³⁵⁸ADDITIO ˜ 113 1554 A¹ C S   om. A
³⁵⁹POST XXX^am A¹   prima ad 30^am C   I AD XXX S
³⁶⁰reflexionem interioris A¹   interiorem reflexionem C   interioris reflexionem S
³⁶¹octavamque post corr. A^1
362generari post corr. C
³⁶³25^a A¹   25 C S
³⁶⁴id A¹ S   id ex ideo C
³⁶⁵25^ae A¹   25 C S
³⁶⁶radius A¹ C   angulus in marg. C²   angulus S
³⁶⁷tali A¹ S   talis C
³⁶⁸anguli ex angulo A¹   angulo C S
³⁶⁹figurae A¹ C   figura S
³⁷⁰alius reflexionis angulus A¹ S   angulus reflexionis alius C
³⁷¹et A¹   om. C S
³⁷²efficacem A¹ S   efficaciem C
³⁷³fit A¹ C   sit S
³⁷⁴quinque post corr. A^1
375ante octavas del. decimas A^1
376octogoni A¹   octogonem C   octogonam S
³⁷⁷octavam post corr. A^1
3788 A¹   8^o C   octo S
³⁷⁹quatuor A¹ S   4^or C
³⁸⁰octo ex duodeviginti A^1
381perinde A¹   perinde ex proinde C   proinde S
³⁸²circuitum A¹   circulum C S
³⁸³32 ex 72 A¹   72 C S
³⁸⁴quater post corr. A^1
385octonario post corr. A^1
386quidem A¹   om. C S
³⁸⁷discrepat A¹   distat C S
³⁸⁸octavam ex nonam A^1
389secunda A¹ S   2^da C
³⁹⁰tantum A¹   tamen C S
³⁹¹32 ex 72 A^1
392perinde A¹   proinde C S
³⁹³perscrutatur A¹ S   proscrutatur C
³⁹⁴Tertia A¹ S   3^a C
³⁹⁵in hac A¹   hac in C S
³⁹⁶maior A¹   et maior C S
³⁹⁷Corollarium A¹ C   Corollaria 1 S
³⁹⁸ergo A¹   igitur C S
³⁹⁹sole A¹ S   soli C
⁴⁰⁰tunc A¹   nunc C S
⁴⁰¹56 1/4 S    ex 55 A¹   56 1/2 C
⁴⁰²56 1/4 S    ex 55 A¹   56 1/2 C
⁴⁰³octava ex nonam A^1
404Unde ˜ gradus 1/4 C S    in marg. A^1
405non A¹   om. C S
⁴⁰⁶56 ex 55 A¹   numero 56 C S
⁴⁰⁷1/4 A¹ S   1/4 ex 1/2 C
⁴⁰⁸56 ex 55 A^1
4091/4 in marg. A¹   et 1/4 C S
⁴¹⁰Corollarium A¹   Corollarium 2^m C   2 S
⁴¹¹Post Corollaria primae additionis ad 30^am A¹   om. C S
⁴¹²propter A¹   per C S
⁴¹³generet A¹   generat C S
⁴¹⁴post octogoni del. unam litteram A^1
415poterit A¹   potest C S
⁴¹⁶quinque tantum post corr. A^1
417octavas C S    in marg. hab. etiam 5/8 A^1
41856 ex 55 A^1
4191/4 in interl. A^1
4205/8 C    ex 11/18 A¹   1/2 S
⁴²¹quatuor A¹ S   4^or C
⁴²²8 S    ex 18 A¹   octo C
⁴²³ideo A¹ C² S   id C
⁴²⁴in in marg. C
⁴²⁵32 ex 72 A^1
426distingui A¹ C   distingi S
⁴²⁷32 ex 72 et in marg. hab. 32 A^1
428quae A¹   quia C S
⁴²⁹perinde A¹   proinde C² S   preinde C
⁴³⁰excluditur A¹ S   concluditur C
⁴³¹quatuor A¹ S   4^or C
⁴³²admittens A¹   admittit C S
⁴³³caeteri A¹   ceteri C S
⁴³⁴post minores del. quoniam A^1
435praedictus A¹ S   predictus C
⁴³⁶56 1/4 ex 55 et in marg. hab. 56 1/4 A^1
437praerogativam A¹ S   prorogativam C
⁴³⁸simulationem A¹ C   similitudinem S
⁴³⁹quid A¹ S   quod C
⁴⁴⁰causae A¹ S   causetur C
⁴⁴¹coniiciam A¹ S   convitia C
⁴⁴²sphaerica A¹ S   sphaericae C
⁴⁴³perinde A¹ C²   proinde C S
⁴⁴⁴celsitudinem A¹   rectitudinem C S
⁴⁴⁵perfecte A¹   perfecte ex perfecto C   perfectae S