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3 2 1. 1 onfulto relin imius)idperꝭnei

ceſſatui ch Manifeſtum ꝗnoc; ex his tudit/ regularem omineni ſblidum anguſun autinius in tribus aut trium in vno Poteltate procheãtiãc gignt. Cec propoſitio/inmyſterio poſita eſt. docetqʒ quo pato mens noſtrqexquinq;texi rium angulorũ ſolicorumpeciebus:addinoſcendãfummiprincipiivnitrinitatẽ eeuegn ¶Omnis enim ſolidus angulus:gignitur eleuatione rectilineorũ angulorũ ſupertuabꝛ⸗

les:et mutuo eorumdẽ in vnũ mucrorẽ coitu. Atqui rectilineorũ angulorũ tuneſuntſ e cies:acutorũrectorum/ obtuſorum. Ex omnibus dutẽ acutis:tantumn vnustsgulaſq⸗ ylopleuricum vocamsꝰ)ſolidum angulũ gignũt· t ex cundis priter ↄtuſis tantieg⸗ laris vnꝰ/qui eſt penthã goni angulus:ſolido angulo proæreandoadaptatur. Tatiign ex tribus planis angulis: Acutoyſopleurico/ Rechotetragonicoet Pthagonic

lidus angulus conſurgit· Jed et tantũ tres ſuperficies:cunctoxũ ſolidorũ et angulꝙun

et anguſariũ cõrporũſunt paſes.yſopleurica/ Quadratã et Pentlagonicaique velitpot⸗ tie et fubſternicuia quedã:tribus redtiineis angulis t propriis actiustin ſoligorũ proge⸗ atione corporũ ſubtenduntur. Ex trinis igitur actibus: triniſqʒ potentiis: n angulorũ ꝗnariꝰcõſurgit atqʒ coaleſcit. Trini adtꝰ ſunttrini ãguli. ſopleuricꝰ Tetrazon⸗ cↄ Pẽthagonich. Trine veroò potẽtie ſũttres ſupficies: ſopleurica Quadratꝭ pẽchag Coeũtes eni rectilinei ãguli dũtaxat ſuper tres huiuſinodiſupficiesiſolidos ãgulos guůt ¶Nam neq;ʒ hexagonꝰineq; hexagoni anguls neqʒpoſterior vlla figura autpoſeriran gulus:ſolidis cõpetuntangulis. Hanc itaq; et actuũ etpotẽtiarumtrimtatemyt vnitatem/ inſolidorũ angulorũ prouentu reducere Hatagimus?digentes omnem oln angulum:aut vnius in tribus/ aut triũ in vnopoteſtate procreari/ac gigui. CNam ſ⸗ petius docuimus prims/ precipuuſue planus angulus queſtyfopleuri adus eſtirighe tens id eſt vns/ potẽs in tribus. Eſt enĩ porẽs etin ꝓpria potẽtia ideſt in yſopleurojeipa in aliorũ actuũ/ſiue angulorũ potẽtiis:ſcilicet in quadrato et ĩpẽthagono. In ꝓyn qihe potẽtia/ vt in yſopleuro: gignit trigone pyramidis angulũ Inquadtatò gignitãgulũten cedri.In Fene gono angulũ ycocedri. Gignuntur igitur ſolidi angulitres nis inn bus potentia · què eſt yſopieuriei anguli in tribus baſibus inſiſtentia. Rurſum ſigme ris angulis:tetra gonco et penthagoniqoyſopleuricũ reſumpſeris:hi tres acꝰ mioog

modo in vna tantum potentia ac baſi reperiuntur fecundi:treſq; profe runt ſolidotum zi⸗

gulorum ſpecies. Nam yſopleuricus(vt diimus)angulus in yſopleuto:ttiganzmphn* dem profert.In eodẽ vero yſopleuro tetragonicusrectuſue angubꝰ cubi angulumezdt in quo et penthagonicus · angulũ dodecedri complet. Tres enim tecti anguſiſu eteſi

Vni us in tri bus po te ſas. yſopleurilater faliicuhin

pleuri latera cingetes ¶o⸗ edri anguli confciunt N hec oia preſens fgurine ſrat in qua quin

an gulorẽſpeciesunohn

Ang. Odocedti. Fcocedri: recianguiſertuc

X ſiperius at ab ſñiſftõc̃ ir dettheynturinttius indttn Nſtem. qua actusyſopleuriei anguli:trinas potẽtias/ achlt Reliquũ vero latusaſniſtro indeorlum prominẽsttrũãit

Friottuptopleuticirecteeperanuc1nhnirepeeet hinen ernicuio copulã fecũditatẽq; declarat. iguetigiture tnz

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ldũ angulũ:cõ̃einniter ex vni actus cüttibꝰpotentisaunnqi⸗

eadᷓ potentia congreſſione et copula/procteãti Llian votentis fe⸗

cti:tres actus inpotentis tribꝰaut tantũ vnꝰ act⸗ oteit: tre

cundi funt.ſed vnus in tribus ertres in vna vnus actus/ gigul

actus vnum ſunt. Actus vnus/ tribus potẽtiis congtelus niat fh

Acdtus trini/ eidem potentie congredientes:tria identidẽ. s angulis ijs tamen prolata:funttantum quinqʒ. Nam trigone pyrãn

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