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    <LexicalEntry id="oewn-Einstein&apos;s_general_theory_of_relativity-n">
      <Lemma writtenForm="Einstein&apos;s general theory of relativity" partOfSpeech="n"/>
      <Sense id="oewn-Einstein&apos;s_general_theory_of_relativity-n-06116427-n" synset="oewn-06116427-n" dc:identifier="einstein&apos;s_general_theory_of_relativity%1:09:00::"/>
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    <LexicalEntry id="oewn-general_relativity-n">
      <Lemma writtenForm="general relativity" partOfSpeech="n"/>
      <Sense id="oewn-general_relativity-n-06116427-n" synset="oewn-06116427-n" dc:identifier="general_relativity%1:09:00::"/>
    </LexicalEntry>
    <LexicalEntry id="oewn-general_relativity_theory-n">
      <Lemma writtenForm="general relativity theory" partOfSpeech="n"/>
      <Sense id="oewn-general_relativity_theory-n-06116427-n" synset="oewn-06116427-n" dc:identifier="general_relativity_theory%1:09:00::"/>
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    <LexicalEntry id="oewn-general_theory_of_relativity-n">
      <Lemma writtenForm="general theory of relativity" partOfSpeech="n"/>
      <Sense id="oewn-general_theory_of_relativity-n-06116427-n" synset="oewn-06116427-n" dc:identifier="general_theory_of_relativity%1:09:00::"/>
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    <Synset id="oewn-06116427-n" ili="i68716" partOfSpeech="n" members="oewn-general_relativity-n oewn-general_theory_of_relativity-n oewn-general_relativity_theory-n oewn-Einstein&apos;s_general_theory_of_relativity-n" lexfile="noun.cognition">
      <Definition language="en">a generalization of special relativity to include gravity (based on the principle of equivalence)</Definition>
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