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<p style="color:#FEFEFE">We developed an abstraction of our E/R model, obtaining a theoretical model expressed in natural language that enriched the set of entities and connections of our ten items. The questions <i>Who?, When?, Where?, What?</i> helped us to complete the design of the domain. <br>Thus, through a generalization of the connectors and the classes of entities, we associated for example the Song to who performed and composed it, the Artworks to their display date and location, the Written documents to their type of text, their editor and languages. A visual graph enhances this network of connections. </p>
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</diagram></mxfile>"}"></div>
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