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The Diatyposis of the whole Doctrine of Triangles.
- The plane Triangles have 13. Moods.
- Planorectangulars 7.
- 1 Upalem. [illustration]
- 2 Uberman. [illustration]
- 3 Uphener. [illustration]
- 4 Ekarul. [illustration]
- 5 Egalem. [illustration]
- 6 Echemun. [illustration]
- 7 Etena••. [illustration]
- 1 Upalem.
- Planobliquangulars. 6.
- 1 Danarele. [illustration]
- 2 There••abmo. [illustration]
- 3 Zelemabne. [illustration]
- 4 Xemenoro. [illustration]
- 5 Shenerolem. [illustration]
- 6 Pserelema. [illustration]
- 1 Danarele.
- The Sphericals have 28 Moods.
- Orthogonosphericals. 16.
- 1. Upalam.
- 2. Ubamen.
- 3. Uphanep.
- 4. Ukelamb.
- 5. Ugemon.
- 6. Uchener
- 7. E••alum
- 8. Edamon.
- 9. Ethaner.
- 10. Ezolum.
- 11. Exoman.
- 12. Epsoner.
- 13. Alamun.
- 14. Amaner.
- 15. Enerul.
- 16. E••elam.
[illustration]Of these 16. Mood 〈◊〉〈◊〉 Moods of V••••••gen ••re prounded up∣on the Axi••••re of Supro••••••.
The 8. of Pubkutetke¦psaler on Sbaprotea: and the 5. of Uchedezex∣am on Proso
By these 16. Repre∣sentatives, 1. Le••. 2. Yet. 3. R••c 4. Cle. 5. Lu. 6. Tul. 7. Tere. 8. Tol. 9. Le•• 10. At. 11. Tul. 12. Clet. 13. Cret. 14. Tur. 15. Tur. 16. Le (A. sig∣nifying an oblique Angle. E. the Perpen¦dicular U. the subten∣dent C. I∣nitiall, the complemēt of a side to a quadrant ••. finall, the side conti∣nued to the Radius or a Quadrant. I. left. R. right. and T. one of the top Tri¦angles of the Scheme) it is evidenced in what part of the Diagram the Analo∣gy of my of the 16. Moods be∣gins, which being once knowne, the pro∣gressive sequence of the pro∣portiona∣ble Sides & Angles is easily discerned out of the orderly in volutions of the Fi∣gure it selfe. Here it is to be ob∣served, that as the Book ex∣plaineth the Trisso∣tetral Ta∣ble: so this Trigono∣diatyposis unfoldeth▪ all the in∣tricate dif∣ficulties of the Book.
- Loxogonosphericals. 12.
That the Schemes and Types of Triangulary A∣nalogies are not seated in the roomes, where they are treated of, I purposely have done it; to the end, that being all perceived at one view, their multi∣plicity (which would ap∣peare confused in their ••ispersed method) might ••••ot any way discourage 〈…〉〈…〉 der: besides that, this their ••eing together in their ••u•• order, and rancked ••ecording to the exigence of the Sides or Angles, is such a furtherance to the memory, and illustration to the judgement, that it maketh Trigonometry, which of all Sciences was accounted the abstrusest, to be in effect the most 〈◊〉〈◊〉 and 〈◊〉〈◊〉.
- Monurgeticks. 4
- 1 Lamaneprep. [illustration]
- 2 Menerolo. [illustration]
- 3 Nerelema. [illustration]
- 4 Ralam•••••• [illustration]
- 1 Lamaneprep.
- ...
- Monurgeticks. 4
- Orthogonosphericals. 16.
- Planorectangulars 7.