I7=,dd +(I)  1Courier New1Symbol New1Courier New1Courier NewTimes New RomanTimes New Roman1Courier New1Courier New1Courier New1Courier NewX4HVX4HVX4HVX4HV?/ <```@@@?~~~~~ԱޱޱԱ޿޿ph (((Pdd{ d< p {2 ??3333333?fffffff?6 hӀ6M4M????@@@@@@033333??@^ߛOw?HzG???:8Ic@V@@?@ @@@??@?@?@@dddddddddddddddddddddddddddddddddddddddd 2???$$$ >ܼ???????|"Y#Y$Y%Y&Y'Y(Y\U(m<_YU_Y_Y00phi0seg (0,0) to (phi,0)QQ2???$$$? >ܼ????????TTTTTTTpbY4Um<bYcYm<01phi1seg (0,1) to (phi,1)2???$$$???????tGxG|GGGGGU|cYpp<@@xUU0001seg (0,0) to (0,1)2???$$$ >ܼ? >ܼ????????TTTTTTTcY"Up<TdYs<q<phi0phi1seg (phi,0) to (phi,1)2???$$$?Qqݕ?*Hh??????????Qqݕ?*Hh?xY|YYGGGGX@ 'U(3sqrt(5)+5)/10(5-sqrt(5))/10pi/4)(x,y) = ((3sqrt(5)+5)/10,(5-sqrt(5))/10)2???$$$5?@?5????????HB<LC<PD<TE<XF<\G<`H<<<0UQ@QxQxnpone(pi/2,0) ynpone(pi,0)xnpone(pi/2,0)ynpone(pi/2,0)Eseg (xnpone(pi/2,0),ynpone(pi,0)) to (xnpone(pi/2,0),ynpone(pi/2,0))2???$$$1Fiɬ?Sͻ?1Fiɬ?k ???????GGGGGGGl=U<IU@@@xnpone(pi/2,1) ynpone(pi,1)xnpone(pi/2,1)ynpone(pi/2,1)Eseg (xnpone(pi/2,1),ynpone(pi,1)) to (xnpone(pi/2,1),ynpone(pi/2,1))2???$$$/NKf?C?/NKf?.NKf???????dI<hJ<lK<pL<tM<xN<|O<Al@QAtA|Axnpone(pi/2,2) ynpone(pi,2)xnpone(pi/2,2)ynpone(pi/2,2)Eseg (xnpone(pi/2,2),ynpone(pi,2)) to (xnpone(pi/2,2),ynpone(pi/2,2))2???$$$]?k ? >ܼ?k ???????TTTTTTTd<:A<EAEA=Axnptwo(pi/2,0) ynptwo(0,0) xnptwo(0,0) ynptwo(0,0)>seg (xnptwo(pi/2,0),ynptwo(0,0)) to (xnptwo(0,0),ynptwo(0,0))2???$$$Fiɬ?.NKf?|Jy7?.NKf???????GGGGGGGRAQ^AQ|QQxnptwo(pi/2,1) ynptwo(0,1) xnptwo(0,1) ynptwo(0,1)>seg (xnptwo(pi/2,1),ynptwo(0,1)) to (xnptwo(0,1),ynptwo(0,1))2???$$$/NKf?#98?nlt|`?#98???????TTTTTTTR<R`<<t<xnptwo(pi/2,2) ynptwo(0,2) xnptwo(0,2) ynptwo(0,2)>seg (xnptwo(pi/2,2),ynptwo(0,2)) to (xnptwo(0,2),ynptwo(0,2))2???$$$|Jy7??|Jy7?k ???????)Y*Y+Y,Y-Y.Y/Y=n*jAt**~*xnpthree(-pi/2,0)ynpthree(0,0)xnpthree(-pi/2,0)ynpthree(-pi/2,0)Oseg (xnpthree(-pi/2,0),ynpthree(0,0)) to (xnpthree(-pi/2,0),ynpthree(-pi/2,0))2???$$$lt|`?Sͻ?lt|`?.NKf???????GGGGGGG=R=AAܒ*xnpthree(-pi/2,1)ynpthree(0,1)xnpthree(-pi/2,1)ynpthree(-pi/2,1)Oseg (xnpthree(-pi/2,1),ynpthree(0,1)) to (xnpthree(-pi/2,1),ynpthree(-pi/2,1))2???$$$ ?C? ?"98???????0Y1Y2Y3Y4Y5Y6Y<#RA8=PAAdAxnpthree(-pi/2,2)ynpthree(0,2)xnpthree(-pi/2,2)ynpthree(-pi/2,2)Oseg (xnpthree(-pi/2,2),ynpthree(0,2)) to (xnpthree(-pi/2,2),ynpthree(-pi/2,2))2???$$$?ZSͻ?|Jy7?ZSͻ???????P<Q<R<S<T<U<V<+=(;9x1>l===xnpfour(-pi/2,0)ynpfour(-pi,0)xnpfour(-pi,0)ynpfour(-pi,0)Iseg (xnpfour(-pi/2,0),ynpfour(-pi,0)) to (xnpfour(-pi,0),ynpfour(-pi,0))2???$$$Eiɬ?C?lt|`?C???????GGGHHH Hp >HX99c9Dc9[9xnpfour(-pi/2,1)ynpfour(-pi,1)xnpfour(-pi,1)ynpfour(-pi,1)Iseg (xnpfour(-pi/2,1),ynpfour(-pi,1)) to (xnpfour(-pi,1),ynpfour(-pi,1))2??h!@$$$8EGr?r3܀@???????W<X<Y<Z<[<\<]<o9.R0RXBR2R3R4R xnpone(t,0) ynpone(t,0)=(x,y) = (xnpone(t,0),ynpone(t,0)); 1.570796 <= t <= 3.1415931.57080;3.141592??h!@$$$8EGr????????7Y8Y9Y:Y;Y xnptwo(t,0) ynptwo(t,0)=(x,y) = (xnptwo(t,0),ynptwo(t,0)); 0.000000 <= t <= 1.5707960.00000;1.570802??h!@$$$8EGr???????TTTTT TT=>(0p;>K>t`R`R9xnpthree(t,0)ynpthree(t,0)B(x,y) = (xnpthree(t,0),ynpthree(t,0)); -1.570796 <= t <= 0.000000-1.57080;0.000002??h!@$$$r3܀8EGr???????@@@@@@@W>30DU>lR,gRgRH60 xnpfour(t,0) ynpfour(t,0)A(x,y) = (xnpfour(t,0),ynpfour(t,0)); -3.141593 <= t <= -1.570796-3.14159;-1.570802??h!@$$$8EGr?r3܀@???????>Y?Y@YAYBYDYEYwR$7uRDR99T90 xnpone(t,1) ynpone(t,1)=(x,y) = (xnpone(t,1),ynpone(t,1)); 1.570800 <= t <= 3.1415901.57080;3.141592??h!@$$$8EGr????????@@@@@@@R|/78R99<917 xnptwo(t,1) ynptwo(t,1)=(x,y) = (xnptwo(t,1),ynptwo(t,1)); 0.000000 <= t <= 1.5708000.00000;1.570802??h!@$$$8EGr???????^<_<`<a<b<c<d<9]0D99a00b047xnpthree(t,1)ynpthree(t,1)B(x,y) = (xnpthree(t,1),ynpthree(t,1)); -1.570800 <= t <= 0.000000-1.57080;0.000002??h!@$$$r3܀8EGr???????FY GYHYIYJYKY LY9-19:h0h0(01 xnpfour(t,1) ynpfour(t,1)A(x,y) = (xnpfour(t,1),ynpfour(t,1)); -3.141590 <= t <= -1.570800-3.14159;-1.570802??h!@$$$8EGr?r3܀@???????e<f<g<h<i<j<k<j1F1h10x18o0o0$H1 xnpone(t,2) ynpone(t,2)=(x,y) = (xnpone(t,2),ynpone(t,2)); 1.570800 <= t <= 3.1415901.57080;3.141592??h!@$$$8EGr????????TTT T$T(T,TL7|0PJ7`Z700z1 xnptwo(t,2) ynptwo(t,2)=(x,y) = (xnptwo(t,2),ynptwo(t,2)); 0.000000 <= t <= 1.5708000.00000;1.570802??h!@$$$8EGr???????$MY(NY,OY0PY4QY8RY @0w @.o'q @ @ ML @4"5X @kXKw @n @.$ @@9 @zׄq @nlcɩ @^sse @,S @?͙R @P2 @;' @an @*3 @2]jCX @ UY(3-PHI)*(1-(1/PHI-1)^X)/5n @塹 @]tE @)Q. @}f @{^ @X7 @؃ @eIG @I<" @cq @/47 @wxp @?3lP @-V @ @ iQ @IdV @;1oV @~ @2w 2 @2dj @ @CY @VYCX(2Y)+PHI^(-4Y)*COS(X) @՜-M @y>̈, @ed @7"& @Ԭo @ ЏP  @E.jF @lM~ @t0 @ @ u0' @2|_ @LHɗ @nN+ @d @.{,@ @)y @@Q @E  @#c @?Sܢ @۠: @k{#sXNPONEdWYCX(2Y)+PHI^(-4Y-1)*COS(X)4n @ @^ȝ @:5 @~m @ 4ĥ @:  @cU;>P @b N @"ކ @% @m @Opr/ @}yg @+H @3 @OW @7_8(I @zs @_ @f  @F`X* @=ےb @2XNPTWO@ޫXYCX(2Y+1)+PHI^(-4Y-2)*COS(X)h\ @y5 @:Vu @^ @ja= @!8v @@z @>1 @- @aCW @ƭ+ @ @|Qv @  @g @. @@W @3AB @[; @ @縓!9 @walq @Ÿ @s= @/oQ @# R @eZ @:YNPTWOw4]YCY(2Y+1)+PHI^(-4Y-2)*SIN(X). @Kθn @t @o- @T 2f @:s @Y6k @ ܻM @˦(1Courier New <U(x,y) = (xnptwo(t,0),ynptwo(t,0)); 0.00000 <= t <= 1.570806NNNfffffff?HU1Courier New U(x,y) = (xnpthree(t,0),ynpthree(t,0)); -1.57080 <= t <= 0.00NNNfffffff?|L 1Courier New U(x,y) = (xnpfour(t,0),ynpfour(t,0)); -3.14159 <= t <= -1.570NNNfffffff?"MԊ1Courier New dU(x,y) = (xnpone(t,1),ynpone(t,1)); 1.57080 <= t <= 3.141590NNNfffffff?\)(1Courier New U(x,y) = (xnptwo(t,1),ynptwo(t,1)); 0.00000 <= t <= 1.570800NNNfffffff? [|}1Courier New U(x,y) = (xnpthree(t,1),ynpthree(t,1)); -1.57080 <= t <= 0.00NNNfffffff?W,z*1Courier New U(x,y) = (xnpfour(t,1),ynpfour(t,1)); -3.14159 <= t <= -1.570NNNfffffff?d&1Courier New DU(x,y) = (xnpone(t,2),ynpone(t,2)); 1.57080 <= t <= 3.141590NNNfffffff?=1Courier New U(x,y) = (xnptwo(t,2),ynptwo(t,2)); 0.00000 <= t <= 1.570800NNNfffffff?fh1Courier New U(x,y) = (xnpthree(t,2),ynpthree(t,2)); -1.57080 <= t <= 0.00NNNfffffff?=1Courier New lU(x,y) = (xnpfour(t,2),ynpfour(t,2)); -3.141590 <= t <= -1.57NNNfffffff?fh1Courier New @@@h!@