| <s>Sed cum error quadringente­<lb/>&longs;imæ partis digiti, tam in fabrica in&longs;trumentorum quam in ap­<lb/>plicatione eorum ad ob&longs;ervationes capiendas, &longs;it in&longs;en&longs;ibilis, & <lb/> in Sectore decempedali quo <emph type="italics"/>Galli<emph.end type="italics"/>ob&longs;ervarunt Latitudines loco­<lb/>rum re&longs;pondeat minutis quatuor &longs;ecundis, & in &longs;ingulis ob&longs;erva­<lb/>tionibus incidere po&longs;&longs;it tam ad centrum Sectoris quam ad ejus <lb/> circumferentiam, & errores in minoribus ar­<lb/>cubus &longs;int majoris momenti:<arrow.to.target n="note385"></arrow.to.target> ideo <emph type="italics"/>Ca&longs;&longs;inus<emph.end type="italics"/><lb/>ju&longs;&longs;u Regio men&longs;uram Terræ per majora loco­<lb/>rum intervalla aggre&longs;&longs;us e&longs;t, & &longs;ubinde per <lb/> di&longs;tantiam inter Ob&longs;ervatorium Regium <emph type="italics"/>Pari&longs;ien&longs;e<emph.end type="italics"/>& villam <emph type="italics"/>Coli­<lb/>oure<emph.end type="italics"/>in <emph type="italics"/>Rou&longs;&longs;illon<emph.end type="italics"/>& Latitudinum differentiam 6<emph type="sup"/>gr.<emph.end type="sup"/> 18′, &longs;uppo­<lb/>nendo quod figura Terræ &longs;it Sphærica, invenit gradum unum e&longs;&longs;e <lb/> hexapedarum 57292, prope ut <emph type="italics"/>Norwoodus<emph.end type="italics"/>no&longs;ter antea invenerat. <lb/> Hic enim circa annum 1635, men&longs;urando di&longs;tantiam pedum Lon­<lb/>dinen&longs;ium 905751 inter <emph type="italics"/>Londinum<emph.end type="italics"/>& <emph type="italics"/>Eboracum,<emph.end type="italics"/>& ob&longs;ervando <lb/> differentiam Latitudinum 2<emph type="sup"/>gr.<emph.end type="sup"/> 28′, collegit men&longs;uram gradus unius <lb/> e&longs;&longs;e pedum Londinen&longs;ium 367196, id e&longs;t, hexapedarum Pari&longs;ien­<lb/>&longs;ium 57300. Ob magnitudinem intervalli a <emph type="italics"/>Ca&longs;&longs;ino<emph.end type="italics"/>mon&longs;urati, pro <lb/> men&longs;ura gradus unius in medio intervalli illius, id e&longs;t, inter La­<lb/>titudines 45<emph type="sup"/>gr.<emph.end type="sup"/> & 46<emph type="sup"/>gr.<emph.end type="sup"/> u&longs;urpabo hexapedas 57292. Unde, &longs;i <lb/> Terra &longs;it Sphærica, &longs;emidiameter ejus erit pedum Pari&longs;ien&longs;ium <lb/> 19695539. <lb/> <pb xlink:href="039/01/407.jpg" pagenum="379"/><lb/></s></p> | <s>Sed cum error quadringente­<lb/>&longs;imæ partis digiti, tam in fabrica in&longs;trumentorum quam in ap­<lb/>plicatione eorum ad ob&longs;ervationes capiendas, &longs;it in&longs;en&longs;ibilis, & <lb/> in Sectore decempedali quo <emph type="italics"/>Galli<emph.end type="italics"/>ob&longs;ervarunt Latitudines loco­<lb/>rum re&longs;pondeat minutis quatuor &longs;ecundis, & in &longs;ingulis ob&longs;erva­<lb/>tionibus incidere po&longs;&longs;it tam ad centrum Sectoris quam ad ejus <lb/> circumferentiam, & errores in minoribus ar­<lb/>cubus &longs;int majoris momenti:<arrow.to.target n="note385"></arrow.to.target> ideo <emph type="italics"/>Ca&longs;&longs;inus<emph.end type="italics"/><lb/>ju&longs;&longs;u Regio men&longs;uram Terræ per majora loco­<lb/>rum intervalla aggre&longs;&longs;us e&longs;t, & &longs;ubinde per <lb/> di&longs;tantiam inter Ob&longs;ervatorium Regium <emph type="italics"/>Pari&longs;ien&longs;e<emph.end type="italics"/>& villam <emph type="italics"/>Coli­<lb/>oure<emph.end type="italics"/>in <emph type="italics"/>Rou&longs;&longs;illon<emph.end type="italics"/>& Latitudinum differentiam 6<emph type="sup"/>gr.<emph.end type="sup"/> 18′, &longs;uppo­<lb/>nendo quod figura Terræ &longs;it Sphærica, invenit gradum unum e&longs;&longs;e <lb/> hexapedarum 57292, prope ut <emph type="italics"/>Norwoodus<emph.end type="italics"/>no&longs;ter antea invenerat. <lb/> Hic enim circa annum 1635, men&longs;urando di&longs;tantiam pedum Lon­<lb/>dinen&longs;ium 905751 inter <emph type="italics"/>Londinum<emph.end type="italics"/>& <emph type="italics"/>Eboracum,<emph.end type="italics"/>& ob&longs;ervando <lb/> differentiam Latitudinum 2<emph type="sup"/>gr.<emph.end type="sup"/> 28′, collegit men&longs;uram gradus unius <lb/> e&longs;&longs;e pedum Londinen&longs;ium 367196, id e&longs;t, hexapedarum Pari&longs;ien­<lb/>&longs;ium 57300. Ob magnitudinem intervalli a <emph type="italics"/>Ca&longs;&longs;ino<emph.end type="italics"/>mon&longs;urati, pro <lb/> men&longs;ura gradus unius in medio intervalli illius, id e&longs;t, inter La­<lb/>titudines 45<emph type="sup"/>gr.<emph.end type="sup"/> & 46<emph type="sup"/>gr.<emph.end type="sup"/> u&longs;urpabo hexapedas 57292. Unde, &longs;i <lb/> Terra &longs;it Sphærica, &longs;emidiameter ejus erit pedum Pari&longs;ien&longs;ium <lb/> 19695539. <lb/> <pb xlink:href="039/01/407.jpg" pagenum="379"/><lb/></s></p> |
| <s>Penduli in Latitudine <emph type="italics"/>Lutetiæ Pari&longs;iorum<emph.end type="italics"/>ad minuta &longs;ecunda <lb/> <arrow.to.target n="note386"></arrow.to.target>o&longs;cillantis longitudo e&longs;t pedum trium Pari&longs;ien&longs;ium & linearum 8 5/9. <lb/> Et longitudo quod grave tempore minuti unius &longs;ecundi cadendo <lb/> de&longs;cribit, e&longs;t ad dimidiam longitudinem penduli hujus, in duplicata <lb/> ratione circumferentiæ circuli ad diametrum ejus (ut indicavit <lb/> <emph type="italics"/>Hugenius<emph.end type="italics"/>) ideoque e&longs;t pedum Pari&longs;ien&longs;ium 15, dig. 1, lin. (2 1/189), &longs;eu <lb/> linearum (2174 1/18). <lb/> </s></p> | <s>Penduli in Latitudine <emph type="italics"/>Lutetiæ Pari&longs;iorum<emph.end type="italics"/>ad minuta &longs;ecunda <lb/> <arrow.to.target n="note386"></arrow.to.target>o&longs;cillantis longitudo e&longs;t pedum trium Pari&longs;ien&longs;ium & linearum 8 5/9. <lb/> Et longitudo quod grave tempore minuti unius &longs;ecundi cadendo <lb/> de&longs;cribit, e&longs;t ad dimidiam longitudinem penduli hujus, in duplicata <lb/> ratione circumferentiæ circuli ad diametrum ejus (ut indicavit <lb/> <emph type="italics"/>Hugenius<emph.end type="italics"/>) ideoque e&longs;t pedum Pari&longs;ien&longs;ium 15, dig. 1, lin. (2 1/189), &longs;eu <lb/> linearum (2174 1/18). <lb/> </s></p> |