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# Title: [Continens Declarationem Dialecticae P. Rami facilem, & expeditam adhibitis una praeceptis & regulis D. Philippi Melanchthonis] Continens Declaratio-||nem Dialecticæ P. Rami facilem, & ex-||peditam adhibitis vnà præceptis & regu-||lis D. Philippi Melanchthonis|| (shelfmarks Leibn. Marg. 141, Stück 3; Leibn. Marg. 141)
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XOS PRAOEDTA ET DECLARAT
ita ex amphora. Pe. Miram est cur non pro-
portionum doctrinam ex arichmeticis repetiuerit.
salcem secundum vulcata reculam aureaM. POL.
Facileid potuisset. Nam li quatuor numeri
velres luncproportionales: qua ratio est
secunda ad rerciam: Ca eAprimae ad quar-
cam. Peaque Rquarca lacees porestinveniri
ex habicudine secunda Xcerria: veluri in
numeris, primus es quartus quem numeru edunt
multiplicatione, eum terrius es secundus. Itaque
si quareus latet, porest ex mulriplicarione secun-
di escertii inveniri, ita ve productum diuida-
tur perprimum. Nam diuisio reducit mulciplica-
rionis productum ad numerum priorem. Sed haec
mitto. PI. Accommodat arichmericam propor-
rionem etiam ad res, ee personas, ut sicut Naucle-
rus se habet ad nauim in tempestate, ita episcopus
adecclesiam in periculo, esc. POL. Hac est ra-
eio logica dispunctae similieudinis, de qua supra-
PE. Cum dicitur: Vsses est Truo, quia talis est
qualis Trus: Estne argumerum ex similibus E P OL.
Explicatur simili: sed tamen valor ex adiunctis est.
si quis est. Ipse autem intelliois nihil inde argui. PF
contradictorium concludirur eodem. Si enim simi-
lisnonidem. Similis VGBI V lysses non est. Per le
rero similicudines apeae non Cunc ad argu-
endum dispositione syllogistica. PH. IFa-
que ratio limilis comparari, cacum porest
prosllosilmiloco adhiberi, instar princi
piirade indicium contirmatur rel dirigi
TUES
Recula an
rea propor
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6. 9. (28
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