Clavius, Christoph
,
Geometria practica
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PRACTICÆ
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LIBER SECVNDVS.</
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micum Dimenſionem explicans.</
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<
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">NOMINE linearum rectarum intelligim{us} diſtanti{as} loc@-
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rum, ſeu interualla, longitudineſue: </
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<
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xml:space
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">altitudines turrium,
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ædificio
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rum, arborum, & </
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<
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<
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xml:space
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">ac poſtremo profun-
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ditates puteorum, vallium, atque foſſarum. </
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<
s
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xml:space
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">Ad harum Di-
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menſiones varii varia adhibent inſtrumenta; </
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<
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">quibuſdam
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enim placet ſcala altimetra in dorſo Aſtrolabii, ſeu plani-
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ſphærii deſcripta. </
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<
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xml:space
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">Aliis radi{us} Aſtronomic{us} Gemmæ Friſii, vel radi{us} dict{us}
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/>
Latin{us}, qu@d à Domino Latino Vrſino nobili Romano excogitat{us} ſit; </
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<
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xml:space
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">vel
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bacul{us} Iacob: </
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<
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">Aliis annul{us} Aſtronomic{us}, vel Holometrum; </
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<
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">Aliis deniq{ue}
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alia inſtrumenta arrident. </
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">Mihi vero præ cæteris probatur Quadrans Aſtro-
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nomic{us} in 90. </
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<
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xml:space
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">grad{us} diſtribut{us}: </
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<
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xml:space
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">& </
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>
<
s
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">Quadratum Geometricum tum ſtabile,
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tum pendulum, cui{us} duo latera in cert{as} quaſdam partes æquales ſint diuiſa.
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</
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<
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">lib. </
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">qua ratione per Quadrantem Aſtronomicum Dimenſio
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linearum rectarum perficiatur, docebim{us}. </
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<
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">Quæ ratio vt intelligatur, in
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promptu, & </
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<
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">ad manum eſſe debent tabulæ ſinuum, Tangentium, atque ſecan-
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tium in noſtro Theodoſio, & </
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<
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">in aliorum auctorum libris deſcripræ, vnde peten-
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dæ erunt. </
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">Superuacaneum enim eſſe duxim{us}, eaſdem hic repetere, ne op{us} in
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maiorem formam excreſcat.</
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<
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">DISTANTIAM in plano, ſiue acceſſibilis ea ſit, ſiue inacceſſibilis
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per duas ſtationes in eodem plano factas per Quadrantem metiri,
<
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/>
quando in eius extremo erecta eſt altitudo aliqua perpendicularis,
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etiamſi infimum eius extremum non cernatur. </
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<
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nem quoque ipſam elicere.</
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