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Clausur="18991230" Lesson="20060611T12:58:51000" Indent="L" Position="0" Autornew="KlasseDozent" Autorupd="KlasseDozent" Datetimenew="20070212T20:34:24000" Datetimeupd="20070213T16:31:50000" Datefirstused="18991230" Datelastused="18991230" Clausurfirst="18991230" Clausurlast="18991230" Desc1="FOS 12 - Mathe" Desc2="Differentialrechnung" Desc3="Steckbriefaufgabe" Desc5="Mathematik" Int1="20" Int2="17" Int3="0" Int4="0" Int5="0" 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Clausur="18991230" Lesson="20070212T17:29:31000" Indent="L" Position="0" Autornew="KlasseDozent" Autorupd="KlasseDozent" Datetimenew="20070212T20:34:24000" Datetimeupd="20070224T18:20:15000" Datefirstused="18991230" Datelastused="18991230" Clausurfirst="18991230" Clausurlast="18991230" Desc1="FOS 12 - Mathe" Desc2="Differentialrechnung" Desc3="Steckbriefaufgabe" Desc5="Mathematik" Int1="20" Int2="18" Int3="0" Int4="0" Int5="0" 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Clausur="18991230" Lesson="20070212T17:45:49000" Indent="L" Position="0" Autornew="KlasseDozent" Autorupd="KlasseDozent" Datetimenew="20070212T20:34:24000" Datetimeupd="20070212T18:07:08000" Datefirstused="18991230" Datelastused="18991230" Clausurfirst="18991230" Clausurlast="18991230" Desc1="FOS 12 - Mathe" Desc2="Differentialrechnung" Desc3="Steckbriefaufgabe" Desc5="Mathematik" Int1="20" Int2="18" Int3="0" Int4="0" Int5="0" 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" 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Clausur="18991230" Lesson="20070212T18:05:56000" Indent="L" Position="0" Autornew="KlasseDozent" Autorupd="KlasseDozent" Datetimenew="20070212T20:34:24000" Datetimeupd="20070214T21:13:30000" Datefirstused="18991230" Datelastused="18991230" Clausurfirst="18991230" Clausurlast="18991230" Desc1="FOS 12 - Mathe" Desc2="Differentialrechnung" Desc3="Steckbriefaufgabe" Desc5="Mathematik" Int1="20" Int2="30" Int3="0" Int4="0" Int5="0" Body1="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" 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Clausur="18991230" Lesson="20070212T20:22:56000" Indent="L" Position="0" Autornew="KlasseDozent" Autorupd="KlasseDozent" Datetimenew="20070212T20:34:24000" Datetimeupd="20070212T20:28:27000" Datefirstused="18991230" Datelastused="18991230" Clausurfirst="18991230" Clausurlast="18991230" Desc1="FOS 12 - Mathe" Desc2="Differentialrechnung" Desc3="Steckbriefaufgabe" Desc5="Mathematik" Int1="20" Int2="18" Int3="0" Int4="0" Int5="0" Body1="LTggMSAzDQotOSAyIDAgMCAyIDAgMQ0KUlNMDQotAAAADgEJU3R5bGVOYW1lBgZOb3JtYWwIRm9udE5hbWUGBUFyaWFsBFNpemUCCwAALTkgMiAwIDAgMiAwIDINClJTTA0KGwAAAA4BCVN0eWxlTmFtZQYETGVmdARUYWJzDgAAAC05IDIgMCAwIDIgMCA0DQpSU0wNCgIAAAAOADAgMSAwIDAgMCAwDQpFaW5lIGdhbnpyYXRpb25hbGUgRnVua3Rpb24gMy4gR3JhZGVzIGhhdCBpbSBQdW5rdCBIKDB8NSkgZWluZW4gSG9jaHB1bmt0IHVuZCB2ZXJs5HVmdCBkdXJjaCBkaWUgUHVua3RlIFAoMXw2KSB1bmQgUSgyfC0zKS4gQmVzdGltbWUgZGllIEZ1bmt0aW9uc2dsZWljaHVuZyENCg==" 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Clausur="18991230" Lesson="20070212T20:52:19000" Indent="L" Position="0" Autornew="KlasseDozent" Autorupd="KlasseDozent" Datetimenew="20070212T20:34:24000" Datetimeupd="20070214T21:22:49000" Datefirstused="18991230" Datelastused="18991230" Clausurfirst="18991230" Clausurlast="18991230" Desc1="FOS 12 - Mathe" Desc2="Differentialrechnung" Desc3="Steckbriefaufgabe" Desc5="Mathematik" Int1="20" Int2="17" Int3="0" Int4="0" Int5="0" 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Clausur="18991230" Lesson="20070212T23:07:23000" Indent="L" Position="0" Autornew="KlasseDozent" Autorupd="KlasseDozent" Datetimenew="20070212T20:34:24000" Datetimeupd="20070212T23:07:23000" Datefirstused="18991230" Datelastused="18991230" Clausurfirst="18991230" Clausurlast="18991230" Desc1="FOS 12 - Mathe" Desc2="Differentialrechnung" Desc3="Steckbriefaufgabe" Desc5="Mathematik" Int1="26" Int2="10" Int3="0" Int4="0" Int5="0" 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Clausur="18991230" Lesson="20070213T17:15:22000" Indent="L" Position="0" Autornew="KlasseDozent" Autorupd="KlasseDozent" Datetimenew="20070212T20:34:24000" Datetimeupd="20070213T17:15:22000" Datefirstused="18991230" Datelastused="18991230" Clausurfirst="18991230" Clausurlast="18991230" Desc1="FOS 12 - Mathe" Desc2="Differentialrechnung" Desc3="Steckbriefaufgabe" Desc5="Mathematik" Int1="20" Int2="18" Int3="0" Int4="0" Int5="0" 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