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        "searchTerm": "ὑπεπιμόριος",
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        {
            "lemma": "ὑπεπιμόριος",
            "meanings": 1,
            "language": "grc",
            "descriptions": [
                {
                    "dictionary": "Bailly",
                    "reference": "Bailly 2020 Hugo Chávez Gérard Gréco, André Charbonnet, Mark De Wilde, Bernard Maréchal & contributeurs \/ Licence Creative Commons Attribution - Pas d'Utilisation Commerciale - Pas de Modification — « CC BY-NC-ND 4.0 »",
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                    "description": "<b>ὑπ·επιμόριος, ος, ον<\/b>, <i>c<\/i>. ὑπεπιμερής ARSTT. <i>Metaph. 4, 15, 3 ;<\/i> NICOM. <i>Arithm. 1, 19<\/i>."
                },
                {
                    "dictionary": "LSJ",
                    "reference": "Liddell-Scott-Jones, Greek-English Lexicon (9th ed., 1940)",
                    "source": null,
                    "description": "ον, an arithmetical term, the reciprocal of ἐπιμόριος, represented by the fraction 1\/(1 + 1\/n) or n\/(n + 1), Arist. <i>Metaph.<\/i> 1021a2; — so ὑφημιόλιος is the reciprocal of ἡμιόλιος (⅔ of 3\/2), ὑπεπίτριτος of ἐπίτριτος (¾ of 4\/3), ὑπεπιτέταρτος of ἐπιτέταρτος (⅘ of 5\/4), ὑπεπόγδοος of ἐπόγδοος (8\/9 of 9\/8), etc., Nicom. <i>Ar.<\/i> 1.19, Exc. 2, Theo Sm. p. 75 H., etc. ; and so ὑπεπιμερής is the reciprocal of ἐπιμερής, Nicom. <i>Ar. l.c.<\/i> — These ratios are called ὑπόλογοι, ἐπιμόριος etc. being πρόλογοι."
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                    "dictionary": "Pape",
                    "reference": "Pape, Griechisch-deutsches Handwörterbuch (3. Aufl., 1914)",
                    "source": null,
                    "description": "s. ὑπεπιμερής."
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