Cataneo, Girolamo, Hier. Cataneus de arte bellica, sive, de designandis ac construendis arcibus & propugnaculis, necnon & de iis oppugnandis, expugnandis ac propugnandis : de itinere exercitus, ac castrametatione, quando expediat manus cum hoste conserere, 1600

Table of contents

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[11.] _Secunda figura._
Page: 25 (17)
[12.] _Tertia figura._
Page: 25 (17)
[13.] _Quarta figura._
Page: 25 (17)
[14.] _Quinta figura._
Page: 25 (17)
[15.] _Sexta figura._
Page: 25 (17)
[16.] _Septima figura._
Page: 26 (18)
[17.] _Octaua figura._
Page: 26 (18)
[18.] _Nona figura._
Page: 26 (18)
[19.] _Decima figura._
Page: 27 (19)
[20.] OPERATIO SEXTA.
Page: 27 (19)
[21.] SEPTIMA OPERATIO.
Page: 30 (22)
[22.] OPERATIO OCTAVA.
Page: 31 (23)
[23.] Quomodo poſsint deſignari arces ſeu propugnacula, cum eorum menſuris, aliísque rebus, quæ ſibi competunt. CAPVT SECVNDVM.
Page: 34 (26)
[24.] SECVNFIGVRA.
Page: 47 (38)
[25.] PRIMVS MODVS.
Page: 51 (40)
[26.] SECVNDVS MODVS.
Page: 62 (49)
[27.] TERTIVS MODVS.
Page: 66 (52)
[28.] QVARTVS MODVS.
Page: 67 (53)
[29.] QVINTVS MODVS.
Page: 67 (53)
[30.] DECIMA FIGVRA EST hîc inſerenda.
Page: 87 (69)
[31.] VNDECIMA FIGVRA AD _hanc paginam ſpectat._
Page: 92 (74)
[32.] CAPVT TERTIVM.
Page: 117 (95)
[33.] CAPVT QVARTVM.
Page: 119 (97)
[34.] CAPVT QVINTVM.
Page: 123 (101)
[35.] CAPVT SEXTVM.
Page: 128 (105)
[36.] Quo pacto ſe gerere debeant pro-pugnatores, & quibus remediis vti poſsint. CAPVT SEPTIMVM.
Page: 139 (114)
[37.] Exercitus, ſiue aciei, itinera, caſtro-rum metationes, & quomodo eæ metationes fieri debeant. CAPVT OCTAVVM.
Page: 162 (133)
[38.] HIC DEBENT INSERI DVO castrametationum folia.
Page: 175 (146)
[39.] De profectione ſeu migratione exer citus, qui ab hoſtili acie abſcedere vult. CAPVT NONVM.
Page: 179 (147)
[40.] FINIS.
Page: 182 (150)
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page |< < (6) of 184 > >|
146 dere, ſicq́; binos angulos formare, angulũ ſcilicet CDA,
9[Figure 9] & angulum ADE: qui quidem bini anguli duobus re-
ctis ſunt æquales, ex decimatertia primi Euclidis pro-
poſitione. Quilibet autem trianguli æquilateri angu-
lus æqualis eſt duabus anguli recti tertiis, quod appa-
ret ex eo, quòd cujuſlibet trianguli tres anguli duobus
rectis ſunt æquales, ex trigeſima ſecunda primi Eucli-
dis. Præterea, ex eadem propoſitione, duo anguli DEA
& EAD æquales ſunt duabus tertiis anguli recti: & , per
primam partem quintæ propoſitionis primi Euclidis,
duo anguli DEA & EAD ſunt æquales: vnuſquiſq; er-
go eorum æqualis tertiæ parti anguli recti: ſicq́ angu-
lus EAC tribus tertiis anguli recti æquipollebit. Ergo
angulus rectus: quod demonſtrandum ſuſceperamus.
OPERATIO III.
Data linea recta non terminata, & extra
eam puncto dato, ab eo puncto perpendicu-
larem ducere in dictam lineam.

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