Stevin, Simon
,
Mathematicorum hypomnematum... : T. 4: De Statica : cum appendice et additamentis
,
1605
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*DE* C*HALINOTHLIPSI.*
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<
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">INTERPRETAMENTVM.</
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<
s
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">curvamine inflexos fabricant. </
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<
s
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">rectorum de-
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formationem ſupra expreſſimus. </
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<
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">inflexorum hîc ob
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oculos ponimus; </
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<
s
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xml:space
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">ſic enim deformantur ut ab X verſus
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237
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527.01.185-01
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xlink:href
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http://echo.mpiwg-berlin.mpg.de/zogilib?fn=/permanent/library/xxxxxxxx/figures/527.01.185-01
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Y curvamine aſſurgant, deinde ab Y in Z, & </
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ſinuamine inflectantur, unde inverſuræ illis nomen à
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nobis inditum.</
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">SEQVENTES DEFINITIO-
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NES NOVÆ, ET THEORIÆ QVASI
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PROPRIÆ SVNT.</
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">Mediumid punctum R, quo frenato
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equo adductis habenis, annellus D tan-
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git axiculum anſatum C, annelli conta-
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ctus dicatur.</
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<
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">14 DEFINITIO.</
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<
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">Medium punctum S, quo frenato
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equo adductis habenis ſigma ocellum,
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& </
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<
s
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">T medium punctum uncini ſuum
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ocellum contingit, ocellicontactus di-
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catur.</
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</
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<
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">15 DEFINITIO.</
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<
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<
s
xml:id
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xml:space
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">H axiculum olivæ medio infixum cir-
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ca quem lupus verſatur, lupi axiculum
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dicimus.</
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<
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">16 DEFINITIO.</
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<
s
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">Angulum R H S, ab contactu annelli R ad lupiaxicu-
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lum H & </
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>
<
s
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xml:space
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">inde ad ocelli contactum S eductis lineis inter-
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ceptum, angulum ſub eductis contingentibus dicemus.</
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">Frenum {προ}πιραςικὸν eſt omnibus equis explorandis
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oportunum quale nam frenum illorum tenaciæ infre-
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nandæ commodum ſit, utinde certa ratione frenum ido-
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neum confieri poſsit.</
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<
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">qualitates infra oportuniore loco dicemus.</
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