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<meta name="GENERATOR" content="MSHTML 11.00.10570.1001"><title>Historische Kostenstammdaten: Jahresbernahme</title></head>
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<h3>Historische Kostenstammdaten: Jahresbernahme</h3>
<div>Bei der Jahresbernahme der Kostenrechnung wird der letztgltige historische Kostenstammwert, bei dem das Feld "Gltig bis JaMo" leer ist, in das nchste Jahr vorgetragen. Im neuen Jahr wird in das Feld "Gltig ab JaMo" dabei auf den Wirtschaftsjahrbeginn des neuen Jahres gestellt. <br><br><strong>Beispiel</strong></div><div>Im Jahr 2025 ist der letzte gltige Wert "202512":<br><br><img class="imageborder" alt="EMBEDDEDIMAGE" 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"><br><br>Bei der Jahresbernahme wird dieser Satz im Jahr 2026 mit "202601" bertragen:</div><div><br></div><div><img class="imageborder" alt="EMBEDDEDIMAGE" src="data:image/png;base64,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"><br><br></div>



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