Baliani, Giovanni Battista
,
De motv natvrali gravivm solidorvm et liqvidorvm
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sive inclinato, fertur sine ope gravitatis,
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aequali tempore, per duplum spatii praece
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dentis.</
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id
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">Dato gravi A naturaliter la
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to ab A ad B tempore ab,
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cuius aequale sit tempus bc, &
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spatium BC, sit duplum spati AB.
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sine ope gravitatis per spatium
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aequale ipsi BC.</
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BD aequalis, & DE dupla lineae AB, & pro
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inde aequalis ipsi BC.</
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<
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">Quoniam ope gravitatis A tempore ab fertur
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in B per constructionem, tempore bc eadem
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ope prodibit in D per spatium BD aequale A
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B
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, at prodit in E
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, ergo fertur per DE du
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plum ipsius AB sine ope gravitatis, cui cum
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sit aequalis BC per constructionem, constat,
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quod sine ope gravitatis tempore bc fertur per
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spatium aequale BC, quod etc.</
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Per axioma primum.</
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Per 3. primi huius.</
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in quatuor partes aequales, grave perficeret </
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