I" ,dd   1Courier NewSymbol New1Courier New1Courier NewTimes New RomanTimes New Roman1Courier New1Courier New1Courier New1Courier New0:Q<0:Q<0:Q<0:Q< { d< p {??gffffff?@????@@@@@@033333??@^ߛOw?̌???hH:@2H00@@?@ @@@:_l?@@2??@????????b(Ţe?x|tP$&Bԣaaٳ?u@  1-(x^2+y^2) x^2+y^2=1PP2??@o??q¢e[???????)*+,-./ T(00 cos(3.22/4) sin(3.22/4)'seg (0,0) to (cos(3.22/4),sin(3.22/4))PPd2??h!@q= ףp=????????OPQRSTU|}p,|l~.29#r = .29; 0.000000 <= t <= 0.790000PPd2??h!@$$$?????????b(Ţe? @Xt0*(x,y) = (t,0); -2.000000 <= t <= 1.200000PPd2??h!@$$$RQ????????RQ?b(Ţe?0123456p\d L0t*(x,y) = (0,t); -1.500000 <= t <= 1.240000PP2???$$$(\?o?(\???????VWXYZ[\x\L,00.015 cos(3.22/4).015$seg (0,0.015) to (cos(3.22/4),.015)2???$$$o?o??q¢e[???????ķȸt,x cos(3.22/4) sin(3.22/4) cos(3.22/4)01seg (cos(3.22/4),sin(3.22/4)) to (cos(3.22/4),0)2???$$$a07?)\(\?o?)\(\???????7]^_abcPH|@ cos(3.22/4).07cos(3.22/4)-.07.07/seg (cos(3.22/4),.07) to (cos(3.22/4)-.07,.07)2???$$$V_?V_? rh???????̹кԻؼܽXPcos(3.22/4)-.0580cos(3.22/4)-.058.0714seg (cos(3.22/4)-.058,0) to (cos(3.22/4)-.058,.071)2???$$$o??q¢e[?????????o??q¢e[? T cos(3.22/4) sin(3.22/4)pi/4"(x,y) = (cos(3.22/4),sin(3.22/4))xyzJXT@&Bԣaaٳ?@@@@@@@@@@@@@@@@@@@@@@@@@@@ H H HxY0L`8N` `l 0``D.K?MF ?fh>܂C;Times New Roman dyYy?`,]ѳHyJa?¯Dz?O}7??Times New Roman dUqY<=L1YA!5f'YO~5&?7+ ?W2hn? !?Symbolew Roman |ePc spanned byangle!1?'t J?Z:EV?ʑ ?Times New Roman 4f=c spanned byangle1YA!-YHyk.M?+ {B?d^J׳?Times New Roman o11P<=LYA!E1P1PO't q3[@WmqTimes New Roman Dp-1P<=LYA!1P1P OD)-u4Gu`P -TSymbolew Roman p-1P<=LYA!1P1PL OD)¯,X47A,mSymbolew Roman q-*H*1kL*gUpl?v`PVf"z+Times New Roman lr#-1PLr ؄C} IșOlS` Jau4G?V0)?!^?Times New Roman $sl1P<=LYA!-1P1P*OZKS?䛌8j??މ=BOv?"Arial Narrowansl1PYA...O OO.+ {B-00 `|?7?"Arial Narrowant1&~5&?a(?Bہ?h8؊?Times New Roman  x^2+y^2=187q@/?vseg (0,0) to (cos(3.22/4),sin(3.22/4))"F@Jnc?vr = .29; 0.000000 <= t <= 0.800000)"FXwN'@v?YKeAb?%PPtw(x,y) = (t,0); 0.000000 <= t <= 6.283190"F?4333333pagP&?,x(x,y) = (0,t); -1.500000 <= t <= 1.200000OkkO"F@4333333{ ijw