. Guilielmi Gilberti Colcestrensis, medici londinensis, De magnete : magneticisque corporibus, et de magno magnete tellure; physiologia noua, plurimis & argumentis, & experimentis demonstrata . GVILIEL. GILBERTIdiuidaturpoftcain contrario puncto5&in rectum extendatur, an>bo ctiam nnes erunt ciufdem verticitatis, non aliter atcjue ftilus iamedio tactus, autannulus in commiffuri non cohajrens. q AP; VI. Contrarius qui videtur motus magneticorumcft iufta ad vnitatem confluentia. N magneticis femper natura tendit ad vnitatem,non confluxumfoliim &accumulationem,fed con-uenientiam; id vt conuerte
. Guilielmi Gilberti Colcestrensis, medici londinensis, De magnete : magneticisque corporibus, et de magno magnete tellure; physiologia noua, plurimis & argumentis, & experimentis demonstrata . GVILIEL. GILBERTIdiuidaturpoftcain contrario puncto5&in rectum extendatur, an>bo ctiam nnes erunt ciufdem verticitatis, non aliter atcjue ftilus iamedio tactus, autannulus in commiffuri non cohajrens. q AP; VI. Contrarius qui videtur motus magneticorumcft iufta ad vnitatem confluentia. N magneticis femper natura tendit ad vnitatem,non confluxumfoliim &accumulationem,fed con-uenientiam; id vt conuertendi & difponendi vir-tusnon difturbaretur;veluti in exemplo fequentivarieoftenditur. Sit magneticum integrum CD,. C tenditin Boreamtelluris B, &D inmcridiem A -> diuidehunc inmcdio &asquatore, & erit E tendens in A, &F tendens ip B. Sicutenim in integro, ita in diuifo natura pctit hxc corpora vniri, E Jfinisconuenienter & defiderate cu F rurfus coit,& coh£rent,E vero noniungitur vncj cum D,nec F cum C; tunc enim oportebat C conuerticontra naturam in A auftrum, aut D in B boream, q> eft alienum &incongruens. Separato lapidem inloco fe&o & conuerte D ad C,& optime conueniunt & combinantur. Nam D tenditinauftrumvtprius,&Cinaquilonem$ E&F connata? partes inminera, iamfiint diffitasmaxime j non enim confluunt propter affinitatcm mate-rialem, fed a form&motum & inclinationem fufcipiunt. Ita terminijfiue coniundi fiue diuili eodem modo tendunt magnetice ad tellu-rispolos in prima integra figura & diuifa, perinde vt in fecunda fi-gura,perfectumq;eftmagneticum F E in fecund^flgurS, in vnumicorpusconfluxum,atqueCDprimitusinfuaven3genitu
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