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to, F all degrees of orange, at F the lllean be-<br />
~YVC~X orange and JE~~OW, from F to G 211 degrees<br />
of Y~OW, alld SO on. Let p be the tenter<br />
of gravity of the Arch DE, &d 4, r9 $, Tr,<br />
a, x, the centers of gravity of the Arches E F,<br />
F G, G A, AR, I3 z’ and 6 D re$m!Iively, and<br />
abcut thofe Cellters of gravity let Circles proportional<br />
to the mmber of Rays of each Colouir<br />
in the given Mixture be defcrib’d ; that is,<br />
the Circle .p proportional to the number of the<br />
red-making Rays in the Mixture, the Cir-& 4<br />
proportional to the number of the orange-making<br />
Rays in the Mixture, and fo of the r@,<br />
Find the con&non center of gravity of al1 tbofe<br />
C,ircles p, g, T> S, t, U, X. Let that center be<br />
%; and from the center of the Circle A 19 F,<br />
through Z to the circumference, drawing the<br />
right Lkc 0 Y, the place of the PointY 111 the<br />
~c1rmmfcrence fhall ihcw the Colour al-ifing<br />
from the comyofition of all the Colours .in the<br />
given Mixture, and the Line 0 Z Ml be proc<br />
portional to the fiilncfs or jntenfenefs of the<br />
Colour, that is, to its diilance from whitenefs,<br />
As if Y fill1 in the middle between F md G,<br />
the ~pnpounded Colo~r &all be the be& yeI-<br />
10~; if y verge from the middle towards F<br />
ilr f$, tllc ~on-pund Colour ihall accolldingly<br />
be fl yellow, verging tower& orange or gyeen,<br />
If Y, fill1 qh311 cl3c circuinfcrence the Co{our<br />
fl1a11 be jlItellfc and florid in the higheit: degree ;<br />
ff it fall ‘ill tllc l,lljd way between the* &cumference<br />
and center, j:t Ml be but half i% J<br />
jmsfe~ that is, it &all be fuch a.Colour as<br />
JJ~Q~I]~ be xn~dc lpy dilutiiz the iptenkti ye@-w<br />
. jK; 4, ., wtb<br />
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