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# Title: Lexicon Technicum: Or, An Universal English Dictionary Of Arts And Sciences (shelfmarks Leibn. Marg. 71; ZEN Leibn. Marg. 71)
# Folio - , page id 806933011:0232
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R
CRVRA, are the rvo Hleads or beginnines or opening of che Tunica Dvea, lite a Clals put over
ehie Marrom Substance oE the Brain, called Me-
dulla Obloncata
CRDRA Medulla Oblongata, the Incernal Sub.
a Hole, collects and retracts che Rays which Arike
uxon ic trom all parrs; ies Substance is like Clue
or che Cum ot a Trec, very peilucid, and ol
stance of the evo sides of the Cerebrum, Gathered Consistence litce meirins Wax, Wvtrich choueh ic be
rogether a5 ic ere in cuvo Bundles.
CRDRAL Artery Dy lome laid co be che Ar-
pressd, docs nor s et ealily rield and separate. Ir
Men ic issliaped like a Lens, or Convex Cilals, erhich
tery oF the Thieh, amons whole Muscles ic di- riles chicker in ihe Middle chan at rhe Fdees: This
videth it selF: Tr is a continuarion oF the Hiack Ar- Flumour is che least oF all che chrce, bur is myct
tery, wtich passing out oF the Abdomen, and en-
more Solid chan any oE chem, and is cloarhed wich
erins into che Thiphs, ir loses ies former Name, a small Membrane ot ies own, called sranea, by
and is called Cruralis. Behdes lome lels remark. realon: oF irs chinness, likie ro a Spiders Web
able Branches, belore ic cometothetlam, ic sends
CHRZSTALLOIDES Tunica, the lame with
forch the Fixternal and Incernal Muscle; under rhe Aranea Tunica.
Flam, it produces the cuo Poptitaeas, and some-
COBATORE, in Ocometrr, is Endins exact
Wrhac lorver the surales. Alcermards the Prunie ly the solid Concene ot any propoled Body; asche
ic sele is divided into che Branches called Anterior
Dundrature OE a Surtace, is findins ehe Area ot
and Posterior, and che las ot chele is also lubdiri. thar Surtace. Ttiere is a licrle Bockh larely wrir
ded inro erro smaller Branches which descend 10 ren by one Fancis a French man, enciruled, Dela
che FOOL.
Cubature de la Sphere, in which, wvich BreAE ANU
ERDRAL Vein; the Blood is conveped trom rance, he prerends co sind Geomerrically che Solid
che lover extremity ot che Body by six Veins, cal. Content ot any Portion ot a Sphere; buc hou lic
led, The preater and smaller Ischia, Muscula, Pop- dle the Succels ansivers che Boldnels ok ihe Fitle L
litaea, and saphaena, Wrtrich joinins rogether com- leave che Reader ro judge.
Pole che Trunk ot che Crural Vein, which alcends. CVBBRIDOE. HIEADS; (0 Tomerimes are che
e0 che Groin and ends in the Miaca.
Bulk. LTeads OF the Fore. C astle and che Hatf- Decks
CRDRFOS OE Femorous, is a Mulele oF the called; che one the Cubbridse. Fead before, che
L03, (0 called from iis Sirvation on the Bone oF orter che Cubbridee. Flead behinde
the Thieh, likte the Muscalus Branchiaeus, on Thac
OE che Aem; its. Origination is, large and AeMy
CVBE, is a Solid,Body oE six equal Sides
Which are all Squares; tis one oF the 5 Regular
being continued from beciveen che sreacer and Bodies, and its Contenr is tound by mulciplpine
lester Frochanter ot che Thieh- bone forards, to any one Side or Face by the Fleighc. Sec a lable
irs lorver pare, chac is, immediarelr abore its In-
ferior Appendix. Les Aesy Fibres descend di-
rectlr, and become pertectly Tendinous a lierle
beloir che upper parr ot che Pendon ot the Rectus,
where it joyns wich ic, and che Tendons ot the
Vastus Externus and internus, wrhich passes Over
ehe external part of rhe Patella, (or on cach Eide
OF I1) and is inserted ro a. Prominence ac the Supe-
rior and tore part ot che Tibia; it helps 10 extend
he Tibia
of che different Weiphe ot a Cubick Inck and POOE
of several Bodies under the mord Weighi
COBICAL artery, by some is laid c0 be à
Branch oF che Axillary
COBTCK Equations, in Alcebra, are Tuch wtole
highest Pover consis of 3 Dimentions, Or is a Cu
bicat Duantity : 25 a a a - 3 b b a== 2 cc c, Wtere the
hiphest porver ot a the unknoun uancierisa Cube
Our excellent FTarrior Mews he Original ot ali
Cuch kind ot Equarions to be cither trom the con-
ERDS Or MaenuS Pes, is alL thaE parE OE the rinuat mulriplicarion oF 3 Lateral or Simple Equ2.
Body, whien reaches trom che Burrocks doon to
ehe end oF che Toes; and ic is dirided into che
Thiph, Lc∞, and FOOr. Blanchard.
CROSTA Lactea, is a Species ot Achor, Scurt,
or crusty Scab; only ich chis ditterence, chac an
Achor infects only che Flead; buc chis noc ontr
che Face, but almost che whole Body ot an In
fane ac che rime of its Rest suctcins. Blanchard.
Crusta Lactea curns whire, bur Achors have onty
one Coloue
tions inro one anocher, after they are Erst reduced
roche form of Binominals; or else by mulciplyins
a Laceral Equarion into a Ouadrarick; by boch
wrhich ays The lame Ouanciry will be produced.
ad in this Fxample.
a = c
a- d=-0 s
tinnally vou will produce
the Followins Ouantiey, viz
a a a = b a a = bc a +c a a-
CROSTACFOOS, Shell Fistes, are Tuch 25 - b d a - d a a - c d a - bc d =0; votrich is an Ori
Lobsters, Crabs, CraW- Kithes, (90. Which are cO-
Binal Cubicke Equation, 25 he calls ic. And by chis
vered with Shells, consistins ot sereral Pieces and ineans, he Mews, Thar every Cubick hach cirher
Toines, and wwhich alvally are Potrer r00 chan chole
Real or Imaginary, 3 Roors, Pometimes aIl AFAE-
OFche Festaceous Shell-fishes; Which are aIl encirely marire, Pomerimes aII Nesative, or Pome ANr
ot one piece, and ulually much harder, thieker.
and Aronser chan che Former; 25 che Oyster,
Scollop, Cockle, C0C.
CROSTOLA, is the Came as Fcchynoma in che
five, being a delcene ot Blood trom che Aererie
marive and lome NTegarire. Ot this see more in
Parrioi himsels, or in Dr. Wallis S Alcebra, Where
he sires a large accoune ot chis Mechod
AS co the Solution oE Cubicte Lquations, chouxh
FTarriot, Des Cartes, and orhers, have given very
inco che Tunica Conjunctiva, occalioned by a wound,, 800d Rules, ver no body hach dedured lo casie
Aroak, 6C.
CRPHODES, is a cold Miverins Fever, bur
many rimes accompanied witt an Inslammation ot
che inner ParES. Blanchard.
CAYSORCHIS, is an abicondine oC ihe Te
Ricles in che Belly. Blanchard.
CRYSTALLIRIOS Ftumor Oculi, called also
Colacialis, che Chrysalline Flumour of che Riye, lieo
natural, and demonstratire a Method tor it, as che
protound Dr. WVallis in His Alcebra, Cbap. 46
Wrhich he rells us he did in che Vear 1647, and id
25 Followech.
Since Cuhirca Piores, Ch. 18. Art. 13. Ot his
Clavis, THat Z C= Z + 3 E Z, and XC- Z
3 F X, chey may be reduced chus, Zc 3 A. Z
=Z. and X0 f 3 F X =-Z: And chen he tound,
immediarels nent 10 ihe Agueous, wichim chc s chac 3 A L. as che cripte Rectanss e ot che uo
Ouanciries
Lec a + b=0) bs esi ot bohichi contt