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							</ownedDiagram>
						</modelExtension>
					</xmi:Extension>
					<ownedAttribute xmi:type='uml:Property' xmi:id='_19_0_3_8c5027b_1598619969209_93584_8319' name='beginn' visibility='private'>
						<type href='XOEV-Profil.mdxml#_14_0_1_6370212_1218191726109_379108_1042'>
							<xmi:Extension extender='MagicDraw UML 19.0'>
								<referenceExtension referentPath='W3C Data Types::date' referentType='Class'/>
							</xmi:Extension>
						</type>
						<ownedComment xmi:type='uml:Comment' xmi:id='_19_0_3_8c5027b_1598619969251_402982_8485' body='&lt;para&gt;Der Beginn eines Zeitraums beschreibt den Zeitpunkt, ab dem ein Sachverhalt eintritt bzw. rechtskräftig wirksam ist. Der Beginn ist immer Teil der Dauer des Zeitraumes.&lt;/para&gt;&#10;&#10;&lt;para&gt;Anmerkung: Bei der Ableitung von Fachkomponenten sollten zusätzliche Festlegungen getroffen werden wie der Beginn des Zeitraums zu interpretieren ist. z.B.: &quot;Wird ein Monat als Beginn angegeben, dann gilt der erste Tag des Monats als Beginn des Zeitraums&quot;&lt;/para&gt;&#10;&#10;&lt;para&gt;Beispiel: identisch mit *Fristbeginn (BKA) *Wirksamkeitsdatum der Änderung des Familiennamens (Personenstand) *Eheschließungsdatum (Personenstand)&lt;/para&gt;'>
							<annotatedElement xmi:idref='_19_0_3_8c5027b_1598619969209_93584_8319'/>
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						<lowerValue xmi:type='uml:LiteralInteger' xmi:id='_19_0_3_8c5027b_1598619969251_754549_8486'/>
						<xmi:Extension extender='MagicDraw UML 19.0'>
							<modelExtension>
								<upperValue xmi:type='uml:LiteralUnlimitedNatural' xmi:id='_19_0_3_8c5027b_1598619969250_196608_8484' value='1'/>
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					</ownedAttribute>
					<ownedAttribute xmi:type='uml:Property' xmi:id='_19_0_3_8c5027b_1598619969209_271831_8320' name='ende' visibility='private'>
						<type href='XOEV-Profil.mdxml#_14_0_1_6370212_1218191726109_379108_1042'>
							<xmi:Extension extender='MagicDraw UML 19.0'>
								<referenceExtension referentPath='W3C Data Types::date' referentType='Class'/>
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						</type>
						<ownedComment xmi:type='uml:Comment' xmi:id='_19_0_3_8c5027b_1598619969251_140018_8489' body='&lt;para&gt;Das Ende eines Zeitraumes beschreibt den Zeitpunkt, ab dem ein Sachverhalt endet bzw. nicht mehr rechtskräftig ist. Das Ende ist Teil der Dauer des Zeitraumes.&lt;/para&gt;&#10;&#10;&lt;para&gt;Anmerkung: Bei der Ableitung von Fachkomponenten sollten zusätzliche Festlegungen getroffen werden wie das Ende des Zeitraums zu interpretieren ist. z.B.: &quot;Wird ein Monat als Ende angegeben, dann gilt der letzte Tag des Monats als Ende des Zeitraums&quot;&lt;/para&gt;&#10;&#10;&lt;para&gt;Beispiel: identisch mit *Fristdatum (Bau) *Ablaufdatum (Finanz) *Faelligkeitsdatum (Finanz) *Wirksamkeitsdatum der Aufhebung/Scheidung der Ehe (Personenstand)&lt;/para&gt;'>
							<annotatedElement xmi:idref='_19_0_3_8c5027b_1598619969209_271831_8320'/>
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						<lowerValue xmi:type='uml:LiteralInteger' xmi:id='_19_0_3_8c5027b_1598619969251_411434_8490'/>
						<xmi:Extension extender='MagicDraw UML 19.0'>
							<modelExtension>
								<upperValue xmi:type='uml:LiteralUnlimitedNatural' xmi:id='_19_0_3_8c5027b_1598619969251_172244_8488' value='1'/>
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					<ownedAttribute xmi:type='uml:Property' xmi:id='_19_0_3_8c5027b_1598619969209_48972_8321' name='zusatz' visibility='private'>
						<type href='XOEV-Bibliothek.mdxml#_19_0_4_41901a4_1659506109571_319729_6731'>
							<xmi:Extension extender='MagicDraw UML 19.0'>
								<referenceExtension referentPath='Externe Modelle::XOEV-Bibliothek::XOEV-Datentypen::Teilmengen der in Unicode enthaltenen Zeichen::DIN 91379::2022-08::datatypeC' referentType='Class'/>
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						<ownedComment xmi:type='uml:Comment' xmi:id='_19_0_3_8c5027b_1598619969252_86000_8493' body='&lt;para&gt;Der Zusatz enthält weitere textuelle Beschreibungen des festgelegten Zeitraums.&lt;/para&gt;'>
							<annotatedElement xmi:idref='_19_0_3_8c5027b_1598619969209_48972_8321'/>
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						<lowerValue xmi:type='uml:LiteralInteger' xmi:id='_19_0_3_8c5027b_1598619969252_951218_8494'/>
						<xmi:Extension extender='MagicDraw UML 19.0'>
							<modelExtension>
								<upperValue xmi:type='uml:LiteralUnlimitedNatural' xmi:id='_19_0_3_8c5027b_1598619969252_530822_8492' value='1'/>
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				</packagedElement>
				<packagedElement xmi:type='uml:Class' xmi:id='_19_0_3_be602fd_1634226820507_986695_10438' name='Benotung'>
					<ownedComment xmi:type='uml:Comment' xmi:id='_19_0_3_be602fd_1634226877900_266023_10461' body='&lt;para&gt;Die Klasse Note dient zur Angabe von Bewertungen aller Art, z.B. Schulnoten auf dem Schulzeugnis, Punktzahlen für ein Modul an der Hochschule, Durchschnittsnoten, Abschlussnoten, Zensuren für Abschlussarbeiten, Prüfungsleistungen und Prüfungsteile in der beruflichen Bildung, etc.&lt;/para&gt;&#10;&#10;&#10;'>
						<annotatedElement xmi:idref='_19_0_3_be602fd_1634226820507_986695_10438'/>
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					<ownedComment xmi:type='uml:Comment' xmi:id='_19_0_4_8cb0280_1713249801332_655621_9014'>
						<annotatedElement xmi:idref='_19_0_3_be602fd_1634226820507_986695_10438'/>
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					<xmi:Extension extender='MagicDraw UML 19.0'>
						<modelExtension>
							<ownedDiagram xmi:type='uml:Diagram' xmi:id='_19_0_f4c0359_1688722996255_257725_10607' name='Benotung' visibility='public' ownerOfDiagram='_19_0_3_be602fd_1634226820507_986695_10438'>
								<xmi:Extension extender='MagicDraw UML 19.0'>
									<diagramRepresentation>
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						<ownedAttribute xmi:type='uml:Property' xmi:id='_19_0_3_be602fd_1634227805148_487437_10477' name='schemaURI' visibility='private'>
							<type href='XOEV-Profil.mdxml#_14_0_1_6370212_1218191702187_214129_966'>
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							<ownedComment xmi:type='uml:Comment' xmi:id='_19_0_3_be602fd_1634228077224_995928_10482' body='&lt;para&gt;Dieses Feld enhält einen URI-Verweis auf das zugrundeliegende Bewertungsschema (Grading Scheme).&lt;/para&gt;&#10;&lt;para&gt;XBildung stellt in der Codeliste &lt;link linkend=&quot;tabelle.urn.xbildung-de.xbildung.codeliste.bewertungsschema.Bewertungsschema-Codes&quot;&gt;Bewertungsschema&lt;/link&gt; (Seite &lt;xref linkend=&quot;tabelle.urn.xbildung-de.xbildung.codeliste.bewertungsschema.Bewertungsschema-Codes&quot; role=&quot;Seitenzahl&quot;/&gt;) eine Reihe von schemaURIs zur Verfügung.&lt;/para&gt;'>
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							<ownedComment xmi:type='uml:Comment' xmi:id='_19_0_3_be602fd_1634228273423_503216_10490' body='&lt;para&gt;Dieses Feld dient der textuellen Beschreibung des zugrundeliegenden Bewertungsschemas und sollte insbesondere dann genutzt werden, wenn das Bewertungsschema nicht durch eine URI hinterlegt werden kann.&lt;/para&gt;'>
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							<type href='XOEV-Profil.mdxml#_14_0_1_6370212_1218191867218_582037_1593'>
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							<ownedComment xmi:type='uml:Comment' xmi:id='_19_0_f4c0359_1655725178253_229777_9999' body='&lt;para&gt;Hier wird angegeben, ab welcher Bewertung (Note, Punktzahl, ....) in diesem Bewertungsschema (Grading Scheme) eine Leistung als bestanden gilt.&lt;/para&gt;'>
								<annotatedElement xmi:idref='_19_0_f4c0359_1655724082236_934107_9954'/>
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							<ownedComment xmi:type='uml:Comment' xmi:id='_19_0_f4c0359_1655725370189_846503_10000' body='&lt;para&gt;Hier wird angegeben, welche Bewertung (Note, Punktzahl, ...) in diesem Bewertungsschema (Grading Scheme) die theoretisch bestmögliche Bewertung ist.&lt;/para&gt;'>
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							<type href='XOEV-Profil.mdxml#_14_0_1_6370212_1218191702187_214129_966'>
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							<ownedComment xmi:type='uml:Comment' xmi:id='_19_0_f4c0359_1657198993661_794775_11322' body='&lt;para&gt;Hier sollen Links zu Webseiten angegeben werden, die das Bewertungsschema genauer beschreiben.&lt;/para&gt;'>
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9 9 3c 2f 6d 64 45 6c 65 6d 65 6e 74 3e a 9 3c 2f 6d 64 45 6c 65 6d 65 6e 74 3e a 3c 2f 50 72 6f 70 65 72 74 79 56 69 73 69 74 6f 72 41 63 63 65 70 74 6f 72 3e ' initialFrameSizeSet='true' requiredFeature='com.nomagic.magicdraw.diagramtable#Diagram Table' type='Generic Table' umlType='Class Diagram' xmi:id='_ASbFcLaAEey06cieyZe1Qg' xmi:version='2.0' xmlns:binary='http://www.nomagic.com/ns/cameo/client/binary/1.0' xmlns:diagram='http://www.nomagic.com/ns/magicdraw/core/diagram/1.0' xmlns:xmi='http://www.omg.org/XMI' xmlns:xsi='http://www.w3.org/2001/XMLSchema-instance'>
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												<binaryObject streamContentID='BINARY-510efbc6-6d2b-4bc8-88e8-ba514723f4d7' xmi:id='_ASbFcraAEey06cieyZe1Qg' xsi:type='binary:StreamIdentityBinaryObject'/>
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												<usedElements>_19_0_3_8c5027b_1634922577786_978991_10903</usedElements>
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												<usedElements>_19_0_3_8c5027b_1634922577786_498315_10902</usedElements>
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					<ownedAttribute xmi:type='uml:Property' xmi:id='_19_0_3_8c5027b_1634922577786_938736_10901' name='sprache' visibility='private' type='_19_0_3_8c5027b_1634803923794_783825_10757'>
						<ownedComment xmi:type='uml:Comment' xmi:id='_19_0_3_8c5027b_1634922577791_270369_10921' body='&lt;para&gt;Sprachkennzeichnung des Dokuments. Die Sprache eines Elements vom Typ xbd:String.Localized muss nur angegeben werden, wenn sie von der hier gewählten Sprache des Dokuments abweicht.&lt;/para&gt;'>
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								<referenceExtension referentPath='W3C Data Types::date' referentType='Class'/>
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					<ownedAttribute xmi:type='uml:Property' xmi:id='_19_0_3_8c5027b_1634922577786_978991_10903' name='titel' visibility='private' type='_19_0_3_8c5027b_1618485701664_482235_20138'>
						<ownedComment xmi:type='uml:Comment' xmi:id='_19_0_3_8c5027b_1634922577792_414543_10929' body='&lt;para&gt;Vollständiger Titel des Dokuments.&lt;/para&gt;'>
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					<ownedAttribute xmi:type='uml:Property' xmi:id='_19_0_3_8c5027b_1634922577786_771163_10905' name='ausstellung' visibility='private' type='_19_0_3_8c5027b_1634887108132_423049_10651'>
						<ownedComment xmi:type='uml:Comment' xmi:id='_19_0_3_8c5027b_1634922577792_783489_10937' body='&lt;para&gt;Angaben zur Ausstellung des Dokuments. In manchen Dokumenten gibt es parallel zum Datum der Ausstellung auch ein Datum des Erwerbs.&lt;/para&gt;'>
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						<ownedComment xmi:type='uml:Comment' xmi:id='_19_0_4_f4c0359_1727793625155_975401_9014' body='&lt;para&gt;Erlaubt die Angabe einer Nonce, die in einer technischen Implementierung aus verschiedenen Gründen relevant sein kann. Zum Beispiel um die Entropie der Daten zu erhöhen.&lt;/para&gt;'>
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5f 46 41 4c 53 45 27 2f 3e a 9 9 9 3c 69 6e 64 65 78 20 78 6d 69 3a 76 61 6c 75 65 3d 27 30 27 2f 3e a 9 9 3c 2f 6d 64 45 6c 65 6d 65 6e 74 3e a 9 9 3c 6d 64 45 6c 65 6d 65 6e 74 20 65 6c 65 6d 65 6e 74 43 6c 61 73 73 3d 27 42 6f 6f 6c 65 61 6e 50 72 6f 70 65 72 74 79 27 3e a 9 9 9 3c 70 72 6f 70 65 72 74 79 49 44 3e 48 49 44 45 5f 43 4f 4c 55 4d 4e 53 5f 49 4e 49 54 49 41 4c 49 5a 45 44 3c 2f 70 72 6f 70 65 72 74 79 49 44 3e a 9 9 9 3c 70 72 6f 70 65 72 74 79 44 65 73 63 72 69 70 74 69 6f 6e 49 44 3e 48 49 44 45 5f 43 4f 4c 55 4d 4e 53 5f 49 4e 49 54 49 41 4c 49 5a 45 44 5f 44 45 53 43 52 49 50 54 49 4f 4e 3c 2f 70 72 6f 70 65 72 74 79 44 65 73 63 72 69 70 74 69 6f 6e 49 44 3e a 9 9 9 3c 76 61 6c 75 65 20 78 6d 69 3a 76 61 6c 75 65 3d 27 74 72 75 65 27 2f 3e a 9 9 3c 2f 6d 64 45 6c 65 6d 65 6e 74 3e a 9 9 3c 6d 64 45 6c 65 6d 65 6e 74 20 65 6c 65 6d 65 6e 74 43 6c 61 73 73 3d 27 42 6f 6f 6c 65 61 6e 50 72 6f 70 65 72 74 79 27 3e a 9 9 9 3c 70 72 6f 70 65 72 74 79 49 44 3e 4f 50 54 49 4f 4e 5f 45 58 50 41 4e 44 5f 4f 50 54 49 4f 4e 53 5f 50 41 4e 45 4c 3c 2f 70 72 6f 70 65 72 74 79 49 44 3e a 9 9 9 3c 70 72 6f 70 65 72 74 79 44 65 73 63 72 69 70 74 69 6f 6e 49 44 3e 4f 50 54 49 4f 4e 5f 45 58 50 41 4e 44 5f 4f 50 54 49 4f 4e 53 5f 50 41 4e 45 4c 5f 44 45 53 43 52 49 50 54 49 4f 4e 3c 2f 70 72 6f 70 65 72 74 79 44 65 73 63 72 69 70 74 69 6f 6e 49 44 3e a 9 9 3c 2f 6d 64 45 6c 65 6d 65 6e 74 3e a 9 9 3c 6d 64 45 6c 65 6d 65 6e 74 20 65 6c 65 6d 65 6e 74 43 6c 61 73 73 3d 27 42 6f 6f 6c 65 61 6e 50 72 6f 70 65 72 74 79 27 3e a 9 9 9 3c 70 72 6f 70 65 72 74 79 49 44 3e 53 41 56 45 5f 46 49 4c 54 45 52 5f 56 41 4c 55 45 3c 2f 70 72 6f 70 65 72 74 79 49 44 3e a 9 9 9 3c 70 72 6f 70 65 72 74 79 44 65 73 63 72 69 70 74 69 6f 6e 49 44 3e 53 41 56 45 5f 46 49 4c 54 45 52 5f 56 41 4c 55 45 5f 44 45 53 43 52 49 50 54 49 4f 4e 3c 2f 70 72 6f 70 65 72 74 79 44 65 73 63 72 69 70 74 69 6f 6e 49 44 3e a 9 9 3c 2f 6d 64 45 6c 65 6d 65 6e 74 3e a 9 9 3c 6d 64 45 6c 65 6d 65 6e 74 20 65 6c 65 6d 65 6e 74 43 6c 61 73 73 3d 27 42 6f 6f 6c 65 61 6e 50 72 6f 70 65 72 74 79 27 3e a 9 9 9 3c 70 72 6f 70 65 72 74 79 49 44 3e 53 48 4f 57 5f 43 4f 4c 55 4d 4e 5f 54 59 50 45 5f 50 52 4f 50 45 52 54 59 5f 49 44 3c 2f 70 72 6f 70 65 72 74 79 49 44 3e a 9 9 9 3c 70 72 6f 70 65 72 74 79 44 65 73 63 72 69 70 74 69 6f 6e 49 44 3e 53 48 4f 57 5f 43 4f 4c 55 4d 4e 5f 54 59 50 45 5f 50 52 4f 50 45 52 54 59 5f 49 44 5f 44 45 53 43 52 49 50 54 49 4f 4e 3c 2f 70 72 6f 70 65 72 74 79 44 65 73 63 72 69 70 74 69 6f 6e 49 44 3e a 9 9 9 3c 76 61 6c 75 65 20 78 6d 69 3a 76 61 6c 75 65 3d 27 74 72 75 65 27 2f 3e a 9 9 3c 2f 6d 64 45 6c 65 6d 65 6e 74 3e a 9 3c 2f 6d 64 45 6c 65 6d 65 6e 74 3e a 3c 2f 50 72 6f 70 65 72 74 79 56 69 73 69 74 6f 72 41 63 63 65 70 74 6f 72 3e ' requiredFeature='com.nomagic.magicdraw.diagramtable#Diagram Table' type='Instance Table' umlType='Class Diagram' xmi:id='_Pd4SQOkvEeqwVt9sVag9PQ' xmi:version='2.0' 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		<beschreibung>&lt;para&gt;Diese Liste beinhaltet die Arten der Bildungsabschlüsse aus dem Schulwesen in Deutschland.&lt;/para&gt;
&lt;para&gt;Sie basiert auf der &lt;link xlink:href=&quot;https://www.statistischebibliothek.de/mir/receive/DEHeft_mods_00005582&quot; xmlns:xlink=&quot;http://www.w3.org/1999/xlink&quot;&gt;Fachserie 11, Reihe 1, 2009/10&lt;/link&gt;.&lt;/para&gt;</beschreibung>
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Diese Codeliste enthält mögliche Ausprägungen der Art einer Trägerschaft einer Bildungseinrichtung. Sie basiert auf dem Dokument &quot;&lt;link xlink:href=&quot;https://www.statistik-nord.de/fileadmin/Dokumente/Erhebungen/Hochschulstatistiken/8_DeutschlandStipendium/Schluesselverzeichnis_Deutschlandstipendium_WS2022.xlsx&quot;&gt;Schlüsselverzeichnisse, Datensatzbeschreibungen und Definitionenkatalog für die Statistik zum Deutschlandstipendium&lt;/link&gt;&quot;, ergänzt um den Wert &quot;Kreis&quot;.
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	<XOEV_Profil:xoevBBIE xmi:id='_19_0_3_8c5027b_1598619969252_846637_8491' base_Property='_19_0_3_8c5027b_1598619969209_271831_8320'/>
	<xmi:Extension extender='MagicDraw UML 19.0'>
		<modelPart name='com.nomagic.magicdraw.uml_model.shared_model'/>
	</xmi:Extension>
	<XOEV_Profil:xsdElement xmi:id='_19_0_3_8c5027b_1598619969252_846637_8491application1' base_Property='_19_0_3_8c5027b_1598619969209_271831_8320' position='2'/>
	<xmi:Extension extender='MagicDraw UML 19.0'>
		<modelPart name='com.nomagic.magicdraw.uml_model.shared_model'/>
	</xmi:Extension>
	<XOEV_Profil:xoevCodelistenspalte xmi:id='_19_0_3_f960377_1606117082052_841639_8753' base_Property='_19_0_3_f960377_1606117082044_691759_8731' codeSpalte='false' datentyp='string' empfohleneCodeSpalte='false' spaltennameLang='Trägerschaft' verwendung='optional' sprache='de-DE'/>
	<xmi:Extension extender='MagicDraw UML 19.0'>
		<modelPart name='com.nomagic.magicdraw.uml_model.shared_model'/>
	</xmi:Extension>
	<MagicDraw_Profile:InstanceTable xmi:id='_19_0_3_8c5027b_1598622803129_537584_8231' base_Diagram='_19_0_3_8c5027b_1598622803080_57017_8168' showDetailedColumnName='false' typesIncludeSubtypes='false' displayMode='List' showElementNumber='false' showColumnIcons='false' showScopeAsRoot='false' showScope='true' showFilter='true' showElementType='true' classifiers='_19_0_3_8c5027b_1598622803079_17440_8166' rowsOrder='' additionalElements='_19_0_3_8c5027b_1619444326171_446262_9990 _19_0_3_8c5027b_1619444326172_992122_9991 _19_0_3_8c5027b_1619444326172_729689_9992 _19_0_3_8c5027b_1619444326173_671370_9993 _19_0_12dd03bf_1630664872185_328135_10504 _19_0_f4c0359_1688559050535_187158_9401 _19_0_f4c0359_1688559050537_474983_9402'>
		<legends href='UML_Standard_Profile.mdzip#_19_0beta_8e8028e_1493215756002_853659_4489'/>
		<hideColumns>QPROP:Element:classifier</hideColumns>
		<hideColumns>QPROP:Element:ELEMENT_ID</hideColumns>
		<hideColumns>QPROP:Element:nameExpression</hideColumns>
		<hideColumns>QPROP:stereotypeTags:&lt;&lt;MagicDraw Profile::CustomSort&gt;&gt;.sortPriority</hideColumns>
		<hideColumns>QPROP:stereotypeTags:&lt;&lt;DSL Customization::NumberOwner&gt;&gt;.customNumberingData</hideColumns>
		<columnIds>_NUMBER_</columnIds>
		<columnIds>QPROP:Element:nameExpression</columnIds>
		<columnIds>QPROP:stereotypeTags:&lt;&lt;MagicDraw Profile::CustomSort&gt;&gt;.sortPriority</columnIds>
		<columnIds>QPROP:stereotypeTags:&lt;&lt;DSL Customization::NumberOwner&gt;&gt;.customNumberingData</columnIds>
		<columnIds>QPROP:Element:name</columnIds>
		<columnIds>QPROP:Element:classifier</columnIds>
		<columnIds>IColumn:_19_0_3_8c5027b_1598622803128_398690_8227</columnIds>
		<columnIds>IColumn:_19_0_3_8c5027b_1598622803128_142188_8228</columnIds>
		<columnIds>IColumn:_19_0_3_8c5027b_1598622803128_959093_8229</columnIds>
		<columnIds>QPROP:Element:ELEMENT_ID</columnIds>
		<columnWidth>35</columnWidth>
		<columnWidth>-1</columnWidth>
		<columnWidth>-1</columnWidth>
		<columnWidth>-1</columnWidth>
		<columnWidth>241</columnWidth>
		<columnWidth>-1</columnWidth>
		<columnWidth>387</columnWidth>
		<columnWidth>317</columnWidth>
		<columnWidth>73</columnWidth>
		<columnWidth>-1</columnWidth>
		<rowElements>_19_0_12dd03bf_1630664872185_328135_10504</rowElements>
		<rowElements>_19_0_3_8c5027b_1619444326172_992122_9991</rowElements>
		<rowElements>_19_0_3_8c5027b_1619444326172_729689_9992</rowElements>
		<rowElements>_19_0_3_8c5027b_1619444326173_671370_9993</rowElements>
		<rowElements>_19_0_3_8c5027b_1619444326171_446262_9990</rowElements>
		<rowElements>_19_0_f4c0359_1688559050535_187158_9401</rowElements>
		<rowElements>_19_0_f4c0359_1688559050537_474983_9402</rowElements>
	</MagicDraw_Profile:InstanceTable>
	<xmi:Extension extender='MagicDraw UML 19.0'>
		<modelPart name='com.nomagic.magicdraw.uml_model.shared_model'/>
	</xmi:Extension>
	<MagicDraw_Profile:DiagramInfo xmi:id='_19_0_3_8c5027b_1598622803129_537584_8231application1' base_Diagram='_19_0_3_8c5027b_1598622803080_57017_8168' Creation_date='8/28/20 3:53 PM' Modification_date='07.07.22 18:56' Author='' Last_modified_by=''/>
	<xmi:Extension extender='MagicDraw UML 19.0'>
		<modelPart name='com.nomagic.magicdraw.uml_model.shared_model'/>
	</xmi:Extension>
	<MagicDraw_Profile:DiagramTableMapToDataSource xmi:id='_19_0_3_8c5027b_1598622803129_537584_8231application2' base_Diagram='_19_0_3_8c5027b_1598622803080_57017_8168' url='' delimiter=',' firstRowRepresentsHeading='true' deleteRowOption='MARK_AS_OBSOLETE'/>
	<xmi:Extension extender='MagicDraw UML 19.0'>
		<modelPart name='com.nomagic.magicdraw.uml_model.shared_model'/>
	</xmi:Extension>
	<XOEV_Profil:xoevVersionCodeliste xmi:id='_19_0_3_8c5027b_1624022682961_243830_10041' base_Class='_19_0_3_8c5027b_1624022682900_779611_9989' version='1.0' versionCodelistenHandbuch='1.2'/>
	<xmi:Extension extender='MagicDraw UML 19.0'>
		<modelPart name='com.nomagic.magicdraw.uml_model.shared_model'/>
	</xmi:Extension>
	<XOEV_Profil:xoevCodeliste xmi:id='_19_0_3_8c5027b_1624022682899_844507_9988' base_Class='_19_0_3_8c5027b_1624022682898_620294_9986' kennung='urn:xbildung-de:kmk:codeliste:artderschule' nameTechnisch='ArtDerSchule-Codes'>
		<beschreibung>&lt;para&gt;
Die Codeliste basiert auf dem Kerndatensatz (KDS) der Länder für schulstatistische Individualdaten in der Version 4.0.
&lt;/para&gt;
&lt;para&gt;
Sie enthält die mögliche Ausprägungen des Merkmals &quot;Schulart/-typ im Sinne der schulartspezifischen Einrichtung&quot;, wie sie in der laufende Nummer 1.4 (Schulart) spezifiziert wurden, ergänzt um &quot;Wert nicht bekannt&quot; und &quot;Wert nicht in Liste&quot;.
&lt;/para&gt;</beschreibung>
		<herausgebernameKurz>KMK</herausgebernameKurz>
		<herausgebernameLang>Kultusministerkonferenz</herausgebernameLang>
		<nameKurz>Art der Schule</nameKurz>
		<nameLang>Art der Schule</nameLang>
	</XOEV_Profil:xoevCodeliste>
	<xmi:Extension extender='MagicDraw UML 19.0'>
		<modelPart name='com.nomagic.magicdraw.uml_model.shared_model'/>
	</xmi:Extension>
	<XOEV_Profil:xoevCodelistenspalte xmi:id='_19_0_3_8c5027b_1624022682964_983101_10070' base_Property='_19_0_3_8c5027b_1624022682959_768795_10038' codeSpalte='true' datentyp='string' empfohleneCodeSpalte='true' verwendung='required'/>
	<xmi:Extension extender='MagicDraw UML 19.0'>
		<modelPart name='com.nomagic.magicdraw.uml_model.shared_model'/>
	</xmi:Extension>
	<XOEV_Profil:xoevCodelistenspalte xmi:id='_19_0_3_8c5027b_1624022682965_691678_10071' base_Property='_19_0_3_8c5027b_1624022682960_242345_10039' codeSpalte='false' datentyp='string' empfohleneCodeSpalte='false' spaltennameLang='Schule' verwendung='required' sprache='de-DE'/>
	<xmi:Extension extender='MagicDraw UML 19.0'>
		<modelPart name='com.nomagic.magicdraw.uml_model.shared_model'/>
	</xmi:Extension>
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		<hideColumns>IColumn:_19_0_3_f960377_1606117082045_325071_8732</hideColumns>
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		<rowElements>_19_0_f4c0359_1688558901019_57391_9380</rowElements>
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		<columnWidth>-1</columnWidth>
		<columnWidth>470</columnWidth>
		<columnWidth>236</columnWidth>
	</MagicDraw_Profile:InstanceTable>
	<xmi:Extension extender='MagicDraw UML 19.0'>
		<modelPart name='com.nomagic.magicdraw.uml_model.shared_model'/>
	</xmi:Extension>
	<MagicDraw_Profile:DiagramInfo xmi:id='_19_0_3_f960377_1606117082045_639389_8734application1' base_Diagram='_19_0_3_f960377_1606117081910_740678_8684' Creation_date='23.11.20 08:38' Modification_date='23.11.20 08:43' Author='' Last_modified_by=''/>
	<xmi:Extension extender='MagicDraw UML 19.0'>
		<modelPart name='com.nomagic.magicdraw.uml_model.shared_model'/>
	</xmi:Extension>
	<XOEV_Profil:xoevVersionCodeliste xmi:id='_19_0_f4c0359_1657203869880_49729_11467' base_Class='_19_0_f4c0359_1657203869839_693416_11428' version='2025-02-04' versionCodelistenHandbuch='1.2'/>
	<xmi:Extension extender='MagicDraw UML 19.0'>
		<modelPart name='com.nomagic.magicdraw.uml_model.shared_model'/>
	</xmi:Extension>
	<XOEV_Profil:xoevCodelistenspalte xmi:id='_19_0_f4c0359_1657203869883_262628_11488' base_Property='_19_0_f4c0359_1657203869879_776792_11464' empfohleneCodeSpalte='true' codeSpalte='true' datentyp='string' verwendung='required'/>
	<xmi:Extension extender='MagicDraw UML 19.0'>
		<modelPart name='com.nomagic.magicdraw.uml_model.shared_model'/>
	</xmi:Extension>
	<XOEV_Profil:xoevCodelistenspalte xmi:id='_19_0_f4c0359_1657203869883_395859_11489' base_Property='_19_0_f4c0359_1657203869879_742823_11465' codeSpalte='false' datentyp='string' empfohleneCodeSpalte='false' spaltennameLang='Beschreibung' verwendung='optional' sprache='de-DE'/>
	<xmi:Extension extender='MagicDraw UML 19.0'>
		<modelPart name='com.nomagic.magicdraw.uml_model.shared_model'/>
	</xmi:Extension>
	<XOEV_Profil:xoevCodelistenspalte xmi:id='_19_0_f4c0359_1657206254136_873630_13072' base_Property='_19_0_f4c0359_1657206254135_218617_13071' codeSpalte='false' datentyp='string' empfohleneCodeSpalte='false' spaltennameLang='Weitere Informationen (Webseite)' verwendung='optional'/>
	<xmi:Extension extender='MagicDraw UML 19.0'>
		<modelPart name='com.nomagic.magicdraw.uml_model.shared_model'/>
	</xmi:Extension>
	<XOEV_Profil:xoevCodeliste xmi:id='_19_0_f4c0359_1657203869878_346245_11463' base_Class='_19_0_f4c0359_1657203869839_597351_11427' kennung='urn:xbildung-de:xbildung:codeliste:bewertungsschema' nameTechnisch='Bewertungsschema-Codes'>
		<beschreibung>&lt;para&gt;Codeliste für die bekannten und im XBildungs-Kontext verwendeten Bewertungsschemata. Die Aufbauvorschrift lautet:&lt;/para&gt;
&lt;para&gt;http://xbildung.de/def/xbildung/{Version}/code/bewertungsschema/{ISO3166-Alpha2}_{Hrsg}_{Kontext}_{schlechtesteBewertung}_{bestandenAbBewertung}_{besteBewertung}&lt;/para&gt;</beschreibung>
		<herausgebernameKurz>XBildung.de</herausgebernameKurz>
		<herausgebernameLang>XBildung</herausgebernameLang>
		<nameKurz>Bewertungsschema</nameKurz>
		<nameLang>Bewertungsschema</nameLang>
	</XOEV_Profil:xoevCodeliste>
	<xmi:Extension extender='MagicDraw UML 19.0'>
		<modelPart name='com.nomagic.magicdraw.uml_model.shared_model'/>
	</xmi:Extension>
	<XOEV_Profil:xoevVersionCodeliste xmi:id='_19_0_4_908029e_1721141559638_459236_8953' base_Class='_19_0_4_908029e_1721141526284_635367_8952' versionCodelistenHandbuch='1.2' version='2025-02-04'/>
	<xmi:Extension extender='MagicDraw UML 19.0'>
		<modelPart name='com.nomagic.magicdraw.uml_model.shared_model'/>
	</xmi:Extension>
	<XOEV_Profil:xoevCodelistenspalte xmi:id='_19_0_4_908029e_1721141650522_232280_8963' base_Property='_19_0_4_908029e_1721141620999_694021_8962' codeSpalte='true' verwendung='required' empfohleneCodeSpalte='true' datentyp='string'/>
	<xmi:Extension extender='MagicDraw UML 19.0'>
		<modelPart name='com.nomagic.magicdraw.uml_model.shared_model'/>
	</xmi:Extension>
	<XOEV_Profil:xoevCodelistenspalte xmi:id='_19_0_4_908029e_1721141693141_366330_8965' base_Property='_19_0_4_908029e_1721141659554_626263_8964' codeSpalte='false' datentyp='string' empfohleneCodeSpalte='false' spaltennameLang='Beschreibung' sprache='de-DE' verwendung='required'/>
	<xmi:Extension extender='MagicDraw UML 19.0'>
		<modelPart name='com.nomagic.magicdraw.uml_model.shared_model'/>
	</xmi:Extension>
	<MagicDraw_Profile:InstanceTable xmi:id='_19_0_3_8c5027b_1624022682963_334933_10062' base_Diagram='_19_0_3_8c5027b_1624022682903_58398_10002' showDetailedColumnName='false' typesIncludeSubtypes='false' displayMode='List' showElementNumber='false' showColumnIcons='true' showScopeAsRoot='false' showScope='true' showFilter='true' showElementType='true' classifiers='_19_0_3_8c5027b_1624022682900_779611_9989' rowsOrder='' additionalElements='_19_0_3_8c5027b_1624023455183_522729_10273 _19_0_3_8c5027b_1624023455183_85941_10274 _19_0_3_8c5027b_1624023455183_846260_10275 _19_0_3_8c5027b_1624023455183_338997_10276 _19_0_3_8c5027b_1624023455183_237541_10277 _19_0_3_8c5027b_1624023455183_477518_10278 _19_0_3_8c5027b_1624023455183_616735_10279 _19_0_3_8c5027b_1624023455183_138052_10280 _19_0_3_8c5027b_1624023455184_936784_10281 _19_0_3_8c5027b_1624023455184_302566_10282 _19_0_3_8c5027b_1624023455184_479050_10283 _19_0_3_8c5027b_1624023455184_420160_10284 _19_0_3_8c5027b_1624023455184_157657_10285 _19_0_3_8c5027b_1624023455184_500916_10286 _19_0_3_8c5027b_1624023455184_170898_10287 _19_0_3_8c5027b_1624023455184_538559_10288 _19_0_3_8c5027b_1624023455184_16776_10289 _19_0_3_8c5027b_1624023455185_149414_10290 _19_0_3_8c5027b_1624023455185_542488_10291 _19_0_3_be602fd_1634293592181_12442_10691 _19_0_3_be602fd_1634293592182_716698_10692 _19_0_3_be602fd_1634293592183_672537_10693 _19_0_3_be602fd_1634293592183_62355_10694 _19_0_3_be602fd_1634293592183_461242_10695 _19_0_3_be602fd_1634293592184_542251_10696 _19_0_3_be602fd_1634293592184_989823_10697 _19_0_3_be602fd_1644423848201_26932_9834 _19_0_3_be602fd_1644423848202_66696_9835 _19_0_f4c0359_1688558260883_482145_9336 _19_0_f4c0359_1688558260884_532770_9337'>
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		<sort>QPROP:Element:name^Asc</sort>
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		<beschreibung>&lt;para&gt;Die Liste &quot;Art der Bemerkung&quot; bildet häufige Bemerkungen ab, damit sie trotz ihres unstrukturierten Charakters besser strukturiert erfasst werden können.&lt;/para&gt;</beschreibung>
		<herausgebernameKurz>XBildung.de</herausgebernameKurz>
		<herausgebernameLang>XBildung</herausgebernameLang>
		<nameKurz>Art der Bemerkung</nameKurz>
		<nameLang>Art der Bemerkung</nameLang>
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		<beschreibung>&lt;para&gt;
Diese Codeliste enthält mögliche Ausprägungen von Lernzeitmodellen. Sie wurde mit den Stakeholdern von XBildung und seinen Teilmodulen gemäß den Bedarfen für die jeweiligen Anwendungsfälle erstellt und deckt sich in Teilen mit Einträgen der Liste der Lernzeitmodelle des European Learning Model (ELM).
&lt;/para&gt;
&lt;para&gt;
ELM Liste der Lernzeitmodelle: &lt;link xlink:href=&quot;https://op.europa.eu/de/web/eu-vocabularies/dataset/-/resource?uri=http://publications.europa.eu/resource/dataset/learning-schedule&quot;&gt;https://op.europa.eu/de/web/eu-vocabularies/dataset/-/resource?uri=http://publications.europa.eu/resource/dataset/learning-schedule&lt;/link&gt;
&lt;/para&gt;</beschreibung>
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		<bezugsort>https://op.europa.eu/web/eu-vocabularies/dataset/-/resource?uri=http://publications.europa.eu/resource/dataset/foreign-language-skill</bezugsort>
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		<beschreibung>&lt;para&gt;Die International Standard Classification of Education (ISCED) der UNESCO klassifiziert Elemente des Bildungswesens, wodurch internationalie Vergleiche möglich werden. Offizielle Dokumente können hier abgerufen werden: &lt;link xlink:href=&quot;http://uis.unesco.org/en/isced-mappings&quot; xmlns:xlink=&quot;http://www.w3.org/1999/xlink&quot;&gt;http://uis.unesco.org/en/isced-mappings&lt;/link&gt;&lt;/para&gt;

&lt;para&gt;ISCED 2011 definiert neun Ebenen (Level 0 bis 8) für die Angabe des Bildungsniveaus.&lt;/para&gt;

&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Link zur Webseite:&lt;/emphasis&gt; &lt;link xlink:href=&quot;https://www.datenportal.bmbf.de/portal/de/G293.html&quot; xmlns:xlink=&quot;http://www.w3.org/1999/xlink&quot;&gt;https://www.datenportal.bmbf.de/​portal/de/G293.html&lt;/link&gt;&lt;/para&gt;

&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Code:&lt;/emphasis&gt; Der zu verwendende Schlüssel ist die einstellige Ziffer des Levels.&lt;/para&gt;

&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Beispiele:&lt;/emphasis&gt; (Element : Code)
&lt;itemizedlist spacing=&quot;compact&quot; mark=&quot;-&quot;&gt;
&lt;listitem&gt;&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Gymnasium&lt;/emphasis&gt; : 3&lt;/para&gt;&lt;/listitem&gt;
&lt;listitem&gt;&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Bachelor&lt;/emphasis&gt; : 6&lt;/para&gt;&lt;/listitem&gt;
&lt;listitem&gt;&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Master&lt;/emphasis&gt; : 7&lt;/para&gt;&lt;/listitem&gt;
&lt;/itemizedlist&gt;
&lt;/para&gt;</beschreibung>
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		<herausgebernameLang>United Nations Educational, Scientific and Cultural Organization</herausgebernameLang>
		<nameKurz>ISCED Level</nameKurz>
		<nameLang>ISCED 2011 Level</nameLang>
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		<beschreibung>&lt;para&gt;Das Common European Framework Reference of Languages (CEFR), das auch Gemeinsamer europäischer Referenzrahmen für Sprachen (GER) genannt wird, wurde vom Europarat erstellt. Offizielle weitere Informationen können hier abgerufen werden: &lt;link xlink:href=&quot;https://www.coe.int/en/web/common-european-framework-reference-languages/level-descriptions&quot; xmlns:xlink=&quot;http://www.w3.org/1999/xlink&quot;&gt;https://www.coe.int/en/web/common-european-framework-reference-languages/level-descriptions&lt;/link&gt;&lt;/para&gt;
&lt;para&gt;XBildung verwendet die Codeliste, die vom &lt;link xlink:href=&quot;https://op.europa.eu/de/web/eu-vocabularies/dataset/-/resource?uri=http://publications.europa.eu/resource/dataset/foreign-language-skill&quot; xmlns:xlink=&quot;http://www.w3.org/1999/xlink&quot;&gt;EU Publication Office technisch zur Verfügung gestellt&lt;/link&gt; wird.&lt;/para&gt;

&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Link zur Webseite:&lt;/emphasis&gt; &lt;link xlink:href=&quot;https://op.europa.eu/de/web/eu-vocabularies/dataset/-/resource?uri=http://publications.europa.eu/resource/dataset/foreign-language-skill&quot; xmlns:xlink=&quot;http://www.w3.org/1999/xlink&quot;&gt;https://op.europa.eu/de/web​/eu-vocabularies​/dataset/-/​resource?uri=​http://publications.europa.eu/​resource/dataset/​foreign-language-skill&lt;/link&gt;&lt;/para&gt;

&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Code:&lt;/emphasis&gt; Der zu verwendende Schlüssel ist die URI des gewünschten Eintrags, der über den Button &quot;Browse content&quot; gefunden werden kann.&lt;/para&gt;
&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Beispiele:&lt;/emphasis&gt; (Element : Code)
&lt;itemizedlist spacing=&quot;compact&quot; mark=&quot;-&quot;&gt;
&lt;listitem&gt;&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;A1 Elementare Sprachverwendung&lt;/emphasis&gt; : http://data.europa.eu/snb/cefr/c_1e3dc79a&lt;/para&gt;&lt;/listitem&gt;
&lt;listitem&gt;&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;A2 Elementare Sprachverwendung&lt;/emphasis&gt; : http://data.europa.eu/snb/cefr/c_3458f114&lt;/para&gt;&lt;/listitem&gt;
&lt;listitem&gt;&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;B1 Selbstständige Sprachverwendung&lt;/emphasis&gt; : http://data.europa.eu/snb/cefr/c_0427b00c&lt;/para&gt;&lt;/listitem&gt;
&lt;listitem&gt;&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;B2 Selbstständige Sprachverwendung&lt;/emphasis&gt; : http://data.europa.eu/snb/cefr/c_097c5ed1&lt;/para&gt;&lt;/listitem&gt;
&lt;listitem&gt;&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;C1 Kompetente Sprachverwendung&lt;/emphasis&gt; : http://data.europa.eu/snb/cefr/c_2f49f1ce&lt;/para&gt;&lt;/listitem&gt;
&lt;listitem&gt;&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;C2 Kompetente Sprachverwendung&lt;/emphasis&gt; : http://data.europa.eu/snb/cefr/c_c24a21da&lt;/para&gt;&lt;/listitem&gt;
&lt;/itemizedlist&gt;
&lt;/para&gt;</beschreibung>
		<herausgebernameKurz>PO.EU for CoE</herausgebernameKurz>
		<herausgebernameLang>Technisch: Publications Office of the European Union; Inhaltlich: Council of Europe</herausgebernameLang>
		<nameKurz>CEFR / GER</nameKurz>
		<nameLang>Common European Framework Reference of Languages</nameLang>
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		<beschreibung>&lt;para&gt;Folgende Beschreibung wurde vom &lt;link xlink:href=&quot;https://op.europa.eu/de/web/eu-vocabularies/dataset/-/resource?uri=http://publications.europa.eu/resource/dataset/language&quot; xmlns:xlink=&quot;http://www.w3.org/1999/xlink&quot;&gt;Publications Office&lt;/link&gt; der EU übernommen:&lt;/para&gt;
&lt;para&gt;Language is a controlled vocabulary that lists world languages and language varieties, including sign languages. Its main purpose is to support activities associated with the publication process. The full set of languages contains more than 8000 language varieties, each identified by a code equivalent to the ISO 639-3 code. Concepts are aligned with the ISO 639 international standard, which is issued in several parts:
&lt;/para&gt;
&lt;para&gt;
    &lt;itemizedlist spacing=&quot;compact&quot; mark=&quot;-&quot;&gt;
        &lt;listitem&gt;&lt;para&gt;ISO 639-1 contains strictly two alphabetic letters (alpha-2),&lt;/para&gt;&lt;/listitem&gt;
        &lt;listitem&gt;&lt;para&gt;ISO 639-2/B (B = bibliographic) is used for bibliographic purpose (alpha-3),&lt;/para&gt;&lt;/listitem&gt;
        &lt;listitem&gt;&lt;para&gt;ISO 639-2/T (T = terminology) is used for technical purpose (alpha-3),&lt;/para&gt;&lt;/listitem&gt;
        &lt;listitem&gt;&lt;para&gt;ISO 639-3 covers all the languages and macro-languages of the world (alpha-3); the values are compliant with ISO 639-2/T.&lt;/para&gt;&lt;/listitem&gt;
    &lt;/itemizedlist&gt;
&lt;/para&gt;
&lt;para&gt;If an authority code is needed for a language without assigned ISO code, an alphanumeric code is created in order to not confuse with ISO codes that are strictly alphabetic.&lt;/para&gt;

&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Link zur Webseite:&lt;/emphasis&gt; &lt;link xlink:href=&quot;https://op.europa.eu/de/web/eu-vocabularies/dataset/-/resource?uri=http://publications.europa.eu/resource/dataset/language&quot; xmlns:xlink=&quot;http://www.w3.org/1999/xlink&quot;&gt;https://op.europa.eu/​de/web/eu-vocabularies/​dataset/-/resource?uri​=http://publications.europa.eu/​resource/​dataset/language&lt;/link&gt;&lt;/para&gt;

&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Code:&lt;/emphasis&gt; Der zu verwendende Schlüssel ist die URI des gewünschten Eintrags, der über den Button &quot;Browse content&quot; gefunden werden kann.&lt;/para&gt;

&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Beispiele:&lt;/emphasis&gt; (Element : Code)
&lt;itemizedlist spacing=&quot;compact&quot; mark=&quot;-&quot;&gt;
&lt;listitem&gt;&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Deutsch&lt;/emphasis&gt;     : http://publications.europa.eu/resource/authority/language/DEU&lt;/para&gt;&lt;/listitem&gt;
&lt;listitem&gt;&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Englisch&lt;/emphasis&gt;    : http://publications.europa.eu/resource/authority/language/ENG&lt;/para&gt;&lt;/listitem&gt;
&lt;listitem&gt;&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Französisch&lt;/emphasis&gt; : http://publications.europa.eu/resource/authority/language/FRA&lt;/para&gt;&lt;/listitem&gt;
&lt;listitem&gt;&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Latein&lt;/emphasis&gt;      : http://publications.europa.eu/resource/authority/language/LAT&lt;/para&gt;&lt;/listitem&gt;
&lt;/itemizedlist&gt;
&lt;/para&gt;</beschreibung>
		<herausgebernameKurz>PO.EU</herausgebernameKurz>
		<herausgebernameLang>Publications Office of the European Union</herausgebernameLang>
		<nameKurz>Language</nameKurz>
		<nameLang>Language</nameLang>
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		<beschreibung>&lt;para&gt;Die International Standard Classification of Education (ISCED) der UNESCO klassifiziert Elemente des Bildungswesens, wodurch internationalie Vergleiche möglich werden. Offizielle Dokumente können hier abgerufen werden: &lt;link xlink:href=&quot;http://uis.unesco.org/en/isced-mappings&quot; xmlns:xlink=&quot;http://www.w3.org/1999/xlink&quot;&gt;http://uis.unesco.org/en/isced-mappings&lt;/link&gt;&lt;/para&gt;

&lt;para&gt;International Standard Classification of Education 2013 Field of Studies (ISCED-F 2013) ist eine Taxonomie von Bildungsbereichen. Sie wurde von der UNESCO erstellt. Von XBildung wird jedoch die Version verwendet, die vom &lt;link xlink:href=&quot;https://op.europa.eu/de/web/eu-vocabularies/dataset/-/resource?uri=http://publications.europa.eu/resource/dataset/international-education-classification&quot; xmlns:xlink=&quot;http://www.w3.org/1999/xlink&quot;&gt;EU Publication Office technisch zur Verfügung gestellt&lt;/link&gt; wird.&lt;/para&gt;

&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Link zur Webseite:&lt;/emphasis&gt; &lt;link xlink:href=&quot;https://op.europa.eu/de/web/eu-vocabularies/dataset/-/resource?uri=http://publications.europa.eu/resource/dataset/international-education-classification&quot; xmlns:xlink=&quot;http://www.w3.org/1999/xlink&quot;&gt;https://op.europa.eu/de/​web/eu-vocabularies/dataset/​-/resource?uri=​http://publications.europa.eu/​resource/dataset/​international-education-classification&lt;/link&gt;&lt;/para&gt;
&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Code:&lt;/emphasis&gt; Der zu verwendende Schlüssel ist die URI des gewünschten Eintrags, der über den Button &quot;Browse content&quot; gefunden werden kann.&lt;/para&gt;

&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Beispiele:&lt;/emphasis&gt; (Element : Code)
&lt;itemizedlist spacing=&quot;compact&quot; mark=&quot;-&quot;&gt;
&lt;listitem&gt;&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Mathematik&lt;/emphasis&gt;          : http://data.europa.eu/snb/isced-f/0541&lt;/para&gt;&lt;/listitem&gt;
&lt;listitem&gt;&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Fremdsprachenerwerb&lt;/emphasis&gt; : http://data.europa.eu/snb/isced-f/0231&lt;/para&gt;&lt;/listitem&gt;
&lt;listitem&gt;&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Sport&lt;/emphasis&gt;               : http://data.europa.eu/snb/isced-f/1014&lt;/para&gt;&lt;/listitem&gt;
&lt;/itemizedlist&gt;
&lt;/para&gt;</beschreibung>
		<herausgebernameKurz>PO.EU for UNESCO</herausgebernameKurz>
		<herausgebernameLang>Technisch: Publications Office of the European Union; Inhaltlich: United Nations Educational, Scientific and Cultural Organization</herausgebernameLang>
		<nameKurz>ISCED-F 2013</nameKurz>
		<nameLang>International Standard Classification of Education: Fields of Education and Training 2013</nameLang>
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		<nameKurz>XInneres Geschlecht</nameKurz>
		<beschreibung>&lt;para&gt;Mit dieser Schlüsseltabelle wird das Geschlecht einer Person abgebildet. Verwendet werden die Codes für Geschlechtsangaben gemäß §§ 22 und 45 b PStG.&lt;/para&gt;

&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Link zur Webseite:&lt;/emphasis&gt; &lt;link xlink:href=&quot;https://www.xrepository.de/details/urn:xoev-de:xinneres:codeliste:geschlecht&quot; xmlns:xlink=&quot;http://www.w3.org/1999/xlink&quot;&gt;https://www.xrepository.de/details/urn:xoev-de:xinneres:codeliste:geschlecht&lt;/link&gt;&lt;/para&gt;

&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Code:&lt;/emphasis&gt; Der zu verwendende Schlüssel ist der Eintrag in der empfohlenen Codespalte &quot;code&quot;.&lt;/para&gt;
&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Beispiele:&lt;/emphasis&gt; (Element : Code)
&lt;itemizedlist spacing=&quot;compact&quot; mark=&quot;-&quot;&gt;
&lt;listitem&gt;&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;männlich&lt;/emphasis&gt; : m&lt;/para&gt;&lt;/listitem&gt;
&lt;listitem&gt;&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;weiblich&lt;/emphasis&gt; : w&lt;/para&gt;&lt;/listitem&gt;
&lt;listitem&gt;&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;keine Angabe&lt;/emphasis&gt; : x&lt;/para&gt;&lt;/listitem&gt;
&lt;listitem&gt;&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;divers&lt;/emphasis&gt; : d&lt;/para&gt;&lt;/listitem&gt;
&lt;/itemizedlist&gt;
&lt;/para&gt;</beschreibung>
		<nameLang>Geschlechtsangaben in XInneres</nameLang>
		<herausgebernameKurz>KoSIT</herausgebernameKurz>
		<herausgebernameLang>Koordinierungsstelle für IT-Standards</herausgebernameLang>
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		<herausgebernameKurz>KoSIT</herausgebernameKurz>
		<herausgebernameLang>Koordinierungsstelle für IT-Standards</herausgebernameLang>
		<beschreibung>&lt;para&gt;Eine Liste der Kommunikationsmedien und -kanäle, über die man eine Person oder Institution erreichen kann.&lt;/para&gt;

&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Link zur Webseite:&lt;/emphasis&gt; &lt;link xlink:href=&quot;https://www.xrepository.de/details/urn:de:xoev:codeliste:erreichbarkeit&quot; xmlns:xlink=&quot;http://www.w3.org/1999/xlink&quot;&gt;https://www.xrepository.de/details/urn:de:xoev:codeliste:erreichbarkeit&lt;/link&gt;&lt;/para&gt;

&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Code:&lt;/emphasis&gt; Der zu verwendende Schlüssel ist der Eintrag in der empfohlenen Codespalte &quot;code&quot;.&lt;/para&gt;
&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Beispiele:&lt;/emphasis&gt; (Element : Code)
&lt;itemizedlist spacing=&quot;compact&quot; mark=&quot;-&quot;&gt;
&lt;listitem&gt;&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;E-Mail&lt;/emphasis&gt; : 01&lt;/para&gt;&lt;/listitem&gt;
&lt;listitem&gt;&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Telefon Festnetz&lt;/emphasis&gt; : 02&lt;/para&gt;&lt;/listitem&gt;
&lt;listitem&gt;&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Telefon mobil&lt;/emphasis&gt; : 03&lt;/para&gt;&lt;/listitem&gt;
&lt;/itemizedlist&gt;
&lt;/para&gt;</beschreibung>
		<nameKurz>Erreichbarkeit</nameKurz>
		<nameLang>Erreichbarkeit</nameLang>
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		<beschreibung>&lt;para&gt;Diese Codeliste stellt alle Gemeinden Deutschlands durch den Amtlichen Gemeindeschlüssel (AGS) dar, wie im Gemeindeverzeichnis des Statistischen Bundesamtes enthalten. Darüber hinaus enthält die Codeliste für die Stadtstaaten Hamburg, Bremen und Berlin Einträge für Stadt-/Ortsteile bzw. Stadtbezirke. Diese Einträge sind mit einem entsprechenden Hinweis versehen.&lt;/para&gt;

&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Link zur Webseite:&lt;/emphasis&gt; &lt;link xlink:href=&quot;https://www.xrepository.de/details/urn:de:bund:destatis:bevoelkerungsstatistik:schluessel:ags&quot; xmlns:xlink=&quot;http://www.w3.org/1999/xlink&quot;&gt;https://www.xrepository.de/details/urn:de:bund:destatis:bevoelkerungsstatistik:schluessel:ags&lt;/link&gt;&lt;/para&gt;

&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Code:&lt;/emphasis&gt; Der zu verwendende Schlüssel ist der Eintrag in der empfohlenen Codespalte &quot;SCHLUESSEL&quot;.&lt;/para&gt;
&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Beispiele:&lt;/emphasis&gt; (Element : Code)
&lt;itemizedlist spacing=&quot;compact&quot; mark=&quot;-&quot;&gt;
&lt;listitem&gt;&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Flensburg, Stadt&lt;/emphasis&gt; : 01001000&lt;/para&gt;&lt;/listitem&gt;
&lt;listitem&gt;&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Kiel, Landeshauptstadt&lt;/emphasis&gt; : 01002000&lt;/para&gt;&lt;/listitem&gt;
&lt;listitem&gt;&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Lübeck, Hansestadt&lt;/emphasis&gt; : 01003000&lt;/para&gt;&lt;/listitem&gt;
&lt;/itemizedlist&gt;
&lt;/para&gt;</beschreibung>
		<herausgebernameKurz>Destatis</herausgebernameKurz>
		<herausgebernameLang>Statistisches Bundesamt, Wiesbaden</herausgebernameLang>
		<nameKurz>AGS</nameKurz>
		<nameLang>Gemeinden, dargestellt durch den Amtlichen Gemeindeschlüssel (AGS) des Statistischen Bundesamtes</nameLang>
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		<beschreibung>&lt;para&gt;Die Bundesrepublik Deutschland ist ein Zusammenschluss von Bundesländern. Die meisten Bundesländer umfassen mehrere Kreise und Bezirke. Diese Codeliste stellt die Kreise der deutschen Bundesländer nach dem Gemeindeverzeichnis des Statistischen Bundesamtes dar. Dieser Code ist auch Bestandteil des Amtlichen Gemeindeschlüssels (AGS).&lt;/para&gt;

&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Link zur Webseite:&lt;/emphasis&gt; &lt;link xlink:href=&quot;https://www.xrepository.de/details/urn:de:bund:destatis:bevoelkerungsstatistik:schluessel:kreis&quot; xmlns:xlink=&quot;http://www.w3.org/1999/xlink&quot;&gt;https://www.xrepository.de/details/urn:de:bund:destatis:bevoelkerungsstatistik:schluessel:kreis&lt;/link&gt;&lt;/para&gt;

&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Code:&lt;/emphasis&gt; Der zu verwendende Schlüssel ist der Eintrag in der empfohlenen Codespalte &quot;SCHLUESSEL&quot;.&lt;/para&gt;
&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Beispiele:&lt;/emphasis&gt; (Element : Code)
&lt;itemizedlist spacing=&quot;compact&quot; mark=&quot;-&quot;&gt;
&lt;listitem&gt;&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Flensburg, Stadt&lt;/emphasis&gt; : 01001&lt;/para&gt;&lt;/listitem&gt;
&lt;listitem&gt;&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Kiel, Landeshauptstadt&lt;/emphasis&gt; : 01002&lt;/para&gt;&lt;/listitem&gt;
&lt;listitem&gt;&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Lübeck, Hansestadt&lt;/emphasis&gt; : 01003&lt;/para&gt;&lt;/listitem&gt;
&lt;/itemizedlist&gt;
&lt;/para&gt;
</beschreibung>
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		<herausgebernameLang>Statistisches Bundesamt, Wiesbaden</herausgebernameLang>
		<nameKurz>Kreis</nameKurz>
		<nameLang>Die Kreise der deutschen Bundesländer nach dem Gemeindeverzeichnis des Statistischen Bundesamtes</nameLang>
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		<beschreibung>&lt;para&gt;
Diese Codeliste enthält mögliche Ausprägungen der Art einer Prüfung. Sie wurde mit den Stakeholdern von XBildung und seinen Teilmodulen gemäß den Bedarfen für die jeweiligen Anwendungsfälle erstellt und deckt sich in Teilen mit Einträgen der Assessment Types des European Learning Model (ELM).
&lt;/para&gt;
&lt;para&gt;
ELM List Of Assessment Types: &lt;link xlink:href=&quot;https://op.europa.eu/de/web/eu-vocabularies/dataset/-/resource?uri=http://publications.europa.eu/resource/dataset/assessment&quot;&gt;https://op.europa.eu/de/web/eu-vocabularies/dataset/-/resource?uri=http://publications.europa.eu/resource/dataset/assessment&lt;/link&gt;
&lt;/para&gt;</beschreibung>
		<herausgebernameKurz>XBildung.de</herausgebernameKurz>
		<herausgebernameLang>XBildung</herausgebernameLang>
		<nameKurz>Art der Prüfung</nameKurz>
		<nameLang>Art der Prüfung</nameLang>
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		<bezugsort>https://op.europa.eu/web/eu-vocabularies/dataset/-/resource?uri=http://publications.europa.eu/resource/dataset/european-qualification-framework</bezugsort>
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		<beschreibung>&lt;para&gt;Diese Codeliste stellt alle Gemeinden Deutschlands durch den Amtlichen Regionalschlüssel (ARS) dar, wie im Gemeindeverzeichnis des Statistischen Bundesamtes enthalten. Darüber hinaus enthält die Codeliste für die Stadtstaaten Hamburg, Bremen und Berlin Einträge für Stadt-/Ortsteile bzw. Stadtbezirke. Diese Einträge sind mit einem entsprechenden Hinweis versehen.&lt;/para&gt;

&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Link zur Webseite:&lt;/emphasis&gt; &lt;link xlink:href=&quot;https://www.xrepository.de/details/urn:de:bund:destatis:bevoelkerungsstatistik:schluessel:rs&quot; xmlns:xlink=&quot;http://www.w3.org/1999/xlink&quot;&gt;https://www.xrepository.de/details/urn:de:bund:destatis:bevoelkerungsstatistik:schluessel:rs&lt;/link&gt;&lt;/para&gt;

&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Code:&lt;/emphasis&gt; Der zu verwendende Schlüssel ist der Eintrag in der empfohlenen Codespalte &quot;SCHLUESSEL&quot;.&lt;/para&gt;
&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Beispiele:&lt;/emphasis&gt; (Element : Code)
&lt;itemizedlist spacing=&quot;compact&quot; mark=&quot;-&quot;&gt;
&lt;listitem&gt;&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Flensburg, Stadt&lt;/emphasis&gt; : 010010000000&lt;/para&gt;&lt;/listitem&gt;
&lt;listitem&gt;&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Kiel, Landeshauptstadt&lt;/emphasis&gt; : 010020000000&lt;/para&gt;&lt;/listitem&gt;
&lt;listitem&gt;&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Lübeck, Hansestadt&lt;/emphasis&gt; : 010030000000&lt;/para&gt;&lt;/listitem&gt;
&lt;/itemizedlist&gt;
&lt;/para&gt;
</beschreibung>
		<herausgebernameKurz>Destatis</herausgebernameKurz>
		<herausgebernameLang>Statistisches Bundesamt, Wiesbaden</herausgebernameLang>
		<nameKurz>Regionalschüssel</nameKurz>
		<nameLang>Gemeinden, dargestellt durch den Amtlichen Regionalschlüssel (ARS) des Statistischen Bundesamtes</nameLang>
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		<beschreibung>&lt;para&gt;Folgende Beschreibung wurde vom &lt;link xlink:href=&quot;https://op.europa.eu/de/web/eu-vocabularies/dataset/-/resource?uri=http://publications.europa.eu/resource/dataset/european-qualification-framework&quot; xmlns:xlink=&quot;http://www.w3.org/1999/xlink&quot;&gt;Publications Office&lt;/link&gt; der EU übernommen:&lt;/para&gt;
&lt;para&gt;
    The European Qualifications Framework (EQF) is an 8-level, learning outcomes-based framework for all types of qualifications that serves as a translation tool between different national qualifications frameworks. This framework helps improve transparency, comparability and portability of people&#39;s qualifications and makes it possible to compare qualifications from different countries and institutions. The European Qualifications Framework is maintained by DG EMPL and published by the Publications Office of the European Union on the EU Vocabularies website. 
&lt;/para&gt;

&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Link zur Webseite:&lt;/emphasis&gt; &lt;link xlink:href=&quot;https://op.europa.eu/de/web/eu-vocabularies/dataset/-/resource?uri=http://publications.europa.eu/resource/dataset/european-qualification-framework&quot; xmlns:xlink=&quot;http://www.w3.org/1999/xlink&quot;&gt;https://op.europa.eu/​de/web/eu-vocabularies/​dataset/-/resource?uri=​http://publications.europa.eu/​resource/​dataset/​european-qualification-framework&lt;/link&gt;&lt;/para&gt;

&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Code:&lt;/emphasis&gt; Der zu verwendende Schlüssel ist die URI des gewünschten Eintrags, der über den Button &quot;Browse content&quot; gefunden werden kann.&lt;/para&gt;

&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Beispiele:&lt;/emphasis&gt; (Element : Code)
&lt;itemizedlist spacing=&quot;compact&quot; mark=&quot;-&quot;&gt;
&lt;listitem&gt;&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Niveau 2&lt;/emphasis&gt; : http://data.europa.eu/snb/eqf/2&lt;/para&gt;&lt;/listitem&gt;
&lt;listitem&gt;&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Niveau 3&lt;/emphasis&gt; : http://data.europa.eu/snb/eqf/3&lt;/para&gt;&lt;/listitem&gt;
&lt;listitem&gt;&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Niveau 4&lt;/emphasis&gt; : http://data.europa.eu/snb/eqf/4&lt;/para&gt;&lt;/listitem&gt;
&lt;listitem&gt;&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Niveau 5&lt;/emphasis&gt; : http://data.europa.eu/snb/eqf/5&lt;/para&gt;&lt;/listitem&gt;
&lt;/itemizedlist&gt;
&lt;/para&gt;</beschreibung>
		<herausgebernameKurz>PO.EU</herausgebernameKurz>
		<herausgebernameLang>Publications Office of the European Union</herausgebernameLang>
		<nameKurz>EQF</nameKurz>
		<nameLang>European Qualifications Framework</nameLang>
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		<beschreibung>&lt;para&gt;Die Bundesrepublik Deutschland ist ein Zusammenschluss von Bundesländern. Die meisten Bundesländer umfassen mehrere Kreise und Bezirke bzw. Regierungsbezirke. Diese Codeliste stellt alle Bezirke nach dem Gemeindeverzeichnis des Statistischen Bundesamtes dar. Dieser Code ist auch Bestandteil des Amtlichen Gemeindeschlüssels (AGS).&lt;/para&gt;

&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Link zur Webseite:&lt;/emphasis&gt; &lt;link xlink:href=&quot;https://www.xrepository.de/details/urn:de:bund:destatis:bevoelkerungsstatistik:schluessel:bezirk&quot; xmlns:xlink=&quot;http://www.w3.org/1999/xlink&quot;&gt;https://www.xrepository.de/details/urn:de:bund:destatis:bevoelkerungsstatistik:schluessel:bezirk&lt;/link&gt;&lt;/para&gt;

&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Code:&lt;/emphasis&gt; Der zu verwendende Schlüssel ist der Eintrag in der empfohlenen Codespalte &quot;SCHLUESSEL&quot;.&lt;/para&gt;
&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Beispiele:&lt;/emphasis&gt; (Element : Code)
&lt;itemizedlist spacing=&quot;compact&quot; mark=&quot;-&quot;&gt;
&lt;listitem&gt;&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Bezirk Hamburg-Mitte&lt;/emphasis&gt; : 021&lt;/para&gt;&lt;/listitem&gt;
&lt;listitem&gt;&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Statistische Region Hannover&lt;/emphasis&gt; : 032&lt;/para&gt;&lt;/listitem&gt;
&lt;listitem&gt;&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Mittelfranken&lt;/emphasis&gt; : 095&lt;/para&gt;&lt;/listitem&gt;
&lt;/itemizedlist&gt;
&lt;/para&gt;</beschreibung>
		<herausgebernameKurz>Destatis</herausgebernameKurz>
		<herausgebernameLang>Statistisches Bundesamt, Wiesbaden</herausgebernameLang>
		<nameKurz>Bezirk</nameKurz>
		<nameLang>Bezirke bzw. Regierungsbezirke der deutschen Bundesländer nach dem Gemeindeverzeichnis des Statistischen Bundesamtes</nameLang>
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		<bezugsort>https://www.xrepository.de/details/urn:de:dsmeld:schluesseltabelle:gesetzlicher.vertreter</bezugsort>
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		<beschreibung>&lt;para&gt;Die Bundesrepublik Deutschland ist ein Zusammenschluss von Bundesländern. Die meisten Bundesländer umfassen mehrere Kreise und Bezirke. Diese Codeliste stellt die deutschen Bundesländer nach dem Gemeindeverzeichnis des Statistischen Bundesamtes dar. Dieser Code ist auch Bestandteil des Amtlichen Gemeindeschlüssels (AGS).&lt;/para&gt;

&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Link zur Webseite:&lt;/emphasis&gt; &lt;link xlink:href=&quot;https://www.xrepository.de/details/urn:de:bund:destatis:bevoelkerungsstatistik:schluessel:bundesland&quot; xmlns:xlink=&quot;http://www.w3.org/1999/xlink&quot;&gt;https://www.xrepository.de/details/urn:de:bund:destatis:bevoelkerungsstatistik:schluessel:bundesland&lt;/link&gt;&lt;/para&gt;

&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Code:&lt;/emphasis&gt; Der zu verwendende Schlüssel ist der Eintrag in der empfohlenen Codespalte &quot;SCHLUESSEL&quot;.&lt;/para&gt;
&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Beispiele:&lt;/emphasis&gt; (Element : Code)
&lt;itemizedlist spacing=&quot;compact&quot; mark=&quot;-&quot;&gt;
&lt;listitem&gt;&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Schleswig-Holstein&lt;/emphasis&gt; : 01&lt;/para&gt;&lt;/listitem&gt;
&lt;listitem&gt;&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Hamburg&lt;/emphasis&gt; : 02&lt;/para&gt;&lt;/listitem&gt;
&lt;listitem&gt;&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Niedersachsen&lt;/emphasis&gt; : 03&lt;/para&gt;&lt;/listitem&gt;
&lt;/itemizedlist&gt;
&lt;/para&gt;</beschreibung>
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		<nameLang>Die deutschen Bundesländer nach dem Gemeindeverzeichnis des Statistischen Bundesamtes</nameLang>
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		<beschreibung>&lt;para&gt;Tabelle von Staaten und Staatsangehörigkeiten. Enthält alle Einträge der Codeliste Staat (eigenständige, von Deutschland diplomatisch anerkannte derzeitige Staaten) und zusätzlich Einträge für ehemalige Staaten sowie Ersatzwerte.&lt;/para&gt;

&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Link zur Webseite:&lt;/emphasis&gt; &lt;link xlink:href=&quot;https://www.xrepository.de/details/urn:de:bund:destatis:bevoelkerungsstatistik:schluessel:staatsangehoerigkeit&quot; xmlns:xlink=&quot;http://www.w3.org/1999/xlink&quot;&gt;https://www.xrepository.de/details/urn:de:bund:destatis:bevoelkerungsstatistik:schluessel:staatsangehoerigkeit&lt;/link&gt;&lt;/para&gt;</beschreibung>
		<herausgebernameKurz>DESTATIS</herausgebernameKurz>
		<herausgebernameLang>Statistisches Bundesamt, Wiesbaden</herausgebernameLang>
		<nameKurz>Staatsangehörigkeit</nameKurz>
		<nameLang>Codeliste Staatsangehörigkeit aus der Staats- und Gebietssystematik des Statistischen Bundesamtes</nameLang>
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		<beschreibung>&lt;para&gt;Mit dieser Schlüsseltabelle wird die Art der gesetzlichen Vertretung abgebildet. Siehe Blatt 0001 des DSMeld.&lt;/para&gt;

&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Codeliste DSMeld Gesetzlicher Vertreter im XRepository:&lt;/emphasis&gt; &lt;link xlink:href=&quot;https://www.xrepository.de/details/urn:de:dsmeld:schluesseltabelle:gesetzlicher.vertreter&quot;&gt;https://www.xrepository.de/details/​urn​:de​:dsmeld​:schluesseltabelle​:gesetzlicher​.vertreter&lt;/link&gt;&lt;/para&gt;

&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Code:&lt;/emphasis&gt; Der zu verwendende Schlüssel ist der Eintrag in der empfohlenen Codespalte &quot;key&quot;.&lt;/para&gt;
&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Beispiele:&lt;/emphasis&gt; (Element : Code)
&lt;itemizedlist spacing=&quot;compact&quot; mark=&quot;-&quot;&gt;
&lt;listitem&gt;&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Vater, Elternteil&lt;/emphasis&gt; : 1&lt;/para&gt;&lt;/listitem&gt;
&lt;listitem&gt;&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;Mutter, Elternteil&lt;/emphasis&gt; : 2&lt;/para&gt;&lt;/listitem&gt;
&lt;listitem&gt;&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;anderer gesetzlicher Vertreter (natürliche Person)&lt;/emphasis&gt; : 3&lt;/para&gt;&lt;/listitem&gt;
&lt;listitem&gt;&lt;para&gt;&lt;emphasis role=&quot;bold&quot;&gt;anderer gesetzlicher Vertreter (juristische Person)&lt;/emphasis&gt; : 4&lt;/para&gt;&lt;/listitem&gt;
&lt;/itemizedlist&gt;
&lt;/para&gt;</beschreibung>
		<herausgebernameKurz>KoSIT</herausgebernameKurz>
		<herausgebernameLang>Koordindierungsstelle für IT-Standards</herausgebernameLang>
		<nameKurz>Gesetzlicher Vertreter</nameKurz>
		<nameLang>DSMeld Gesetzlicher Vertreter (DSMeld-Blatt 0001)</nameLang>
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