<html><head><meta http-equiv="content-type" content="text/html; charset=utf-8"></head><body dir="auto"><div>Schöne Sache- was nimmst Du für die Charts?<br><br>Viele Grüße,<div>Andreas</div></div><div><br>Am 25.07.2014 um 16:37 schrieb Tobias Neundorf <<a href="mailto:tneundorf@web.de">tneundorf@web.de</a>>:<br><br></div><blockquote type="cite"><div><div dir="ltr"><div><div><div>Hallo,
ich hab mich mal dran gesetzt und für meinen Bedarf ein Frontend
implementiert, um meine PV Anlage zu überwachen und den Ertrag schön
darzustellen.<br></div><br>Man müsste das Ganze noch ein wenig
aufräumen, um es leichter auf andere Layouts portieren zu können ( z.B.
stehen irgendwelche Farben, Abmessungen noch fest irgendwo im Code und
die UUIDs stehen irgendwo im Quelltext) <br>
Ich würde es aber ( wenn Interesse besteht), aus meiner Homepage herauslösen und dem Volkszähler Projekt zugänglich machen.<br><br></div>Link: <a href="http://www.tobiasundbeate.de/pv_log/" target="_blank">http://www.tobiasundbeate.de/pv_log/</a><br>
<br></div>Screenshot:<br>
<div><img style="margin-right: 0px;" src="data:image/png;base64,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" alt="" height="413" width="690"></div>
Gruß, Tobias</div>
</div></blockquote></body></html>