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1.570796 <= t <= 3.1415931.57080;3.14159Ëÿÿÿÿ2ÐÌÌÌÌÌÌü?€ÿ?Àh!¢ÚÉ@$$$––ï8EGrùÉÿ?€ÿ?€ÿ?€ÿ?€ÿ?€ÿ?€ÿ?€ÿ?Ð7YÔ8YØ9YÜ:Yà;Yä xnptwo(t,0) ynptwo(t,0)=(x,y) = (xnptwo(t,0),ynptwo(t,0)); 0.000000 <= t <= 1.5707960.00000;1.57080Ëÿÿÿÿ2ÐÌÌÌÌÌÌü?€ÿ?Àh!¢ÚÉ@$$$––ï8EGrùÉÿ¿€ÿ?€ÿ?€ÿ?€ÿ?€ÿ?€ÿ?€ÿ?øíTüîTðTñTòT óTôTà=>Ü(0p;>èK>t`RÜ`R¤©9xnpthree(t,0)ynpthree(t,0)B(x,y) = (xnpthree(t,0),ynpthree(t,0)); -1.570796 <= t <= 0.000000-1.57080;0.00000Ëÿÿÿÿ2ÐÌÌÌÌÌÌü?€ÿ?Àh!¢ÚÉ@$$$––r3Ü€ÏÉÀï8EGrùÉÿ¿€ÿ?€ÿ?€ÿ?€ÿ?€ÿ?€ÿ?€ÿ?ÐÌ@ÔÍ@ØÎ@ÜÏ@àÐ@äÑ@èÒ@´W>Ø30DU>¨lR,gR”gRH60 xnpfour(t,0) ynpfour(t,0)A(x,y) = (xnpfour(t,0),ynpfour(t,0)); -3.141593 <= t <= -1.570796-3.14159;-1.57080Ëÿÿÿÿ2ÐÌÌÌÌÌÌü?€ÿ?Àh!¢ÚÉ@$$$––ï8EGrùÉÿ?r3Ü€ÏÉ@€ÿ?€ÿ?€ÿ?€ÿ?€ÿ?€ÿ?€ÿ?ì>Yð?Yô@YøAYüBYDYEY¤wRè$7œuRD…RÇ9„Ç9T90 xnpone(t,1) ynpone(t,1)=(x,y) = (xnpone(t,1),ynpone(t,1)); 1.570800 <= t <= 3.1415901.57080;3.14159Ëÿÿÿÿ2ÐÌÌÌÌÌÌü?€ÿ?Àh!¢ÚÉ@$$$––ï8EGrùÉÿ?€ÿ?€ÿ?€ÿ?€ÿ?€ÿ?€ÿ?€ÿ?ìÓ@ðÔ@ôÕ@øÖ@ü×@Ù@Ú@¨�R|/78ŽRèÒ9ÔÍ9<Î9ì17 xnptwo(t,1) ynptwo(t,1)=(x,y) = (xnptwo(t,1),ynptwo(t,1)); 0.000000 <= t <= 1.5708000.00000;1.57080Ëÿÿÿÿ2ÐÌÌÌÌÌÌü?€ÿ?Àh!¢ÚÉ@$$$––ï8EGrùÉÿ¿€ÿ?€ÿ?€ÿ?€ÿ?€ÿ?€ÿ?€ÿ?¸^<¼_<À`<Äa<Èb<Ìc<Ðd<´Þ9]0DÜ9¼ì9Èa00b0ø47xnpthree(t,1)ynpthree(t,1)B(x,y) = (xnpthree(t,1),ynpthree(t,1)); -1.570800 <= t <= 0.000000-1.57080;0.00000Ëÿÿÿÿ2ÐÌÌÌÌÌÌü?€ÿ?Àh!¢ÚÉ@$$$––r3Ü€ÏÉÀï8EGrùÉÿ¿€ÿ?€ÿ?€ÿ?€ÿ?€ÿ?€ÿ?€ÿ?FY GYHYIYJYKY LYˆø9¸-1ö9�:€h0èh0(01 xnpfour(t,1) ynpfour(t,1)A(x,y) = (xnpfour(t,1),ynpfour(t,1)); -3.141590 <= t <= -1.570800-3.14159;-1.57080Ëÿÿÿÿ2ÐÌÌÌÌÌÌü?€ÿ?Àh!¢ÚÉ@$$$––ï8EGrùÉÿ?r3Ü€ÏÉ@€ÿ?€ÿ?€ÿ?€ÿ?€ÿ?€ÿ?€ÿ?Ôe<Øf<Üg<àh<äi<èj<ìk<Èj1F1Àh10x18o0 o0$H1 xnpone(t,2) ynpone(t,2)=(x,y) = (xnpone(t,2),ynpone(t,2)); 1.570800 <= t <= 3.1415901.57080;3.14159Ëÿÿÿÿ2ÐÌÌÌÌÌÌü?€ÿ?Àh!¢ÚÉ@$$$––ï8EGrùÉÿ?€ÿ?€ÿ?€ÿ?€ÿ?€ÿ?€ÿ?€ÿ?õTöT÷T øT$ùT(úT,ûTÀL7Ø|0PJ7`Z7ˆ�0ð�0z1 xnptwo(t,2) ynptwo(t,2)=(x,y) = (xnptwo(t,2),ynptwo(t,2)); 0.000000 <= t <= 1.5708000.00000;1.57080Ëÿÿÿÿ2ÐÌÌÌÌÌÌü?€ÿ?Àh!¢ÚÉ@$$$––ï8EGrùÉÿ¿€ÿ?€ÿ?€ÿ?€ÿ?€ÿ?€ÿ?€ÿ?$MY(NY,OY0PY4QY8RYÛ @©—ÓÆ0wÛ @.ìo'q¯Û @‡˜þ±çÛ @Í MLóÛ @4"�5XÛ @ÝkXKw�Û @nŽ®ü¹ÈÛ @‹.�$ýÛ @ÛðùÂ@9Û @zîׄqÛ @¡nlcÉ©Û @^sseâÛ @Ý,ÞSÛ @À?Í™RÛ @©P»2àŠÛ @;ã'ÃÛ @ÿ‘anûÛ @ÞåÇ*¶3Û @2]„jCXÛ @´ Ç ¨UY(3-PHI)*(1-(1/PHI-1)^X)/5ù«›n…Û @¶塹½Û @]tEöÛ @‰–)Q.Û @Ø‘}�fÛ @é�{^êžÛ @X¬èµ7×Û @¿؃…Û @½eIÈÓGÛ @íI<ƒ"€Û @èc°´q¸Û @/è4Ð7ÿÚ @w°xpÿÚ @?3lP¨ÿÚ @-íV‘àÿÚ @æúú¤ÒÛ @ ‰•iQÛ @Id¼¤V‰Û @;1oV™ÁÛ @ˆ”­~ÜùÛ @Ó2w 2Û @¿°Ë2djÛ @í²ª¾¨¢Û @CYÁíÚÛ @¼VYCX(2Y)+PHI^(-4Y)*COS(X)¼Û @Õœ-¿MôÛ @y>̈•,Û @e‰òÈÝdÛ @7" &�Û @�­Ô¬oÕÛ @ Ð�P¹ Û @E.ÑjFÛ @ßl˜ûM~Û @t0å™¶Û @¡·€äîÛ @Ù u0'Û @2éß|_Û @ÍLHÁÉ—Û @nN+ÐÛ @±°‘çdÛ @.{,³@Û @€)ççyÛ @@‰ÕQ±Û @ÜE éÛ @#“cÊÿÚ @Ä?SÜ¢Û @Û ã:Û @k™{É#sXNPONEñd«ÐWYCX(2Y)+PHI^(-4Y-1)*COS(X)ù4nŒÛ @îõ®±ÄÛ @^¬È�õüÛ @«ÿ:5Û @´–Àà~mÛ @à 4Ä¥Û @:ÇÞý ÞÛ @cU;>PÛ @ýb õ–NÛ @§”�"Þ†Û @�‚Æ%¿Û @±öþàm÷Û @Opr¶/Û @} ŒyÿgÛ @Ú+�÷H Û @·3ì’ØÛ @™æOWÝÛ @7_ñ8(IÛ @zÅ‘s�Û @¾Â_¿¹Û @fíñ¤ òÛ @Fø¤`X*Û @=ƒÛ’¥bÛ @ç2XNPTWO@Þ«äXYCX(2Y+1)+PHI^(-4Y-2)*COS(X)hÞùö\Û @y½5•Û @:V¼ÒuÍÛ @†ñ^¶Û @›j²a÷=Û @!ëÿÚ8vÛ @¼@ÙÊz®Û @>1½æÛ @Æý-Û @®¨aCWÛ @àÆ­+‡�Û @�ëÛ @|æQ×vÛ @ �œú¯Û @«±¢gçÛ @üÈ.±¯Û @Ÿ‡@¾øWÛ @3’×AB�Û @[�ó;ŒÈÛ @´”¬ÖÛ @Ý縓!9Û @w�añlqÛ @¼�Ÿ©Û @s=âÛ @/oÑQÛ @—¿# ŸRÛ @ŸeZ·ìŠÛ @ÉÅÜ:ÃYNPTWOw‰û4]YCY(2Y+1)+PHI^(-4Y-2)*SIN(X).…Û @Kθðn½Û @¤tˆ‚¯õÛ @o—ãŠð-Û @TÛÉ 2fÛ @ùä:ÿsžÛ @Y6k¶ÖÛ @ Ü»MùÛ @î˦(¬ƒü¿óÿÿÿ�1Courier New <Uþÿÿÿ(x,y) = (xnptwo(t,0),ynptwo(t,0)); 0.00000 <= t <= 1.570806ÿNàNàNðþ¿fffffffæÿ?  ºý¿ï©HÓ…U´ü¿óÿÿÿ�1Courier New ôUþÿÿÿ(x,y) = (xnpthree(t,0),ynpthree(t,0)); -1.57080 <= t <= 0.00ÿNàNàNðþ¿fffffffæÿ?  ºý¿|L Ñáþäü¿óÿÿÿ�1Courier New ¬Uþÿÿÿ(x,y) = (xnpfour(t,0),ynpfour(t,0)); -3.14159 <= t <= -1.570ÿNàNàNðþ¿fffffffæÿ?  ºý¿„¯§"MÔŠý¿óÿÿÿ�1Courier New dUþÿÿÿ(x,y) = (xnpone(t,1),ynpone(t,1)); 1.57080 <= t <= 3.141590ÿNàNàNðþ¿fffffffæÿ?  ºý¿Ë\)¿±Í(£ý¿óÿÿÿ�1Courier New Uþÿÿÿ(x,y) = (xnptwo(t,1),ynptwo(t,1)); 0.00000 <= t <= 1.570800ÿNàNàNðþ¿fffffffæÿ?  ºý¿ «[|}»ý¿óÿÿÿ�1Courier New ÔUþÿÿÿ(x,y) = (xnpthree(t,1),ynpthree(t,1)); -1.57080 <= t <= 0.00ÿNàNàNðþ¿fffffffæÿ?  ºý¿W·,øz*ÒÓý¿óÿÿÿ�1Courier New ŒUþÿÿÿ(x,y) = (xnpfour(t,1),ynpfour(t,1)); -3.14159 <= t <= -1.570ÿNàNàNðþ¿fffffffæÿ?  ºý¿žd®”ߨ&ìý¿óÿÿÿ�1Courier New DUþÿÿÿ(x,y) = (xnpone(t,2),ynpone(t,2)); 1.57080 <= t <= 3.141590ÿNàNàNðþ¿fffffffæÿ?  ºý¿ò˜¢Ã=‚þ¿óÿÿÿ�1Courier New üUþÿÿÿ(x,y) = (xnptwo(t,2),ynptwo(t,2)); 0.00000 <= t <= 1.570800ÿNàNàNðþ¿fffffffæÿ?  ºý¿•ߨfÔhŽþ¿óÿÿÿ�1Courier New ´Uþÿÿÿ(x,y) = (xnpthree(t,2),ynpthree(t,2)); -1.57080 <= t <= 0.00ÿNàNàNðþ¿fffffffæÿ?  ºý¿ò˜¢Ã=‚þ¿óÿÿÿ�1Courier New lUþÿÿÿ(x,y) = (xnpfour(t,2),ynpfour(t,2)); -3.141590 <= t <= -1.57ÿNàNàNðþ¿fffffffæÿ?  ºý¿•ߨfÔhŽþ¿óÿÿÿ�1Courier New þÿÿÿ À @ À @ @Àh!¢ÚÉ@