<Dictionary>
  <Entry>
    <ID>966</ID>
    <SortID>200</SortID>
    <Lemma>alewja</Lemma>
    <LemmaType>1</LemmaType>
    <Inflected>false</Inflected>
    <Irregular>false</Irregular>
    <POS>6</POS>
    <Morphology>31</Morphology>
    <MorphologyUncertain>false</MorphologyUncertain>
    <WSPage>7</WSPage>
    <WSPosition>3</WSPosition>
    <WSLetter>a</WSLetter>
    <WSClass>93</WSClass>
    <WSClassImplied>false</WSClassImplied>
    <WSReconstruction>false</WSReconstruction>
    <WSConjecture>false</WSConjecture>
    <WSUnclear>false</WSUnclear>
    <Translation>Öl-</Translation>
    <Comment1>Dilemma: ik kan Gomorph het paradigma laten genereren door Adj.a op te geven, maar dat klopt wellicht niet (alew-j-a!). Met andere woorden: opnieuw die oude vraag naar de eigenlijke status van de Gomorph-klasse (en Gomorph tout-court): zomaar een label of een label dat de taalkundige realiteit (volledig) weerspiegelt.</Comment1>
    <Problematic>true</Problematic>
    <Verified>true</Verified>
    <VerificationTS>2003-09-17T13:58:18+02:00</VerificationTS>
    <ARCHIVE_StatusTS>1998-11-30T06:50:15+01:00</ARCHIVE_StatusTS>
    <ARCHIVE_Morphology>36</ARCHIVE_Morphology>
    <Gomorph.Name>Adjective</Gomorph.Name>
    <Gomorph.Description>Unspecified adjective</Gomorph.Description>
    <LemmaTypes.Name>Normal</LemmaTypes.Name>
    <LemmaTypes.Description>Normal lemma.</LemmaTypes.Description>
    <POSTags.Name>Adjective</POSTags.Name>
    <WSClasses.Name>sw.Adj.</WSClasses.Name>
    <Parameter>
      <ID>614</ID>
      <Type>1</Type>
      <Lemma>966</Lemma>
      <Name>WeakDeclensionOnly</Name>
      <Operator>0</Operator>
      <Value>true</Value>
      <Valuetype>0</Valuetype>
    </Parameter>
    <Parameter>
      <ID>2494</ID>
      <Type>2</Type>
      <Lemma>966</Lemma>
      <Name>Form</Name>
      <Argument>WEAK-NEUT-NOM-SING</Argument>
      <Operator>0</Operator>
      <Value>alewjo</Value>
      <Valuetype>0</Valuetype>
    </Parameter>
    <Parameter>
      <ID>2495</ID>
      <Type>2</Type>
      <Lemma>966</Lemma>
      <Name>Form</Name>
      <Argument>WEAK-NEUT-DAT-SING</Argument>
      <Operator>0</Operator>
      <Value>alewjin</Value>
      <Valuetype>0</Valuetype>
    </Parameter>
  </Entry>
  <UnambiguousToken>
    <Tokens.ID>24913</Tokens.ID>
    <Books.ID>3</Books.ID>
    <Books.Name>Luke</Books.Name>
    <Segments.N1>19</Segments.N1>
    <Segments.N2>29</Segments.N2>
    <Manuscripts.Code>CA</Manuscripts.Code>
    <Tokens.Position>13</Tokens.Position>
    <Tokens.Type>alewjo</Tokens.Type>
  </UnambiguousToken>
  <UnambiguousToken>
    <Tokens.ID>32448</Tokens.ID>
    <Books.ID>4</Books.ID>
    <Books.Name>Mark</Books.Name>
    <Segments.N1>11</Segments.N1>
    <Segments.N2>1</Segments.N2>
    <Manuscripts.Code>CA</Manuscripts.Code>
    <Tokens.Position>12</Tokens.Position>
    <Tokens.Type>alewjin</Tokens.Type>
  </UnambiguousToken>
</Dictionary>