Sides when distinctly defined, there is no new Colour generated by
Refraction. I observed also, that if any where between the two outmost
Circles TMF and PGA a Right Line, as [Greek: gd], was cross to the
Spectrum, so as both Ends to fall perpendicularly upon its Rectilinear
Sides, there appeared one and the same Colour, and degree of Colour from

3=\346?0E\'\026&\277\337?\000\204\315\227\236\004\314?n\313\034\344\347/\321?T\207}Ds\036\323?v\336P1\236\324\335?^\343\232N#\354\355?\354!\252\035\326c\333?2\256x^\307\002\345?( <\336\355\322\300?x\246\203\302\227c\307?\022\206\007\242\243\247\355?gd\211\264\336\010\343?\0344\322O\317\246\332?\237\031\345\347\226\326\354?\233z\177\247u\277\357?\3627&1\010\360\345?\227\223\241\"\355Y\340?\000\371w\022\200V\245?\213\220\340}\035$\356?p\036\211\250\214\227\257?\330\326s\354\316K\303?\315u~\270\267...

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A,GACA,aAAA,KACA,cAAA,EACA,YAAA,MAUN,kBAII,cAAA,KnBrHA,yBmBiHJ,YAQI,QAAA,YAAA,QAAA,KACA,cAAA,IAAA,KAAA,UAAA,IAAA,KATJ,kBAcM,SAAA,EAAA,EAAA,GAAA,KAAA,EAAA,EAAA,GACA,cAAA,EAfN,wBAkBQ,YAAA,EACA,YAAA,EAnBR,mCvBxJI,wBAAA,EACA,2BAAA,ER0wJF,gD+BnnJF,iDA8BY,wBAAA,E/BylJV,gD+BvnJF,oDAmCY,2BAAA,EAnCZ,oCvB1II,uBAAA,EACA,0BAAA,ERwwJF,iD+B/nJF,kDA6CY,uBAAA,E/BslJV,iD+BnoJF,qDAkDY,0BAAA,GAaZ,oBAEI,cAAA,OnBlLA,yBmBgLJ,cAMI,qBAAA,EAAA,kBAAA,EAAA,aAAA,EACA,mBAAA,QAAA,gBAAA,QAAA,WAAA,QACA,QAAA,EACA,OAAA,EATJ,oBAY...