. Guilielmi Gilberti Colcestrensis, medici londinensis, De magnete : magneticisque corporibus, et de magno magnete tellure; physiologia noua, plurimis & argumentis, & experimentis demonstrata . un-turin contrarium: contrariaeenim partes contrarias alliciunt. Neq;tamen vcra haec eft contrarietas, fed concordantia fiimma 3 & cor-porum ma^neticorum in rerum naturS, vera & genuina conforma-tio,j(i modo diuifg & feparataefucrint: oportet enim lic diuifas par-tes aliqua diftantia attolli ab integro, vt pofted patebit. Magne-tica quasrunt vnitatem formalem,non itamolem obferuant fuam,Quare F E pars n
. Guilielmi Gilberti Colcestrensis, medici londinensis, De magnete : magneticisque corporibus, et de magno magnete tellure; physiologia noua, plurimis & argumentis, & experimentis demonstrata . un-turin contrarium: contrariaeenim partes contrarias alliciunt. Neq;tamen vcra haec eft contrarietas, fed concordantia fiimma 3 & cor-porum ma^neticorum in rerum naturS, vera & genuina conforma-tio,j(i modo diuifg & feparataefucrint: oportet enim lic diuifas par-tes aliqua diftantia attolli ab integro, vt pofted patebit. Magne-tica quasrunt vnitatem formalem,non itamolem obferuant fuam,Quare F E pars non attrahitur in fuam foueam antiquam; fed vtprimum vagafuerit & diftans, allicitur £ contrario polo. At fiparti-cula F E,rurfus rcpofitafueritinfoueS fua,autpropeadmotafinemedijs interpofitis, combinationem acquirit priftinam, & totiuspars rurfiis vnita, cum toto confpirar, &libenter in priftina pofituone coharrct; atque E verfus A, & F vcrfus B manent, & in matrisgremio conftanteV acquiefcunt. Eadem eft ratio cum lapis in x-qualcspcrpolosdiuiditurpartes. Sphsericus lapis diuiditurindu-as asqualcs partes per axem AB;fiue igitur A B fuperficics in altcrS. parte fupina fucrit (vt in priorc diagrammatc) fiuc in ambabus pro-na (vtin pofteriorc) A finis tendit verfus B. Sedintelligendum cti-am cft,quod non ccrto afpeclu femper ad pun&um B fertur A, quiaverticitasproccffitcxdiuifioncinaliapun&a,vclutiinFG; vtap-parct in capitc decimoquarto huius libri. EtLM iam funt in vtro-quc axes; nec amplius eft AB axis:Nam magnetica corporavtprimum diuiduntur, fingulafiunt magnetica & intcgrajverticet quc DE MAGNETE, LIB. III. quehabent pro molis ratione, nbuis polis ex diuifione vtrinque af-furgentibus. Axistamen &polifemperfequuntur meridianiduc-tum; quia vis iila extenditur per meridianoslapidis ab arquinoftialiin polos, inftituto perenni, virtute ingenid materise conuenienti exlonga St diuturnSpofitione &pfofpecl:u corporisidonei verfuspo-los telluris; a cuiusviribus permultafa^cula contin
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