Borro, Girolamo, De motu gravium et levium, 1575

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                & momentanea mutatio, & non motus: hæc ad materiam:
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                ad formam negandam est illum eſſe motum, & dandum eſt
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                illam eſſe vnam ex his mutationibus in momento, quæ fieri
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                poſſunt: in quo nullum motum vmquam fieri poſſe, ab Ari­
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                ſtotele demonſtratur.
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                <s id="s.001145">Totum elementum a propria illius forma per ſe
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                primo mouetur, & eſt nona propoſitio.
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                <s id="s.001146">Cap. XXXV.</s>
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                <s id="s.001147">TOTVM
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                elementum ab eiuſdem elementi propria for
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                manon modo per ſe, sed & quod mirabilius eſſe vide­
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                tur, per ſe & primo moueri probatur, argumento du
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                cto ex prima demonſtratione Ariſtotelis libro ſeptimo Phy­
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                ſicorum & in octauo non modo repetita, vt complures ſom­
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                niarunt, sed & quod perpauci nouerunt, artificiosè amplifi­
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                cata particula duodetrigeſima: hæc quoniam ferè omnium eſt
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                demonſtrationum, quas Aristoteles vmquam ſcripſerit, ad
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                intelligendum difficillima, eidem ordinis lumen adhibere opus
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                est, vt quam maximè ſint perſpicua, & aperta, quæ ab Ari
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                ſtotele inuoluta legentibus proponuntur. </s>
                <s id="s.001148">Nonnulla ergo de mo
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                re prius adnotabuntur. </s>
                <s id="s.001149">Ariſtotelis deinceps demonſtratio in
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                propriam formam redacta lectoribus plena offeretur. </s>
                <s id="s.001150">Tertio
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                nostra ſententia ex Ariſtotelis demonstratione confirmabi­
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                tur, qua Peripatetica methodo fiet, vt rerum abditarum in­
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                telligentia iuuetur.
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                Primo ergo ſciendum est, omnem motum habere
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                ,
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                ibi locorum ab Aristotele non demonstrari, vt nonnulli fal­
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                sò ſunt rati, id quod quam optimè animaduertiſſe viſus eſt ocu
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                latissimus Auerroes libro ſecundo Phyſicorum commenta-
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                </s>
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