Antrago Log

Trace Debug Info Warning Error
[TRACE] DebugRequestMiddleware https://prod-servicecloud-api.antrago-smart.de/api/webkomponenten/CustomerConfiguration
Dump:
Array
(
    [requestBody] => null
    [responseBody] => Array
        (
            [imprintUrl] => https://sarikohn.com/impressum/
            [dataProtectionUrl] => https://sarikohn.com/datenschutz/
            [generalTermsAndConditionsUrl] => https://sarikohn.com/datenschutz/
            [showPoweredBy] => 1
        )

)
[TRACE] DebugRequestMiddleware https://prod-servicecloud-api.antrago-smart.de/api/webkomponenten/CustomerConfiguration/logo
Dump:
Array
(
    [requestBody] => null
    [responseBody] => 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eTGMmXfi5Dlsp/lt+ft7LqCaZ5wljaGc8YdVCLFwc9BMqBU4H+YAU77bhxak3UmXaf&#xA;s/ER48A3H8PP5PcryzstQsprO8hjurK6jMc8EgDxyRuKFWBqCCDma8g8X0P/AJxL/LzTPN51yWWa&#xA;+0yNzLa6FcBWgRyaqJHNWljTsjdf2i24Kh7cqqqhVAVVFABsABilvFXYq7FXYq7FXYq7FXYq7FXY&#xA;q7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq+HP+cs9Mez/OO8uGWg1GztLlDSlQsf1evvvAcUPK&#xA;tA1P9E67puqcef1C6huuH83oyLJT6eOKv0w07ULPUbC21CylE9neRJPbTL9l45FDIw+anFL5n/PT&#xA;yNqOjeabnXEQyaTq0hlScVIjnYVeNz2JNWXxHyOa7UYyJX0L3vYOvjlwjH/HAfZ3vM8xnfPZPyb/&#xA;ADkOlmHy75imrpholjfOd7c9BHIT/urwP7P+r9nLwZ62PJ5jtrsXxLy4h6+o7/Mef3+/n6HBDAMp&#xA;qDuCOhGZ7xbeKuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KvnL&#xA;/nMfyLNqHl/TPN9nHzfSGNrqPEVP1adgY3Psku3+zxQ+RcVfR/8AzjX/AM5AwaIlv5J81zBNKZuO&#xA;kapIdrdnNfQmJ/3UWPwt+x0Pw/ZVfVuqaXp2radPp+oQJc2VynCWJ9wwP6iOoI6YCARRbcWWWOQl&#xA;E1IPlj80fyu1DyZqHrQ8rnQrliLS7IqUJ39KWnRx2PRh9IGtzYTA+T6D2V2rHVRo7ZBzH6R+NmC5&#xA;Q7Z7d+Rf5qyxXEHlLW5i8EpEek3TneNv2bdif2W6J4H4elKZmnzfwl5Tt7skEHNjG/8AEP0/r+b3&#xA;7M5492KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxVDalp1jqen3O&#xA;nX8K3NleRvBc27iqvHICrKfmDir4O/PD8l9U/LrXi8Kvc+WL1ydMvyK8Sd/q8xHSRB0P7Q3HcBQ8&#xA;yxV9Kf8AOOn/ADkWdNNt5N85XNdONItI1eU/3HZYJ2P+6uyOfsdD8P2VX1Rqml6dq2nT6fqECXNl&#xA;cpwlifcMD+ojqCOmAgEUW3FlljkJRNSD5S/NL8ubnyXrSxIzT6TecnsLhvtUB+KJ6bc0qPmN/Yaz&#xA;Ni4D5PofZXaQ1WO+U48x+lhkckkciyRsUkQhkdTQgjcEEdCMpdmQCKL7L8g+Yj5i8n6Xq7EGa4hA&#xA;uaf7+jJjl27VdSRm2xy4ogvmPaGm8HPKHQHb3cwyDLHDdirsVdirsVdirsVdirsVdirsVdirsVdi&#xA;rsVdirsVdirsVdirsVdirsVdirsVSvzN5a0bzNoV3oetW4utOvU4TRHY+KsrDdWUiqkdDir4U/Of&#xA;8lNc/LfVl5M195eu2I07VAtN+vozAbLKo+hhuO4Ch5vir7L/AOcQ/P2seYPKep6DqcjXDeXXt1s7&#xA;lzyb6tciThESdz6Zgan+SQO2Ks1/P/TILv8ALi7upAPV0+aCeFu4LyrAR/wMuY+pFwd57PZTHVAD&#xA;+IEfZf6Hy1mtfQH0z/zjjcyTeQZ42+zb6hNGnyMcUn65Dmx0p9PxeE9pYgakHvgPvIep5kvPuxV2&#xA;KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV5n+an5xWPlaKTS9JZLvzA4&#xA;oR9qO2BH2pOxfwT6T74+bOI7Dm73snsaWoPHPbH9/u8vNI/yi/Ot9UnTQvNE6/pCVqWOosFRZSx2&#xA;ikChVV/5T0PTr1hg1F7ScvtjsPwx4mEenqO7zH6Xq3mLy7o3mPRrrRtZtUvNOvE4TwP94ZSN1ZTu&#xA;rDcHcZlvLvlLzD/zhn5yj1qRPL+qWNxozvWCW8eSKeNCfsyKkcisVH7SnfwHTFD6A/Jn8pbD8tvL&#xA;L6bHcfXdSvZBPqV7x4KzheKpGu9EQdK7kknvQKpN/wA5Ga/DZ+T4NHDD6zqk6kx9/RgPNm/4PgMx&#xA;dVKo13vR+zenMs5n0gPtP4L5rzXvcvp3/nHbT3tfy+9dhQX17POhPdVCQ7f7KI5sdKKg8F7R5OLU&#xA;1/NiB+n9L0/Ml0LsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVfHn5&#xA;ieRdc8pa5JBqLNcwXLNJa6iakTgmpJJrSQV+ME/hQ5qsuMxO76X2dr8eox3HYjnHu/Z3MWyp2D3D&#xA;8s/z8jtbaLSPNzOyRAJBqwBkbiOgnUVZqfzip8R3zMxamtpPKdqez5kTPD/pf1fqewWvnnyXdQLP&#xA;Brtg0bb1NzEpHehVmBB9jmWMkT1eZloM8TRhL5FjHmv88vI+iQutncjWL4A+nBaHlHXtyn3QD/V5&#xA;H2yueoiPN2Gk7B1GU+ocEfP9XN83ebfNmr+adal1bVHDTSALHElRHFGv2Y4wSaKK/fv1zXzmZGy9&#xA;xo9JDT4xCHL70DpOl3uranbabYx+rd3cixQp4sxpuewHUnsMjEEmg25ssccDOXIPtDy3olvoWg2G&#xA;kW5rFZQpDzpTkyj4np/lNU5t4R4RT5dqc5y5JTP8RTLJNLsVdirsVdirsVdirsVdirsVdirsVdir&#xA;sVdirsVdirsVdirsVdirsVdirsVSrzN5Z0jzLpE2larD6ttLurDZ43H2ZI2/ZZf7DtkZwEhRcjS6&#xA;qeCYnA7vlj8wfyx17ybet66G50mRqWupIvwNXosg34P7Hr2rmty4TD3PoHZ3amPUx22n1j+rvDD8&#xA;pdm7FXYqiNO02/1K8isrC3kuruY8Y4YlLMT8hhAJ2DDJljCJlI0A+l/yh/KNPKcX6W1bjLr86cQq&#xA;kMlsjdUU93P7TD5DapOwwYOHc83he2O2PzB4IbYx9v7HpuZLoXYq7FXYq7FXYq7FXYq7FXYq7FXY&#xA;q7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYqp3NtbXUD29zEk9vKCssMih0ZT1DK1QRgItMZGJsG&#xA;i8w8y/8AOPHk/U5Xn0uWXR5n3KRUlgqe4jchh8g4HtmPPSxPLZ3+m9o8+MVMCY+R+f7GIS/84x6u&#xA;JKRa5btH2ZoXU/cGb9eVflD3uyHtRCt4H5pxo/8AzjNpEUivq+sTXag1MNtGsA+RZjKfwGSjpB1L&#xA;jZvaiZHogB7zf6nqPlvyd5a8tWxg0WwjtAwpJKAWlf8A15Gq7fInMmGMR5PP6nW5c5vJIn7vknOT&#xA;cZ2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2Kux&#xA;V2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxVKfNfmfSvK/&#xA;l2/8waqzrp+nRGWf015udwqqq7VZmIUVNPHFWG/lT+e/lP8AMi7vbHS7e6sr+yjE7W92qDnCWCl0&#xA;aNnHwswBBp1GKE1/OPzlqfkz8ttZ8yaXHFLf2IgECTgtHWe5jgJYKVJoJa9cVQX5GeftX89fl9ba&#xA;9q8cMeoNPPBMLdSkZ9J6KQrM5HwkV3xV6Bil2KuxV2KuxV2KuxV2KvEfyk/OrzX5u/NnzP5S1SCz&#xA;TTdKS7ks5LeORJR9VvI7dQxaRw3JZKnbr0xQ9uxS7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7&#xA;FXYq7FXYqlPmvyxpXmjy7f8Al/VVdtP1GIxT+m3BxuGVlbejKwDCop44qw38qPyK8q/ltdX17plz&#xA;dXt9fIIXnumT4IQ3Lgixqg3YAkmvTamKEL/zk7/5I7zL/wBGX/dQt8VSv/nEr/yT1v8A8x11/wAS&#xA;GKvZsUuxV2KuxV2KuxV2KuxV8o/844/+tGeeP+MGqf8AdTgxQ+rsUuxV2KuxV2KuxV2KuxVi/wCZ&#xA;fn3T/Ink2/8AMd4nrfVgEtbUHiZp5DxjjrvQV3Y9lBOKHzD5d0T/AJyA/OySXXJNcfStAMjJExml&#xA;trWqndLe3g3k4dObf8FXFV3mT8sfz5/Ka0PmXRvMUl/plnR7v6rNKwjWu7T2k4KPHU7n4qdSB1xV&#xA;9A/kh+bFt+Y/lIX8iJb61YsLfV7RD8IkIqkqAkkRygEivQhhvSpVSn/nIL8zfO3kjTNKTyrpIvbn&#xA;WJpLYXrI84hlCgxxpCn2pJAWKV2+E/CcVeQQflN/zlB56UX2v65LpcMtHW3vrySAAHutpaK6ofZl&#xA;U4qpX3/OP3/OQXlG1OpeXfMLXskALNa6beXMcxA3PGOQRpJ/q1qfA4qzv/nHr/nIXU/NOpnyf5wC&#xA;jzAFc2N8EERuDEKyRSxigWVQCwKgAgHYEfEq+gsUvjx/+cgfNHlT84vOEurahd6lo9ldana2GimQ&#xA;+gZIp2jtlFaiNV4/Ew7V69MUOtPLf/OSX5yQnWZ9ROlaDdVa0jmnksrNkPT07eESSSL4O6mv8xxV&#xA;9KXdnqnl38o5rM3rPquj6A0J1GMnkbi1sivrKXqa805Dliry3/nEfzj5q8y6b5lbzBqtzqjWs1qL&#xA;drqRpSgdJeQUtWleIxVl/wDzk7/5I7zL/wBGX/dQt8VSv/nEr/yT1v8A8x11/wASGKs6/Mn8y/Lf&#xA;5f8Al+TVtZlDSsCtjp6EetcygfYQHsK/E3RR9AKrwP8ALPU/zy/N7zQ+uza9deXvKFtNSUWR9GMg&#xA;Gv1a3Wn71/5nkrx+5cVfS2ua5pHlzQ7nVtWuRbabp8XqXFxISxCrsPFmZjsB1J98UvmDVfzq/OT8&#xA;1dduNF/LGyl0zSYTR7qPgk/pmoElxdP8EHKlVSM8uoBbFCLi/wCcWvzbvV+tav57A1Akt8M15c7k&#xA;UqZXMTV7H4cVSzUrH/nJv8n1/Sf6SfzB5egHK4PqyahaogrtJHMEnhWm5ZKKP5sVe6/k7+dGg/mT&#xA;pUj28f1HW7ML+kNMduRUNsJYmoOcZO1aVB2PYlV6Jil8JeXfzNP5c/m95z12O1N7cTSanZ29uSFj&#xA;Mkl6rqZT14L6VTx3PTatQoZtZfl3/wA5IfmrD+nNZ1ttF0y7HqWtpcTTW0Zif7JitIAaLToZKMRv&#xA;U9cVSfXfy9/5yE/KOD9O6frEt1pVqedxLYXEs8CLWtbi1mVQV8TwKjuRir6B/Ir85bb8yfL8rXMa&#xA;WvmDTSqalaxk8GD14TxA1PB+JBH7J+iqr0bUJZIrC5ljPGSOJ2RutCqkjril8SeQv+cmfPvl631j&#xA;9IXdz5hvr2ONNKS9kMkMEwY8pCK8yKH7CkV9sUMvtfyh/wCck/P0f6Z8weYX0gTfvILK7uZoSobf&#xA;4bW2UpDt2NG8RiqTa7o//ORX5LyJrH6Xlv8ARFcLJNHPJe2PxHZZ4JwrR8unLiN9g1cVfSX5O/mt&#xA;pn5j+VhqkEYtdStWEGq2Na+lLSoZCdzHIN1PzHbFWH/85daNqGo/lMJ7RC6aXqNveXYXciH05YCa&#xA;DsHnUn78VVP+cYPP/lnV/wAu9M8uW88cGt6PG8VzpzELIy+ozieNf21YP8RHRq17VVeyTwQXEElv&#xA;PGssEytHLE4DKyMKMrA7EEdcUpR5W8l+VPKlm9n5d0u30yCUhphAlGkIrQyOau9ORpyJpiqdYqk2&#xA;u+c/KOgUGua1Y6YxFVS7uIoXb/VV2DH6Biqlofn7yPr03oaLr+n6jcf74t7mKSWnj6aty/DFXyx+&#xA;aOnx+V/+cqdHvNOT0Fv7/TL540IUEzyrFceNPVKuW/1jih9i4pfCll5Ph83/APOTWp6DcjlZT+Yt&#xA;SlvV7GC3uJppFr25rHx+nFD7piijijSKJBHFGAqIoAVVAoAAOgGKUi/MD/lA/Mn/AGy73/qHfFXg&#xA;v/OEv/HL82f8Z7P/AIhNih6P/wA5O/8AkjvMv/Rl/wB1C3xV5d+T/wCcXlb8vPyHinvplutXkvLs&#xA;WGkRuPWleoIL0r6cY7uR8qnbFUj8g/lt50/PHzQ3nfz3NLB5cBpAqVjEyIxpb2imvCFTXm/UnuWJ&#xA;YKvrbTdNsNMsLfT9Pt0tbG1RYre3iUKiIooFUDFL5h/5yt8zav5g856D+WWjtUSvBJcRA0El5dv6&#xA;duj+0aHl4fH7YofQvkHyNonkjyvZ+X9IjCw26gzzkUeecgepNIe7OfuFANgMUsixVp0SRGR1Do4K&#xA;srCoIOxBBxV8efmXo3/Kk/zv0jzPoKNBoGpN9ZNqn2RGXCX1qor9niwdNvh5LT7OKH2DFLHNEksT&#xA;B4pFDo43BVhUEYpfFH5Y+T7HzT/zklqVrqEazWNhqWo6hcQNusn1e4b01IPUeqych3GKH21ilZPB&#xA;BcQSW88aywTK0csTgMrIwoysDsQR1xV8e/knat5P/wCcnr7yxalls5JdS09FPe3iR7mHlX2gXfFD&#xA;671X/jl3n/GCT/iBxS+L/wDnEvyfY67+ZUmo30SzQaDbG8gRtx9ZZ1SFiP8AIqzDwYDFD7axSg9Z&#xA;0jT9Z0m80nUYhNY30L29zEe6SKVP077HFXyd/wA4iz3Glfmr5i8vmasDWMwcAGkk1ndRojfQkknX&#xA;xxQ+uLq1tru2ltbqJJ7adGjmhkUOjo4oyspqCCDQg4pfNfn7/nESVL99Y/LvVPqEysZYtMuXdPTY&#xA;b/6PcpV19g4/2WKGN6d+eP55fldqMOk/mBpsup2NeKNe0EzKOpgvY+SS078ufzGKvpzyJ568ved/&#xA;LsGvaFP6trL8EsT0EsMqgF4pVBPF1qPYihFQQcUvI/8AnJH859d0C7s/I3k5nHmTVFQ3FzAOU0ST&#xA;NwhhgAr++lPfqopTdgQoSHyd/wA4eR3tqNR8+63dPql0BLNaWLpyjdtyJbmZZvVb+bioFejHriqZ&#xA;eYP+cMvKUlq8nlvW7+w1FfigN4Y7iHku4H7tIZFqf2uRp4HFXg89p520/wDOXQtJ85XE1zrOl6lp&#xA;9r6s8hmJgW4RoikjbshV+Sk9j9GKv0BxS+RvygVT/wA5ZeZiQCVvtcKk9j9YkG30HFD65xSkH5gf&#xA;8oH5k/7Zd7/1DvirwX/nCX/jl+bP+M9n/wAQmxQ9H/5yd/8AJHeZf+jL/u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)
Firmenlogo
[TRACE] DebugRequestMiddleware https://prod-servicecloud-api.antrago-smart.de/api/webkomponenten/VeranstaltungsLeistung/listfor?veranstaltungId=72fa216e-5abd-465b-a37e-ed0f2744e1b8
Dump:
Array
(
    [requestBody] => null
    [responseBody] => Array
        (
            [0] => Array
                (
                    [kuerzel] => EL_PK_GBR
                    [name] => E-Learning: Geprüfte/n Projektkalkulator/in in der professionellen Gebäudereinigung
                    [veranstaltungId] => 72fa216e-5abd-465b-a37e-ed0f2744e1b8
                    [leistung] => Array
                        (
                            [kuerzel] => EL_PK_GBR
                            [name] => E-Learning: Geprüfte/n Projektkalkulator/in in der professionellen Gebäudereinigung
                            [gruppe] => Array
                                (
                                    [kuerzel] => TN
                                    [name] => TeilnahmegebĂĽhren
                                    [version] => 0
                                    [id] => fee4e088-0bf3-4078-9807-03643424e19e
                                )

                            [version] => 0
                            [id] => 72b71846-3574-48d6-9941-7d7d8fe18970
                        )

                    [preise] => Array
                        (
                            [0] => Array
                                (
                                    [brutto] => 297.5
                                    [netto] => 250
                                    [preiskategorie] => Array
                                        (
                                            [prozent] => 0
                                            [name] => Normal
                                            [version] => 0
                                            [id] => fc10e0d1-f6d2-4ac2-8832-8ceae1c204ef
                                        )

                                    [waehrung] => Array
                                        (
                                            [name] => Euro
                                            [kuerzel] => EURO
                                            [version] => 0
                                            [id] => 6e211216-cd1e-4326-8db4-918b12a475a7
                                        )

                                    [steuersatz] => Array
                                        (
                                            [satz] => 19
                                            [name] => 19%
                                            [version] => 0
                                            [id] => 06373de3-02bc-41fa-988e-d771070f7f26
                                        )

                                    [version] => 0
                                    [id] => 37a7048e-ff5b-4ab4-887c-b9c5b5ea1ccc
                                )

                        )

                    [menge] => 1
                    [version] => 0
                    [id] => abe9b78e-3e69-4160-9d08-44db6a3b8be1
                )

        )

)
[TRACE] DebugRequestMiddleware https://prod-servicecloud-api.antrago-smart.de/api/webkomponenten/Veranstaltung?veranstaltungId=72fa216e-5abd-465b-a37e-ed0f2744e1b8&includeLecturerPicture=true
Dump:
Array
(
    [requestBody] => null
    [responseBody] => Array
        (
            [name] => E-Learning:GeprĂĽfte:r Projektkalkualtor:in
            [kuerzel] => PK_Q3
            [beginndatum] => 2026-07-01T00:00:00Z
            [enddatum] => 2026-09-30T00:00:00Z
            [ohneUhrzeit] => 1
            [veranstaltungsort] => 
            [anmeldungErlaubt] => 1
            [thesauren] => Array
                (
                )

            [inhaltsbeschreibungen] => Array
                (
                    [0] => Array
                        (
                            [inhalt] => <p>Sie&nbsp;erlangen&nbsp;durch&nbsp;unsere&nbsp;<strong>interaktiven&nbsp;Learnings</strong>&nbsp;(Sie&nbsp;sind&nbsp;zeitlich&nbsp;und&nbsp;räumlich&nbsp;flexibel,&nbsp;da&nbsp;unsere&nbsp;Lerninhalte/Video-Module&nbsp;online&nbsp;zur&nbsp;Verfügung&nbsp;stehen)&nbsp;das&nbsp;theoretische&nbsp;Wissen&nbsp;für&nbsp;die&nbsp;Kalkulation&nbsp;in&nbsp;der&nbsp;professionellen&nbsp;Gebäudereinigung.&nbsp;Dabei&nbsp;erlernen&nbsp;Sie&nbsp;nicht&nbsp;nur&nbsp;das&nbsp;eigenhändige&nbsp;Kalkulieren,&nbsp;sondern&nbsp;auch&nbsp;Teilprozesse&nbsp;in&nbsp;der&nbsp;Reinigung&nbsp;zu&nbsp;analysieren&nbsp;sowie&nbsp;<strong>Potenzial&nbsp;zur&nbsp;Verbesserung</strong>&nbsp;zu&nbsp;erkennen&nbsp;und&nbsp;dies&nbsp;wiederum&nbsp;kalkulatorisch&nbsp;umzusetzen.</p><p>Nach&nbsp;Ihrer&nbsp;erfolgreich&nbsp;bestandenen&nbsp;Online-Prüfung&nbsp;erhalten&nbsp;Sie&nbsp;das&nbsp;Zertifikat&nbsp;„Geprüfte:r&nbsp;Kalkulator:in&nbsp;in&nbsp;der&nbsp;Gebäudereinigung“.</p><p></p><p></p><p>Sie&nbsp;erhalten&nbsp;zudem&nbsp;auch&nbsp;die&nbsp;professionelle&nbsp;<strong>sarikohn-Excelkalkulationsdatei&nbsp;im&nbsp;Wert&nbsp;von&nbsp;150,00&nbsp;€</strong>.</p>
                            [name] => Seminarziel
                            [nummer] => 1
                        )

                    [1] => Array
                        (
                            [inhalt] => <h3></h3><ul><li>Tarifliche&nbsp;Rahmenbedingungen</li><li>Ermittlung&nbsp;verrechenbarer&nbsp;Tage</li><li>Leistungswertermittlung</li><li>Stundenverrechnungssatzermittlung</li><li>Gebäudekalkulationserstellung</li><li>Kalkulation&nbsp;von&nbsp;Grund-&nbsp;und&nbsp;Glasreinigungen</li><li>Amortisationsrechnungen&nbsp;von&nbsp;Investitionsgütern</li><li>Grenzkostenkalkulationen</li></ul>
                            [name] => ThemenĂĽberblick
                            [nummer] => 2
                        )

                    [2] => Array
                        (
                            [inhalt] => <h3>Die&nbsp;Video&nbsp;-&nbsp;Module&nbsp;erstrecken&nbsp;sich&nbsp;über&nbsp;einen&nbsp;Zeitraum&nbsp;von&nbsp;120&nbsp;Minuten.&nbsp;Die&nbsp;individuelle&nbsp;Bearbeitungszeit&nbsp;und&nbsp;Lerngeschwindigkeit&nbsp;können&nbsp;dabei&nbsp;variieren.</h3><h3></h3><h3>Abschlussprüfung</h3><h3></h3><p>Nach&nbsp;absolvieren&nbsp;der&nbsp;Lerninhalte&nbsp;und&nbsp;einer&nbsp;erfolgreichen&nbsp;Online-Prüfung&nbsp;in&nbsp;Form&nbsp;eines&nbsp;Abschlussquiz,&nbsp;werden&nbsp;Ihnen&nbsp;die&nbsp;erworbenen&nbsp;Kenntnisse&nbsp;zertifiziert.</p>
                            [name] => Hinweise
                            [nummer] => 3
                        )

                )

            [teilnehmerIst] => 1
            [teilnehmerSoll] => 
            [teilnehmerMax] => 
            [veranstaltungsbildId] => 
            [dozenten] => Array
                (
                    [0] => Array
                        (
                            [id] => e6c550ec-52f5-426e-b24d-aa01c7efc61e
                            [person] => Array
                                (
                                    [id] => 1d3d7c1a-73a2-45e0-9f6f-a623b6d45664
                                    [vorname] => Professor
                                    [nachname] => Klugix
                                    [anrede] => Herr
                                    [anzeigetext] => Professor Klugix
                                    [bild] => Array
                                        (
                                            [name] => Unbenannt-2.png
                                            [contentType] => image/png
                                            [content] => 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E-Learning:GeprĂĽfte:r Projektkalkualtor:in

Seminarziel

Sie erlangen durch unsere interaktiven Learnings (Sie sind zeitlich und räumlich flexibel, da unsere Lerninhalte/Video-Module online zur Verfügung stehen) das theoretische Wissen für die Kalkulation in der professionellen Gebäudereinigung. Dabei erlernen Sie nicht nur das eigenhändige Kalkulieren, sondern auch Teilprozesse in der Reinigung zu analysieren sowie Potenzial zur Verbesserung zu erkennen und dies wiederum kalkulatorisch umzusetzen.

Nach Ihrer erfolgreich bestandenen Online-Prüfung erhalten Sie das Zertifikat „Geprüfte:r Kalkulator:in in der Gebäudereinigung“.

Sie erhalten zudem auch die professionelle sarikohn-Excelkalkulationsdatei im Wert von 150,00 €.

ThemenĂĽberblick

  • Tarifliche Rahmenbedingungen
  • Ermittlung verrechenbarer Tage
  • Leistungswertermittlung
  • Stundenverrechnungssatzermittlung
  • Gebäudekalkulationserstellung
  • Kalkulation von Grund- und Glasreinigungen
  • Amortisationsrechnungen von InvestitionsgĂĽtern
  • Grenzkostenkalkulationen

Hinweise

Die Video - Module erstrecken sich über einen Zeitraum von 120 Minuten. Die individuelle Bearbeitungszeit und Lerngeschwindigkeit können dabei variieren.

AbschlussprĂĽfung

Nach absolvieren der Lerninhalte und einer erfolgreichen Online-PrĂĽfung in Form eines Abschlussquiz, werden Ihnen die erworbenen Kenntnisse zertifiziert.

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Jetzt anmelden

Persönliche Angaben
Abweichender Rechnungsempfänger
Adresse
Datenschutz

Auf einen Blick

  • Buchungsstatus VerfĂĽgbar
  • Datum 01.07.2026 - 30.09.2026
  • Preis 250,00 € zzgl. MwSt.

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Professor Klugix