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<!DOCTYPE html>
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<title>COVID-19 Prediction Germany</title>
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<div><img src="https://wirvsvirushackathon.org/wp-content/uploads/2020/03/12-scaled.jpg" style="height: 30px; padding: 10px;"></div>
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F\u00e4lle und Vorhersage f\u00fcr Deutschland (Basierend auf CSSE COVID-19 Dataset der Johns Hopkins University)"},"id":"1001","type":"Title"},{"attributes":{"sizing_mode":"stretch_both","text":"<p>Quellcode: <a href=\"https://github.com/balzer82/covid-germany-predictor\">Covid Germany Predictor</a>\n unter CC-BY2.0 Lizenz von Paul Balzer on Github.\n Disclaimer: Ich bin kein Epidemiologe oder Virologe, das ist keine offizielle Vorausberechnung! \n Es wurde ein exponentielles Wachstumsmodell mittels Least Square auf die gemeldeten F\u00e4lle bis 21.03.2020 gefittet (grauer Bereich) \n und eine zu erwartende Entwicklung f\u00fcr die n\u00e4chsten Tage vorhergesagt (rote Linie). \n Die gelben Punkte zeigen die tats\u00e4chlichen Fallzahlen. In der Realit\u00e4t ist es etwas komplexer, <a href='https://medium.com/data-for-science/epidemic-modeling-101-or-why-your-covid19-exponential-fits-are-wrong-97aa50c55f8'>siehe</a>.</p>\n <p><a href=\"https://cbcity.de/impressum\">Impressum</a></p>"},"id":"1156","type":"Div"},{"attributes":{"source":{"id":"1038","type":"ColumnDataSource"}},"id":"1042","type":"CDSView"},{"attributes":{"active_drag":null,"active_inspect":"auto","active_multi":null,"active_scroll":"auto","active_tap":"auto","autohide":true,"tools":[{"id":"1022","type":"HoverTool"},{"id":"1023","type":"SaveTool"},{"id":"1024","type":"PanTool"},{"id":"1025","type":"BoxZoomTool"},{"id":"1026","type":"ResetTool"},{"id":"1027","type":"WheelZoomTool"}]},"id":"1028","type":"Toolbar"},{"attributes":{"num_minor_ticks":5,"tickers":[{"id":"1049","type":"AdaptiveTicker"},{"id":"1050","type":"AdaptiveTicker"},{"id":"1051","type":"AdaptiveTicker"},{"id":"1052","type":"DaysTicker"},{"id":"1053","type":"DaysTicker"},{"id":"1054","type":"DaysTicker"},{"id":"1055","type":"DaysTicker"},{"id":"1056","type":"MonthsTicker"},{"id":"1057","type":"MonthsTicker"},{"id":"1058","type":"MonthsTicker"},{"id":"1059","type":"MonthsTicker"},{"id":"1060","type":"YearsTicker"}]},"id":"1013","type":"DatetimeTicker"},{"attributes":{"formatter":{"id":"1089","type":"DatetimeTickFormatter"},"plot":{"id":"1002","subtype":"Figure","type":"Plot"},"ticker":{"id":"1013","type":"DatetimeTicker"}},"id":"1012","type":"DatetimeAxis"},{"attributes":{"months":[0,4,8]},"id":"1058","type":"MonthsTicker"},{"attributes":{},"id":"1112","type":"UnionRenderers"},{"attributes":{},"id":"1024","type":"PanTool"},{"attributes":{"bottom_units":"screen","fill_alpha":{"value":0.5},"fill_color":{"value":"lightgrey"},"left_units":"screen","level":"overlay","line_alpha":{"value":1.0},"line_color":{"value":"black"},"line_dash":[4,4],"line_width":{"value":2},"plot":null,"render_mode":"css","right_units":"screen","top_units":"screen"},"id":"1031","type":"BoxAnnotation"},{"attributes":{"fill_color":{"value":"#FCFEA4"},"line_color":{"value":"#FBA40A"},"size":{"units":"screen","value":14},"x":{"field":"x"},"y":{"field":"y"}},"id":"1064","type":"Circle"},{"attributes":{},"id":"1008","type":"LinearScale"},{"attributes":{},"id":"1027","type":"WheelZoomTool"},{"attributes":{"days":[1,4,7,10,13,16,19,22,25,28]},"id":"1053","type":"DaysTicker"},{"attributes":{"months":[0,2,4,6,8,10]},"id":"1057","type":"MonthsTicker"},{"attributes":{"children":[{"id":"1002","subtype":"Figure","type":"Plot"},{"id":"1157","type":"WidgetBox"}],"sizing_mode":"stretch_both"},"id":"1158","type":"Column"},{"attributes":{"months":[0,6]},"id":"1059","type":"MonthsTicker"},{"attributes":{},"id":"1060","type":"YearsTicker"},{"attributes":{"fill_alpha":{"value":0.1},"fill_color":{"value":"#1f77b4"},"line_alpha":{"value":0.1},"line_color":{"value":"#1f77b4"},"size":{"units":"screen","value":14},"x":{"field":"x"},"y":{"field":"y"}},"id":"1065","type":"Circle"},{"attributes":{"dimension":1,"plot":{"id":"1002","subtype":"Figure","type":"Plot"},"ticker":{"id":"1018","type":"BasicTicker"}},"id":"1021","type":"Grid"}],"root_ids":["1158"]},"title":"Bokeh Application","version":"1.0.4"}}
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