- Page 1: .^ '4*-- . ; ^ ^ "^- :,* ..-:. ii-.
- Page 6 and 7: EUCLIDIS C^) LGr E8feH OPERA OMNIA.
- Page 8 and 9: litPBIAE: TTPIS B. O. THITBKEBT.
- Page 10 and 11: YI PRAEFATIO. atque ex illa libroru
- Page 12 and 13: Vm PRAEFATIO. nimis caute uel relig
- Page 14 and 15: X PRAEFATIO. c = scliolia cod. Laur
- Page 17 and 18: De codicibus fatisque Datorum et eo
- Page 19 and 20: PROLEGOMENA. XV 23) cod. Paris. Gr.
- Page 21 and 22: PROLEGOMENA. XVII ex P cod. 7 totus
- Page 23 and 24: PEOLEGOMENA. XIX insi -p. 8%, 2 Azt
- Page 25 and 26: PROLEGOMENA. XXI ijtiL 18 So9Eiacc
- Page 27 and 28: PROLEGOMENA. XXIII quo codice usa m
- Page 29 and 30: PEOLEGOMENA. XXV an Thuano debeatur
- Page 31 and 32: PEOLEGOMENA. XXVH rriv EA Xoyog 21
- Page 33 and 34: PROLEGOMENA. XXIX rJB 10 BJ 12 tov'
- Page 35 and 36: PKOLEGOMENA. XXXI ubi codd. Pv ab V
- Page 37 and 38: PROLEGOMENA. XXXEI satis difficile
- Page 39 and 40: PKOLEGOMENA. XXXV p. 200, 12 rjfiiG
- Page 41 and 42: PROLEGOMENA. XXXVII Plures Theonis
- Page 43 and 44: PROLEGOMENA. XXXIX Restant ii loci,
- Page 45: PEOLEGOMENA. XLI lam ad idem illud
- Page 49 and 50: PEOLEGOMENA. XLV addenda uel omitte
- Page 51 and 52: PROLEGOMENA. XLVII totidemque omitt
- Page 53 and 54: PEOLEGOMENA. XLIX periatur, quo The
- Page 55 and 56: PROLEGOMENA. LI SiayQdfifiaci.v tco
- Page 57 and 58: PEOLEGOMENA. LDI ad Datorum libruin
- Page 59 and 60: PROLEGOMENA. LV Datorum partem Lati
- Page 61 and 62: ioyco] om. Monac, Zamb. ; p. 58, PE
- Page 63 and 64: PROLEGOMENA. LEK Tisus esse uidetur
- Page 65 and 66: PROLEGOMENA. LXI (238, 11) TtSQicpi
- Page 67 and 68: AEAOMENA. Suclides, edd. Heiberg et
- Page 69 and 70: Definitiones. 1. Data magnitudine d
- Page 71 and 72: DATA. 5 magnitudine et bases segmen
- Page 73 and 74: DATA. 7 nam quoniam data est magnit
- Page 75 and 76: DATA. III. Si quotlibet magnitudine
- Page 77 and 78: DATA. 1 magnitudo FB [def. 1]. aeqi
- Page 79 and 80: DATA. 13 AB ad utramque magiiitudii
- Page 81 and 82: DATA. 15 ergo etiam utraque magnitu
- Page 83 and 84: DATA. 17 se rationem habeant datam
- Page 85 and 86: ' maior ! nam i j ratio ! data I ma
- Page 87 and 88: DATA. 21 cum maguitudine BA data es
- Page 89 and 90: DATA.- 23 tudiue AF, data maior sit
- Page 91 and 92: DATA. 25 magnitudmem j4B maguitudin
- Page 93 and 94: ; DATA. 27 ! tudo JTZ. i [def. 11].
- Page 95 and 96: DATA. 29 iam ne sit eadem et fiat A
- Page 97 and 98:
DATA. . 31 {AH.rZ data est. data es
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DATA. 33 €rgo magnitudo ZB, compa
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36 AEAOMENA. 'Eav i] tQia fiEysd^r]
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38 AEAOMENA. ^Eccv fi dvo ^sysd-rj
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40 AEAOMENA. xa'. ^Eav fi 8vo y.sya
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42 AEAOMENA. dvo yccQ ^Eyid^ri xa A
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44 AEAOMENA. ^B TCQog ixdtSQOv t&v
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46 AEAOMENA. yCQog t6 VTcb r&v A^ F
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48 AEAOMENA. i'(?rco Trj d^i^ei. lE
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50 AEAOMENA. tris ^AE rj d-e6Lg. dc
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52 AEAOMENA. l'. 'Eccv anb dedofisv
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54 AEAOMENA. svd^sia. iav de dvo yQ
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56 AEAOMENA. A/. 'Eav etg naQaXXyjX
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58 AEAOMENA. £ig yocQ TtaQaXliqlov
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60 AEAOMENA. fjxO^a yccQ ajtb rov A
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DATA. 63 rectae BF parallela clucat
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DATA. 65 sumatur enim iii recta AB
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A E N M DATA. 67 EH rationem Sid EZ
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DATA. 69 ponatur enim recta positio
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DATA. 71 XL. Si trianguli singali a
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DATA. 73 XLI. Si triangulus unum an
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DATA. 70 latera angulos B^i F, zlZE
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DATA. 77 rectarum H®, &K, KH magni
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DATA. 79 EJ>Z [V,16-, V, 14]. aptet
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DATA. 81 sit triangulus ABT unum ha
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est [def. 3]. sed ratio AB : etiam
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DATA. 85 data est [def. 2]. et datu
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DATA. 87 XLVII. Rectilineae figurae
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DATA. 89 describantui* ABF, AAB. di
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DATA. 91 nam in eadem recta AB duae
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\ et f E E A B r J H DATA. 93 sumat
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AB : DATA. 95 Jz/ data et in rectis
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Bzi : Z& DATA. 97 sint duae figurae
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DATA. 99 et simiKs est A figurae B.
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DATA. 101 spatium A datum est. quar
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DATA. 103 latera aequales angulos F
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DATA. 105 datus est, qui relinquitu
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DATA. 107 ^r data est magnitudine (
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DATA. 109 [I, 36; I, 43]. itaque KA
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DATA. 111 nam quomam datum est AH,
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DATA. 113 [I, 34; def. 3]. sed figu
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f I grammum ; nam ' beant ' angulo
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DATA. 117 LXIII. Si triangulus spec
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DATA. 119 pendicularis AA. dico, sp
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DATA. 121 minus est quadratis later
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DATA. 123 sit triangulus ABF datum
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DATA. 125 AA = AT, erit etiam z/5 =
- Page 193 and 194:
DATA. 127 uerum ratio AzJ^ : ^F^ da
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— DATA. 129 ratio j4B : EH data e
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DATA. 131 tt expleatur parallelogra
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DATA. 133 sit enim jTz/ aequiangulu
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DATA. 135 reliquus L^KF datus est [
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DATA. 137 rationem habebunt datam [
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DATA, 139 data est^ et anguli ad pu
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DATA. 141 AF ai KF in eadem recta s
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FB : ZH= FM : DATA. 143 ZE : FA. et
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DATA. 145 quoniam JT© parallelogra
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DATA. 147 sint duo trianguli ABF, A
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DATA. 149 datus est. quare etiam re
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DATA. 151 Lxxvni. Si data figura ad
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DATA. 153 datam esse. quare etiam r
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DATA. 155 struatur ad rectam @H et
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DATA. 157 positum, et BAx AF ad BF^
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DATA. 159 perpendicularis HK. quare
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DATA. 161 quus extremus* ad reliquu
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DATA. 163 Lxxxn. Si quattuor rectae
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DATA. 165 positarum rationeni habet
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DATA. 167 sit data quam BJ[. dico,
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DATA. 169 J E, et expleatur A^. et
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DATA. 171 et quoniam AB X BF datum
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DATA. et data est BzJ). et datum es
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DATA. 175 Lxxxvni. Si m circulum ma
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DATA. 177 jr. quoniam datum est utr
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DATA. 179 positione datus est. datu
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UATA. 181 nam intra circulum positi
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DATA. 183 ducatur B F abscindens se
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DATA. .185 permutando [V/ 16] BA-{-
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DATA. 187 tur EZ. dico, datum esse
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DEMONSTRATIONES ALTERAE. 1. Ad prop
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.5 ->; A 1 92 • APPENDIX. 2. Ad p
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194 APPENDIX. naQU %^i6Bi dsdo^svrj
- Page 262 and 263:
196 APPENDIX. rrjv ZE svd^sta yQa^^
- Page 264 and 265:
198 APPENDIX. xal rj rzl' dod^et^a
- Page 266 and 267:
200 APPENDIX. Twv ©, K 0r]^si(ov.
- Page 268 and 269:
202 APPENDIX. XQog tijv BF dodsis.
- Page 270 and 271:
204 APPENDIX. • ccvaysyQu^p&co 6i
- Page 272 and 273:
206 APPENDIX. 13. Ad prop. LXVn. Ka
- Page 274 and 275:
208 APPENDIX. 14. Ad prop. LXVIL "A
- Page 276 and 277:
210 APPENDIX. KQa rijg AAT xal trig
- Page 278 and 279:
212 APPENDIX. AFE do&stdd a6TLV dad
- Page 280 and 281:
214 * APPENDIX. xal ijtsl i'6rj idT
- Page 282 and 283:
215 APPENDIX. 17 vjib AHZ dod^st^a,
- Page 284 and 285:
218 APPENDIX. do&Si6(x aQd, za\ rj
- Page 286 and 287:
220 APPENDIX. anb 6vvan,tporBQOv ri
- Page 288 and 289:
222 APPENDIX. eTfsl yccQ t6 ccTtb r
- Page 290 and 291:
224 APPENDIX. xal t6 anb rijg u4B'
- Page 292 and 293:
226 APPENDIX. 19. Ad prop. XCI. EiX
- Page 294 and 295:
228 APPENDIX. l'6rj' iGoyaviov ccQa
- Page 296 and 297:
230 APPENDIX. STtel l'6r) e6x\v r}
- Page 299 and 300:
MAEINI PHILOSOPHI COMMENTAKIUS m EU
- Page 301 and 302:
Primum statuendum est, datum quid s
- Page 303 and 304:
IN EUCLIDIS DATA. 237 id datum esse
- Page 305 and 306:
IN EUCLIDIS DATA. 239 definiunt igi
- Page 307 and 308:
1 qui I : esse. I unam m EUCLIDIS D
- Page 309 and 310:
IN EUCLIDIS DATA. 243 magnitudinein
- Page 311 and 312:
IN EUCLIDIS DATA. 245 inter se diff
- Page 313 and 314:
IN EUCLIDIS DATA. 247 ob rem proble
- Page 315 and 316:
IN EUCLIDIS DATA. 249 nale sit, ac
- Page 317 and 318:
IN EUCLIDIS DATA. 251 dam autem ad
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j qua 1 propositum ! dati IN EUCLID
- Page 321 and 322:
' demonstrationum : facultatem [ st
- Page 323:
; €0 IN EUCLIDIS DATA. 257 quam d
- Page 327 and 328:
Ad definitiones. 1. Tav dsdo^svav t
- Page 329 and 330:
SCHOLIA. 263 Ad deff. 9-10. 10. Ta
- Page 331 and 332:
SCHOLIA. 265 TiQog ccXXrjXcc Xoyog
- Page 333 and 334:
SCHOLIA. 267 29. 'O avrbg ccvra nsn
- Page 335 and 336:
SCHOLIA. 269 43. Kal t6 6vva^(p6tEQ
- Page 337 and 338:
SCHOLIA. 271 z/5 TCQOS rb BF loyov
- Page 339 and 340:
; To SCHOLIA. 273 rav AF^ AE^ Kal 6
- Page 341 and 342:
I^ SCHOLIA. 275 ^B [isysd^og 6vva^(
- Page 343 and 344:
avi6a. SCHOLIA. 277 Ad prop. XIV. 6
- Page 345 and 346:
SCHOLIA. 279 doQ^siSf ical TtdXiv t
- Page 347 and 348:
SCHOLIA. 281 Ad prop. XXVI. 82. Ta
- Page 349 and 350:
SCHOLIA. 283 Ad prop. XL. 91. ^idot
- Page 351 and 352:
SCHOLIA. 285 97. Kccl cjg 6vvciii(p
- Page 353 and 354:
SCHOLIA. 287 106. Kal trjg Fzf ccqk
- Page 355 and 356:
\ (ICOV SCHOLIA. 289 Ad prop. LIX.
- Page 357 and 358:
SCHOLIA. 291 Ad prop. LXIII. 122. ^
- Page 359 and 360:
I tov SCHOLIA. 293 6iQva t6 oiKQaXX
- Page 361 and 362:
SCHOLIA. 295 A r TtQog t6 ABF tQLya
- Page 363 and 364:
SCHOLIA. 297 AE/i l'0ov fVrt Totg d
- Page 365 and 366:
SCHOLIA. 299 de TtQog xivL svd^sia
- Page 367 and 368:
)'/ ZE SCHOLIA. 301 JtQos PK' IdyG)
- Page 369 and 370:
SCHOLIA. 303 AB t(p FM i(5tLV i'0ov
- Page 371 and 372:
SCHOLIA. 305 Ad prop. LXXIX. 163. T
- Page 373 and 374:
SCHOLIA. 307 yQafi^ov TQiyavG) ficc
- Page 375 and 376:
SCHOLIA. 309 TtQog tijv HK, xal ^x^
- Page 377 and 378:
SCHOLIA. 311 AB ri FE L'6rj ov6cc r
- Page 379 and 380:
SCHOLIA. 313 181. Kal ^oiotfj ccQcc
- Page 381 and 382:
SCHOLIA. 315 Ad prop. XC. 191. KaL
- Page 383 and 384:
SCHOLIA. 317 BF, ovtag rj Ajd TtQog
- Page 385:
SCHOLIA. 319 207. "I67j ccQa^ q)rj6
- Page 389 and 390:
Ad prop, XXX demonstr. quart. 1. zl
- Page 391 and 392:
APPENDIX SCHOLIOKUM. 325 rfjg nQog
- Page 393 and 394:
APPENDIX SCHOLIORUM. 327 aXl^^XoLg
- Page 395 and 396:
APPENDIX SCHOLIORUM. 329 AA tfj AA^
- Page 397 and 398:
APPENDIX SCHOLIORUM. 331 Ad prop. L
- Page 399 and 400:
APPENDIX SCHOLIOKUM. 333 37. Tb A c
- Page 401 and 402:
APPENDIX SCHOLIORUM. 335 FBE xfi vn
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1 ^^^li^^^^¥Mi
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0"'-^" *,' VAJrt €'j^ :^.'-