Energie--Dashboard: Langzeitstatistik um eine Stunde versetzt

Hallo zusammen,

Hinweis: Da ich als neuer Benutzer leider nur zwei Medienelemente einbinden darf, habe ich alle Bilder des Energy Dashboards als Base64-String eingefügt.

Ich bin mir nicht sicher, ob ich hier einen Denkfehler habe oder ob es sich tatsächlich um einen Bug handelt.

Ab einem bestimmten Zeitraum kann ich die Zustände von Entitäten im Verlauf nur noch stündlich statt minütlich oder sekundengenau einsehen abhängig davon, wie häufig die Entität aktualisiert wurde.

Aktuell kann ich bis zu 12 Tage mit detaillierten Daten zurückblicken. Zustände von Entitäten, die älter als 13 Tage sind, werden mir nur noch in stündlicher Auflösung angezeigt. Das ist gewollt, damit die Datenbank nicht nach ein paar Jahren astronomische Größen annimmt.

Ich nutze das Energy Dashboard seit etwa einem Jahr, und heute ist mir etwas aufgefallen: Wenn die Daten von Entitäten, die ich für verschiedene Bereiche (Batterie, Solar, Stromnetz …) festgelegt habe, nur noch als Langzeitstatistik vorliegen (älter als 12 Tage), dann sind sie im Energy Dashboard um eine Stunde verschoben.

Ein kleines Beispiel dazu:

  • Am 02.05.2025 (ein Tag mit ausführlichen Zustandsdaten) hat sich die Entität Ch2 YieldDay laut Verlauf von 08:00 bis 09:00 Uhr um 61 Wh erhöht. Im Energy Dashboard wird für denselben Zeitraum ein Wert von 0,06 kWh angezeigt. Passt also.

Bild Energy Dashboard:

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
  • Am 16.04.2025 (ein Tag mit nur Langzeitstatistikdaten) zeigt der Verlauf von 08:00 bis 09:00 Uhr eine Erhöhung um 85 Wh aber im Energy Dashboard stehen für denselben Zeitraum nur 0,04 kWh, das passt nicht, da 85 Wh eigentlich 0,085 kWh (aufgerundet 0,09 kWh) wären.

Bild Energy Dasboard:

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

Woher kommen die 0,04?

  • Schaut man sich den Verlauf erneut an, sieht man, dass die Entität Ch2 Yield Day von 07:00 bis 08:00 Uhr um 41 Wh gestiegen ist – was genau 0,04 kWh entspricht. Die 0,085 kWh (0,09 aufgerundet) tauchen dann erst von 09:00 bis 10:00 Uhr im Energy Dashboard auf.

Die 0,085 kWh (0,09 aufgerundet) finden wir dann im Energy Dashbaord am selben Tag von von 09:00 bis 10:00 Uhr wieder.
Bild Energy Dasboard:

iVBORw0KGgoAAAANSUhEUgAAAdIAAACICAIAAADcYP1EAAAu2klEQVR42uyU708ScRzH/TvQ6VbjbA7CI8k7DI5EOY6DEA+swF9TbOZ60g/FMl1b3PGzTEBb07USZM7h5hQURcRiq4xc/1LfetKj9j2S7wMYr70ffvfZa+/v9m6QlIPDQe3sPE2lZgRhBEUymflk8rFOp4Sa3Jsgc1nXRpwTeLri8fvo7IEruWHH8ctQkwdTXV+Ko+/XbGIu+wRjOGQBEWmy+NpU/DT6dsXS3NwINZn13Pz5w72ybEHRyXLMXMgPxSJmqAaGtbxY0J+X3OEQg8IEtHFyPBTw0ZLapampCcOw1tZWSZ2qpfHfNEjKwW7Xbm/Pbm1N8/wwiuztzSUSjygKPrsTbuJw3xn/2M97DRWPTzDsZ5yJOIfjl6AmU5Pq4unI2mqfmMsCTweDZhCRJq/CzOnJCJg8MbPrmdGdfx+PRc0oOolG2HxuMPKGhWpIpS0Lz/Wls/Fg0IjCBLRxfDToFwyS2gXMrlQqxTBMUqcmuNDscpwmlfJsbj7xeodQZHf3WTz+UKvFoSbuceIg7Vz/YPO+NFQ8Am9Ip53x9f72dvjs3p9Ufy4Mr76zirnMe+mAnwURaRIOMYX8cCzKipndmWmq9G0M7COKTiJLbO7QtbQoZnab5+e6z76OBfxGFCagjaOsy8fXZ7dOlfF3dmXl0NWlstl6+vr0NK1BEY7rtVq7VSol1ISiOuzcDestNU13VjxGupMDx61qpfIq1ESn67g9oLVYRJoQjJEEEWnCMMTAgJZlSblcBqVHf/3uHQo8RtEJayIdDo3JREI1FAp5b+9vE8ZIIDFhSYddA/5IViZyuVypbCdJlVr9/yGIaziukCEGqCr+IKtT5bS1tV35xc69tCQWx3EY72XUcDo1nCAjCKRWLQK3FQVBtWkT3XYRRBdq06YrEUlEiwoipigVFNSFbnTjXREFBfM672R+mBMSM2M4dAh5Pos48f92TmfzgBsNBlVV6+Pb9h0A8Dm6u7t7enp6e3s1Tfv2W5sCAPg0nZ2dXV1dfX19qqqSXQDQiaZpBoOB7AKATlRVHRgYILsAoB+j0djR0UF2AUAng4ODZBcAqnTMriC7AEB2AaDlkF0AqCG7ANCCyC4A1JBdAGhBkt329nayCwAK2QWAFkR2AaCG7AJACyK7AFBDdvEVaZq2trb28PBgt9utVuvBwcHQ0NAfZ7u7u09PTzJ7fn6un5lMJrPZbLPZ5Ejus7q6+v//0sLCwu3t7cbGhiI+9JTGM7l+fU05lY0sFYDsQn/b29uRSKRQKLxUpdPp8/NzCd+72fr6eiKRkFkul5OfMjs7O3tNpPQxm82+VMlRIBBYXl5WmtLf37+5ufn4+BgKheRuFxcXivjAUxrO5ufng8Hg22vK5u7uzmg0KgDZhZ6Gh4e9Xm+lUnG73WNjYycnJ5KkeDw+Nzf37utEXS6XzBwOx+jo6NXVlfQrHA6Pj4/LMplM5vP509NTuYPH4ymXy1arVWnKzs6OxL1YLP6sestuw6c0nN3f38u1z+ebmpra39+X7KbT6ZWVFQUgu9CTtCkajZZKJbPZLL/OzMxItqR6EiaTyXRzc2OxWBYXFycnJ2OxmKT26OhIZktLS5lMJpfLbW1t7e3tSebkr2ZnZ+Xo8vJS6hYKhZr7CH94eOh0Oo+Pj1OpVH12//GU6enpH1Vy8beZpNbv98sNr6+vVVWdmJiQt5YjqbMCkF3oaWRkJBj8xa4ZqygMRFH0R6xFFrQQtBIUhEW2s9TKD1BUkC1t8gcp8wNJqiVNugSSwNaBBJLP2UNmGZZkjS6CbvFulZeZzCjI8ea++cTGep43mUy22y0ekBIK4xzTNAXBoHCz2eR5DtHgGk8tl0s8qSpJJJiPQYZlDBmGAZ11+VeNRiM+EgBlhZ/YbdkF9JdlWRTF8Xi8NG2/38NZvWC3242i6LsUiQS7okeKMNQ0TQAKuUgbSELhlOJRv9+HVrTRptMpDS7eyjV2gRosUyUzma9Ip21pE7vY5I+GbNuG4J2GeLaG3ZZd6Oy9VxoOh5emEUzXFsT8CnZFgl3Rc4TBJNINgiBJEhr9WZaROXCHoV6vR4+Lt/L7sQthy4ZIA/DRd2KX8qUSF4Jd0W8S7Ir+n+iYEZLO53M8KYltURS141nr9ZrAQWN3tVqRvaoSQINpTTpiWV3W0oy3hhaLBZ76Fuxe3aV9Gq0zshS9II1EfL1gVyTYFT1ZJKrkDKrdPx6P1RlYem4EEbPZDE4xxPEs7hOnQme6avTWTqcTvpVrRWr8MulqGIY45c6tuo7d9l1eK7VMGwwGvu+zICcx+DpYbPUvcj6fOyKRYFf0eB0OB9d14ziGRPBot9sRLHA4jD4b4QOtKlBlWRbOkVHHcRSCARm/ti/2zl41gSAKoy8yCYFoIEUwpNKUogELwUUEK6tAJBbp01ikyxtY+gBim8KHy8GRRaOsAY0/m3MQ2Z297uzOup/jndl7y+UyMs0qg1TsBB8F3mGGtgLsT3YzakFDv+b0er0MM57v4OxwlTCfjJNiqJCzoMcdRJRdOTzMW0BS8S0we7ff70c/aZIkjP6njgUG1niKgb4klhTOZrNut3sJc88vYofAxZ2Mx2P8xfuV3YxaBoMBsyxQWBYyzLgxmG6M7FIeNZcBw0KhEESUXTk8lUql2WzS9cMDy+QqSuJ4Gv/ccTIwVSAKHy5RbLCkEP9Dqll8pFqt0juOO6HLGXaDqnH7sjcOLEBmLaVSqTGHhQwzQH8xo5yttVqNX5cgouyKiJwdyq6IyAJlV0Qkhyi7IiILlF0RkRyi7IqILFB2RURyiLIrIrJA2RURySFZsvv4cNV5Kr50bnmxwGoQkU15MMm0Rjy2cA4kSUJcTdJ9hn8MQeZoBN7DOseS3eL1Rbdx8/589/Fa+ny758UCqxSy6TcXdboKX8rcJF4lqwI3GJFT0pyy9Xo9nAwc23o4cMILbL0E2MDfpRkGjiEGzD0F0J3pJmLrEathOBzyoDOB1mLKoq1BISaTSZRg7Al9ubWpj9XCMRry+Qax/JGUmstESViFOEc0BQZclNFo1Gq1wipEDqEReA9L8BQ4LUkUpOW7idAi7XY7jbpHvWRx3U21kd1v7u7fRY0oiAP4P3KNVQjckQukC/c3BPIPhLtA4C6prL3CYNKI2ohY2dhbiGBha+GflQ8MTBZXd1U84e4h4q5v582bX29mi+/sCrvfvrz78/NDr/lx6+Omvw5RKvS834UB+u/29vbq9Q9Qs5PJRKMwLQ7ti/PAfxF8K9zykmHOYGfkTwtxmSjdtY1zzDHO3mZYazLYY0wZmi3QGVhfJ/QJZv1nP7lB84Rx6pCmNVFa7PPz893dnb5w4G/4G0xe6n56ejow7Jrp93A4rBX1BSR86bCbVv2SA+Kd3tUwOSlL2KUdsPRbkKSr1YqECQSenMlUI1uqDbuiIaV7VhwPnGVEEvAz2j6BMPWdj58t7H7+1Pj7K2Pu9sdfJtQqdTab3RRGNB24ev2Dr+pxAAwQ6op9QUvhYPbLV4+ik773tsMuiDLHkk6XcGecu4+PjyG9EzaV/J9rAMEJ48Qe4kWLbTQaENTg4LDbAPTRAejAsGsm6B+Bu1bUF5DwpcNubu0lhyyHtOWzNAVrX6Ccz+cCZfGQDpckEOpwgjpWYT3Xhl0xiujE8UD41IwVcikUvel0GhMkWwD71RPnD7vfv74XXis+JtQqlQnuPAm1Yh2Px/rLttttWfrOTlnMXSxDIQuEcr6DlJGh0F9RcTjzNYWV/Oec8tu3IOUkJGJPgeK2RDWpHPf392ADMZZqhk3lMFSxelCfMfcDSBuEYL/fd5k0cztoWpo6DT9iCRkKpebSyttgFR0ndrBqOxzMdwhHp1v7OjbsygWwYVrUpMw35+jTg+ci8Wpx4VxRli9bysxIIa2rEW9ChTWbTbnJaDRCRwISBQSTgM9ry+5gADU0UYY+Hu+syDzQI8l5n4VE3dftdlWF8TiRRkLkkufwltqgGUO0bbVaUcbadaijwkKSQvHNabkc9tudClFXm4Etu49yrYQDtZ0wSQP/Kcxy2M03ZkUOyyu6CRI+BGs7Oa3o0YqGLatOjaBs5j6pIqW1nTlhkOnpTi/i3cJidgoSndb6Ts0IlFCeN5sNNywi5ImbgTBn9Ho9kJ52sS/s0in52Cx+KAXsfaTPbB5AqLXoy7r4lAhbXSiPx9lw2D/JeNVzVNiNA/5/2G39uKkOuyacFnZxL0XXkgCXBO04irKOE1KV/XhJyg6o0EzSp7D1eh0FQuY7W4cq3aiw/MXtB4OBIgspQsk5ZdfyzYdJUI9bRuMkZGHVpHJQjDmiAG9/eHhgSTIj4nOuqnrSAeiYEERhAUI+YmtZ79gdm7AWWzH8kDKL5liVcJGGw1n+orZNVheLRafTYcGMAFfszNtDMnTJ1o8Ku84D1NShCiUnH/Eul0s3Yw7rZENJnHwqxKVVj0fc5z+koTcw9ysj82JGT3XqZrjRx+z6+hodMtR4ODsA2R1kSJaAT9TQDBOHiktcbEaWIaDwqH0WQlOsS+7Dc6yLH9U3hHKqjEtyw8MhYRcpKuDz9Miv/rF3fzueFUUcwF9kNruiy4oYVqOw6Mag0bioF8QEgQQR70i4MELkgr3kj6LRZ+BZfAEegITwKn7id1N2Tv+658ww7Di/6cpk8jvn16dPVXX1t6r6nF/XZ599Rl0TC6keNqAGnvTjvGF1d2GUNYGJqudmYNQIbhf5UzWMajWslKlMkc2RNxxSuLvARJLikH1K4fs7giGXUwjG4KZLnNnMaPsRb6w6IxINmAsjrbrQfflUfH766ad4jq2KZMm1WbLQs06oaGcmJMjQM0OyNehB2GX87mLPfqWvWSDnBHaD9XwD6zLF2KfIlx3ijUJgfUSjE2BtahOZpelqP+ze+C/9D3Y/ePuZOexqcCrsmlQVxsb1ZZDwzbewD74oeA9qKY5gBpLYLNXENh6AjOkYLYcGZgS7UR+HxgUhVsigT4Vdhs6Y3EI1GrZFfZLKSVdFNP7gwYMYtKtArUlOhKz7mISZP4CJRGaRWBL/PHnyHUMIcdxrw54GLM9KIoXcu3cPFOJKM6yCG5kjdVGaO+rW5HH40ksvsT8o0MOunbldTvNFGIv2dELDbEjdGvciiJF68803a3SSrjojV5W7TdT1/vvv049ITXtzzPQwWPzQpt4lh8Gm9SxqEB0k5CSR+wpqElgxdL35bAKzYFvc6tOgC1HlhpupNbIQI0VMaJLhMwQ2L/dtDoEF1YH4PbBr4B4+fCjgeuqpp6IKl4+MbQS7VCQURQKx2DnVCeRHqp6bgSHgde7fv2/g9mjYjGM52bXdXfhI1sIShGwt7PJ8wlhtSGoCOs+dON/e0XAoxgFWGA/GbE/Mn8HozYw29BurDjbJYzhFtxhpNYMriMEnt0rqjDU0ILsdkEeDNYfdPDKlGRZFNIL3sAsxXd7uYU/YelrDzrkHbLMc/k8njNYlJRqXRi52yFukouD5Fxne/cPTc9jV4EyP1DxqJEyGhBlt5CePaWP2ZthkWFCDkwlesELi6WEEu9rTBRxptTmH3XRVmTLoZDo4nHS1QV5TgvP0nBCHhkSHHJ0zBkwsyVaIyVIFHaJjZ1iY8QPQTFydsdu3b7fsaW+AP//8cwYXqbERlnqp65Aa3UXA1cMujYliPmioIgixOQsTm2SRQQxYoXGNTqnLIE7U5bGvIILI9CZO0S216H/Dj7kEd2gVIridu3AbAl7xl1EGRjo0jRMpiDLIbkoDcZqXsJvn7dSaWMhmvMBKlbpADAy4m9t7YNcYiWLENfoXK+nHtyNjG8HuG2+8Abk4NgYTsxG+wayRqudm0A7BHg1z8IAAbqYNTBHTJRlvYZfzdlUSfCxRbM7XHSsdob1wxUNQOMPrZ3QPu24kqZpoNVLDdIsGIxg9H+zmkSnXqH93ZGA97GLDfxOz9rDHhgkLiE1VfkszXxEWEDNOA2oVqBeN0gyc9P38sPvrF741h10NzvpIzagfXG5nH1FilXUhnstJuEHtEeyCMzZBxWeF3eqqDiddFfHqLDUewnh4csKZs298Mr6kThaw9MPuM9kYFoAWuBk8vpcdiNFa9khndoGw/t2PCey2PfSLDMLJVv/mRi7EPLzDiZjRfeFvwW6vLocTdRlTc5h+TCRyaYztlhNacrtkvhqLlMULNGMOBGHNZIarN8EC7SV2wwzMBT1mCziAvO1NJxYyh12HkXTPTM7bC0JF0Am5TD/f9sY2h9186B/rj1S90wx2ahgDzNL86uGpOKRzmOumcoKXX37Z7ZIubBTOVxkpeVXLGC/bCjKBXf8nWoWGnIGFuJ2LBnJN7TEzb1+PTJOUYIOR5HwbiUNYKUKts5WHxhsXK6SI+dESa8wichznyNjOD7vfeuLGe3/87jDUfeNpDc69tovaZZqEPIa8TlofNPb8RvDCPARtTKrc76YrFuN21rNHsMu2dsLupKsiaIXnLEq2RWpd63PSEC7UgFlUijZkbVIq2VMiO/GIeVvs5TEIWBTxJbtERDYwIHsn7O5f27W2aAphKZ5DUHxu2KUoS6vWsqWQJn+cSvtUzVemB4tso0hiJlB6/fXXJQGiPLlO1hPpR/4uNzTojFvneLNo0950YiEXCLumonhHeit4Z3L5tje2OeyascY6qwohMx+NVL3fDPZo2GNesCsLqWcSGSAgXhzymhrrIXcRxznfw24Ekb2J1osxocN+2J1oFTgKdTkbVrQHdrXHCdCo57GmW+SqNrwCBykbyyFTYTDWsjawSz9szMMDzsDSX8XsVslFtaaw/CAxuFnDmeHKGc0uHnZDP3n2G34i0WPuJ3+6+/z3b+15b5dn+G1DqeOdISk7sLhOPDPNwlOa8dtyJQEjVVqccsYSnojMBy6I7uCFz0wKuqUrntPs5a8saSHuixMjf1bE9U9lENDlzs9hd9JVkTbYAxa8PU5wS1LMJJsTbuRFP+FGBgxAG1QigFrE8ipcAt++spBPFXHIgr408zjFDJc8Xjjs4tO30N9d8pyEjE6eA3YZN3UBbuoVEOnKZFBdrW5qJYEOyWvxURt3ZJ1An5hxNtiw/OouNJDFljw1ztCLE/GW2UKBLuThJhZygbCLbc7A9Mt7C/qBTSNjG8HunTt3WDjxLVvHaA03oSaq3mkGezRsyQuWIXmPr5Ig6x+8FocGy5DBF22II0O1yODazaBHEJfrRFdaSt0Aem+BG6uuEZlrNS8P8KY6Z5O1IKYHjxz7NwQghvaySVq10prn2+TSra78ZxIgVYganTAz0evmXebiTc5q6YNFiajylSiQm7FoUC9RiCqsZbFVMOLw64LdWzdP7n3vG6+8ePud3z/90dvP+PPB4XPfu3XTOtUO2KWXfzcEhrjWdpBALQs2zOL2aiYWoAVJOvdlGuc9G5bHwXKPwM4lTuZ8hYpszjhxpM60rx/IsDhzGswD91Oj3UlXRdoIzfhbbTDsPz6ZoLmRJQVrDgZAP7XuxqOSEcOIlbMkMtaithuBZiEbf2sCaKNb/p+1PfHEExcOu4IC5sjI3IiS2X1e/z4H7JoVusKzfsilcf/gQkoIE6lIG3fMg+yKiGmJrmgsq5+uNf+NcnRLaaa3wCpphKF3BniNLOQCYdcUzcOirNH74HYCq95C5m8yiNmtwDBC/eQlFrJPVL3TDPZomDL5pwSYvnJ3g6X/lkNtPOOiVRRjYJBAqh90guQFBs0QxyOB6y1wY9U1InOtilsFp8bXIZViJrcW9VNdpQtFaY8Z/egEtuQZNatw6LkWUIOP0Yk2/lvLqoe9PW6yMRKxYd4iboYRQjB+vUJsca6Z4sHy1wi7oSe/eePud24+e/eWPx8c7unRBEi92Jb4XiYri0STZjLxfAWj5Qi5MKGQLNLY10n5TnWVx1mpUMtxcXRZ2zY/tcnDHx80k4IlEQs/PreHk642yOsSDdKzS9oEx9KVsa/3KPP+fPpEaVyqp4EqtStS1qzq1LKSnlVSbA7Rhj2X6JYOc9hf6MFXCuL6H0Hcunpra/E6nKsrXW14Lqr6wWmTOxpiJ2uKiqFAbatbI1t1fKsxcdx0biEwxSVBFqQl0drDXi2tsOTq2UA+GDUEpEYWUj2Et3Ae8b0J4DDi+OzMRNV7zGC/hoFF3n7NeYPVTr3SJImqurO7mGX9HUuQaqnzjSC9VdeIzLWqK+yFTzcNIjsku/Phpxe5mAGakVfiBbstXiWZLjXiMFFRS8VbOiSve2XlBGHPoWRiM63Sz8TYrssOZLTDD0tFk/54A4kblCY8/q7YopUHvlr0wZJOFo0pawWiOeEY4z65IjS0kEVfgcwaeYCExqKBJQhrJpY7hJxn6gT4wmtR8JWoq3/lYZdLtMojQUiqK6WyRgP1Hn9X8pq89S05Olk0JatJ8kdKloqeXB06aCHLxX5FEvN6ZSUrS3nE543ms3YCpkW1QvKTq0BXHnYri6+EQt50KV1JQ1wlJ7IecrJoSpIySqbhKxGbnGIhi74aebHBcm0tGlioPfoZdAywu2jRokVXiBbsLlq0aNEjWrC7aNGiRUdIC3YXLVq06BEt2F20aNGiI6QFu4sWLVrU0aVVDv7xt3/38g/eeuvH/nxweLJo0aJFi76WysG3b7722g8fPvz5hx88+Mfff+XPB4dO+upk0aJFx1XF/f+5ZuXx0aBy8Jv3Pv7owb/++ZvNn5O+uuYF21MO2u5QtgtJGSV7cNR2BDO6TqXaHxv5kS4By8zst1LFBVLWZKQiQ+ZaZ+ys6uf8fc/KCvjRqr1vNj04mbohdjXynv/pdS07qnLfxqWYT5kyt0ufF0h2h0nJLwqxMZP9CvrfiVEXG2DMuOo1HGsn+86alXan05WNu3Lod5sO6/KUKSO4rQ+utO1dJOzev//tv378YnC2//OVBte2YDsyse2TZH8j+8LZe8xm+2YXaz5rP8ddM/jxVF+3yVxKbJjGyAe7cDnZbwrVq8gmgRr7Mbf9U/oiHVWv2yYb4KMKc+X3377yW3CKda+zwm6/Ua+dXzJNYLHb2XoxyHghZKs/YqbknVIXNuSzA9EmTkq5P0roq1jZtTLbodnmTYGlncZjLAjo2qpzbtdE/dtrphSrT9V9Hl1+zaiHXbj5I/A6+dPg2hZsZzc22DVRbSbgd6J2JBIp2NLFbMm2yiNasHvh1ddFhX6/77f8Np3i1JHtdfScimFz2E3RBBv9+YEvWDkoPosFhdrXLquCvsClr+y94pesbOCrwy4AyjSBRwDLXjBw6qK0LZC3zZtglq2mPttmN3qCMGa7/NjMerOvP39j6wnbFbFtSGELsZ3GIzSxDW7lEPIDuybablR9oKoSJAD3ecFuyLaVv5jDrgbXtmD7q6++moKD7Z54sjB7uzDNSQXsVnZ9jqqm80/SzDBmI1ohRkQYqOXSSrWHJuOSPJosZlfSZ1vH9tXX27rixdXo8n7nKpuikshP+GtfVBtv2jEWlMxhN5un2A1gPvN52VTVBEAJdcFWQjbMl8X2IvSw62SZFhtoYbe9u+ILHEkC6oNDxpwOlrvne/ry5tlcHP/S+RzqDQrbr73dEoEqDpZTse+PxlJVRn6qz8ZYLN/Y2ZmkSvXYY4FEsNte49xJIuiqG9Lb3jGtRp4Bdj1Am8OuBte2YLt9jp1k6H3VJv8nFbBb2fU5qpqekg0uTGVsvEWEkVoupVR7S5OKzuQ196giFa2dN9s31dfNVT2bllmxkTf4FsYdvNwA6bkFBSUAiLNZGbAnkbGYw+7+YJ/jpBBwINT1QYWLzb7pIxFak8O5bQnLtMSbOO9hN17c6AsGOfiDQ8b7Hix373xf3hxZ7kuVyQ3bkxi8VZcQ1UbjPiDMw8QR7FKUFQwM2HbW7TDD+MG9yNdwGywTnA1njuDfksXQ9o6dDsDuRx8+mMOuBte2YDtXYcKw3YH0wwrYrey2rz5YNd1XKQyVra2gKsYiwkgtl1KqfT/sisJS0doHnNBMXx7RxObGsmLj4aQA1gycXF5ECQEvn3syRl9++SW8brVB5LPCLq6EzxjGpw9Ut8GvkQityQnb2VJvWj3sRj968NRuNGQHy9135c076c4Ou1wI1yVoJY5KH8QUZYPUvn8MAFmpifGqfVAZj4lvKdnsJo5v2Q/g1iEvBXqGtnfsdKhg+7s/ncOuBte2YDvzCuzWwkXrWiYVsFvZR1XTE7m4VsjTijlRy6WUat8Ju21F65S3wvDmEpH7F198IT+IXFwOMeHp5PL9sOsxDrBotUGus8JuUhyGIWSTuPT4NRKhNTlqdzlYaU1rArsAy3rCaMhG5e5DFwi7wURxN0yUmuTpMQvv0ynuDT9mRKs0vclUcChxtMOnnqGqLIf1mi+MfGh7x06HCrb/6u4cdjW4tgXbSWcGmgk+i8Ise+HQlEg+O6mA3TIzqppupplvgppuzgzVciml2vfDrv+9MttLKIrq5O8tOBqCyeVFWoJdE7s9KSIWAIoTs8gAr1ttMMtzwK4LYYocWWTQ49dIhI3JAc2UeprDLhNK0QrrEqMhO1zufkB6EFpSyFlht4+TRPQJwzfaEzblHQl81nkMk4LgENmFeXCiDW61t5g7ql1/HZ6w9bCratnN9/7ys2Go+84LGlzbgu30xRtz16YEd20eYlKAGdidVMBuZR9VTacQliqmwHMr5kQtl1KqvYdd43I+2A10pgZlyGqgldk9sCt4FEJaCa0SWJZlYJaFGh8uYG132qbwayRCmVwybo2FrqfCrvrhXG/qQg2HrC93P6ZUL5ZI5VAuZa3Ai7R7YFdMqnGFt1KuhOEbzZjC3pFIhQiMtZXVSYdPgqeWmtGxzqATrxIv2O0Ktv/kqYMP1j7524vPP3/nOhdsB6bCTN16YhAOOf+0FPlOKmC3so+qprNUSbHOLQVuxByp5VJKtbf99+Myh91N9XWvf9AYZqqUllGj0j2wK2+VW1AXPCIUEnPpGQIytscGuyMRWtg1ajzEqNK7ONqFrFS0KLrUW2BxMmR9uftReXP8JIXSv88snFm6vMqbT2CXSbsWnoYBhi2ksMRxUDN4JgjRasXDirzlF4GIcCRnEqDoRyy8YLcr2H7rxr17d1555Qfv/PmFjz78pT8fHD733J2bN29c54LtWVuALzjULJMEwR2PSiYVsFvZJ1XTPehnuOEZyIpTctVILZdSqr3tvx+XOexuqq8L2LmovPgcZQqpwPEe2M3rVrL7qodvuA1EFqweG+yORGhhV7gKE8u0PFMyQQp2DYQLM7hyHS5Wn3M76cvdj8qbW5blGlMdXZYm3vT8qi1vPoFd11q5TgF50nkJDP6ONINn1/Iu3lEjb54/4xBLlb0Je63Rs3ARxoLdQcH2J2/dfeabzz77pD8fHK6C7ajlsGq257X5SQXsVvZJ1XRsMD6HvvIyv4mUJwwDtVxaqfbQaFz6itZ12Fdf16EeMNMWaR9e3lFVOA8DBmJQQ3umItT3PG9TFeBHImzqwMNQh2UYhgBv2hTzuVbCFEia20lf7n5U3jza81Xd2pBtyptPlFy14+raiWbI6EaaeRiYa11FomrslQy3KJ0Mbe/Y6cpv/DiqoX1Fy3F7SIKHrCR4WJSfA5wsWnRaufsjLm9+fHTlYXdUQ/uKluO2viwDxYCsE+hbJfQy5smiRdNy98dd3vz46MrD7sEa2le3HDeUl4JVumpiHMdeFotWuftFRwW7ixYtWnSFaMHuokWLFj2iBbuLFi1adIS0YHfRokWLHtGC3UWLFv2HvbvXiRsIozB8I1GkUKWAkIafEqXIKlIqIhApAiSKhERHQUPLj9BK3F8uJ4/0bUaIFVthInvOkQvbO+udtcfHY+/OeaMJKrYbRVG0Qq8NbP9wcLB3dvbVZMbimyiKQg6eCv/09bUa2L52dPTp6uro+vp4Pv9lMmPRSi+FHBxy8OAanhxsdDUYRMMviThwEPskBwvWaOgg6AqjNB8jpmoX2YIKhxw8KLB9dnt7/PDw+8lk5cnJZwVCDg45eALkYOMAxdZon4UlVbhDcrDYTBcS30t7NkpTwxZRxvrrSCnPcL3XFuxqGQ4hBw8EbN+8uzspn12evKRAyMEhB4+aHGwsoje6ZBrxpX3qjvE+W+uQHKwPKyeP1/sumjfgkEVsCKPSVUzbLgSXBq9iEtFCDh4I2P6Fva6YFAg5OOTgUZODC1MmAaNF9zIjt2gdkoMhI1XG/Wgtnp+fW9QYbFCKow5y20W6qyqmAiEHDwFs/77adhUIOTjk4FGTgyUTtkNGKqb/pSYdkoNVyRr908fnr2IusZ4wtABfW3B2aM/SR0MOfnHbdeb/WG27CoQcHHLwZMjB5W6FeOiQHNzWPLFdKWUeFTox9ZB0ul3sNQb7czabhRw8BDn422rbVSDk4JCDp0EO9uNVochdUDlXh+Tg52zXPDfUeffViojh6GsnbhFCDn5525WOv9p2FQg5OOTgCZCDHS+7lJ3pjept9UkO9lzVJY0bLttuQ4eQU7UuLdaHHDwEOfjd5eXB813dfQVCDg45eOzkYDuZZTMCd1quoN2Sgz1DqG6p+WKsceH2b+Umba8enpgPOXggcvDH+fznsufe35/u7m6EHBxy8ATIwbpm9adUv937aHIp1Sx7Iwd7QOETPUxQscayUrj9BUgZNxA+Xf2r1xxy8EDk4Lc7OxuHh3sXF/s3N8cmMxa3t9dDDg45eALkYG7i+PrNza5uzc8O1y/rjRys0bJyH1EgKxtxGrYHuN7rJW/0J4S6wws5eGhy8Nrm5vutrXWTGYshB4ccPA1y8BNkb6nKd0gO9l7frg6i1supH++x+nR8qeIBhxycBLKQg6PuFHLw2DV62w05OOpNIQePXaO33ZCDo94UcvDYNQXbjaIoGpFiu1EURQvFdqMoiiao2G4URdFCsd0oiqIJKrYbRVG0UGw3iqJogortdidD4IzCWABpoiha0v+xXbl5gjaMUhVhI8tDmLfBsm+i4VWZT+gDAkSKkt0i8poK5VJJ6sskuhbbaiPLqPyKlRFQshyaI1tH+RaEWjnCVrY8QIvS1Izit81FrHsURS9iuzJWKopYaJsgUacoiQUqNvUrC5GsvKMHsB1VUDpPtOdJsp8xynJ7lwFfXpXf9uefxJqcnv5l7w5yGoaBKAxzFjZd9R4VuQTXzAlyjeQmfOXBNEqVVBSJDTMLRB3bsR35ZZzF/97X9o44KcuyFDPsoezicKrvQcPXGsY4jn6W+yFaoJ8K8av0+QX36ujoeEp2T6cT9M/Lekvbk/YVCMswDLKbIPIg6cKT/suA17tpxz8I1DECavHRISw+mbPyUstNNZBimjtN09t3XC6X8/lc+TLQpYY/kl0MICrv7ug/OkQF1ByLR1aLvQIT4Sdsq95adjs6fim7r59xk13Z5TzPkiyYohh/MRCz8xkchNQHsbo2kZZkJU2j1/ku4YAM06lawG5Ou2Cd5YIum46zt5LYfZcjt6txvXYVgM5VOFS73SaHWLb/9+6epPjADV6oc9y8XFdrbHXkVz/9O/XnfL3XRP2cwSljVkOTmKSaeE1QHZFR3Wsi7WMcG9op9SSvm2RfuWe0Z/aHOSsXJo4PZRfB2vAyciYFRFbi7EGEi6oacQdCMxjk33jklOzKjj3QzOVKxe7o6HjuIwPeFday7coeAoSlKJmYLNCftBXqOLhlGy+fIOTCMmLsahJpr2oOdWz3kqoygLJplSv07QInNHhjd3EQttWzvQG3yI06/tc/tygaqiSyi7XMFG/v7kmKlbjkL850uhLqpAdfq4+bh69cYzP+OvJnSIbqw0sSvb0mUSVaaWpRLk1wnSWMMevUlVvrU2qpycaE2KzpaWklmVPtXjq9VLS14PX+KAs4//gyYMGt/LHsWk8eGYbnFatVzK8Mjycj4TYF5a66FyG2kjHZrgmai06yIN4l15NQR0fHR3v3dhs3DERhuJFtwJUYSBluxnX4MUiT+ZCzGWwk6AIZDuDFOQ+GVuJNFPhrOKQ1F7Br7JldhiBjBtI4WE1+gUAatpKQfLBloLL1GE144acpqtghDD0O4nzHK9+f9olug1MaE+fhlG/amkr74rIywUjhprdOxo3IuFapYwz1OWcfUd6qPRCEBpYsT6jFJTUqinUJFiplgDM297OvGSoNtEGMWDtKkx1izmDXsR6QReFqBEHk8i1HLfFdR7csCIWGBbs7TpUgco1OESsU5TXAEM6rBdk9HexTr57UDyziHezKhbkOBC9g2/r0dYJfKZYZq7sSlhFY3RoKJw6Ir2jnBv30aNygNI4V4rnfqqq6gF1EGOzG2mKlot4MYBNbI5PpZ9bv2LB0ybzeVDQ2lJOWX8QaEbbHSDapN/6zLo8+gyp/pxbBrBiG8mbtyMkkW2Noq/YkM/gt8SMIp0km9S7FmgOFw+xrhorDJjFCZTtBQlKexK7gFMM4fIRs9i8EJ1agFwOgX8YuwnKP+Divt5rQOFqlkVorQBma+xKrF56idrDrXZIlO++8+X4ghuof8Sz0mCmL5xLDOX4nmGb+5wbjcMh32XODoofdqqq6gF3ra0Zd7FBjDLlYqeyaGcC+ae8Ymn89yPxdShYcnBmBxjNSW34x+AEXUg1jO5OM3jV2J/waOdjH7lbti2QTizs0F1wSiw+zrxm6WH3y9zx2w9MpgYN48jq/SDbiiGA8zo1g9ONPGsUl7yAmOSyyrJnSeOquPYhgPYYwyi+w65KUCjermJiDCO4S74ESeHU8U6j1NJFXYq/PafncyD9dVFXVBewSj6rRaOwx8ebMQI1tmGNftufwZRAx6zguffHe5BQmhMaBmKwLMYgYTUwqs1TzX/j+JHa3al9jV+Br3IEM1lyW+A+zs+ttWMYaxEnb7JnzFtH+xK/WIYzKEGedZR+7IhjGX8FZ7LxFKv2zxi5zVRUqTedz3cT8TASz8b9z4HiHJc6b9b008v393ctS9ihs9Sizt2yBXfJYPZ10kbfUhECXRTv1Fec+1OYnq5/vqNitqi/BLrcA49RIEy705x+ZvAcxr6+v1mGyHGSLksWWBBzjHMRcJhJWGqhMpCyRWWdjWioKOGwDSDkIBcEnsWvTfhjBjuMe3ap9gV0L62pUr5Q8qlKSorayo2qcywxDzgcHaRueSgl8kvGZapIyQ5x1ln3sQryeVBSuOVD1ekktoXCzXU+zJYtfgtmersjqlhlJitKfWhUPtX5213yvP/4q+3AZqrYozItn0SQuYE4Y7wNvqQTX4KCQa5whegxw41637FbsVtWXYNd8nCcUQWDUeCaDClx4NvlqDWBTUQg2Ml1iZ0GA4KBGoyxxMsoI2faTCUFq9DKcJeZzBFxAMWjtKDiJXW4KnoE0g8m8VfsCu9wdgQU2SRbxJ2xlZ7FCZ07ii8anbcy9t7c3LXHeVetX2QJhR906yz523Zp78fKQJZR0Um/kv8JGapQSSZNMT358fCScrfY7YybhmOeHNZqdFVLaVOvl4ekcbnleNMm947tmWEzjalB7HEFK9rgfl1gle3l5KXar6kuwm726sDIB1fkNEkd6HTl84n1NlkUgMgbUxKn2/04u+Tmh1MUNm+Dt5GBiREuwiAduY8NW7S5NWPhEqE44slHq2spOblCWFDJtC/e9ObyHHLANMS5I2sqiARONfFqSW7MDj+vWfjVXOQSyvcyS1Dqc2tyyjOzfnMd02FVC6Kzlnkt6W8eGiTRa9Em0aJJy5JXMPMZDiQcjT1xI2jQm8ed12mNU7cQ2X5R2q6qqn8L5vFiXrGMTdk4SJi3zmduB8+FCUT5roChWqm0e8VcoEDTP5PVKY29yUHTDQFV9dxW7B7Kqhnf5Lwz+E14CG+OuRfO1uc1cnpGrKAUiL49qtlgcyhTeZN8KW4PFVtV3V7F7IJN30/CZ8nMsAOXng7H7y5OQ6f8Z+VcRU3uOhVtVVd9cxW5VVdVdxW5VVdUTqtitqqq6q9itqqp6QhW7VVVVdxW7VVVVT6hit6qq6q5it6qq6glV7FZVVd31n7H7G+O9Jg/UVMz9AAAAAElFTkSuQmCC

Die Daten sind also aus irgendeinem Grund, wenn sie aus der Langzeitstatistik kommen immer eine Stunde nach vorne verschoben.

Habe ich einfach nur einen Denkfehler oder sind die Daten im Verlauf / im Energie Dashboard tatsächlich falsch?

Wenn die Daten tatsächlich durch die Transformation zu Langzeitdaten verfälscht werden wäre dass ganze zwar kein Welt Untergang da es sich relativ leicht durch einen SQL Query in der Datenbank korrigieren lassen müssen (eigentlich müssen ja nur die ganzen Unix Timestamps um ine Stunde “zurückgedreht” werden) aber ich würde es schon als relatv großen Fehler betrachten.

Den sprung von 8-9 Siehst du gar nicht richtig da der Wert von davor nicht auf dem Bild ist.
Bei dem Bildbereich kannst du nur wirklich den Sprung von 9 → 10 und 10 → 11 sehen.

Da wird nichts verfälscht nur der gesamte Verbrauch der Stunde Passiert direkt am Anfang der Stunde und nicht am Ende wie du wahrscheinlich grade denkst.
Sieht man ja auch wen man drauf geht:


Ist Anfang (0min 0Sek) der Stunde und nicht am Ende (59min 59Sek)

LG
Tobi