I9Odd   1Courier NewSymbolxyx1Courier New1Courier NewTimes New RomanTimes New Romanxyx1Courier New1Courier New1Courier New1Courier NewIPDIPDIPDIPD  { [d< :p @@@@@???@@@@@@033333??@^ߛOw????l(lL:@zL(Z(Z@@?@ @@@xf ?@@2??@??????????G]0.00 1.00000000pi/4(x,y) = (0.00,1.00000000)Ȥ2??@?lح???????????lح??`dhlptx\դ0.25 1.02538105pi/4(x,y) = (0.25,1.02538105)Ȥ2??@?~$P/>??????????~$P/>?XQ\R`SdThUlVpWԤ\Ѥ.5 1.09564773pi/4(x,y) = (.5,1.09564773)Ȥ2??@?i(x+G??????????i(x+G?    ФФ.75 1.19748443pi/4(x,y) = (.75,1.19748443)Ȥ2??@?hb3??????????hb3?|tXxY|Z[\0ФϤ1 1.31757207pi/4(x,y) = (1,1.31757207)Ȥ2??@?^7:!??????????^7:!? $(,0hϤϤ1.25 1.44632658pi/4(x,y) = (1.25,1.44632658)Ȥ2??@?3t??????????3t?ӥԥ]^_`aΤ<Τ1.5 1.57794095pi/4(x,y) = (1.5,1.57794095)Ȥ2??@?l??????????l?48<@DHLͤtͤ1.75 1.70921095pi/4(x,y) = (1.75,1.70921095)Ȥ2??@@.f"S?????????@.f"S?bcdefg̤ͤ2 1.83847456pi/4(x,y) = (2,1.83847456)Ȥ2??@@.lÂ?????????@.lÂ?PTX\` d!h"H̤ˤ2.25 1.96492813pi/4(x,y) = (2.25,1.96492813)Ȥ2??@@n̟@????????@n̟@xH|IJKhijˤˤ2.5 2.08823390pi/4(x,y) = (2.5,2.08823390)Ȥ2??@@ҶT@????????@ҶT@l#p$t%x&|'()ʤTʤ2.75 2.20830388pi/4(x,y) = (2.75,2.20830388)Ȥ2??@@REmϔ@????????@REmϔ@@DHLPTXɤɤ3 2.32518171pi/4(x,y) = (3,2.32518171)Ȥ2??@@Z]Y7@????????@Z]Y7@klmnopq(ɤȤ3.25 2.43897804pi/4(x,y) = (3.25,2.43897804)ɤ2??@@4~0@????????@4~0@*+,-./0`ȤǤ3.5 2.54983488pi/4(x,y) = (3.5,2.54983488)ɤ2??@@*6u!@????????@*6u!@\rstuvwǤ4Ǥ3.75 2.65790600pi/4(x,y) = (3.75,2.65790600)ɤ2??@@~ڰ@????????@~ڰ@1234567ƤlƤ4 2.76334611pi/4(x,y) = (4,2.76334611)ɤ2??@@Rq@????????@Rq@hНlѝpҝtӝxԝ|՝֝ƤŤ4.25 2.86630519pi/4(x,y) = (4.25,2.86630519)ɤ2??@@Ej@????????@Ej@xyz|}~ @ŤĤ4.5 2.96692560pi/4(x,y) = (4.5,2.96692560)ɤ2??@@l -.@????????@l -.@89:;<=>xĤĤ4.75 3.06534080pi/4(x,y) = (4.75,3.06534080)ɤ2??@@bdX@????????@bdX@ם؝ٝڝ۝ܝݝäLä5 3.16167499pi/4(x,y) = (5,3.16167499)ɤ2??@@—pc@????????@—pc@ $(¤¤5.25 3.25604332pi/4(x,y) = (5.25,3.25604332)ɤ2??@@$8N@????????@$8N@?@ABCDE<5.5 3.34855228pi/4(x,y) = (5.5,3.34855228)ɤ2??@@:*P~@????????@:*P~@ޝߝؿt5.75 3.43930028pi/4(x,y) = (5.75,3.43930028)ɤ2??@@5< @????????@5< @,048<@D6 3.52837826pi/4(x,y) = (6,3.52837826)ɤ2??@@iQkj@????????@iQkj@FGIJK LMH佤6.25 3.61587026pi/4(x,y) = (6.25,3.61587026)ɤ2??@@@*Ij-@????????@@*Ij-@6.5 3.70185409pi/4(x,y) = (6.5,3.70185409)ɤ2??@@1 7d,hT@????????@1 7d,hT@HLPTX\`T6.75 3.78640179pi/4(x,y) = (6.75,3.78640179)ɤ2??@@V3@????????@V3@NOP Q$R(S,T7 3.86958021pi/4(x,y) = (7,3.86958021)ɤ2??@@П@Times New Roman DT(1,r,0,r)neTrajectoryst Time@Je@:]@9]@Times New Roman T(gamma(r),Beta(r),0,r)f Least TimemmDPVo6T@b9D@20;8@L|wK@Times New Roman 1.8342164*r^0.5 - 1.1940969 + 0.59849125789/r^0.5t6OOu n@ XX@9]@@Times New Roman \(x,y) = (0.00,1.00000000)y9/e@H$I$I@$(x,y) = (0.25,1.02538105)y9/e@<<@(x,y) = (.5,1.09564773))y9/e@0 0 @(x,y) = (.75,1.19748443)y9/e@$I$I?L(x,y) = (1,1.31757207))y9/e@aa?(x,y) = (1.25,1.44632658)y9/e@<<(x,y) = (1.5,1.57794095)ϩPĦP8wPby9/e@Pwϩt(x,y) = (1.75,1.70921095)K^YAy9/e@0 0 Ð^DP%P ! X,(x,y) = (2,1.83847456)5)KjةYAy9/e@aa,٩DP%P ! X (x,y) = (2.25,1.96492813)y9/e@0 0 ÐYALPĦP8wP (x,y) = (2.5,2.08823390)y9/e@aagggPĦP8wPggDPT (x,y) = (2.75,2.20830388)y9/e@0 0 Ð (x,y) = (3,2.32518171)8)P?H0y9/e@aa KYA P (x,y) = (3.25,2.43897804)y9/e@0 0 Ð| (x,y) = (3.5,2.54983488)ints" if you want the points themsey9/e@aaUse this dialog to put a line ax + by = c on the screen. Each 4 ie(x,y) = (3.75,2.65790600)y9/e@0 0 Ð (x,y) = (4,2.76334611)0)y9/e@aa(x,y) = (4.25,2.86630519)ves). Click "define" to complete thy9/e@0 0 Ðnge in the inventory entry for the example. To undo this cons\n,(x,y) = (4.5,2.96692560)y9/e@aa(x,y) = (4.75,3.06534080)y9/e@0 0 Ð(x,y) = (5,3.16167499)0)y9/e@aa(x,y) = (5.25,3.25604332)y9/e@0 0 Ð<(x,y) = (5.5,3.34855228)y9/e@aa :(x,y) = (5.75,3.43930028)y9/e@0 0 Ð(x,y) = (6,3.52837826)8)N y9/e@aaNNNPĦP8wPNNDP%d(x,y) = (6.25,3.61587026)y9/e@0 0 Ð(x,y) = (6.5,3.70185409)W y9/e@aa(x,y) = (15.5,6.16477345)y9/e@aa/?(x,y) = (15.75,6.22162376)y9/e@0 0 Ðl0@(x,y) = (16,6.27804323)6)y9/e@aa$1A(x,y) = (16.25,6.33404323)Pwy9/e@0 0 ÐYAPĦP8wP1DB(x,y) = (16.5,6.38963117)y9/e@aa2C(x,y) = (16.75,6.44481656)y9/e@0 0 ÐL3D(x,y) = (17,6.49960798)6)y9/e@aa4E(x,y) = (17.25,6.55401369)?H0y9/e@0 0 Ð <KrYA<04PF(x,y) = (17.5,6.60804170)?H0y9/e@aa tKYAtht5PG(x,y) = (17.75,6.66169973)y9/e@0 0 Ð,6H(x,y) = (18,6.71499526)3)?H0y9/e@aa ʯKɯYAʯ6PI(x,y) = (18.25,6.76793548)?H0y9/e@0 0 Ð ӯK ӯYAӯӜ7PJ(x,y) = (18.5,6.82052740)y9/e@aaT8K(x,y) = (18.75,6.87277777)y9/e@aa 9L(x,y) = (19,6.92469313)7)y9/e@0 0 Ð9M(x,y) = (19.25,6.97627982)y9/e@aan۶m۶m@۶m|:N(x,y) = (19.5,7.02754399)?H0y9/e@0 0 Ð K֫YA4;PO(x,y) = (19.75,7.07849158)?H0y9/e@aa صKYAص̵;PP(x,y) = (20,7.12912838)8)y9/e@0 0 Ð<Qy = (2 +3/4*x^2-81/320*x^4+12393/89600*x^6-1299807/14336000*y9/e@ᒛwK\=Ry = (TA(x-pi/2)+TB(x-pi/2)+TC(x-pi/2)+TD(x-pi/2)+TE(x-pi/2))y9/e@/TgxP>Sy = (2sqrt(pi*x)-2+pi/(3x)+pi^2/(20x^2)-pi*sqrt(pi/x)/(9x^2)y9/e@ᒛwK>Ty = 2sqrt(x)-1; 4.000000 <= x <= 20.250000?y9/e@/TgxP?Uy = 1+x/2; 0.000000 <= x <= 4.000000mP?y9/e@ᒛwK HK<@YVy = sqrt(1+x^2); 0.000000 <= x <= 20.2500002/+!7^E?y9/e@/TgxP @42*W%:H@@Wy = sqrt(1+x^2); 0.000000 <= x <= 0.577350y9/e@/TgxAXy = sqrt(3)/2+x/2; 0.577350 <= x <= 3.732051y9/e@/TgxxdBYy = (sqrt(3)+1)/2*sqrt(2x)-1; 3.732051 <= x <= 20.000000y9/e@/Tgx CZy = 1.83421643979696*sqrt(x)-1.19409691940063+0.598491257894 y9/e@["^)aK[y = 1+0.4149567921x^2-0.1464875166846x^4+0.07856936352616x^6 y9/e@!ڄ