72)=,dd +(I)   1Courier New1Symbol New1Courier New1Courier NewTimes New RomanTimes New Roman1Courier New1Courier New1Courier New1Courier NewXlRVXlRVXlRVXlRV?/ <```@@@?~~~~~ԱޱޱԱ޿޿ph (((Pdd{ d<  p {2 X迯?o6tm@Lwo@ݐ6&F@4GGŧ???XN@ > @Ia@hfffffphfffff@/@[pi@033333??@^ߛOw?HzG???tXIc@`JV@@?@ @@@O?wC~UwC~?@?@?@V?Ivi@.?f@j́@@dddddddddddddddddddddddddddddddddddddddd 02??@$$$??vM"l{! ՉFf6?Ivi@.?f@j́@???,048<@DȗJTGȴlMhʴ2e^t2te^tt^2-t+3-3.00000;1.50000P52??@$$$+B?\_???@@?@???@@0@3203(x,y,z) = (2,0,3)52??@$$$"io ‹@MkX[T??'˨?Tp{'$r@x?He?%5'$r@???'?Tp{'$r@ĕ 2e^p2pe^pp^2-p+3(x,y,z) = (2e^p,2pe^p,p^2-p+3)42??@$$$??Q K?uj?Z HȐ*.@%?0 )֯V@???c^gX4?tHIJKuu2e^p2pe^pp^2-p+302e^p+2e^p/sqrt(4e^(2p)+4(p+1)^2e^(2p)+(2p-1)^2)seg (2e^p,2pe^p,p^2-p+3) to (2e^p+2e^p/sqrt(4e^(2p)+4(p+1)^2e^(2p)+(2p-1)^2),2pe^p+2e^p*(p+1)/sqrt(4e^(2p)+4(p+1)^2*e^(2p)+(2p-1)^2),p^2-p+3+(2p-1)/sqrt(4e^(2p)+4(p+1)^2*e^(2p)+(2p-1)^2))82pe^p+2e^p*(p+1)/sqrt(4e^(2p)+4(p+1)^2*e^(2p)+(2p-1)^2)6p^2-p+3+(2p-1)/sqrt(4e^(2p)+4(p+1)^2*e^(2p)+(2p-1)^2)02??@$$$@?V?V@V@+@???`abc]_`p, ,D2+2/3*t2/3*t3-1/3*t-5.00000;5.0000042??@$$$??g?22(]<@ t@p?NXYDTi @1Courier New seg (2e^p,2pe^p,p^2-p+3) to (2e^p+(-e^(2p)*(p+1)+2p^2-2p+.75jv3F} Bk?0 -\ @1Courier New Hseg (2e^p,2pe^p,p^2-p+3) to (2e^p+(-4p^2-2p+8)/sqrt((-4p^2-2jv3F} ِǶ@J#/qE @1Courier New @@@h!@