PHI

  			ODD SIDED POLYGONS

		< SQUARE ROOT >    ( PARENTHESIS )

DEGREE	POLYGON	ROOTS
LINEAR	3-GON	R1=1
QUA-	5-GON	R1=<1/(<5>-1)+1/(1-1/<5>)>, or (1+<5>)/2
DRATIC		R2=1-<1/(<5>-1)+1/(1-1/<5>)>, or (1-<5>)/2
CUBIC	7-GON	R1=
		R2=
		R3=


			EVEN SIDED POLYGONS

DEGREE	POLYGON	ROOTS
?	4-GON	R1=1/<2>
?	6-GON	R1=1
		R2=1/<3>
?	8-GON	R1=<1+1/<2>>
		R2=1/<2>
		R3=<1-1/<2>>)
?	10-GON	R1=<1/(<5>-1)+1/(1-1/<5>)>, or (1+<5>)/2
		R2=<<1/(<5>-1)+1/(1-1/<5>)>/<5>>, or <(1+<5>)/2<5>>,<(5+<5>)/10>
		R3=1-<1/(<5>-1)+1/(1-1/<5>)>, or (-1+<5>)/2
		R4=<1-<1/(<5>-1)+1/(1-1/<5>)>/<5>>,<(-1+<5>)/2<5>>,<(5-<5>)/10> 
?	12-GON	R1=<2+<3>>  
		R2=1
		R3=1/<2>
		R4=1/<3>
		R5=<2-<3>>  
?	14-GON	R1=
		R2=
		R3=
		R4=
		R5=
		R6=