Apian, Petrus
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Cosmographia
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REGIONVM ET LOCO.
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tum enim filum inter gradus altitudinẽ Solis oſtendet. </
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">Noctu per
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viſum neceſſe erit facere, quum ſtellæ vmbras non proijciunt. </
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">Si
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quis igitur decimo die Martij aut decimatertia Septẽbris altitudi-
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nem Solis in meridie obſeruatã ex nonagenis gradibus ſubduxe-
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rit, inueniet latitudinẽ regionis. </
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<
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">At quoniã hanc ſuperius ad omnẽ
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nõ ſolùm diem, verùm etiam horam inuenire docuerimus, inpræ-
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ſentiarum hanc viam conſultò prætermittimus. </
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">Mobiles autẽ pin
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nulæ ante omnia promoueantur ad æquatorem medium, id quod
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in ſequentibus perpetuum eſt.</
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53
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130-01
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<
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">¶ A ltitudinum dimenſio per vmbras. Cap. XIII.</
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">IN interiori annulo circa alterum polorũ. </
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inſcripſimus partes inæquales, quæ dimenſionibus in-
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ſeruient. </
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<
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">Lucente igitur Sole, ſi per vmbras placet di-
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metiri altitudines rerum, Complicatũ annulum ex ma
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nu ſuſpendito per filum quod per partes ſcalæ (ſic enim vocamus
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eas) ſurſum deorſumve moueri poſſit, & </
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">latere annuli obiecto
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Soli, eleua eum annulum eouſque quò vmbra pinnulæ ſuperiori
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proijciatur in pinnulam inferiorem, & </
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">ſimnl nota diligẽter in quã
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partem tum incidat filum quod annulum detinet. </
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">Si enim in. </
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<
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">parte id fuerit, tum vmbræ omnium rerũ æquales ſunt ſuis rebus. </
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Quare ſi cuipiam nota fuerit altera, facilè in notitiam alterius deue
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niet, quando quidem æquales ſunt. </
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">At ſi filum depręhenſum fuerit
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inter partes propiores pinnulæ, quæ vmbræ rectæ dicuntur, tum
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ſemper res quæuis erecta ſuperat vmbram ſuam, atq; </
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