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

Machine transcription. Not an edition. Errors are expected: about 8% character error rate on Latin and French lines, higher on German. Mean line confidence on this page: 0.88.

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  1. For luppole (a5 in the Figure) 2 Cplirider, Flc-) For erer il ic be hepr trom che Air. SonC HlK
  2. misphere, drid an Inverced CMe, to have che lame chem of Copper, buc chole are noc 10 800d as
  3. Base and Aldiclde, and ro De cur by Intinire Planes chele.
  4. all Parallet eo ehe Balc, Ot Wtich d e is one.
  5. Tis
  6. plain, ehe Square oF kh; Wwill every Wrhere be equat
  7. coche Square oF KC (che Radius oF che Sphere) che
  8. Square Bc == e h Square; and consequentty since
  9. Circles are ro one anortier as the Squares of cheis
  10. Radii, all che Circles oF the Flemilphere will BC
  11. equal eo all Thole oF ihe Cplinder, deductinschence
  12. allchose ofthe Cone: WVheretore che Cylinder, de
  13. ductins che Cone, is equal ro che Flemisphere:
  14. buc ris known, ihe Conc is one chird ot che Cy.
  15. linder, and consequenty the Sphere must DC EVO
  16. chirds oF ic.
  17. Z
  18. INDOCTION, is commonty ratcen For the si
  19. rins Possention ro an Incumbent oF his Church, b3
  20. leadins him into ic, and deliverins him cheleys
  21. by che Commistary or Bimhops Depury, and by t
  22. ririoins onC bF chC BellS.
  23. INDORANTIA. See Sclerotica.
  24. LLADOSIOM. See AmnioS.
  25. INEDIA, is abstaimins Trom Meac, wotien one
  26. Cats lets eltan formerty
  27. WNELFABLE. NVMBERS, che Tame vich Surd
  28. Numbers.
  29. INEOVIALTEY oF Natural DayS. Tho et
  30. cun is sapPosed rulsarly, l meature our Time c.
  31. qually, vel he 15 very tar trom doins (0: And a3
  32. He bealctm Ermin, an 2
  33. Ehos ls allo somerimes callea
  34. An Escurcheon of Pretence; Which
  35. s born ertien a Man Marries ar
  36. Flcirels: For then he bearS her
  37. Coat OF A_nS On an In escutcheon.
  38. Oe Fscutcheon of Pretence, in rhe
  39. Caustick ) lhe Salto oF Spieic oF Nirre.
  40. TNFIMOS VENTER. Sec Abdomen
  41. TNEINTTE, is chac which hach no Bounds,
  42. TermS, nox Limits.
  43. INEIMTTE ODANTIEY. Os ihe sererat Spe-
  44. cies of Intinice Ouanciey, and of the Proportions
  45. they bear one to the other, the Learned Mathema-
  46. tician Capt. Flaller, in Philoloph. Fransactions,
  47. XV. 195, sives the follonine Account.
  48. Thar all Magnimudes Intinitely Great, Or Such 25
  49. exceed any astienable Ouanturr, are equal amone
  50. themselves, though it be vulsarty receired tor
  51. Maxim, is noc ver lo common a5 ir is erroneous:
  52. andche reason ot the Mistake scems to be, Thac
  53. che Mind oF Man comins ro conremplate the Px-
  54. centioris oF What exceeds the bounds ot its C apa-
  55. ciry; and of which the verr Idea docs include a
  56. Negation oF Limits; it comes i0 paIS, that We
  57. acquielce generally, and ix sustices 10 lay, suctia
  58. Ouanciey is infinite.
  59. But it we come more nearly eo examine this
  60. Norion, We hall sind, charthere are really besides
  61. Infinite Loneth, and Infinite area, no lels chanchree
  62. several Porrs oF Infinire Solidity: AII OF which are
  63. Ouantitates sui generis, havins no more Relation or
  64. Proporrion the one ro che other, chan a L ine 10 a
  65. PIanE, Ox a Plane ro a Solid, or a Pinite ro an In-
  66. sinite; buc chac amons chemlelres cach oF chese
  67. Species oF infinites, are in siren Proporrions, is
  68. chac which is to be made plain.
  69. Bur Arst, Infinire Lensth, OF a Line insinicety
  70. lone, is to be considered cicher as beginnins acn
  71. Poine, and Cointinitely excended one way, or elle
  72. boch asstrom che Pame Poine; in Wrhich case the
  73. cheorie, Whichis a begintins infnity, is che onc
  74. hals oF che whole, which is che Sum of che begin-
  75. nins and ceasins infinity, or ot infinity a parte ante,
  76. and a parce post, wtich is analogous ro Piternier in
  77. time ox duracion, in which chere is alvars asmuchr
  78. 10 Follon as is past FrOM anY POINE OF MOmene Ot
  79. Fime: Nor dorh che Addition or Subduction ot
  80. Anire Lensch or Space ocime alter che case cirher
  81. in Intinies er Frerniey, since boch che ore and hc
  82. Orher Carinor be any pasr ot che itiole.
  83. AS EO Infinire SurfacE OF. Drea, any RighE Line
  84. insinire ly extended borh ars on an infinite Plane,
  85. does diride thac infinite Plane into equal ParES, chC
  86. orie to the righe and the ochex tothe lete oF chelaid
  87. Line; buc it trom any Point, in Tuch a Plane ENO
  88. Righr Lines De infinitely extended, s0 as to make
  89. an Ansle, ehie Intinire Arca, intercepred bermeem
  90. those Infinire Righe Lines, is ro the Wvhole Infinire
  91. Plane, as che Arch of a Circle, on che Poine ot
  92. Concourse oF rhose Lines as a Cenere, intercepred
  93. the Circle; or a5 the Deorces oP the Ansle to rhS
  94. 360 Descees ot che Circle.
  95. is impo 1OI a Sod Llock, OF MOremenE, 1O
  96. teex rinte en che Sun; l0bne thac is crusy suct
  97. vill meature Lime lalen ore truls, arid 80 ex
  98. acter than any Sun- Dial.
  99. Tne ulual RcaIOH, and otie 800d one it 15, 0
  100. the Inegualier ot Nacural Days, vou have under
  101. ihe Nolu Lquation os lime: But che cruch is
  102. ehere iS aHO aHeL, ae EHaC is, Thac ehe MOri
  103. on oF ThC LAFEH HICH, LO itS AXis, iS nOE ex-
  104. actlys Equable or Regular, but is fometime sit.
  105. ter and lometimes ROdveT.
  106. INERCEFICAC Bocdies or Parricles, are suet
  107. es are Aussimtr and unactive.
  108. NESCOTHTEON, in HCralas, senites al
  109. born Wichin it 2s an Ordinary, chus.
  110. che Lscurcheon, concainine; ot che Field, and i
  111. escurcheon Cules
  112. midele oF his on COat.
  113. INFERNAL SFONIE, Or Perverual C austrck,
  114. a Chymical Operarion. Whereby Silver is rendrec
  115. Li tate alct
  116. Dissolve in a Viol any Ouantiey ot Silver in
  117. chrice irs Weishe oF Spirir of Nirre, and rhen in 2 berween the laid Lines, is co rhe Circumference ot
  118. Sand heac evaporare ? OF che Moisture. TheRe
  119. mainder pur inro a eood larse Gorman Crucible,
  120. Wwhrich place over a eentle Fire, let the Matrer a
  121. lone, and heaving rill ac last ic sintes quierly ro che
  122. Boccom: Then encreasine che Fire a livele cvist
  123. ruen inco an Oil; and as loon as von perceire ic
  124. e0 be (0, ie must immediarely be poured into an include, on an Infinite Plane, a quarrer pare ot che
  125. Tren.Mold purposely made for ic, hacis a licele oil’d
  126. ana greasd, wtere ic ill presenely congulare and
  127. hrarclen. AITeF EIS TaKeN OUE, IE MIII DC ACFIMH
  128. LCL LcIDLC
  129. Lvo Lishic Lines meerins at a Kiphr Ansle, do
  130. Whole Intinice Area oF such a Plane.
  131. But it lo berwvo parallet lntimice Linesbe luppO.
  132. ict Wvell Kopc; is a eseat causticho adtee o hude sied claion ou tuch an tnhirice Ptaim, He dca in
  133. rescerreo

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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/806933011:0440?run=74