toːɹˈɛlɪtˈaɪp θˈiəɹəm :  lˈɛt dʒˈiː biː ðə nˈætʃɚɹəl mˈɔːɹfɪzəm fɹʌm ˈɛs tə ðə ɡɹæsmˈæniən dʒˈiː tˈuː,fˈaɪv dᵻfˈaɪnd baɪ ðə kˈoʊtændʒənt ʃˈiːf ʌv ˈɛs dʒˈɛnɚɹˌeɪɾᵻd baɪ ɪts fˈaɪvdᵻmˈɛnʃənəl spˈeɪs ʌv ɡlˈoʊbəl sˈɛkʃənz.
Torelli-type Theorem :  Let g' be the natural morphism from S to the grassmannian G(2,5) defined by the cotangent sheaf of S generated by its 5-dimensional space of global sections.