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@prefix dc: <http://purl.org/dc/terms/> .
@prefix xsd: <http://www.w3.org/2001/XMLSchema#> .

sub:Head {
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    np:hasProvenance sub:provenance;
    np:hasPublicationInfo sub:pubinfo .
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sub:assertion {
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    dc:description "The integrant molecules reduce to three forms, the simplest of their kinds: the tetrahedron, the triangular prism and the parallelepiped, with four, five and six faces.";
    dc:type "mechanism";
    <http://www.w3.org/2000/01/rdf-schema#comment> "Formalization: several. As a classification of cleavage solids partly descriptive; as a theory of the building unit refuted (every lattice has a parallelepiped primitive cell).";
    <http://www.w3.org/2000/01/rdf-schema#label> "There are three kinds of integrant molecule: tetrahedron, triangular prism, parallelepiped";
    <https://w3id.org/delphi/ontology/context> "Haüy RJ, “Traité de minéralogie, tome premier”, Conseil des Mines, Paris (Chez Louis) (1801); Formes primitives, p. 51. Scope: The building unit of crystals." .
}

sub:provenance {
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    dc:bibliographicCitation "Haüy RJ. Traité de minéralogie, tome premier. Conseil des Mines, Paris (Chez Louis) (1801)";
    dc:creator "René Just Haüy";
    dc:date "1801"^^xsd:gYear;
    dc:description "Volume 1 holds the general theory of crystal structure: integrant molecules, the primitive form, and the laws of decrement first published in the 1784 Essai. The 1784 Essai (archive.org bub_gb_HbJDAAAAcAAJ) was fetched but its eighteenth-century OCR (long s) is too corrupt to quote; see SEARCHES.md. French.";
    dc:rights "Public domain (1801).";
    dc:title "Traité de minéralogie, tome premier";
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    <http://www.w3.org/2000/01/rdf-schema#label> "Reading copy of Traité de minéralogie, tome premier";
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    prov:hadPrimarySource <https://archive.org/details/traitdeminra01ha>;
    prov:wasQuotedFrom <https://archive.org/details/traitdeminra01ha>;
    <https://schema.org/text> "le tétraèdre ou la plus simple des pyramides; le pvisme triangulaire ou le plus simple de tous les prismes, et le parallèlipipède ou le plus simple des solides qui aient leurs faces parallèles deux à deux" .
  
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sub:pubinfo {
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