Lexicon Technicum: Or, An Universal English Dictionary Of Arts And Sciences, fol. -

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The machine reads it as

1. eire
2. I
3. AA LS D) IhC Lbaack IS a COCCHA I VaI AZIMOTE, is an Arch ot chelsorizon coin
4. Throuen the Farrh, and ro be terminared in chie prehended berween the Meridian oF che Place
5. Poles of he Zodiacke.
6. and any ocher Azimuth Circle; Or, conrained Be.
7. AZIS of Rotation or Circumrolution, is an cveen che Prime Vertical, and any octier AZimistl
8. bnaginary Line, abouc which any plain Pieure is
9. conceired ro be curned ro matie a Solid: lhus a
10. Sphere is conceired ro be made by the Rorarion ot
11. à Semi circle abour its Diameter; and a Cone b
12. thac oF a Riphe angled Trianele abour its Per.
13. Dendicular.
14. AXIS Secundus, in the Pyperbole and Fllipsis, i.
15. the Conjurate Diameter: Which sec. This is
16. Comerimes called che Axis Rectus.
17. ALIS, in Opticts; is che RaY, which oE aII chab
18. are senr ro che Fye Falls perpendicularly on ic, and
19. Which by consequence passech chrouph the Center
20. OF the Liye.
21. A=XIS Common or Mlean, is a Righe Line drawe
22. From che Poine oF Concourle of che ruo Oprict
23. Nerves chroush che midale ot etie Righe Line
24. which joins che Excremicy oF che Came Opticke
25. Nerves.
26. AXIS es Lutuchce, in DioElICkS, 15 a R18
27. Line dravn chrouoh che Poine os incidence, anc
28. perpendicular W che Retractins surtace.
29. A=IS of Refraction, is rhac which is made by
30. che Ray of Incidence, directly prolonged on che
31. inside ot the lecond Medium by rhe Ray of RC-
32. Fractiono
33. Circle.
34. Fo sind ite sximuch ac any Finie: Sec cha
35. Irth Cale oF Oblique ansled Spherical Friansles vri-
36. dex rhe word Trigonometry.
37. F0 sind the Sunis Azimuth, 25 also che Four
38. by ehie Clobe, travins che Suns Place and alritude
39. hiven.
40. Rectiiy jour Globe, and sic che Ouadrane; ther
41. curn boch Clobe and Quadrane about rill the
42. Suns Place cur the siven Alcieude in che
43. Ouadrant; for then che Index Mews che
44. Four, and che Ouadrane che Azimuth in itie
45. Florizon.
46. To sind the Suns Azimuth at Six, havine ché
47. Larieude of the Place, and che Suns Declination
48. iven.
49. Say, AS the Co. Sine oF the Larirude, is to the
50. Radius, (o is che Co Tangene ot ihie Suris
51. Declinacion co che Langene ot che suns Axi
52. muth ac Six.
53. Example. Tet the Lariende Be 51 der. 20 min-
54. and che Suns Declinarion bc TNo. 30
55. Then coche AC. c0. oF ihe 9 1 . 30. - -. 0, 205856
56. Co. Sine ot
57. Add the Co- FangenE OF LX. 3N. - +0,690891
58. Summ is the Fangent of 83. 50.= 10,896741
59. xtrich is che Azimuth at six required.
60. Fo sind che Fime when che Sun will be exdctlis
61. on che Fast Or West Azimuth havine che Suns
62. Declinarion and L aritude oF ihe Place given.
63. Say, AS the Co. Pangent of the Declination, is
64. co che Co. Tangene ot the Lacirude, (0 is che
65. Radius co the Sine oF an ArK, wtrich conver
66. red inro Time, Mews the FTour From Six.
67. Example. Suppole the Declinarion be LPo. 3Yo
68. The Lacieude oF he PlacC SI. 30.
69. Then E0 che AF. C0, OF ihe Z , 1. 31. -. 9, 309108
70. Co- Pangene or
71. add the CO= Fangent oF 5L0. 30. - 9, 900605
72. Summ is elie Sine oF 09. 12, = 19, 209713
73. ertich is 48 Mlitiures oF an FTour:
74. Theresore sche Sun will be due Fast in che NIOr-
75. nins r2 minutes belore 7, and W est in che Bie.
76. nihe 12 minutes atrer 5
77. Toand che Azimuth, havine piven the Lati-
78. cude ot chie Place, che Suns Alcicude at Sitt, and
79. prelene Alciriide.
80. Tri Summer.
81. SaY. A5 etie Co: sine oE the Alciride is rô ehie
82. Langenr oF che Lacicude, so is ihe Ditference
83. becireen etie Sines of the sun s Alririide ac6
84. and prelenr Alcicude ro che Sine oF che A
85. muth trom Past. c0 WV est
86. In Winter
87. 5a). So HC Co-SiIC Ot the Alriricé, is ro itie
88. Tangent of rhe Laricude, Io is ehe summ ot
89. etie Sines ot the Suns Alritude aF 6, and pre
90. Sene Alcirude, r0 the Sine o5 The Azimutto
91. Ec ora tiast oetrest.
92. AZINEAE.
93. AXIS of any Class (in Oprickes) is a Righe Linc
94. deaun perpendicularly chroueh che Cenere of che
95. GIa(S; Or it ic bc a Convex Cla(S, chrough the
96. Thickest pare; it a Concare, chrouxh che chinnest
97. ParE Cetich in each is called the Pole of the Class
98. directly on ro the Centre oF che ephere, the Clals
99. Figure is a Seement of.
100. AXIS in Peritrochio, is a Machine For ehe rar
101. sing ot Weiehes, consistine ot a Cylindrical Beam
102. (etrich is che Axis) lvins Elorizontal), and lup.
103. porred ac each end by a piece ot Timber; and
104. Lomenhere abour ic, ic hach a kind ot Tempanum
105. Or Wheel, which is called che Peritrochium, in
106. Wrhole Circumterence are Iloles made ro pur in
107. Scares (like rhose of a Windlels or Capstain) in
108. order rorurn che Axis round the more casily, anc
109. chereby co raile che Weighr required by means
110. a Rope which winds round che Axis.
111. AXIS indeterminate, oF an Fsyperbola, is a Rietro
112. Line which divides into emo equal Parrs, and ad
113. Riphe Aneles an infinice number ol Lines dravon
114. Paralle l ro one anocher ivichin chie Cyperhola.
115. AZIS Determinate, in chac Fipure is a Riptie
116. Line dramn beciveen the Vertexes Or TopS oF
117. ihe opposice Sections or FTyperbola.
118. AXIS Conjugatus; is rtie syperbola: Sec Con
119. ileateo

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Lexicon Technicum: Or, An Universal English Dictionary Of Arts And Sciences, fol. - . Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/806933011:0101?run=74