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# Title: Qua Continentur, Oratio Inauguralis. Mathesis Universalis; sive, Arithmeticum opus Integrum, tum Numerosam Arithmeticam tum Speciosam complectens. Adversus Meibomii, de Proportionibus Dialogum, Tractatus Elencticus (shelfmarks Leibn. Marg. 84:1, Stück 1; Leibn. Marg. 84:1)
# Folio 11, page id 826603459:0507
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De Proporiionibus Dialoeum.
ctum tuisse. Sed & sc lexicur lxpius in demonstrationis curri-
culo, P. 44. 1. 6, 9, TI. _ in commencariis Kucocit, P. 49. l. 29.
_ P. 55. l. 22. _ P. 60. 1. 18. 29. _ P. 62. l. 15. 23. _ TenMaotova P. 55.
8. 29. Similicer P. 43. l. 9. ubiicem mendole legitur simasior.
rettiuendum erac simasiora. Quod quin librarii mendum
EE, minime dubicandum cAt; quoniam ubi hic iple TextuS
ab Furocio recieatur P. 49. l. 29. recte legitur simaoiora.
Acque eadem criam adhibenda erat correctio, P. 43. l. 3. e
P. 45. l. 29. _p. 60. 1. 13. Similicer ubi in edicione Bahleensi
mendole legeretur nog  sineoror, ille non minus mendole
Tubstiruie, 2oz O sm as1O, p. 55. l. 6. cum ommino Custicuen.
dum esset nog ) smasicor, quod quidem vel ex l. 9. Catis eAt
manifectum ubi cnnasicor legicur, uc _ p. 64. l. 4. Eodem mon
doubi alibi in eadem edicione Basilcensi, corrupce legirur
Sindsior, Tubsticuic ille Senaris, p. 47. L. 24. cum pocius Cysti-
euendi eser sirnasior. Sed d alibi pro sronasie, lubsticuen-
du s1xnaslar. P. 60. l. 33. _ P. 92. L. TI. _ P. 63. l. 7. EF PrO os1n Xdo.
O, nastcer, P. 63. b. 1O. _ P. 64. l. 9. BC DFO SInaSta AInnasiova, 
sn bot
prs 4. l. F5. Ouanquam enim, huic quide auchori, perinde Fortan
SinE aoz C Srnds,O _ noq O Srnastcor nOn Lamen Veceri. Erclm.di id
Bus Geomeeris perinde lonane: quod sre ille neBet, Src ip- sit 2o5 du
noret, probe norune alii.
Parem emendationem desidero, Scholiipas. 30. Nempel. 323 cor, quonu a
proserndo, et; lubsticuendum sirnasicor. e Pa8. 37. l. 35. PrO co
eradocor, Ondoora  ContraL. 16. Pro retrnaciora, uba vocal cubi ad
Aicuendum recrnasior. Sed se ibidem o nog o en nov No,
expoluisset porius rationem ex binis composiram, quam rationis ex
Binis constontem. Adeoque Census, qui jam plane curbidus cA, 2a b.2
verlpicuus ellet; Ov neza, 871 So nor  Erds Sirnaoios cioi couadratum ad
ai Nro uer zdp. an 8n 6 noy , o eu ror sio, sionasior dratu ab y
Esir. HOc CA, Non dicit Fuclides (20d5) duas rationes uniu catiribus
esse duplas, (Duta 243 == Z + 2 = E,) quod eriam verum: sed ra-
tionem, ex binis compositam esse duplicatam; PuTa 2XZ = a ese
duplicacam racionis Z. quo quid esse pocest masis perlpicuums
Hocaurem, dum ille lic exponit. Non dicit, duas rationes
unius esse duplas; quod eriam verum: sed rarionem ex binis constantem
esse duplam; eequis indesensum ullum commmodum eliciecs
quam frigide autem hoc incerprecetur Meibomius pac. 17F.
20. quirolet, rideat.) Sed e sequente Pac. l. 35. Pro
751
 
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