I)7=,dd +(I)  1Courier NewSymbol New1Courier New1Courier NewTimes New RomanTimes New Romanmbolsnr1Courier New1Courier New1Courier New1Courier New S FV S FV S FV S FV?/ <```@@@?~~~~~ԱޱޱԱ޿޿ph (((Pdd}d<O p {2?(\?@̼@GzG@?X?@@@@@@@033333??@^ߛOw?hfffff???}G@DTh[@@?@ @@@8LxL??@?@?@@dddddddddddddddddddddddddddddddddddddddd d2??h!@$$$?̼@???????̼@7M?X\`dhlp%h6t 1/sin(t)0(x,y) = (t,1/sin(t)); 0.300000 <= t <= 2.9500002.950000.30000;2.95000PPd2??h!@$$$@(\@???????(\@7M?<kH`%(t 1/sin(t)0(x,y) = (t,1/sin(t)); 3.400000 <= t <= 6.0800006.080003.40000;6.08000PPd2??h!@$$$@zG@???????zG@ ? &xtLXt 1/sin(t)0(x,y) = (t,1/sin(t)); 6.550000 <= t <= 8.9300008.930006.55000;8.93000PPd2??h!@$$$hfffff(???????(7M?PTX\`dh @@}t}t 1/sin(t)2(x,y) = (t,1/sin(t)); -2.850000 <= t <= -0.207000 -0.20700-2.85000;-0.20700d2??h!@$$$S㥛???????S㥛7M? $( , (w -t -1/sin(t)4(x,y) = (-t,-1/sin(t)); -0.300000 <= t <= -0.192000 -0.19200-0.30000;-0.19200d2??h!@$$$033333@(\(@???????(\(@7M?0 4 8 <@DHHPu <LX-t -1/sin(t)2(x,y) = (-t,-1/sin(t)); 2.800000 <= t <= 2.9400002.940002.80000;2.94000d2??h!@$$$Gz???????Gz7M?lptx|\@<Hx{-t -1/sin(t)4(x,y) = (-t,-1/sin(t)); -3.400000 <= t <= -3.345000 -3.34500-3.40000;-3.34500d2??h!@$$$033333Zd;???????Zd;7M?LPTX\`d8̯Lx<H-t -1/sin(t)4(x,y) = (-t,-1/sin(t)); -6.600000 <= t <= -6.476000 -6.47600-6.60000;-6.476002???$$$h!h!@?????? d?hlpttx|aXa,4-d{-pi5-pi-5seg (-pi,6) to (-pi,-6)2???$$$h!@h!@@?????? d?b4N0bMApi5pi-5seg (pi,6) to (pi,-6)2???$$$h!@h!@@?????? d?( 02pi52pi-5seg (2pi,6) to (2pi,-6)2???$$$˖@˖@GzG@?????? d3pi63pi-6seg (3pi,6) to (3pi,-6)d2??h!@$$$hfffff Zd;O??????? Zd;O7M?@S(YXt 1/sin(t)2(x,y) = (t,1/sin(t)); -5.200000 <= t <= -3.333000 -3.33300-5.20000;-3.33300d2??h!@$$$̤@@???????@7M?  TF7GJ-t -1/sin(t)2(x,y) = (-t,-1/sin(t)); 5.150000 <= t <= 5.7500005.750005.15000;5.75000d2??h!@$$$033333@???????033333@7M?7   $(,4 l8XHtsin(t).(x,y) = (t,sin(t)); 0.000000 <= t <= 8.7000008.700000.00000;8.70000d2??h!@$$$@???????@7M?7048<@DHh$-t-sin(t)0(x,y) = (-t,-sin(t)); 0.000000 <= t <= 5.7500005.750000.00000;5.75000tyzJXT@@@@@@@@@@@@@@@@@@@@@@@@@@@@ @ @ @(x,y) = (t,1/sin(t)); 0.30000 <= t <= 2.9500000O^@ֵ<@@ijw 88(x,y) = (t,1/sin(t)); 3.40000 <= t <= 6.080000O^@Xc@ijw (x,y) = (t,1/sin(t)); 6.55000 <= t <= 8.930000O^@.Kͅ@ijw6 07(x,y) = (t,1/sin(t)); -2.85000 <= t <= -0.207000O^@ߙ@ijw \`(x,y) = (-t,-1/sin(t)); -0.30000 <= t <= -0.192000^@&@6@(x,y) = (-t,-1/sin(t)); 2.80000 <= t <= 2.940000^@7wү@Ў(x,y) = (-t,-1/sin(t)); -3.40000 <= t <= -3.345000^@Ho@(x,y) = (-t,-1/sin(t)); -6.60000 <= t <= -6.476000^@0:?@segment (-pi,5)<-->(-pi,-5)^@h6XO? segment (pi,5)<-->(pi,-5)J ^@@eM?JJJO OOJJO segment (2pi,5)<-->(2pi,-5)^@hd?h seg (3pi,6) to (3pi,-6)-6)^@#p (x,y) = (t,1/sin(t)); -5.20000 <= t <= -3.333000^@ ƒؓ (x,y) = (-t,-1/sin(t)); 5.15000 <= t <= 5.75000000^3333333@@X9(x,y) = (t,sin(t)); 0.00000 <= t <= 8.700000^@憵H(x,y) = (-t,-sin(t)); 0.00000 <= t <= 5.750000^@U