7220=,dd +(I)   1Courier New1Symbol New1Courier New1Courier NewTimesr NewTimes New Roman1Courier New1Courier New1Courier New1Courier NewX yVX yVX yVX yV?/ <```@@@?~~~~~ԱޱޱԱ޿޿ph (((Pdd{ d<  p {2 P^$(ЛLj'+?jUD@+-"ky1@g{bUEs@???%ךG>օG@:*6IMc@GzGz@@@033333??@^ߛOw?̌???9XIc@.V@@?@ @@@ CH?Ehs&H.@@@@@@@@@@dddddddddddddddddddddddddddddddddddddddd -2??K!qr3܀@$$$@@@@@vEvE # |ˆ}(F@|ˆ}(F@};@*X*1/x(/d&%%x0<2'*DR/8-,' 3-.5x-0.5y3X3X/2??@$$$@@GGŧ@GGŧ?@???/[3,38S(Ȳ(sXJ2%8.db%u0t/2??@$$$@@GGŧGGŧ?@@???(~')`))|})t  a.L'p0utP-2??@$$$@@GGŧ@@GGŧ?"S333333@333333@"S?,)X$)))4)t)X(! 3W$"(l:.L3H=.0ON42???$$$??(v/??2Mb????FcQ? ))H*^*xh*4q*؊,c/xp$ض&00000cML42???$$$??>V-(\ˡE@?Q????FcQ?,ؼ,-g%,,h )~$&$00cxf(c,a)0c /b ` 42???$$$??QQ@{n(\i(\@Z1Zd@Q????FcQ?TP,0,g.r.{. ,,4&$&xf(c,a)0cxf(c,a)@b*hvs(6-2c-xf(c,a)-b-.0001)+(6-2c-xf(c,a))*hvs(-6+2c+xf(c,a)+b)c8 cxyzRQ@@p= ףp=?JXT@E͑Z5@?????iTMO@4קZ@@@@@@@@@@@@@@@@@h!@@@@@@@@@@@RWDRWDRWDy*hvs(6-2x-y-.00001)+(6-2x)*hvs(2x+y-6)H ~ dI ! p ;  J a9 I K  >Lq " _M] xfFirst Octant Boundary: Order of Integration: y, x, z@t4 jd5@H)|@NB:] @Times New Romanr&a = x; b = y; c = zy: Order of Integration: z, y, x),c).!}6hK32E\g6[M@>MVm@Times New Roman|%Order Outside to Inside: z, x, yegration: y, x, z8d&t4 j}͕)ǗjJ@/>0@Times New Romanz = 3-.5x-0.5y?*Q|a;ߐ??*n%_1T}CzH^a"1Courier New t&(x,y,z) = (u,0,t)|MH ⚆s}kol$|}Aԓ@J%D@1Courier New t&(x,y,z) = (0,u,t)⚆s}N sn"1@4S}@1Courier New u&z = 0ԑYA0W(W`| ⚆s}Z9`U!@,@1Courier New Hv&segment (0,0,0)-->(0,0,c)⚆s}VS?ۍS7@1onMV@1Courier New w&segment (0,0,c)-->(xf(c,a),0,c)0X$>R{ H(coRf@+E&@1Courier New w&segment (xf(c,a),0,c)-->(xf(c,a),b*hvs(6-2c-xf(c,a)-b-.0001)?R,i@.Т@1Courier New @@@h!@