "      <td>240</td>\n",
                            "      <td>ep</td>\n",
                            "      <td>None</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>3</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swhg2</td>\n",
                            "      <td>meanSea</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20241223</td>\n",
                            "      <td>0</td>\n",
                            "      <td>240</td>\n",
                            "      <td>ep</td>\n",
                            "      <td>None</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>4</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swhg4</td>\n",
                            "      <td>meanSea</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20241223</td>\n",
                            "      <td>0</td>\n",
                            "      <td>252</td>\n",
                            "      <td>ep</td>\n",
                            "      <td>None</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>5</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swhg8</td>\n",
                            "      <td>meanSea</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20241223</td>\n",
                            "      <td>0</td>\n",
                            "      <td>252</td>\n",
                            "      <td>ep</td>\n",
                            "      <td>None</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>6</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swhg2</td>\n",
                            "      <td>meanSea</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20241223</td>\n",
                            "      <td>0</td>\n",
                            "      <td>252</td>\n",
                            "      <td>ep</td>\n",
                            "      <td>None</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>7</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swhg6</td>\n",
                            "      <td>meanSea</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20241223</td>\n",
                            "      <td>0</td>\n",
                            "      <td>252</td>\n",
                            "      <td>ep</td>\n",
                            "      <td>None</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>8</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swhg4</td>\n",
                            "      <td>meanSea</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20241223</td>\n",
                            "      <td>0</td>\n",
                            "      <td>264</td>\n",
                            "      <td>ep</td>\n",
                            "      <td>None</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>9</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swhg2</td>\n",
                            "      <td>meanSea</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20241223</td>\n",
                            "      <td>0</td>\n",
                            "      <td>264</td>\n",
                            "      <td>ep</td>\n",
                            "      <td>None</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>10</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swhg6</td>\n",
                            "      <td>meanSea</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20241223</td>\n",
                            "      <td>0</td>\n",
                            "      <td>264</td>\n",
                            "      <td>ep</td>\n",
                            "      <td>None</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>11</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swhg8</td>\n",
                            "      <td>meanSea</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20241223</td>\n",
                            "      <td>0</td>\n",
                            "      <td>264</td>\n",
                            "      <td>ep</td>\n",
                            "      <td>None</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>12</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swhg2</td>\n",
                            "      <td>meanSea</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20241223</td>\n",
                            "      <td>0</td>\n",
                            "      <td>276</td>\n",
                            "      <td>ep</td>\n",
                            "      <td>None</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>13</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swhg6</td>\n",
                            "      <td>meanSea</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20241223</td>\n",
                            "      <td>0</td>\n",
                            "      <td>276</td>\n",
                            "      <td>ep</td>\n",
                            "      <td>None</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>14</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swhg4</td>\n",
                            "      <td>meanSea</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20241223</td>\n",
                            "      <td>0</td>\n",
                            "      <td>276</td>\n",
                            "      <td>ep</td>\n",
                            "      <td>None</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>15</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swhg8</td>\n",
                            "      <td>meanSea</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20241223</td>\n",
                            "      <td>0</td>\n",
                            "      <td>276</td>\n",
                            "      <td>ep</td>\n",
                            "      <td>None</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>16</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swhg4</td>\n",
                            "      <td>meanSea</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20241223</td>\n",
                            "      <td>0</td>\n",
                            "      <td>288</td>\n",
                            "      <td>ep</td>\n",
                            "      <td>None</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>17</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swhg8</td>\n",
                            "      <td>meanSea</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20241223</td>\n",
                            "      <td>0</td>\n",
                            "      <td>288</td>\n",
                            "      <td>ep</td>\n",
                            "      <td>None</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>18</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swhg2</td>\n",
                            "      <td>meanSea</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20241223</td>\n",
                            "      <td>0</td>\n",
                            "      <td>288</td>\n",
                            "      <td>ep</td>\n",
                            "      <td>None</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>19</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swhg6</td>\n",
                            "      <td>meanSea</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20241223</td>\n",
                            "      <td>0</td>\n",
                            "      <td>288</td>\n",
                            "      <td>ep</td>\n",
                            "      <td>None</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>20</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swhg6</td>\n",
                            "      <td>meanSea</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20241223</td>\n",
                            "      <td>0</td>\n",
                            "      <td>300</td>\n",
                            "      <td>ep</td>\n",
                            "      <td>None</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>21</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swhg4</td>\n",
                            "      <td>meanSea</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20241223</td>\n",
                            "      <td>0</td>\n",
                            "      <td>300</td>\n",
                            "      <td>ep</td>\n",
                            "      <td>None</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>22</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swhg2</td>\n",
                            "      <td>meanSea</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20241223</td>\n",
                            "      <td>0</td>\n",
                            "      <td>300</td>\n",
                            "      <td>ep</td>\n",
                            "      <td>None</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>23</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swhg8</td>\n",
                            "      <td>meanSea</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20241223</td>\n",
                            "      <td>0</td>\n",
                            "      <td>300</td>\n",
                            "      <td>ep</td>\n",
                            "      <td>None</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>24</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swhg2</td>\n",
                            "      <td>meanSea</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20241223</td>\n",
                            "      <td>0</td>\n",
                            "      <td>312</td>\n",
                            "      <td>ep</td>\n",
                            "      <td>None</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>25</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swhg8</td>\n",
                            "      <td>meanSea</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20241223</td>\n",
                            "      <td>0</td>\n",
                            "      <td>312</td>\n",
                            "      <td>ep</td>\n",
                            "      <td>None</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>26</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swhg6</td>\n",
                            "      <td>meanSea</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20241223</td>\n",
                            "      <td>0</td>\n",
                            "      <td>312</td>\n",
                            "      <td>ep</td>\n",
                            "      <td>None</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>27</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swhg4</td>\n",
                            "      <td>meanSea</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20241223</td>\n",
                            "      <td>0</td>\n",
                            "      <td>312</td>\n",
                            "      <td>ep</td>\n",
                            "      <td>None</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>28</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swhg2</td>\n",
                            "      <td>meanSea</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20241223</td>\n",
                            "      <td>0</td>\n",
                            "      <td>324</td>\n",
                            "      <td>ep</td>\n",
                            "      <td>None</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>29</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swhg6</td>\n",
                            "      <td>meanSea</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20241223</td>\n",
                            "      <td>0</td>\n",
                            "      <td>324</td>\n",
                            "      <td>ep</td>\n",
                            "      <td>None</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>30</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swhg8</td>\n",
                            "      <td>meanSea</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20241223</td>\n",
                            "      <td>0</td>\n",
                            "      <td>324</td>\n",
                            "      <td>ep</td>\n",
                            "      <td>None</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>31</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swhg4</td>\n",
                            "      <td>meanSea</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20241223</td>\n",
                            "      <td>0</td>\n",
                            "      <td>324</td>\n",
                            "      <td>ep</td>\n",
                            "      <td>None</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>32</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swhg2</td>\n",
                            "      <td>meanSea</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20241223</td>\n",
                            "      <td>0</td>\n",
                            "      <td>336</td>\n",
                            "      <td>ep</td>\n",
                            "      <td>None</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>33</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swhg6</td>\n",
                            "      <td>meanSea</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20241223</td>\n",
                            "      <td>0</td>\n",
                            "      <td>336</td>\n",
                            "      <td>ep</td>\n",
                            "      <td>None</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>34</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swhg4</td>\n",
                            "      <td>meanSea</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20241223</td>\n",
                            "      <td>0</td>\n",
                            "      <td>336</td>\n",
                            "      <td>ep</td>\n",
                            "      <td>None</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>35</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swhg2</td>\n",
                            "      <td>meanSea</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20241223</td>\n",
                            "      <td>0</td>\n",
                            "      <td>348</td>\n",
                            "      <td>ep</td>\n",
                            "      <td>None</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>36</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swhg8</td>\n",
                            "      <td>meanSea</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20241223</td>\n",
                            "      <td>0</td>\n",
                            "      <td>336</td>\n",
                            "      <td>ep</td>\n",
                            "      <td>None</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>37</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swhg6</td>\n",
                            "      <td>meanSea</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20241223</td>\n",
                            "      <td>0</td>\n",
                            "      <td>348</td>\n",
                            "      <td>ep</td>\n",
                            "      <td>None</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>38</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swhg4</td>\n",
                            "      <td>meanSea</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20241223</td>\n",
                            "      <td>0</td>\n",
                            "      <td>348</td>\n",
                            "      <td>ep</td>\n",
                            "      <td>None</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>39</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swhg8</td>\n",
                            "      <td>meanSea</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20241223</td>\n",
                            "      <td>0</td>\n",
                            "      <td>348</td>\n",
                            "      <td>ep</td>\n",
                            "      <td>None</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>40</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swhg2</td>\n",
                            "      <td>meanSea</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20241223</td>\n",
                            "      <td>0</td>\n",
                            "      <td>360</td>\n",
                            "      <td>ep</td>\n",
                            "      <td>None</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>41</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swhg4</td>\n",
                            "      <td>meanSea</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20241223</td>\n",
                            "      <td>0</td>\n",
                            "      <td>360</td>\n",
                            "      <td>ep</td>\n",
                            "      <td>None</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>42</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swhg6</td>\n",
                            "      <td>meanSea</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20241223</td>\n",
                            "      <td>0</td>\n",
                            "      <td>360</td>\n",
                            "      <td>ep</td>\n",
                            "      <td>None</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "    <tr>\n",
                            "      <th>43</th>\n",
                            "      <td>ecmf</td>\n",
                            "      <td>swhg8</td>\n",
                            "      <td>meanSea</td>\n",
                            "      <td>0</td>\n",
                            "      <td>20241223</td>\n",
                            "      <td>0</td>\n",
                            "      <td>360</td>\n",
                            "      <td>ep</td>\n",
                            "      <td>None</td>\n",
                            "      <td>regular_ll</td>\n",
                            "    </tr>\n",
                            "  </tbody>\n",
                            "</table>\n",
                            "</div>"
                        ],
                        "text/plain": [
                            "        centre shortName typeOfLevel  level  dataDate  dataTime stepRange  \\\n",
                            "Message                                                                     \n",
                            "0        ecmf     swhg6     meanSea     0    20241223      0        240     \n",
                            "1        ecmf     swhg8     meanSea     0    20241223      0        240     \n",
                            "2        ecmf     swhg4     meanSea     0    20241223      0        240     \n",
                            "3        ecmf     swhg2     meanSea     0    20241223      0        240     \n",
                            "4        ecmf     swhg4     meanSea     0    20241223      0        252     \n",
                            "5        ecmf     swhg8     meanSea     0    20241223      0        252     \n",
                            "6        ecmf     swhg2     meanSea     0    20241223      0        252     \n",
                            "7        ecmf     swhg6     meanSea     0    20241223      0        252     \n",
                            "8        ecmf     swhg4     meanSea     0    20241223      0        264     \n",
                            "9        ecmf     swhg2     meanSea     0    20241223      0        264     \n",
                            "10       ecmf     swhg6     meanSea     0    20241223      0        264     \n",
                            "11       ecmf     swhg8     meanSea     0    20241223      0        264     \n",
                            "12       ecmf     swhg2     meanSea     0    20241223      0        276     \n",
                            "13       ecmf     swhg6     meanSea     0    20241223      0        276     \n",
                            "14       ecmf     swhg4     meanSea     0    20241223      0        276     \n",
                            "15       ecmf     swhg8     meanSea     0    20241223      0        276     \n",
                            "16       ecmf     swhg4     meanSea     0    20241223      0        288     \n",
                            "17       ecmf     swhg8     meanSea     0    20241223      0        288     \n",
                            "18       ecmf     swhg2     meanSea     0    20241223      0        288     \n",
                            "19       ecmf     swhg6     meanSea     0    20241223      0        288     \n",
                            "20       ecmf     swhg6     meanSea     0    20241223      0        300     \n",
                            "21       ecmf     swhg4     meanSea     0    20241223      0        300     \n",
                            "22       ecmf     swhg2     meanSea     0    20241223      0        300     \n",
                            "23       ecmf     swhg8     meanSea     0    20241223      0        300     \n",
                            "24       ecmf     swhg2     meanSea     0    20241223      0        312     \n",
                            "25       ecmf     swhg8     meanSea     0    20241223      0        312     \n",
                            "26       ecmf     swhg6     meanSea     0    20241223      0        312     \n",
                            "27       ecmf     swhg4     meanSea     0    20241223      0        312     \n",
                            "28       ecmf     swhg2     meanSea     0    20241223      0        324     \n",
                            "29       ecmf     swhg6     meanSea     0    20241223      0        324     \n",
                            "30       ecmf     swhg8     meanSea     0    20241223      0        324     \n",
                            "31       ecmf     swhg4     meanSea     0    20241223      0        324     \n",
                            "32       ecmf     swhg2     meanSea     0    20241223      0        336     \n",
                            "33       ecmf     swhg6     meanSea     0    20241223      0        336     \n",
                            "34       ecmf     swhg4     meanSea     0    20241223      0        336     \n",
                            "35       ecmf     swhg2     meanSea     0    20241223      0        348     \n",
                            "36       ecmf     swhg8     meanSea     0    20241223      0        336     \n",
                            "37       ecmf     swhg6     meanSea     0    20241223      0        348     \n",
                            "38       ecmf     swhg4     meanSea     0    20241223      0        348     \n",
                            "39       ecmf     swhg8     meanSea     0    20241223      0        348     \n",
                            "40       ecmf     swhg2     meanSea     0    20241223      0        360     \n",
                            "41       ecmf     swhg4     meanSea     0    20241223      0        360     \n",
                            "42       ecmf     swhg6     meanSea     0    20241223      0        360     \n",
                            "43       ecmf     swhg8     meanSea     0    20241223      0        360     \n",
                            "\n",
                            "        dataType number   gridType   \n",
                            "Message                              \n",
                            "0          ep     None   regular_ll  \n",
                            "1          ep     None   regular_ll  \n",
                            "2          ep     None   regular_ll  \n",
                            "3          ep     None   regular_ll  \n",
                            "4          ep     None   regular_ll  \n",
                            "5          ep     None   regular_ll  \n",
                            "6          ep     None   regular_ll  \n",
                            "7          ep     None   regular_ll  \n",
                            "8          ep     None   regular_ll  \n",
                            "9          ep     None   regular_ll  \n",
                            "10         ep     None   regular_ll  \n",
                            "11         ep     None   regular_ll  \n",
                            "12         ep     None   regular_ll  \n",
                            "13         ep     None   regular_ll  \n",
                            "14         ep     None   regular_ll  \n",
                            "15         ep     None   regular_ll  \n",
                            "16         ep     None   regular_ll  \n",
                            "17         ep     None   regular_ll  \n",
                            "18         ep     None   regular_ll  \n",
                            "19         ep     None   regular_ll  \n",
                            "20         ep     None   regular_ll  \n",
                            "21         ep     None   regular_ll  \n",
                            "22         ep     None   regular_ll  \n",
                            "23         ep     None   regular_ll  \n",
                            "24         ep     None   regular_ll  \n",
                            "25         ep     None   regular_ll  \n",
                            "26         ep     None   regular_ll  \n",
                            "27         ep     None   regular_ll  \n",
                            "28         ep     None   regular_ll  \n",
                            "29         ep     None   regular_ll  \n",
                            "30         ep     None   regular_ll  \n",
                            "31         ep     None   regular_ll  \n",
                            "32         ep     None   regular_ll  \n",
                            "33         ep     None   regular_ll  \n",
                            "34         ep     None   regular_ll  \n",
                            "35         ep     None   regular_ll  \n",
                            "36         ep     None   regular_ll  \n",
                            "37         ep     None   regular_ll  \n",
                            "38         ep     None   regular_ll  \n",
                            "39         ep     None   regular_ll  \n",
                            "40         ep     None   regular_ll  \n",
                            "41         ep     None   regular_ll  \n",
                            "42         ep     None   regular_ll  \n",
                            "43         ep     None   regular_ll  "
                        ]
                    },
                    "execution_count": 9,
                    "metadata": {},
                    "output_type": "execute_result"
                }
            ],
            "source": [
                "data.ls()"
            ]
        },
        {
            "cell_type": "markdown",
            "id": "51d4b715-40df-4b41-a9a7-8459a9c5f613",
            "metadata": {},
            "source": [
                "In this example we will calculate the probability for significant wawe height greater than 4 m for the whole period between day 10 and 15."
            ]
        },
        {
            "cell_type": "code",
            "execution_count": 10,
            "id": "4cc99a54-01e0-46eb-af53-b64fda70e042",
            "metadata": {},
            "outputs": [],
            "source": [
                "swhg4 = data.select(shortName = 'swhg4')"
            ]
        },
        {
            "cell_type": "code",
            "execution_count": 11,
            "id": "2d9df96d-578f-4037-9451-a361b5f384c0",
            "metadata": {},
            "outputs": [],
            "source": [
                "long_prob = mv.mean(swhg4)"
            ]
        },
        {
            "cell_type": "markdown",
            "id": "d48c59e5",
            "metadata": {},
            "source": [
                "## Plotting the data\n",
                "And finally, we can plot the data on the map. "
            ]
        },
        {
            "cell_type": "code",
            "execution_count": 12,
            "id": "03f7aa46",
            "metadata": {},
            "outputs": [
                {
                    "data": {
                        "image/png": 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",
                        "text/plain": [
                            "<IPython.core.display.Image object>"
                        ]
                    },
                    "execution_count": 12,
                    "metadata": {},
                    "output_type": "execute_result"
                }
            ],
            "source": [
                "# define coastlines\n",
                "coast = mv.mcoast(\n",
                "    map_coastline_colour=\"charcoal\",\n",
                "    map_coastline_resolution=\"medium\",\n",
                "    map_coastline_land_shade=\"on\",\n",
                "    map_coastline_land_shade_colour=\"cream\",\n",
                "    map_coastline_sea_shade=\"off\",\n",
                "    map_boundaries=\"on\",\n",
                "    map_boundaries_colour= \"charcoal\",\n",
                "    map_boundaries_thickness = 1,\n",
                "    map_disputed_boundaries = \"off\",\n",
                "    map_grid_colour=\"tan\",\n",
                "    map_label_height=0.35,\n",
                ")\n",
                "\n",
                "# define view\n",
                "view = mv.geoview(\n",
                "    area_mode=\"name\",\n",
                "    area_name=\"europe\",\n",
                "    coastlines=coast\n",
                ")\n",
                "\n",
                "#define styles\n",
                "long_prob_shade = mv.mcont(legend= \"on\",\n",
                "                contour_automatics_settings = \"style_name\",\n",
                "                contour_style_name = \"sh_blup_f0t100lst\")\n",
                "\n",
                "title = mv.mtext(\n",
                "    text_lines=[\"Probabilities (Day 10-15): significant wave height > 4 m\", \n",
                "           \"START TIME: <grib_info key='base-date' format='%a %d %B %Y %H'/> \",\n",
                "           \"VALID TIME: <grib_info key='valid-date' format='%a %d %B %Y %H'/>, STEP: <grib_info key='step' />\"],\n",
                "    text_font_size=0.4,\n",
                "    text_colour         = 'charcoal')\n",
                "\n",
                "ecmwf_text = mv.mtext(    \n",
                "    text_lines          = [\"© European Centre for Medium-Range Weather Forecasts (ECMWF)\",\n",
                "                           \"Source: www.ecmwf.int Licence: CC-BY-4.0 and ECMWF Terms of Use\",\n",
                "                            \"https://apps.ecmwf.int/datasets/licences/general/\"],\n",
                "    text_justification  = 'center',\n",
                "    text_font_size      = 0.3,\n",
                "    text_mode           = \"positional\",\n",
                "    text_box_x_position = 6.,\n",
                "    text_box_y_position = -0.2,\n",
                "    text_box_x_length   = 8,\n",
                "    text_box_y_length   = 2,\n",
                "    text_colour         = 'charcoal')\n",
                "\n",
                "# generate plot\n",
                "mv.setoutput('jupyter', plot_widget=False)\n",
                "mv.plot(view, long_prob, long_prob_shade, title, ecmwf_text)"
            ]
        },
        {
            "cell_type": "markdown",
            "id": "0813538b-be17-49c8-a6b0-c70634d6114d",
            "metadata": {
                "editable": true,
                "slideshow": {
                    "slide_type": ""
                },
                "tags": []
            },
            "source": [
                "To generate the png file you can run the following cell."
            ]
        },
        {
            "cell_type": "code",
            "execution_count": 13,
            "id": "961a379f-c8cd-4313-9169-48692f483c39",
            "metadata": {
                "editable": true,
                "slideshow": {
                    "slide_type": ""
                },
                "tags": [
                    "png"
                ]
            },
            "outputs": [],
            "source": [
                "png = mv.png_output(\n",
                "      output_name = \"medium-swh-long-probability\",   # specify relative or full path\n",
                "      output_title = \"medium-swh-long-probability\",    # title used by a viewer\n",
                "      output_width = 1000,                 # set width in pixels\n",
                ")\n",
                "mv.setoutput(png)\n",
                "mv.plot(view, long_prob, long_prob_shade, title, ecmwf_text)"
            ]
        },
        {
            "cell_type": "markdown",
            "id": "ea69aa8f-33ac-4220-a3fe-07db32e164a4",
            "metadata": {},
            "source": [
                "Note that plot produced using open data dataset will slightly differ from one from Open Charts. This is due to different resolution of the data.  \n",
                "Open data is on 0.25x0.25 resolution, while high resolution data is 0.1x0.1 grid."
            ]
        }
    ],
    "metadata": {
        "author": "Milana Vuckovic",
        "content_type": "Software & code",
        "data_access": "ecmwf-opendata",
        "kernelspec": {
            "display_name": "Python 3 (ipykernel)",
            "language": "python",
            "name": "python3"
        },
        "language_info": {
            "codemirror_mode": {
                "name": "ipython",
                "version": 3
            },
            "file_extension": ".py",
            "mimetype": "text/x-python",
            "name": "python",
            "nbconvert_exporter": "python",
            "pygments_lexer": "ipython3",
            "version": "3.11.9"
        }
    },
    "nbformat": 4,
    "nbformat_minor": 5
}