7c7
< SHok     |cpHiggs(EE, alfSMZ, Mtp, McMt, MbMt, Ml, SW, tb, MHc, aMu, fiMu, aM1, fiM1, aM2, fiM2, aM3, fiM3, Mq3, Mu3, Md3, Ml3, Mr3, aAt, fiAt, aAb, fiAb, aAl, fiAl, aAu, fiAu, aAd, fiAd, aAe, fiAe, aAm, fiAm)
---
> SHok     |cpHiggs(EE, alfSMZ, Mtp, McMt, MbMt, Ml, SW, tb, MHc, aMu, fiMu, aM1, fiM1, aM2, fiM2, aM3, fiM3, Mq3, Mu3, Md3, Ml3, Mr3, aAt, fiAt, aAb, fiAb, aAl, fiAl, aAu, fiAu, aAd, fiAd, aAe,fiAe,aAm,fiAm)
224,227c224,227
< B00000   |Zh11*cb^3*la3-2*Zh11*la6r*sb+3*Zh11*la6r*sb^3+Zh12*cb*la7r+Zh12*la3*sb^3
< B00001   |B00000-Zh13*cb^2*la7i+Zh13*la5i*s2b-Zh13*la6i*sb^2+2*Zh11*cb*la1*sb^2-Zh11*cb*la4*sb^2
< B00002   |B00001-2*Zh11*cb*la5r*sb^2+Zh11*cb^2*la7r*sb+Zh12*cb*la6r*sb^2-3*Zh12*cb*la7r*sb^2+2*Zh12*cb^2*la2*sb
< B00003   |B00002-Zh12*cb^2*la4*sb-2*Zh12*cb^2*la5r*sb
---
> B00000   |2*cb*sb^2*Zh11*la1+2*cb^2*sb*Zh12*la2+cb^3*Zh11*la3+sb^3*Zh12*la3-cb^2*sb*Zh12*la4
> B00001   |B00000-cb*sb^2*Zh11*la4-2*cb^2*sb*Zh12*la5r-2*cb*sb^2*Zh11*la5r+Zh13*la5i*s2b+3*sb^3*Zh11*la6r
> B00002   |B00001-2*sb*Zh11*la6r+cb*sb^2*Zh12*la6r-sb^2*Zh13*la6i-3*cb*sb^2*Zh12*la7r+cb*Zh12*la7r
> B00003   |B00002+cb^2*sb*Zh11*la7r-cb^2*Zh13*la7i
230,233c230,233
< B00004   |Zh21*cb^3*la3-2*Zh21*la6r*sb+3*Zh21*la6r*sb^3+Zh22*cb*la7r+Zh22*la3*sb^3
< B00005   |B00004-Zh23*cb^2*la7i+Zh23*la5i*s2b-Zh23*la6i*sb^2+2*Zh21*cb*la1*sb^2-Zh21*cb*la4*sb^2
< B00006   |B00005-2*Zh21*cb*la5r*sb^2+Zh21*cb^2*la7r*sb+Zh22*cb*la6r*sb^2-3*Zh22*cb*la7r*sb^2+2*Zh22*cb^2*la2*sb
< B00007   |B00006-Zh22*cb^2*la4*sb-2*Zh22*cb^2*la5r*sb
---
> B00004   |2*cb*sb^2*Zh21*la1+2*cb^2*sb*Zh22*la2+cb^3*Zh21*la3+sb^3*Zh22*la3-cb^2*sb*Zh22*la4
> B00005   |B00004-cb*sb^2*Zh21*la4-2*cb^2*sb*Zh22*la5r-2*cb*sb^2*Zh21*la5r+Zh23*la5i*s2b+3*sb^3*Zh21*la6r
> B00006   |B00005-2*sb*Zh21*la6r+cb*sb^2*Zh22*la6r-sb^2*Zh23*la6i-3*cb*sb^2*Zh22*la7r+cb*Zh22*la7r
> B00007   |B00006+cb^2*sb*Zh21*la7r-cb^2*Zh23*la7i
236,239c236,239
< B00008   |Zh31*cb^3*la3-2*Zh31*la6r*sb+3*Zh31*la6r*sb^3+Zh32*cb*la7r+Zh32*la3*sb^3
< B00009   |B00008-Zh33*cb^2*la7i+Zh33*la5i*s2b-Zh33*la6i*sb^2+2*Zh31*cb*la1*sb^2-Zh31*cb*la4*sb^2
< B00010   |B00009-2*Zh31*cb*la5r*sb^2+Zh31*cb^2*la7r*sb+Zh32*cb*la6r*sb^2-3*Zh32*cb*la7r*sb^2+2*Zh32*cb^2*la2*sb
< B00011   |B00010-Zh32*cb^2*la4*sb-2*Zh32*cb^2*la5r*sb
---
> B00008   |2*cb*sb^2*Zh31*la1+2*cb^2*sb*Zh32*la2+cb^3*Zh31*la3+sb^3*Zh32*la3-cb^2*sb*Zh32*la4
> B00009   |B00008-cb*sb^2*Zh31*la4-2*cb^2*sb*Zh32*la5r-2*cb*sb^2*Zh31*la5r+Zh33*la5i*s2b+3*sb^3*Zh31*la6r
> B00010   |B00009-2*sb*Zh31*la6r+cb*sb^2*Zh32*la6r-sb^2*Zh33*la6i-3*cb*sb^2*Zh32*la7r+cb*Zh32*la7r
> B00011   |B00010+cb^2*sb*Zh31*la7r-cb^2*Zh33*la7i
283,294c283,294
< B00012   |Td3i*Zh13+Zh11*sb-Td3r*Zh11*sb+Td3r*Zh12*cb
< B00013   |Td3r*Zh13-Zh13*sb^2+Td3i*Zh11*sb-Td3i*Zh12*cb
< B00014   |Td3i*Zh23+Zh21*sb-Td3r*Zh21*sb+Td3r*Zh22*cb
< B00015   |Td3r*Zh23-Zh23*sb^2+Td3i*Zh21*sb-Td3i*Zh22*cb
< B00016   |Td3i*Zh33+Zh31*sb-Td3r*Zh31*sb+Td3r*Zh32*cb
< B00017   |Td3r*Zh33-Zh33*sb^2+Td3i*Zh31*sb-Td3i*Zh32*cb
< B00018   |Mb*Td3r-Mb*sb^2
< B00019   |MW*Zt11r*Zv11r*s2b+Mt*Sqrt2*Zt21i*Zv12i*cb+Mt*Sqrt2*Zt21r*Zv12r*cb
< B00020   |MW*Zt11r*Zv11i*s2b-Mt*Sqrt2*Zt21i*Zv12r*cb+Mt*Sqrt2*Zt21r*Zv12i*cb
< B00021   |MW*Zt21i*Zv11i*s2b-MW*Zt21r*Zv11r*s2b+Mt*Sqrt2*Zt11r*Zv12r*cb
< B00022   |MW*Zt21i*Zv11r*s2b+MW*Zt21r*Zv11i*s2b-Mt*Sqrt2*Zt11r*Zv12i*cb
< B00023   |Mb*Sqrt2*Zt21i*Zu12i*sb-Mb*Sqrt2*Zt21r*Zu12r*sb
---
> B00012   |Zh11*sb-Td3r*Zh11*sb+Td3r*Zh12*cb+Td3i*Zh13
> B00013   |-Zh13*sb^2+Td3i*Zh11*sb+Td3r*Zh13-Td3i*Zh12*cb
> B00014   |Zh21*sb-Td3r*Zh21*sb+Td3r*Zh22*cb+Td3i*Zh23
> B00015   |-Zh23*sb^2+Td3i*Zh21*sb+Td3r*Zh23-Td3i*Zh22*cb
> B00016   |Zh31*sb-Td3r*Zh31*sb+Td3r*Zh32*cb+Td3i*Zh33
> B00017   |-Zh33*sb^2+Td3i*Zh31*sb+Td3r*Zh33-Td3i*Zh32*cb
> B00018   |Mb*sb^2-Mb*Td3r
> B00019   |MW*Zt11r*Zv11r*s2b+Mt*Sqrt2*Zt21r*Zv12r*cb+Mt*Sqrt2*Zt21i*Zv12i*cb
> B00020   |-MW*Zt11r*Zv11i*s2b-Mt*Sqrt2*Zt21r*Zv12i*cb+Mt*Sqrt2*Zt21i*Zv12r*cb
> B00021   |MW*Zt21r*Zv11r*s2b-MW*Zt21i*Zv11i*s2b-Mt*Sqrt2*Zt11r*Zv12r*cb
> B00022   |-MW*Zt21r*Zv11i*s2b-MW*Zt21i*Zv11r*s2b+Mt*Sqrt2*Zt11r*Zv12i*cb
> B00023   |-Mb*Sqrt2*Zt21r*Zu12r*sb+Mb*Sqrt2*Zt21i*Zu12i*sb
296,300c296,300
< B00025   |MW*Zt11r*Zv21r*s2b+Mt*Sqrt2*Zt21i*Zv22i*cb+Mt*Sqrt2*Zt21r*Zv22r*cb
< B00026   |MW*Zt11r*Zv21i*s2b-Mt*Sqrt2*Zt21i*Zv22r*cb+Mt*Sqrt2*Zt21r*Zv22i*cb
< B00027   |MW*Zt21i*Zv21i*s2b-MW*Zt21r*Zv21r*s2b+Mt*Sqrt2*Zt11r*Zv22r*cb
< B00028   |MW*Zt21i*Zv21r*s2b+MW*Zt21r*Zv21i*s2b-Mt*Sqrt2*Zt11r*Zv22i*cb
< B00029   |Mb*Sqrt2*Zt21i*Zu22i*sb-Mb*Sqrt2*Zt21r*Zu22r*sb
---
> B00025   |MW*Zt11r*Zv21r*s2b+Mt*Sqrt2*Zt21r*Zv22r*cb+Mt*Sqrt2*Zt21i*Zv22i*cb
> B00026   |-MW*Zt11r*Zv21i*s2b-Mt*Sqrt2*Zt21r*Zv22i*cb+Mt*Sqrt2*Zt21i*Zv22r*cb
> B00027   |MW*Zt21r*Zv21r*s2b-MW*Zt21i*Zv21i*s2b-Mt*Sqrt2*Zt11r*Zv22r*cb
> B00028   |-MW*Zt21r*Zv21i*s2b-MW*Zt21i*Zv21r*s2b+Mt*Sqrt2*Zt11r*Zv22i*cb
> B00029   |-Mb*Sqrt2*Zt21r*Zu22r*sb+Mb*Sqrt2*Zt21i*Zu22i*sb
302c302
< B00031   |Zb21i*sfi3+Zb21r*cfi3
---
> B00031   |Zb21r*cfi3+Zb21i*sfi3
304,2890c304,3463
< B00033   |3*CW*Mb*Zb21i*Zn13i-3*CW*Mb*Zb21r*Zn13r-3*CW*MW*Zb11r*Zn12r*cb+MW*SW*Zb11r*Zn11r*cb
< B00034   |3*CW*Mb*Zb21i*Zn13r+3*CW*Mb*Zb21r*Zn13i+3*CW*MW*Zb11r*Zn12i*cb-MW*SW*Zb11r*Zn11i*cb
< B00035   |3*CW*Mb*Zb11r*Zn13r-2*MW*SW*Zb21i*Zn11i*cb-2*MW*SW*Zb21r*Zn11r*cb
< B00036   |3*CW*Mb*Zb11r*Zn13i+2*MW*SW*Zb21i*Zn11r*cb-2*MW*SW*Zb21r*Zn11i*cb
< B00037   |3*CW*Mb*Zb11r*Zn13r-3*CW*MW*Zb21i*Zn12i*cb-3*CW*MW*Zb21r*Zn12r*cb+MW*SW*Zb21i*Zn11i*cb+MW*SW*Zb21r*Zn11r*cb
< B00038   |3*CW*Mb*Zb11r*Zn13i+3*CW*MW*Zb21i*Zn12r*cb-3*CW*MW*Zb21r*Zn12i*cb-MW*SW*Zb21i*Zn11r*cb+MW*SW*Zb21r*Zn11i*cb
< B00039   |3*CW*Mb*Zb21i*Zn13i-3*CW*Mb*Zb21r*Zn13r-2*MW*SW*Zb11r*Zn11r*cb
< B00040   |3*CW*Mb*Zb21i*Zn13r+3*CW*Mb*Zb21r*Zn13i+2*MW*SW*Zb11r*Zn11i*cb
< B00041   |3*CW*Mb*Zb21i*Zn23i-3*CW*Mb*Zb21r*Zn23r-3*CW*MW*Zb11r*Zn22r*cb+MW*SW*Zb11r*Zn21r*cb
< B00042   |3*CW*Mb*Zb21i*Zn23r+3*CW*Mb*Zb21r*Zn23i+3*CW*MW*Zb11r*Zn22i*cb-MW*SW*Zb11r*Zn21i*cb
< B00043   |3*CW*Mb*Zb11r*Zn23r-2*MW*SW*Zb21i*Zn21i*cb-2*MW*SW*Zb21r*Zn21r*cb
< B00044   |3*CW*Mb*Zb11r*Zn23i+2*MW*SW*Zb21i*Zn21r*cb-2*MW*SW*Zb21r*Zn21i*cb
< B00045   |3*CW*Mb*Zb11r*Zn23r-3*CW*MW*Zb21i*Zn22i*cb-3*CW*MW*Zb21r*Zn22r*cb+MW*SW*Zb21i*Zn21i*cb+MW*SW*Zb21r*Zn21r*cb
< B00046   |3*CW*Mb*Zb11r*Zn23i+3*CW*MW*Zb21i*Zn22r*cb-3*CW*MW*Zb21r*Zn22i*cb-MW*SW*Zb21i*Zn21r*cb+MW*SW*Zb21r*Zn21i*cb
< B00047   |3*CW*Mb*Zb21i*Zn23i-3*CW*Mb*Zb21r*Zn23r-2*MW*SW*Zb11r*Zn21r*cb
< B00048   |3*CW*Mb*Zb21i*Zn23r+3*CW*Mb*Zb21r*Zn23i+2*MW*SW*Zb11r*Zn21i*cb
< B00049   |3*CW*Mb*Zb21i*Zn33i-3*CW*Mb*Zb21r*Zn33r-3*CW*MW*Zb11r*Zn32r*cb+MW*SW*Zb11r*Zn31r*cb
< B00050   |3*CW*Mb*Zb21i*Zn33r+3*CW*Mb*Zb21r*Zn33i+3*CW*MW*Zb11r*Zn32i*cb-MW*SW*Zb11r*Zn31i*cb
< B00051   |3*CW*Mb*Zb11r*Zn33r-2*MW*SW*Zb21i*Zn31i*cb-2*MW*SW*Zb21r*Zn31r*cb
< B00052   |3*CW*Mb*Zb11r*Zn33i+2*MW*SW*Zb21i*Zn31r*cb-2*MW*SW*Zb21r*Zn31i*cb
< B00053   |3*CW*Mb*Zb11r*Zn33r-3*CW*MW*Zb21i*Zn32i*cb-3*CW*MW*Zb21r*Zn32r*cb+MW*SW*Zb21i*Zn31i*cb+MW*SW*Zb21r*Zn31r*cb
< B00054   |3*CW*Mb*Zb11r*Zn33i+3*CW*MW*Zb21i*Zn32r*cb-3*CW*MW*Zb21r*Zn32i*cb-MW*SW*Zb21i*Zn31r*cb+MW*SW*Zb21r*Zn31i*cb
< B00055   |3*CW*Mb*Zb21i*Zn33i-3*CW*Mb*Zb21r*Zn33r-2*MW*SW*Zb11r*Zn31r*cb
< B00056   |3*CW*Mb*Zb21i*Zn33r+3*CW*Mb*Zb21r*Zn33i+2*MW*SW*Zb11r*Zn31i*cb
< B00057   |3*CW*Mb*Zb21i*Zn43i-3*CW*Mb*Zb21r*Zn43r-3*CW*MW*Zb11r*Zn42r*cb+MW*SW*Zb11r*Zn41r*cb
< B00058   |3*CW*Mb*Zb21i*Zn43r+3*CW*Mb*Zb21r*Zn43i+3*CW*MW*Zb11r*Zn42i*cb-MW*SW*Zb11r*Zn41i*cb
< B00059   |3*CW*Mb*Zb11r*Zn43r-2*MW*SW*Zb21i*Zn41i*cb-2*MW*SW*Zb21r*Zn41r*cb
< B00060   |3*CW*Mb*Zb11r*Zn43i+2*MW*SW*Zb21i*Zn41r*cb-2*MW*SW*Zb21r*Zn41i*cb
< B00061   |3*CW*Mb*Zb11r*Zn43r-3*CW*MW*Zb21i*Zn42i*cb-3*CW*MW*Zb21r*Zn42r*cb+MW*SW*Zb21i*Zn41i*cb+MW*SW*Zb21r*Zn41r*cb
< B00062   |3*CW*Mb*Zb11r*Zn43i+3*CW*MW*Zb21i*Zn42r*cb-3*CW*MW*Zb21r*Zn42i*cb-MW*SW*Zb21i*Zn41r*cb+MW*SW*Zb21r*Zn41i*cb
< B00063   |3*CW*Mb*Zb21i*Zn43i-3*CW*Mb*Zb21r*Zn43r-2*MW*SW*Zb11r*Zn41r*cb
< B00064   |3*CW*Mb*Zb21i*Zn43r+3*CW*Mb*Zb21r*Zn43i+2*MW*SW*Zb11r*Zn41i*cb
< B00065   |3*CW*MW*Zn12r*sb+MW*SW*Zn11r*sb
< B00066   |3*CW*MW*Zn12i*sb+MW*SW*Zn11i*sb
< B00067   |3*CW*MW*Zn22r*sb+MW*SW*Zn21r*sb
< B00068   |3*CW*MW*Zn22i*sb+MW*SW*Zn21i*sb
< B00069   |3*CW*MW*Zn32r*sb+MW*SW*Zn31r*sb
< B00070   |3*CW*MW*Zn32i*sb+MW*SW*Zn31i*sb
< B00071   |3*CW*MW*Zn42r*sb+MW*SW*Zn41r*sb
< B00072   |3*CW*MW*Zn42i*sb+MW*SW*Zn41i*sb
< B00073   |3*CW*MW*Zn12r*cb-MW*SW*Zn11r*cb
< B00074   |3*CW*MW*Zn12i*cb-MW*SW*Zn11i*cb
< B00075   |3*CW*MW*Zn22r*cb-MW*SW*Zn21r*cb
< B00076   |3*CW*MW*Zn22i*cb-MW*SW*Zn21i*cb
< B00077   |3*CW*MW*Zn32r*cb-MW*SW*Zn31r*cb
< B00078   |3*CW*MW*Zn32i*cb-MW*SW*Zn31i*cb
< B00079   |3*CW*MW*Zn42r*cb-MW*SW*Zn41r*cb
< B00080   |3*CW*MW*Zn42i*cb-MW*SW*Zn41i*cb
< B00081   |CW*Zn12r+SW*Zn11r
< B00082   |CW*Zn12i+SW*Zn11i
< B00083   |CW*Zn22r+SW*Zn21r
< B00084   |CW*Zn22i+SW*Zn21i
< B00085   |CW*Zn32r+SW*Zn31r
< B00086   |CW*Zn32i+SW*Zn31i
< B00087   |CW*Zn42r+SW*Zn41r
< B00088   |CW*Zn42i+SW*Zn41i
< B00089   |Zh11*sb-Zh12*cb
< B00090   |Zh21*sb-Zh22*cb
< B00091   |Zh31*sb-Zh32*cb
< B00092   |2*Zh11*cb*la6r+4*Zh12*la7r*sb-6*Zh12*la7r*sb^3-2*Zh13*c2b*la5i+Zh13*la6i*s2b
< B00093   |B00092-Zh13*la7i*s2b+Zh11*c2b*la4*sb+2*Zh11*c2b*la5r*sb-6*Zh11*cb*la6r*sb^2+2*Zh11*cb*la7r*sb^2
< B00094   |B00093-4*Zh11*cb^2*la1*sb+2*Zh11*cb^2*la3*sb+Zh12*c2b*cb*la4+2*Zh12*c2b*cb*la5r+4*Zh12*cb*la2*sb^2
< B00095   |B00094-2*Zh12*cb*la3*sb^2-2*Zh12*cb^2*la6r*sb
< B00096   |Zh13*la4-2*Zh13*la5r-2*Zh11*cb*la6i-2*Zh11*la5i*sb-2*Zh12*cb*la5i
< B00097   |B00096-2*Zh12*la7i*sb
< B00098   |2*Zh21*cb*la6r+4*Zh22*la7r*sb-6*Zh22*la7r*sb^3-2*Zh23*c2b*la5i+Zh23*la6i*s2b
< B00099   |B00098-Zh23*la7i*s2b+Zh21*c2b*la4*sb+2*Zh21*c2b*la5r*sb-6*Zh21*cb*la6r*sb^2+2*Zh21*cb*la7r*sb^2
< B00100   |B00099-4*Zh21*cb^2*la1*sb+2*Zh21*cb^2*la3*sb+Zh22*c2b*cb*la4+2*Zh22*c2b*cb*la5r+4*Zh22*cb*la2*sb^2
< B00101   |B00100-2*Zh22*cb*la3*sb^2-2*Zh22*cb^2*la6r*sb
< B00102   |Zh23*la4-2*Zh23*la5r-2*Zh21*cb*la6i-2*Zh21*la5i*sb-2*Zh22*cb*la5i
< B00103   |B00102-2*Zh22*la7i*sb
< B00104   |2*Zh31*cb*la6r+4*Zh32*la7r*sb-6*Zh32*la7r*sb^3-2*Zh33*c2b*la5i+Zh33*la6i*s2b
< B00105   |B00104-Zh33*la7i*s2b+Zh31*c2b*la4*sb+2*Zh31*c2b*la5r*sb-6*Zh31*cb*la6r*sb^2+2*Zh31*cb*la7r*sb^2
< B00106   |B00105-4*Zh31*cb^2*la1*sb+2*Zh31*cb^2*la3*sb+Zh32*c2b*cb*la4+2*Zh32*c2b*cb*la5r+4*Zh32*cb*la2*sb^2
< B00107   |B00106-2*Zh32*cb*la3*sb^2-2*Zh32*cb^2*la6r*sb
< B00108   |Zh33*la4-2*Zh33*la5r-2*Zh31*cb*la6i-2*Zh31*la5i*sb-2*Zh32*cb*la5i
< B00109   |B00108-2*Zh32*la7i*sb
< B00110   |Mc^2*cb^2+Mq^2*sb^2-2*MW^2*cb^2*sb^2
< B00111   |Adr*sb+cb*mur
< B00112   |Adi*sb-cb*mui
< B00113   |Aur*cb+mur*sb
< B00114   |Aui*cb-mui*sb
< B00115   |Ml^2*Zl11r*sb-Ali*Ml*Zl21i*sb-Alr*Ml*Zl21r*sb-2*MW^2*Zl11r*cb^2*sb+Ml*Zl21i*cb*mui
< B00116   |B00115-Ml*Zl21r*cb*mur
< B00117   |Ali*Ml*Zl21r*sb-Alr*Ml*Zl21i*sb-Ml*Zl21i*cb*mur-Ml*Zl21r*cb*mui
< B00118   |Ml^2*Zl21r*sb+Alr*Ml*Zl11r*sb-2*MW^2*Zl21r*cb^2*sb+Ml*Zl11r*cb*mur
< B00119   |Ml^2*Zl21i*sb+Ali*Ml*Zl11r*sb-2*MW^2*Zl21i*cb^2*sb-Ml*Zl11r*cb*mui
< B00120   |2*Mb*Mt*Zb21i*Zt21i+2*Mb*Mt*Zb21r*Zt21r+2*Mb^2*Zb11r*Zt11r*sb^2+2*Mt^2*Zb11r*Zt11r*cb^2-2*Abi*Mb*Zb21i*Zt11r*sb^2
< B00121   |B00120-2*Abr*Mb*Zb21r*Zt11r*sb^2-2*Ati*Mt*Zb11r*Zt21i*cb^2-2*Atr*Mt*Zb11r*Zt21r*cb^2-4*MW^2*Zb11r*Zt11r*cb^2*sb^2+Mb*Zb21i*Zt11r*mui*s2b
< B00122   |B00121-Mb*Zb21r*Zt11r*mur*s2b+Mt*Zb11r*Zt21i*mui*s2b-Mt*Zb11r*Zt21r*mur*s2b
< B00123   |2*Mb*Mt*Zb21i*Zt21r-2*Mb*Mt*Zb21r*Zt21i+2*Abi*Mb*Zb21r*Zt11r*sb^2-2*Abr*Mb*Zb21i*Zt11r*sb^2-2*Ati*Mt*Zb11r*Zt21r*cb^2
< B00124   |B00123+2*Atr*Mt*Zb11r*Zt21i*cb^2-Mb*Zb21i*Zt11r*mur*s2b-Mb*Zb21r*Zt11r*mui*s2b+Mt*Zb11r*Zt21i*mur*s2b+Mt*Zb11r*Zt21r*mui*s2b
< B00125   |2*Ati*Mt*Zb21i*Zt21r+2*Ati*Mt*Zb21r*Zt21i-2*Atr*Mt*Zb21i*Zt21i+2*Atr*Mt*Zb21r*Zt21r+2*Mb*Mt*Zb11r*Zt21r
< B00126   |B00125-2*Mb^2*Zb21r*Zt11r*sb^2-2*Mt^2*Zb21r*Zt11r*cb^2-2*Abr*Mb*Zb11r*Zt11r*sb^2-2*Ati*Mt*Zb21i*Zt21r*sb^2-2*Ati*Mt*Zb21r*Zt21i*sb^2
< B00127   |B00126+2*Atr*Mt*Zb21i*Zt21i*sb^2-2*Atr*Mt*Zb21r*Zt21r*sb^2+4*MW^2*Zb21r*Zt11r*cb^2*sb^2-Mb*Zb11r*Zt11r*mur*s2b-2*Mt*Zb21i*Zt21i*cb*mur*sb
< B00128   |B00127-2*Mt*Zb21i*Zt21r*cb*mui*sb-2*Mt*Zb21r*Zt21i*cb*mui*sb+2*Mt*Zb21r*Zt21r*cb*mur*sb
< B00129   |2*Ati*Mt*Zb21i*Zt21i-2*Ati*Mt*Zb21r*Zt21r+2*Atr*Mt*Zb21i*Zt21r+2*Atr*Mt*Zb21r*Zt21i+2*Mb*Mt*Zb11r*Zt21i
< B00130   |B00129-2*Mb^2*Zb21i*Zt11r*sb^2-2*Mt^2*Zb21i*Zt11r*cb^2-2*Abi*Mb*Zb11r*Zt11r*sb^2-2*Ati*Mt*Zb21i*Zt21i*sb^2+2*Ati*Mt*Zb21r*Zt21r*sb^2
< B00131   |B00130-2*Atr*Mt*Zb21i*Zt21r*sb^2-2*Atr*Mt*Zb21r*Zt21i*sb^2+4*MW^2*Zb21i*Zt11r*cb^2*sb^2+Mb*Zb11r*Zt11r*mui*s2b-2*Mt*Zb21i*Zt21i*cb*mui*sb
< B00132   |B00131+2*Mt*Zb21i*Zt21r*cb*mur*sb+2*Mt*Zb21r*Zt21i*cb*mur*sb+2*Mt*Zb21r*Zt21r*cb*mui*sb
< B00133   |2*Mb*Mt*Zb21r*Zt11r-2*Mb^2*Zb11r*Zt21r*sb^2-2*Mt^2*Zb11r*Zt21r*cb^2+2*Abi*Mb*Zb21i*Zt21r*sb^2+2*Abi*Mb*Zb21r*Zt21i*sb^2
< B00134   |B00133-2*Abr*Mb*Zb21i*Zt21i*sb^2+2*Abr*Mb*Zb21r*Zt21r*sb^2-2*Atr*Mt*Zb11r*Zt11r*cb^2+4*MW^2*Zb11r*Zt21r*cb^2*sb^2-Mt*Zb11r*Zt11r*mur*s2b
< B00135   |B00134-2*Mb*Zb21i*Zt21i*cb*mur*sb-2*Mb*Zb21i*Zt21r*cb*mui*sb-2*Mb*Zb21r*Zt21i*cb*mui*sb+2*Mb*Zb21r*Zt21r*cb*mur*sb
< B00136   |2*Mb*Mt*Zb21i*Zt11r-2*Mb^2*Zb11r*Zt21i*sb^2-2*Mt^2*Zb11r*Zt21i*cb^2+2*Abi*Mb*Zb21i*Zt21i*sb^2-2*Abi*Mb*Zb21r*Zt21r*sb^2
< B00137   |B00136+2*Abr*Mb*Zb21i*Zt21r*sb^2+2*Abr*Mb*Zb21r*Zt21i*sb^2-2*Ati*Mt*Zb11r*Zt11r*cb^2+4*MW^2*Zb11r*Zt21i*cb^2*sb^2+Mt*Zb11r*Zt11r*mui*s2b
< B00138   |B00137-2*Mb*Zb21i*Zt21i*cb*mui*sb+2*Mb*Zb21i*Zt21r*cb*mur*sb+2*Mb*Zb21r*Zt21i*cb*mur*sb+2*Mb*Zb21r*Zt21r*cb*mui*sb
< B00139   |2*Mt^2*Zb21i*Zt21i+2*Mt^2*Zb21r*Zt21r-4*MW^2*Zb21i*Zt21i*sb^2+4*MW^2*Zb21i*Zt21i*sb^4-4*MW^2*Zb21r*Zt21r*sb^2
< B00140   |B00139+4*MW^2*Zb21r*Zt21r*sb^4+2*Mb*Mt*Zb11r*Zt11r+2*Mb^2*Zb21i*Zt21i*sb^2+2*Mb^2*Zb21r*Zt21r*sb^2-2*Mt^2*Zb21i*Zt21i*sb^2
< B00141   |B00140-2*Mt^2*Zb21r*Zt21r*sb^2+2*Abi*Mb*Zb11r*Zt21i*sb^2+2*Abr*Mb*Zb11r*Zt21r*sb^2+2*Ati*Mt*Zb21i*Zt11r*cb^2+2*Atr*Mt*Zb21r*Zt11r*cb^2
< B00142   |B00141-Mb*Zb11r*Zt21i*mui*s2b+Mb*Zb11r*Zt21r*mur*s2b-Mt*Zb21i*Zt11r*mui*s2b+Mt*Zb21r*Zt11r*mur*s2b
< B00143   |2*Mt^2*Zb21i*Zt21r-2*Mt^2*Zb21r*Zt21i-4*MW^2*Zb21i*Zt21r*sb^2+4*MW^2*Zb21i*Zt21r*sb^4+4*MW^2*Zb21r*Zt21i*sb^2
< B00144   |B00143-4*MW^2*Zb21r*Zt21i*sb^4+2*Mb^2*Zb21i*Zt21r*sb^2-2*Mb^2*Zb21r*Zt21i*sb^2-2*Mt^2*Zb21i*Zt21r*sb^2+2*Mt^2*Zb21r*Zt21i*sb^2
< B00145   |B00144+2*Abi*Mb*Zb11r*Zt21r*sb^2-2*Abr*Mb*Zb11r*Zt21i*sb^2-2*Ati*Mt*Zb21r*Zt11r*cb^2+2*Atr*Mt*Zb21i*Zt11r*cb^2-Mb*Zb11r*Zt21i*mur*s2b
< B00146   |B00145-Mb*Zb11r*Zt21r*mui*s2b+Mt*Zb21i*Zt11r*mur*s2b+Mt*Zb21r*Zt11r*mui*s2b
< B00147   |Mq^2-2*MW^2*cb^2*sb^2
< B00148   |CW*Ml*Zl21i*Zn13i-CW*Ml*Zl21r*Zn13r-CW*MW*Zl11r*Zn12r*cb-MW*SW*Zl11r*Zn11r*cb
< B00149   |CW*Ml*Zl21i*Zn13r+CW*Ml*Zl21r*Zn13i+CW*MW*Zl11r*Zn12i*cb+MW*SW*Zl11r*Zn11i*cb
< B00150   |CW*Ml*Zl11r*Zn13r-2*MW*SW*Zl21i*Zn11i*cb-2*MW*SW*Zl21r*Zn11r*cb
< B00151   |CW*Ml*Zl11r*Zn13i+2*MW*SW*Zl21i*Zn11r*cb-2*MW*SW*Zl21r*Zn11i*cb
< B00152   |CW*Ml*Zl11r*Zn13r-CW*MW*Zl21i*Zn12i*cb-CW*MW*Zl21r*Zn12r*cb-MW*SW*Zl21i*Zn11i*cb-MW*SW*Zl21r*Zn11r*cb
< B00153   |CW*Ml*Zl11r*Zn13i+CW*MW*Zl21i*Zn12r*cb-CW*MW*Zl21r*Zn12i*cb+MW*SW*Zl21i*Zn11r*cb-MW*SW*Zl21r*Zn11i*cb
< B00154   |CW*Ml*Zl21i*Zn13i-CW*Ml*Zl21r*Zn13r-2*MW*SW*Zl11r*Zn11r*cb
< B00155   |CW*Ml*Zl21i*Zn13r+CW*Ml*Zl21r*Zn13i+2*MW*SW*Zl11r*Zn11i*cb
< B00156   |CW*Ml*Zl21i*Zn23i-CW*Ml*Zl21r*Zn23r-CW*MW*Zl11r*Zn22r*cb-MW*SW*Zl11r*Zn21r*cb
< B00157   |CW*Ml*Zl21i*Zn23r+CW*Ml*Zl21r*Zn23i+CW*MW*Zl11r*Zn22i*cb+MW*SW*Zl11r*Zn21i*cb
< B00158   |CW*Ml*Zl11r*Zn23r-2*MW*SW*Zl21i*Zn21i*cb-2*MW*SW*Zl21r*Zn21r*cb
< B00159   |CW*Ml*Zl11r*Zn23i+2*MW*SW*Zl21i*Zn21r*cb-2*MW*SW*Zl21r*Zn21i*cb
< B00160   |CW*Ml*Zl11r*Zn23r-CW*MW*Zl21i*Zn22i*cb-CW*MW*Zl21r*Zn22r*cb-MW*SW*Zl21i*Zn21i*cb-MW*SW*Zl21r*Zn21r*cb
< B00161   |CW*Ml*Zl11r*Zn23i+CW*MW*Zl21i*Zn22r*cb-CW*MW*Zl21r*Zn22i*cb+MW*SW*Zl21i*Zn21r*cb-MW*SW*Zl21r*Zn21i*cb
< B00162   |CW*Ml*Zl21i*Zn23i-CW*Ml*Zl21r*Zn23r-2*MW*SW*Zl11r*Zn21r*cb
< B00163   |CW*Ml*Zl21i*Zn23r+CW*Ml*Zl21r*Zn23i+2*MW*SW*Zl11r*Zn21i*cb
< B00164   |CW*Ml*Zl21i*Zn33i-CW*Ml*Zl21r*Zn33r-CW*MW*Zl11r*Zn32r*cb-MW*SW*Zl11r*Zn31r*cb
< B00165   |CW*Ml*Zl21i*Zn33r+CW*Ml*Zl21r*Zn33i+CW*MW*Zl11r*Zn32i*cb+MW*SW*Zl11r*Zn31i*cb
< B00166   |CW*Ml*Zl11r*Zn33r-2*MW*SW*Zl21i*Zn31i*cb-2*MW*SW*Zl21r*Zn31r*cb
< B00167   |CW*Ml*Zl11r*Zn33i+2*MW*SW*Zl21i*Zn31r*cb-2*MW*SW*Zl21r*Zn31i*cb
< B00168   |CW*Ml*Zl11r*Zn33r-CW*MW*Zl21i*Zn32i*cb-CW*MW*Zl21r*Zn32r*cb-MW*SW*Zl21i*Zn31i*cb-MW*SW*Zl21r*Zn31r*cb
< B00169   |CW*Ml*Zl11r*Zn33i+CW*MW*Zl21i*Zn32r*cb-CW*MW*Zl21r*Zn32i*cb+MW*SW*Zl21i*Zn31r*cb-MW*SW*Zl21r*Zn31i*cb
< B00170   |CW*Ml*Zl21i*Zn33i-CW*Ml*Zl21r*Zn33r-2*MW*SW*Zl11r*Zn31r*cb
< B00171   |CW*Ml*Zl21i*Zn33r+CW*Ml*Zl21r*Zn33i+2*MW*SW*Zl11r*Zn31i*cb
< B00172   |CW*Ml*Zl21i*Zn43i-CW*Ml*Zl21r*Zn43r-CW*MW*Zl11r*Zn42r*cb-MW*SW*Zl11r*Zn41r*cb
< B00173   |CW*Ml*Zl21i*Zn43r+CW*Ml*Zl21r*Zn43i+CW*MW*Zl11r*Zn42i*cb+MW*SW*Zl11r*Zn41i*cb
< B00174   |CW*Ml*Zl11r*Zn43r-2*MW*SW*Zl21i*Zn41i*cb-2*MW*SW*Zl21r*Zn41r*cb
< B00175   |CW*Ml*Zl11r*Zn43i+2*MW*SW*Zl21i*Zn41r*cb-2*MW*SW*Zl21r*Zn41i*cb
< B00176   |CW*Ml*Zl11r*Zn43r-CW*MW*Zl21i*Zn42i*cb-CW*MW*Zl21r*Zn42r*cb-MW*SW*Zl21i*Zn41i*cb-MW*SW*Zl21r*Zn41r*cb
< B00177   |CW*Ml*Zl11r*Zn43i+CW*MW*Zl21i*Zn42r*cb-CW*MW*Zl21r*Zn42i*cb+MW*SW*Zl21i*Zn41r*cb-MW*SW*Zl21r*Zn41i*cb
< B00178   |CW*Ml*Zl21i*Zn43i-CW*Ml*Zl21r*Zn43r-2*MW*SW*Zl11r*Zn41r*cb
< B00179   |CW*Ml*Zl21i*Zn43r+CW*Ml*Zl21r*Zn43i+2*MW*SW*Zl11r*Zn41i*cb
< B00180   |CW*Zn12r-SW*Zn11r
< B00181   |CW*Zn12i-SW*Zn11i
< B00182   |CW*Zn22r-SW*Zn21r
< B00183   |CW*Zn22i-SW*Zn21i
< B00184   |CW*Zn32r-SW*Zn31r
< B00185   |CW*Zn32i-SW*Zn31i
< B00186   |CW*Zn42r-SW*Zn41r
< B00187   |CW*Zn42i-SW*Zn41i
< B00188   |2*MW*Zl11r*Zu11r*cb-Ml*Sqrt2*Zl21i*Zu12i+Ml*Sqrt2*Zl21r*Zu12r
< B00189   |2*MW*Zl11r*Zu11i*cb+Ml*Sqrt2*Zl21i*Zu12r+Ml*Sqrt2*Zl21r*Zu12i
< B00190   |2*MW*Zl21i*Zu11i*cb+2*MW*Zl21r*Zu11r*cb-Ml*Sqrt2*Zl11r*Zu12r
< B00191   |2*MW*Zl21i*Zu11r*cb-2*MW*Zl21r*Zu11i*cb+Ml*Sqrt2*Zl11r*Zu12i
< B00192   |2*MW*Zl11r*Zu21r*cb-Ml*Sqrt2*Zl21i*Zu22i+Ml*Sqrt2*Zl21r*Zu22r
< B00193   |2*MW*Zl11r*Zu21i*cb+Ml*Sqrt2*Zl21i*Zu22r+Ml*Sqrt2*Zl21r*Zu22i
< B00194   |2*MW*Zl21i*Zu21i*cb+2*MW*Zl21r*Zu21r*cb-Ml*Sqrt2*Zl11r*Zu22r
< B00195   |2*MW*Zl21i*Zu21r*cb-2*MW*Zl21r*Zu21i*cb+Ml*Sqrt2*Zl11r*Zu22i
< B00196   |MW*Zb11r*Zu11r*s2b-Mb*Sqrt2*Zb21i*Zu12i*sb+Mb*Sqrt2*Zb21r*Zu12r*sb
< B00197   |MW*Zb11r*Zu11i*s2b+Mb*Sqrt2*Zb21i*Zu12r*sb+Mb*Sqrt2*Zb21r*Zu12i*sb
< B00198   |MW*Zb21i*Zu11i*s2b+MW*Zb21r*Zu11r*s2b-Mb*Sqrt2*Zb11r*Zu12r*sb
< B00199   |MW*Zb21i*Zu11r*s2b-MW*Zb21r*Zu11i*s2b+Mb*Sqrt2*Zb11r*Zu12i*sb
< B00200   |Mt*Sqrt2*Zb21i*Zv12i*cb+Mt*Sqrt2*Zb21r*Zv12r*cb
< B00201   |Mt*Sqrt2*Zb21i*Zv12r*cb-Mt*Sqrt2*Zb21r*Zv12i*cb
< B00202   |MW*Zb11r*Zu21r*s2b-Mb*Sqrt2*Zb21i*Zu22i*sb+Mb*Sqrt2*Zb21r*Zu22r*sb
< B00203   |MW*Zb11r*Zu21i*s2b+Mb*Sqrt2*Zb21i*Zu22r*sb+Mb*Sqrt2*Zb21r*Zu22i*sb
< B00204   |MW*Zb21i*Zu21i*s2b+MW*Zb21r*Zu21r*s2b-Mb*Sqrt2*Zb11r*Zu22r*sb
< B00205   |MW*Zb21i*Zu21r*s2b-MW*Zb21r*Zu21i*s2b+Mb*Sqrt2*Zb11r*Zu22i*sb
< B00206   |Mt*Sqrt2*Zb21i*Zv22i*cb+Mt*Sqrt2*Zb21r*Zv22r*cb
< B00207   |Mt*Sqrt2*Zb21i*Zv22r*cb-Mt*Sqrt2*Zb21r*Zv22i*cb
< B00208   |Zt21i*sfi3+Zt21r*cfi3
< B00209   |Zt21i*cfi3-Zt21r*sfi3
< B00210   |3*CW*Mt*Zn14i*Zt21i-3*CW*Mt*Zn14r*Zt21r+3*CW*MW*Zn12r*Zt11r*sb+MW*SW*Zn11r*Zt11r*sb
< B00211   |3*CW*Mt*Zn14i*Zt21r+3*CW*Mt*Zn14r*Zt21i-3*CW*MW*Zn12i*Zt11r*sb-MW*SW*Zn11i*Zt11r*sb
< B00212   |3*CW*Mt*Zn14r*Zt11r+4*MW*SW*Zn11i*Zt21i*sb+4*MW*SW*Zn11r*Zt21r*sb
< B00213   |3*CW*Mt*Zn14i*Zt11r+4*MW*SW*Zn11i*Zt21r*sb-4*MW*SW*Zn11r*Zt21i*sb
< B00214   |3*CW*Mt*Zn14r*Zt11r+3*CW*MW*Zn12i*Zt21i*sb+3*CW*MW*Zn12r*Zt21r*sb+MW*SW*Zn11i*Zt21i*sb+MW*SW*Zn11r*Zt21r*sb
< B00215   |3*CW*Mt*Zn14i*Zt11r+3*CW*MW*Zn12i*Zt21r*sb-3*CW*MW*Zn12r*Zt21i*sb+MW*SW*Zn11i*Zt21r*sb-MW*SW*Zn11r*Zt21i*sb
< B00216   |3*CW*Mt*Zn14i*Zt21i-3*CW*Mt*Zn14r*Zt21r+4*MW*SW*Zn11r*Zt11r*sb
< B00217   |3*CW*Mt*Zn14i*Zt21r+3*CW*Mt*Zn14r*Zt21i-4*MW*SW*Zn11i*Zt11r*sb
< B00218   |3*CW*Mt*Zn24i*Zt21i-3*CW*Mt*Zn24r*Zt21r+3*CW*MW*Zn22r*Zt11r*sb+MW*SW*Zn21r*Zt11r*sb
< B00219   |3*CW*Mt*Zn24i*Zt21r+3*CW*Mt*Zn24r*Zt21i-3*CW*MW*Zn22i*Zt11r*sb-MW*SW*Zn21i*Zt11r*sb
< B00220   |3*CW*Mt*Zn24r*Zt11r+4*MW*SW*Zn21i*Zt21i*sb+4*MW*SW*Zn21r*Zt21r*sb
< B00221   |3*CW*Mt*Zn24i*Zt11r+4*MW*SW*Zn21i*Zt21r*sb-4*MW*SW*Zn21r*Zt21i*sb
< B00222   |3*CW*Mt*Zn24r*Zt11r+3*CW*MW*Zn22i*Zt21i*sb+3*CW*MW*Zn22r*Zt21r*sb+MW*SW*Zn21i*Zt21i*sb+MW*SW*Zn21r*Zt21r*sb
< B00223   |3*CW*Mt*Zn24i*Zt11r+3*CW*MW*Zn22i*Zt21r*sb-3*CW*MW*Zn22r*Zt21i*sb+MW*SW*Zn21i*Zt21r*sb-MW*SW*Zn21r*Zt21i*sb
< B00224   |3*CW*Mt*Zn24i*Zt21i-3*CW*Mt*Zn24r*Zt21r+4*MW*SW*Zn21r*Zt11r*sb
< B00225   |3*CW*Mt*Zn24i*Zt21r+3*CW*Mt*Zn24r*Zt21i-4*MW*SW*Zn21i*Zt11r*sb
< B00226   |3*CW*Mt*Zn34i*Zt21i-3*CW*Mt*Zn34r*Zt21r+3*CW*MW*Zn32r*Zt11r*sb+MW*SW*Zn31r*Zt11r*sb
< B00227   |3*CW*Mt*Zn34i*Zt21r+3*CW*Mt*Zn34r*Zt21i-3*CW*MW*Zn32i*Zt11r*sb-MW*SW*Zn31i*Zt11r*sb
< B00228   |3*CW*Mt*Zn34r*Zt11r+4*MW*SW*Zn31i*Zt21i*sb+4*MW*SW*Zn31r*Zt21r*sb
< B00229   |3*CW*Mt*Zn34i*Zt11r+4*MW*SW*Zn31i*Zt21r*sb-4*MW*SW*Zn31r*Zt21i*sb
< B00230   |3*CW*Mt*Zn34r*Zt11r+3*CW*MW*Zn32i*Zt21i*sb+3*CW*MW*Zn32r*Zt21r*sb+MW*SW*Zn31i*Zt21i*sb+MW*SW*Zn31r*Zt21r*sb
< B00231   |3*CW*Mt*Zn34i*Zt11r+3*CW*MW*Zn32i*Zt21r*sb-3*CW*MW*Zn32r*Zt21i*sb+MW*SW*Zn31i*Zt21r*sb-MW*SW*Zn31r*Zt21i*sb
< B00232   |3*CW*Mt*Zn34i*Zt21i-3*CW*Mt*Zn34r*Zt21r+4*MW*SW*Zn31r*Zt11r*sb
< B00233   |3*CW*Mt*Zn34i*Zt21r+3*CW*Mt*Zn34r*Zt21i-4*MW*SW*Zn31i*Zt11r*sb
< B00234   |3*CW*Mt*Zn44i*Zt21i-3*CW*Mt*Zn44r*Zt21r+3*CW*MW*Zn42r*Zt11r*sb+MW*SW*Zn41r*Zt11r*sb
< B00235   |3*CW*Mt*Zn44i*Zt21r+3*CW*Mt*Zn44r*Zt21i-3*CW*MW*Zn42i*Zt11r*sb-MW*SW*Zn41i*Zt11r*sb
< B00236   |3*CW*Mt*Zn44r*Zt11r+4*MW*SW*Zn41i*Zt21i*sb+4*MW*SW*Zn41r*Zt21r*sb
< B00237   |3*CW*Mt*Zn44i*Zt11r+4*MW*SW*Zn41i*Zt21r*sb-4*MW*SW*Zn41r*Zt21i*sb
< B00238   |3*CW*Mt*Zn44r*Zt11r+3*CW*MW*Zn42i*Zt21i*sb+3*CW*MW*Zn42r*Zt21r*sb+MW*SW*Zn41i*Zt21i*sb+MW*SW*Zn41r*Zt21r*sb
< B00239   |3*CW*Mt*Zn44i*Zt11r+3*CW*MW*Zn42i*Zt21r*sb-3*CW*MW*Zn42r*Zt21i*sb+MW*SW*Zn41i*Zt21r*sb-MW*SW*Zn41r*Zt21i*sb
< B00240   |3*CW*Mt*Zn44i*Zt21i-3*CW*Mt*Zn44r*Zt21r+4*MW*SW*Zn41r*Zt11r*sb
< B00241   |3*CW*Mt*Zn44i*Zt21r+3*CW*Mt*Zn44r*Zt21i-4*MW*SW*Zn41i*Zt11r*sb
< B00242   |Zh11*cb+Zh12*sb
< B00243   |Zh21*cb+Zh22*sb
< B00244   |Zh31*cb+Zh32*sb
< B00245   |Zb21i*Zt21i+Zb21r*Zt21r
< B00246   |Zb21i*Zt21r-Zb21r*Zt21i
< B00247   |2*Zh11*cb^3*la1+Zh11*la7r*sb^3+Zh12*cb^3*la6r+2*Zh12*la2*sb^3-Zh13*cb^2*la6i
< B00248   |B00247-Zh13*la5i*s2b-Zh13*la7i*sb^2+Zh11*cb*la3*sb^2+Zh11*cb*la4*sb^2+2*Zh11*cb*la5r*sb^2
< B00249   |B00248+3*Zh11*cb^2*la6r*sb+3*Zh12*cb*la7r*sb^2+Zh12*cb^2*la3*sb+Zh12*cb^2*la4*sb+2*Zh12*cb^2*la5r*sb
< B00250   |2*Zh21*cb^3*la1+Zh21*la7r*sb^3+Zh22*cb^3*la6r+2*Zh22*la2*sb^3-Zh23*cb^2*la6i
< B00251   |B00250-Zh23*la5i*s2b-Zh23*la7i*sb^2+Zh21*cb*la3*sb^2+Zh21*cb*la4*sb^2+2*Zh21*cb*la5r*sb^2
< B00252   |B00251+3*Zh21*cb^2*la6r*sb+3*Zh22*cb*la7r*sb^2+Zh22*cb^2*la3*sb+Zh22*cb^2*la4*sb+2*Zh22*cb^2*la5r*sb
< B00253   |2*Zh31*cb^3*la1+Zh31*la7r*sb^3+Zh32*cb^3*la6r+2*Zh32*la2*sb^3-Zh33*cb^2*la6i
< B00254   |B00253-Zh33*la5i*s2b-Zh33*la7i*sb^2+Zh31*cb*la3*sb^2+Zh31*cb*la4*sb^2+2*Zh31*cb*la5r*sb^2
< B00255   |B00254+3*Zh31*cb^2*la6r*sb+3*Zh32*cb*la7r*sb^2+Zh32*cb^2*la3*sb+Zh32*cb^2*la4*sb+2*Zh32*cb^2*la5r*sb
< B00256   |Mc^2-Mq^2+MW^2*c2b
< B00257   |Adr*cb-mur*sb
< B00258   |Adi*cb+mui*sb
< B00259   |Aur*sb-cb*mur
< B00260   |Aui*sb+cb*mui
< B00261   |Ml^2*Zl11r*cb-Ali*Ml*Zl21i*cb-Alr*Ml*Zl21r*cb-MW^2*Zl11r*c2b*cb-Ml*Zl21i*mui*sb
< B00262   |B00261+Ml*Zl21r*mur*sb
< B00263   |Ali*Ml*Zl21r*cb-Alr*Ml*Zl21i*cb+Ml*Zl21i*mur*sb+Ml*Zl21r*mui*sb
< B00264   |Ml^2*Zl21r*cb+Alr*Ml*Zl11r*cb-MW^2*Zl21r*c2b*cb-Ml*Zl11r*mur*sb
< B00265   |Ml^2*Zl21i*cb+Ali*Ml*Zl11r*cb-MW^2*Zl21i*c2b*cb+Ml*Zl11r*mui*sb
< B00266   |Mb^2*Zb11r*Zt11r*s2b-Mt^2*Zb11r*Zt11r*s2b-Abi*Mb*Zb21i*Zt11r*s2b-Abr*Mb*Zb21r*Zt11r*s2b+Ati*Mt*Zb11r*Zt21i*s2b
< B00267   |B00266+Atr*Mt*Zb11r*Zt21r*s2b-MW^2*Zb11r*Zt11r*c2b*s2b-2*Mb*Zb21i*Zt11r*mui*sb^2+2*Mb*Zb21r*Zt11r*mur*sb^2+2*Mt*Zb11r*Zt21i*cb^2*mui
< B00268   |B00267-2*Mt*Zb11r*Zt21r*cb^2*mur
< B00269   |Abi*Mb*Zb21r*Zt11r*s2b-Abr*Mb*Zb21i*Zt11r*s2b+Ati*Mt*Zb11r*Zt21r*s2b-Atr*Mt*Zb11r*Zt21i*s2b+2*Mb*Zb21i*Zt11r*mur*sb^2
< B00270   |B00269+2*Mb*Zb21r*Zt11r*mui*sb^2+2*Mt*Zb11r*Zt21i*cb^2*mur+2*Mt*Zb11r*Zt21r*cb^2*mui
< B00271   |Mb^2*Zb21r*Zt11r*s2b+2*Mt*Zb21i*Zt21i*mur+2*Mt*Zb21i*Zt21r*mui+2*Mt*Zb21r*Zt21i*mui-2*Mt*Zb21r*Zt21r*mur
< B00272   |B00271-Mt^2*Zb21r*Zt11r*s2b+Abr*Mb*Zb11r*Zt11r*s2b-MW^2*Zb21r*Zt11r*c2b*s2b-2*Mb*Zb11r*Zt11r*mur*sb^2-2*Mt*Zb21i*Zt21i*mur*sb^2
< B00273   |B00272-2*Mt*Zb21i*Zt21r*mui*sb^2-2*Mt*Zb21r*Zt21i*mui*sb^2+2*Mt*Zb21r*Zt21r*mur*sb^2+2*Ati*Mt*Zb21i*Zt21r*cb*sb+2*Ati*Mt*Zb21r*Zt21i*cb*sb
< B00274   |B00273-2*Atr*Mt*Zb21i*Zt21i*cb*sb+2*Atr*Mt*Zb21r*Zt21r*cb*sb
< B00275   |Mb^2*Zb21i*Zt11r*s2b+2*Mt*Zb21i*Zt21i*mui-2*Mt*Zb21i*Zt21r*mur-2*Mt*Zb21r*Zt21i*mur-2*Mt*Zb21r*Zt21r*mui
< B00276   |B00275-Mt^2*Zb21i*Zt11r*s2b+Abi*Mb*Zb11r*Zt11r*s2b-MW^2*Zb21i*Zt11r*c2b*s2b+2*Mb*Zb11r*Zt11r*mui*sb^2-2*Mt*Zb21i*Zt21i*mui*sb^2
< B00277   |B00276+2*Mt*Zb21i*Zt21r*mur*sb^2+2*Mt*Zb21r*Zt21i*mur*sb^2+2*Mt*Zb21r*Zt21r*mui*sb^2+2*Ati*Mt*Zb21i*Zt21i*cb*sb-2*Ati*Mt*Zb21r*Zt21r*cb*sb
< B00278   |B00277+2*Atr*Mt*Zb21i*Zt21r*cb*sb+2*Atr*Mt*Zb21r*Zt21i*cb*sb
< B00279   |Mb^2*Zb11r*Zt21r*s2b-Mt^2*Zb11r*Zt21r*s2b-Atr*Mt*Zb11r*Zt11r*s2b-MW^2*Zb11r*Zt21r*c2b*s2b-2*Mb*Zb21i*Zt21i*mur*sb^2
< B00280   |B00279-2*Mb*Zb21i*Zt21r*mui*sb^2-2*Mb*Zb21r*Zt21i*mui*sb^2+2*Mb*Zb21r*Zt21r*mur*sb^2+2*Mt*Zb11r*Zt11r*cb^2*mur-2*Abi*Mb*Zb21i*Zt21r*cb*sb
< B00281   |B00280-2*Abi*Mb*Zb21r*Zt21i*cb*sb+2*Abr*Mb*Zb21i*Zt21i*cb*sb-2*Abr*Mb*Zb21r*Zt21r*cb*sb
< B00282   |Mb^2*Zb11r*Zt21i*s2b-Mt^2*Zb11r*Zt21i*s2b-Ati*Mt*Zb11r*Zt11r*s2b-MW^2*Zb11r*Zt21i*c2b*s2b-2*Mb*Zb21i*Zt21i*mui*sb^2
< B00283   |B00282+2*Mb*Zb21i*Zt21r*mur*sb^2+2*Mb*Zb21r*Zt21i*mur*sb^2+2*Mb*Zb21r*Zt21r*mui*sb^2-2*Mt*Zb11r*Zt11r*cb^2*mui-2*Abi*Mb*Zb21i*Zt21i*cb*sb
< B00284   |B00283+2*Abi*Mb*Zb21r*Zt21r*cb*sb-2*Abr*Mb*Zb21i*Zt21r*cb*sb-2*Abr*Mb*Zb21r*Zt21i*cb*sb
< B00285   |MW^2*Zb21i*Zt21i*s2b+MW^2*Zb21r*Zt21r*s2b-Abi*Mb*Zb11r*Zt21i*s2b-Abr*Mb*Zb11r*Zt21r*s2b+Ati*Mt*Zb21i*Zt11r*s2b
< B00286   |B00285+Atr*Mt*Zb21r*Zt11r*s2b-2*MW^2*Zb21i*Zt21i*s2b*sb^2-2*MW^2*Zb21r*Zt21r*s2b*sb^2-2*Mb*Zb11r*Zt21i*mui*sb^2+2*Mb*Zb11r*Zt21r*mur*sb^2
< B00287   |B00286-2*Mb^2*Zb21i*Zt21i*cb*sb-2*Mb^2*Zb21r*Zt21r*cb*sb+2*Mt*Zb21i*Zt11r*cb^2*mui-2*Mt*Zb21r*Zt11r*cb^2*mur+2*Mt^2*Zb21i*Zt21i*cb*sb
< B00288   |B00287+2*Mt^2*Zb21r*Zt21r*cb*sb
< B00289   |MW^2*Zb21i*Zt21r*s2b-MW^2*Zb21r*Zt21i*s2b-Abi*Mb*Zb11r*Zt21r*s2b+Abr*Mb*Zb11r*Zt21i*s2b-Ati*Mt*Zb21r*Zt11r*s2b
< B00290   |B00289+Atr*Mt*Zb21i*Zt11r*s2b-2*MW^2*Zb21i*Zt21r*s2b*sb^2+2*MW^2*Zb21r*Zt21i*s2b*sb^2-2*Mb*Zb11r*Zt21i*mur*sb^2-2*Mb*Zb11r*Zt21r*mui*sb^2
< B00291   |B00290-2*Mb^2*Zb21i*Zt21r*cb*sb+2*Mb^2*Zb21r*Zt21i*cb*sb-2*Mt*Zb21i*Zt11r*cb^2*mur-2*Mt*Zb21r*Zt11r*cb^2*mui+2*Mt^2*Zb21i*Zt21r*cb*sb
< B00292   |B00291-2*Mt^2*Zb21r*Zt21i*cb*sb
< B00293   |Zh11*Zh23*sb-Zh12*Zh23*cb-Zh13*Zh21*sb+Zh13*Zh22*cb
< B00294   |Zh11*Zh33*sb-Zh12*Zh33*cb-Zh13*Zh31*sb+Zh13*Zh32*cb
< B00295   |Zh21*Zh33*sb-Zh22*Zh33*cb-Zh23*Zh31*sb+Zh23*Zh32*cb
< B00296   |3*Zb11r^2-2*SW^2*Zb11r^2-2*SW^2*Zb21i^2-2*SW^2*Zb21r^2
< B00297   |3*Zb21i^2+3*Zb21r^2-2*SW^2*Zb11r^2-2*SW^2*Zb21i^2-2*SW^2*Zb21r^2
< B00298   |3-4*SW^2
< B00299   |3-2*SW^2
< B00300   |Zl11r^2-2*SW^2*Zl11r^2-2*SW^2*Zl21i^2-2*SW^2*Zl21r^2
< B00301   |Zl21i^2+Zl21r^2-2*SW^2*Zl11r^2-2*SW^2*Zl21i^2-2*SW^2*Zl21r^2
< B00302   |3*Zt11r^2-4*SW^2*Zt11r^2-4*SW^2*Zt21i^2-4*SW^2*Zt21r^2
< B00303   |3*Zt21i^2+3*Zt21r^2-4*SW^2*Zt11r^2-4*SW^2*Zt21i^2-4*SW^2*Zt21r^2
< B00304   |2*Zh11^2*la5i*sb^2+Zh11^2*la6i*s2b-2*Zh12^2*cb^2*la5i-Zh12^2*la7i*s2b+2*Zh13^2*c2b*la5i
< B00305   |B00304-Zh13^2*la6i*s2b+Zh13^2*la7i*s2b-2*Zh11*Zh12*cb^2*la6i+2*Zh11*Zh12*la7i*sb^2-2*Zh11*Zh13*cb*la6r
< B00306   |B00305+4*Zh11*Zh13*la5r*sb^3-4*Zh12*Zh13*cb^3*la5r-4*Zh12*Zh13*la7r*sb+6*Zh12*Zh13*la7r*sb^3+6*Zh11*Zh13*cb*la6r*sb^2
< B00307   |B00306-2*Zh11*Zh13*cb*la7r*sb^2+4*Zh11*Zh13*cb^2*la1*sb-2*Zh11*Zh13*cb^2*la3*sb-2*Zh11*Zh13*cb^2*la4*sb-4*Zh12*Zh13*cb*la2*sb^2
< B00308   |B00307+2*Zh12*Zh13*cb*la3*sb^2+2*Zh12*Zh13*cb*la4*sb^2+2*Zh12*Zh13*cb^2*la6r*sb
< B00309   |2*Zh11*Zh21*la5i*sb^2+Zh11*Zh21*la6i*s2b-Zh11*Zh22*cb^2*la6i+Zh11*Zh22*la7i*sb^2-Zh11*Zh23*cb*la6r
< B00310   |B00309+2*Zh11*Zh23*la5r*sb^3-Zh12*Zh21*cb^2*la6i+Zh12*Zh21*la7i*sb^2-2*Zh12*Zh22*cb^2*la5i-Zh12*Zh22*la7i*s2b
< B00311   |B00310-2*Zh12*Zh23*cb^3*la5r-2*Zh12*Zh23*la7r*sb+3*Zh12*Zh23*la7r*sb^3-Zh13*Zh21*cb*la6r+2*Zh13*Zh21*la5r*sb^3
< B00312   |B00311-2*Zh13*Zh22*cb^3*la5r-2*Zh13*Zh22*la7r*sb+3*Zh13*Zh22*la7r*sb^3+2*Zh13*Zh23*c2b*la5i-Zh13*Zh23*la6i*s2b
< B00313   |B00312+Zh13*Zh23*la7i*s2b+3*Zh11*Zh23*cb*la6r*sb^2-Zh11*Zh23*cb*la7r*sb^2+2*Zh11*Zh23*cb^2*la1*sb-Zh11*Zh23*cb^2*la3*sb
< B00314   |B00313-Zh11*Zh23*cb^2*la4*sb-2*Zh12*Zh23*cb*la2*sb^2+Zh12*Zh23*cb*la3*sb^2+Zh12*Zh23*cb*la4*sb^2+Zh12*Zh23*cb^2*la6r*sb
< B00315   |B00314+3*Zh13*Zh21*cb*la6r*sb^2-Zh13*Zh21*cb*la7r*sb^2+2*Zh13*Zh21*cb^2*la1*sb-Zh13*Zh21*cb^2*la3*sb-Zh13*Zh21*cb^2*la4*sb
< B00316   |B00315-2*Zh13*Zh22*cb*la2*sb^2+Zh13*Zh22*cb*la3*sb^2+Zh13*Zh22*cb*la4*sb^2+Zh13*Zh22*cb^2*la6r*sb
< B00317   |2*Zh11*Zh31*la5i*sb^2+Zh11*Zh31*la6i*s2b-Zh11*Zh32*cb^2*la6i+Zh11*Zh32*la7i*sb^2-Zh11*Zh33*cb*la6r
< B00318   |B00317+2*Zh11*Zh33*la5r*sb^3-Zh12*Zh31*cb^2*la6i+Zh12*Zh31*la7i*sb^2-2*Zh12*Zh32*cb^2*la5i-Zh12*Zh32*la7i*s2b
< B00319   |B00318-2*Zh12*Zh33*cb^3*la5r-2*Zh12*Zh33*la7r*sb+3*Zh12*Zh33*la7r*sb^3-Zh13*Zh31*cb*la6r+2*Zh13*Zh31*la5r*sb^3
< B00320   |B00319-2*Zh13*Zh32*cb^3*la5r-2*Zh13*Zh32*la7r*sb+3*Zh13*Zh32*la7r*sb^3+2*Zh13*Zh33*c2b*la5i-Zh13*Zh33*la6i*s2b
< B00321   |B00320+Zh13*Zh33*la7i*s2b+3*Zh11*Zh33*cb*la6r*sb^2-Zh11*Zh33*cb*la7r*sb^2+2*Zh11*Zh33*cb^2*la1*sb-Zh11*Zh33*cb^2*la3*sb
< B00322   |B00321-Zh11*Zh33*cb^2*la4*sb-2*Zh12*Zh33*cb*la2*sb^2+Zh12*Zh33*cb*la3*sb^2+Zh12*Zh33*cb*la4*sb^2+Zh12*Zh33*cb^2*la6r*sb
< B00323   |B00322+3*Zh13*Zh31*cb*la6r*sb^2-Zh13*Zh31*cb*la7r*sb^2+2*Zh13*Zh31*cb^2*la1*sb-Zh13*Zh31*cb^2*la3*sb-Zh13*Zh31*cb^2*la4*sb
< B00324   |B00323-2*Zh13*Zh32*cb*la2*sb^2+Zh13*Zh32*cb*la3*sb^2+Zh13*Zh32*cb*la4*sb^2+Zh13*Zh32*cb^2*la6r*sb
< B00325   |2*Zh21^2*la5i*sb^2+Zh21^2*la6i*s2b-2*Zh22^2*cb^2*la5i-Zh22^2*la7i*s2b+2*Zh23^2*c2b*la5i
< B00326   |B00325-Zh23^2*la6i*s2b+Zh23^2*la7i*s2b-2*Zh21*Zh22*cb^2*la6i+2*Zh21*Zh22*la7i*sb^2-2*Zh21*Zh23*cb*la6r
< B00327   |B00326+4*Zh21*Zh23*la5r*sb^3-4*Zh22*Zh23*cb^3*la5r-4*Zh22*Zh23*la7r*sb+6*Zh22*Zh23*la7r*sb^3+6*Zh21*Zh23*cb*la6r*sb^2
< B00328   |B00327-2*Zh21*Zh23*cb*la7r*sb^2+4*Zh21*Zh23*cb^2*la1*sb-2*Zh21*Zh23*cb^2*la3*sb-2*Zh21*Zh23*cb^2*la4*sb-4*Zh22*Zh23*cb*la2*sb^2
< B00329   |B00328+2*Zh22*Zh23*cb*la3*sb^2+2*Zh22*Zh23*cb*la4*sb^2+2*Zh22*Zh23*cb^2*la6r*sb
< B00330   |2*Zh21*Zh31*la5i*sb^2+Zh21*Zh31*la6i*s2b-Zh21*Zh32*cb^2*la6i+Zh21*Zh32*la7i*sb^2-Zh21*Zh33*cb*la6r
< B00331   |B00330+2*Zh21*Zh33*la5r*sb^3-Zh22*Zh31*cb^2*la6i+Zh22*Zh31*la7i*sb^2-2*Zh22*Zh32*cb^2*la5i-Zh22*Zh32*la7i*s2b
< B00332   |B00331-2*Zh22*Zh33*cb^3*la5r-2*Zh22*Zh33*la7r*sb+3*Zh22*Zh33*la7r*sb^3-Zh23*Zh31*cb*la6r+2*Zh23*Zh31*la5r*sb^3
< B00333   |B00332-2*Zh23*Zh32*cb^3*la5r-2*Zh23*Zh32*la7r*sb+3*Zh23*Zh32*la7r*sb^3+2*Zh23*Zh33*c2b*la5i-Zh23*Zh33*la6i*s2b
< B00334   |B00333+Zh23*Zh33*la7i*s2b+3*Zh21*Zh33*cb*la6r*sb^2-Zh21*Zh33*cb*la7r*sb^2+2*Zh21*Zh33*cb^2*la1*sb-Zh21*Zh33*cb^2*la3*sb
< B00335   |B00334-Zh21*Zh33*cb^2*la4*sb-2*Zh22*Zh33*cb*la2*sb^2+Zh22*Zh33*cb*la3*sb^2+Zh22*Zh33*cb*la4*sb^2+Zh22*Zh33*cb^2*la6r*sb
< B00336   |B00335+3*Zh23*Zh31*cb*la6r*sb^2-Zh23*Zh31*cb*la7r*sb^2+2*Zh23*Zh31*cb^2*la1*sb-Zh23*Zh31*cb^2*la3*sb-Zh23*Zh31*cb^2*la4*sb
< B00337   |B00336-2*Zh23*Zh32*cb*la2*sb^2+Zh23*Zh32*cb*la3*sb^2+Zh23*Zh32*cb*la4*sb^2+Zh23*Zh32*cb^2*la6r*sb
< B00338   |2*Zh31^2*la5i*sb^2+Zh31^2*la6i*s2b-2*Zh32^2*cb^2*la5i-Zh32^2*la7i*s2b+2*Zh33^2*c2b*la5i
< B00339   |B00338-Zh33^2*la6i*s2b+Zh33^2*la7i*s2b-2*Zh31*Zh32*cb^2*la6i+2*Zh31*Zh32*la7i*sb^2-2*Zh31*Zh33*cb*la6r
< B00340   |B00339+4*Zh31*Zh33*la5r*sb^3-4*Zh32*Zh33*cb^3*la5r-4*Zh32*Zh33*la7r*sb+6*Zh32*Zh33*la7r*sb^3+6*Zh31*Zh33*cb*la6r*sb^2
< B00341   |B00340-2*Zh31*Zh33*cb*la7r*sb^2+4*Zh31*Zh33*cb^2*la1*sb-2*Zh31*Zh33*cb^2*la3*sb-2*Zh31*Zh33*cb^2*la4*sb-4*Zh32*Zh33*cb*la2*sb^2
< B00342   |B00341+2*Zh32*Zh33*cb*la3*sb^2+2*Zh32*Zh33*cb*la4*sb^2+2*Zh32*Zh33*cb^2*la6r*sb
< B00343   |Abi*Zb21r*cb-Abr*Zb21i*cb+Zb21i*mur*sb+Zb21r*mui*sb
< B00344   |Abr*Zb11r^2*cb-Abr*Zb21i^2*cb+Abr*Zb21r^2*cb-Zb11r^2*mur*sb+Zb21i^2*mur*sb
< B00345   |B00344-Zb21r^2*mur*sb+2*Abi*Zb21i*Zb21r*cb+2*Zb21i*Zb21r*mui*sb
< B00346   |Abi*Zb11r^2*cb+Abi*Zb21i^2*cb-Abi*Zb21r^2*cb+Zb11r^2*mui*sb+Zb21i^2*mui*sb
< B00347   |B00346-Zb21r^2*mui*sb+2*Abr*Zb21i*Zb21r*cb-2*Zb21i*Zb21r*mur*sb
< B00348   |Ali*Zl21r*cb-Alr*Zl21i*cb+Zl21i*mur*sb+Zl21r*mui*sb
< B00349   |Alr*Zl11r^2*cb-Alr*Zl21i^2*cb+Alr*Zl21r^2*cb-Zl11r^2*mur*sb+Zl21i^2*mur*sb
< B00350   |B00349-Zl21r^2*mur*sb+2*Ali*Zl21i*Zl21r*cb+2*Zl21i*Zl21r*mui*sb
< B00351   |Ali*Zl11r^2*cb+Ali*Zl21i^2*cb-Ali*Zl21r^2*cb+Zl11r^2*mui*sb+Zl21i^2*mui*sb
< B00352   |B00351-Zl21r^2*mui*sb+2*Alr*Zl21i*Zl21r*cb-2*Zl21i*Zl21r*mur*sb
< B00353   |Ati*Zt21r*sb-Atr*Zt21i*sb+Zt21i*cb*mur+Zt21r*cb*mui
< B00354   |Atr*Zt11r^2*sb-Atr*Zt21i^2*sb+Atr*Zt21r^2*sb-Zt11r^2*cb*mur+Zt21i^2*cb*mur
< B00355   |B00354-Zt21r^2*cb*mur+2*Ati*Zt21i*Zt21r*sb+2*Zt21i*Zt21r*cb*mui
< B00356   |Ati*Zt11r^2*sb+Ati*Zt21i^2*sb-Ati*Zt21r^2*sb+Zt11r^2*cb*mui+Zt21i^2*cb*mui
< B00357   |B00356-Zt21r^2*cb*mui+2*Atr*Zt21i*Zt21r*sb-2*Zt21i*Zt21r*cb*mur
< B00358   |3*Zh11^2*Zh13*la6i-2*Zh11^3*cb*la1-Zh11^3*la6r*sb+Zh12^2*Zh13*la7i-Zh12^3*cb*la7r
< B00359   |B00358-2*Zh12^3*la2*sb+Zh13^3*cb^2*la7i-Zh13^3*la5i*s2b+Zh13^3*la6i*sb^2+4*Zh11*Zh12*Zh13*la5i
< B00360   |B00359-Zh11*Zh12^2*cb*la3-Zh11*Zh12^2*cb*la4-2*Zh11*Zh12^2*cb*la5r-3*Zh11*Zh12^2*la7r*sb+2*Zh11*Zh13^2*cb*la5r
< B00361   |B00360-Zh11*Zh13^2*cb^3*la3-Zh11*Zh13^2*cb^3*la4+2*Zh11*Zh13^2*la6r*sb-3*Zh11*Zh13^2*la6r*sb^3-3*Zh11^2*Zh12*cb*la6r
< B00362   |B00361-Zh11^2*Zh12*la3*sb-Zh11^2*Zh12*la4*sb-2*Zh11^2*Zh12*la5r*sb+Zh11^2*Zh13*la5i*s2b-2*Zh11^2*Zh13*la6i*sb^2
< B00363   |B00362-Zh12*Zh13^2*cb*la7r-Zh12*Zh13^2*la3*sb^3-Zh12*Zh13^2*la4*sb^3+4*Zh12*Zh13^2*la5r*sb-2*Zh12*Zh13^2*la5r*sb^3
< B00364   |B00363+Zh12^2*Zh13*la5i*s2b+2*Zh12^2*Zh13*la7i*sb^2+Zh11*Zh12*Zh13*la6i*s2b+Zh11*Zh12*Zh13*la7i*s2b-2*Zh11*Zh13^2*cb*la1*sb^2
< B00365   |B00364+2*Zh11*Zh13^2*cb*la5r*sb^2-Zh11*Zh13^2*cb^2*la7r*sb-Zh12*Zh13^2*cb*la6r*sb^2+3*Zh12*Zh13^2*cb*la7r*sb^2-2*Zh12*Zh13^2*cb^2*la2*sb
< B00366   |3*Zh11^2*Zh23*la6i+Zh12^2*Zh23*la7i+4*Zh11*Zh12*Zh23*la5i+6*Zh11*Zh13*Zh21*la6i+4*Zh11*Zh13*Zh22*la5i
< B00367   |B00366-6*Zh11^2*Zh21*cb*la1-3*Zh11^2*Zh21*la6r*sb-3*Zh11^2*Zh22*cb*la6r-Zh11^2*Zh22*la3*sb-Zh11^2*Zh22*la4*sb
< B00368   |B00367-2*Zh11^2*Zh22*la5r*sb+Zh11^2*Zh23*la5i*s2b-2*Zh11^2*Zh23*la6i*sb^2+4*Zh12*Zh13*Zh21*la5i+2*Zh12*Zh13*Zh22*la7i
< B00369   |B00368-Zh12^2*Zh21*cb*la3-Zh12^2*Zh21*cb*la4-2*Zh12^2*Zh21*cb*la5r-3*Zh12^2*Zh21*la7r*sb-3*Zh12^2*Zh22*cb*la7r
< B00370   |B00369-6*Zh12^2*Zh22*la2*sb+Zh12^2*Zh23*la5i*s2b+2*Zh12^2*Zh23*la7i*sb^2+2*Zh13^2*Zh21*cb*la5r-Zh13^2*Zh21*cb^3*la3
< B00371   |B00370-Zh13^2*Zh21*cb^3*la4+2*Zh13^2*Zh21*la6r*sb-3*Zh13^2*Zh21*la6r*sb^3-Zh13^2*Zh22*cb*la7r-Zh13^2*Zh22*la3*sb^3
< B00372   |B00371-Zh13^2*Zh22*la4*sb^3+4*Zh13^2*Zh22*la5r*sb-2*Zh13^2*Zh22*la5r*sb^3+3*Zh13^2*Zh23*cb^2*la7i-3*Zh13^2*Zh23*la5i*s2b
< B00373   |B00372+3*Zh13^2*Zh23*la6i*sb^2-6*Zh11*Zh12*Zh21*cb*la6r-2*Zh11*Zh12*Zh21*la3*sb-2*Zh11*Zh12*Zh21*la4*sb-4*Zh11*Zh12*Zh21*la5r*sb
< B00374   |B00373-2*Zh11*Zh12*Zh22*cb*la3-2*Zh11*Zh12*Zh22*cb*la4-4*Zh11*Zh12*Zh22*cb*la5r-6*Zh11*Zh12*Zh22*la7r*sb+Zh11*Zh12*Zh23*la6i*s2b
< B00375   |B00374+Zh11*Zh12*Zh23*la7i*s2b+2*Zh11*Zh13*Zh21*la5i*s2b-4*Zh11*Zh13*Zh21*la6i*sb^2+Zh11*Zh13*Zh22*la6i*s2b+Zh11*Zh13*Zh22*la7i*s2b
< B00376   |B00375+4*Zh11*Zh13*Zh23*cb*la5r-2*Zh11*Zh13*Zh23*cb^3*la3-2*Zh11*Zh13*Zh23*cb^3*la4+4*Zh11*Zh13*Zh23*la6r*sb-6*Zh11*Zh13*Zh23*la6r*sb^3
< B00377   |B00376+Zh12*Zh13*Zh21*la6i*s2b+Zh12*Zh13*Zh21*la7i*s2b+2*Zh12*Zh13*Zh22*la5i*s2b+4*Zh12*Zh13*Zh22*la7i*sb^2-2*Zh12*Zh13*Zh23*cb*la7r
< B00378   |B00377-2*Zh12*Zh13*Zh23*la3*sb^3-2*Zh12*Zh13*Zh23*la4*sb^3+8*Zh12*Zh13*Zh23*la5r*sb-4*Zh12*Zh13*Zh23*la5r*sb^3-2*Zh13^2*Zh21*cb*la1*sb^2
< B00379   |B00378+2*Zh13^2*Zh21*cb*la5r*sb^2-Zh13^2*Zh21*cb^2*la7r*sb-Zh13^2*Zh22*cb*la6r*sb^2+3*Zh13^2*Zh22*cb*la7r*sb^2-2*Zh13^2*Zh22*cb^2*la2*sb
< B00380   |B00379-4*Zh11*Zh13*Zh23*cb*la1*sb^2+4*Zh11*Zh13*Zh23*cb*la5r*sb^2-2*Zh11*Zh13*Zh23*cb^2*la7r*sb-2*Zh12*Zh13*Zh23*cb*la6r*sb^2+6*Zh12*Zh13*Zh23*cb*la7r*sb^2
< B00381   |B00380-4*Zh12*Zh13*Zh23*cb^2*la2*sb
< B00382   |3*Zh11^2*Zh33*la6i+Zh12^2*Zh33*la7i+4*Zh11*Zh12*Zh33*la5i+6*Zh11*Zh13*Zh31*la6i+4*Zh11*Zh13*Zh32*la5i
< B00383   |B00382-6*Zh11^2*Zh31*cb*la1-3*Zh11^2*Zh31*la6r*sb-3*Zh11^2*Zh32*cb*la6r-Zh11^2*Zh32*la3*sb-Zh11^2*Zh32*la4*sb
< B00384   |B00383-2*Zh11^2*Zh32*la5r*sb+Zh11^2*Zh33*la5i*s2b-2*Zh11^2*Zh33*la6i*sb^2+4*Zh12*Zh13*Zh31*la5i+2*Zh12*Zh13*Zh32*la7i
< B00385   |B00384-Zh12^2*Zh31*cb*la3-Zh12^2*Zh31*cb*la4-2*Zh12^2*Zh31*cb*la5r-3*Zh12^2*Zh31*la7r*sb-3*Zh12^2*Zh32*cb*la7r
< B00386   |B00385-6*Zh12^2*Zh32*la2*sb+Zh12^2*Zh33*la5i*s2b+2*Zh12^2*Zh33*la7i*sb^2+2*Zh13^2*Zh31*cb*la5r-Zh13^2*Zh31*cb^3*la3
< B00387   |B00386-Zh13^2*Zh31*cb^3*la4+2*Zh13^2*Zh31*la6r*sb-3*Zh13^2*Zh31*la6r*sb^3-Zh13^2*Zh32*cb*la7r-Zh13^2*Zh32*la3*sb^3
< B00388   |B00387-Zh13^2*Zh32*la4*sb^3+4*Zh13^2*Zh32*la5r*sb-2*Zh13^2*Zh32*la5r*sb^3+3*Zh13^2*Zh33*cb^2*la7i-3*Zh13^2*Zh33*la5i*s2b
< B00389   |B00388+3*Zh13^2*Zh33*la6i*sb^2-6*Zh11*Zh12*Zh31*cb*la6r-2*Zh11*Zh12*Zh31*la3*sb-2*Zh11*Zh12*Zh31*la4*sb-4*Zh11*Zh12*Zh31*la5r*sb
< B00390   |B00389-2*Zh11*Zh12*Zh32*cb*la3-2*Zh11*Zh12*Zh32*cb*la4-4*Zh11*Zh12*Zh32*cb*la5r-6*Zh11*Zh12*Zh32*la7r*sb+Zh11*Zh12*Zh33*la6i*s2b
< B00391   |B00390+Zh11*Zh12*Zh33*la7i*s2b+2*Zh11*Zh13*Zh31*la5i*s2b-4*Zh11*Zh13*Zh31*la6i*sb^2+Zh11*Zh13*Zh32*la6i*s2b+Zh11*Zh13*Zh32*la7i*s2b
< B00392   |B00391+4*Zh11*Zh13*Zh33*cb*la5r-2*Zh11*Zh13*Zh33*cb^3*la3-2*Zh11*Zh13*Zh33*cb^3*la4+4*Zh11*Zh13*Zh33*la6r*sb-6*Zh11*Zh13*Zh33*la6r*sb^3
< B00393   |B00392+Zh12*Zh13*Zh31*la6i*s2b+Zh12*Zh13*Zh31*la7i*s2b+2*Zh12*Zh13*Zh32*la5i*s2b+4*Zh12*Zh13*Zh32*la7i*sb^2-2*Zh12*Zh13*Zh33*cb*la7r
< B00394   |B00393-2*Zh12*Zh13*Zh33*la3*sb^3-2*Zh12*Zh13*Zh33*la4*sb^3+8*Zh12*Zh13*Zh33*la5r*sb-4*Zh12*Zh13*Zh33*la5r*sb^3-2*Zh13^2*Zh31*cb*la1*sb^2
< B00395   |B00394+2*Zh13^2*Zh31*cb*la5r*sb^2-Zh13^2*Zh31*cb^2*la7r*sb-Zh13^2*Zh32*cb*la6r*sb^2+3*Zh13^2*Zh32*cb*la7r*sb^2-2*Zh13^2*Zh32*cb^2*la2*sb
< B00396   |B00395-4*Zh11*Zh13*Zh33*cb*la1*sb^2+4*Zh11*Zh13*Zh33*cb*la5r*sb^2-2*Zh11*Zh13*Zh33*cb^2*la7r*sb-2*Zh12*Zh13*Zh33*cb*la6r*sb^2+6*Zh12*Zh13*Zh33*cb*la7r*sb^2
< B00397   |B00396-4*Zh12*Zh13*Zh33*cb^2*la2*sb
< B00398   |3*Zh13*Zh21^2*la6i+Zh13*Zh22^2*la7i+6*Zh11*Zh21*Zh23*la6i-6*Zh11*Zh21^2*cb*la1-3*Zh11*Zh21^2*la6r*sb
< B00399   |B00398+4*Zh11*Zh22*Zh23*la5i-Zh11*Zh22^2*cb*la3-Zh11*Zh22^2*cb*la4-2*Zh11*Zh22^2*cb*la5r-3*Zh11*Zh22^2*la7r*sb
< B00400   |B00399+2*Zh11*Zh23^2*cb*la5r-Zh11*Zh23^2*cb^3*la3-Zh11*Zh23^2*cb^3*la4+2*Zh11*Zh23^2*la6r*sb-3*Zh11*Zh23^2*la6r*sb^3
< B00401   |B00400+4*Zh12*Zh21*Zh23*la5i-3*Zh12*Zh21^2*cb*la6r-Zh12*Zh21^2*la3*sb-Zh12*Zh21^2*la4*sb-2*Zh12*Zh21^2*la5r*sb
< B00402   |B00401+2*Zh12*Zh22*Zh23*la7i-3*Zh12*Zh22^2*cb*la7r-6*Zh12*Zh22^2*la2*sb-Zh12*Zh23^2*cb*la7r-Zh12*Zh23^2*la3*sb^3
< B00403   |B00402-Zh12*Zh23^2*la4*sb^3+4*Zh12*Zh23^2*la5r*sb-2*Zh12*Zh23^2*la5r*sb^3+4*Zh13*Zh21*Zh22*la5i+Zh13*Zh21^2*la5i*s2b
< B00404   |B00403-2*Zh13*Zh21^2*la6i*sb^2+Zh13*Zh22^2*la5i*s2b+2*Zh13*Zh22^2*la7i*sb^2+3*Zh13*Zh23^2*cb^2*la7i-3*Zh13*Zh23^2*la5i*s2b
< B00405   |B00404+3*Zh13*Zh23^2*la6i*sb^2-6*Zh11*Zh21*Zh22*cb*la6r-2*Zh11*Zh21*Zh22*la3*sb-2*Zh11*Zh21*Zh22*la4*sb-4*Zh11*Zh21*Zh22*la5r*sb
< B00406   |B00405+2*Zh11*Zh21*Zh23*la5i*s2b-4*Zh11*Zh21*Zh23*la6i*sb^2+Zh11*Zh22*Zh23*la6i*s2b+Zh11*Zh22*Zh23*la7i*s2b-2*Zh11*Zh23^2*cb*la1*sb^2
< B00407   |B00406+2*Zh11*Zh23^2*cb*la5r*sb^2-Zh11*Zh23^2*cb^2*la7r*sb-2*Zh12*Zh21*Zh22*cb*la3-2*Zh12*Zh21*Zh22*cb*la4-4*Zh12*Zh21*Zh22*cb*la5r
< B00408   |B00407-6*Zh12*Zh21*Zh22*la7r*sb+Zh12*Zh21*Zh23*la6i*s2b+Zh12*Zh21*Zh23*la7i*s2b+2*Zh12*Zh22*Zh23*la5i*s2b+4*Zh12*Zh22*Zh23*la7i*sb^2
< B00409   |B00408-Zh12*Zh23^2*cb*la6r*sb^2+3*Zh12*Zh23^2*cb*la7r*sb^2-2*Zh12*Zh23^2*cb^2*la2*sb+Zh13*Zh21*Zh22*la6i*s2b+Zh13*Zh21*Zh22*la7i*s2b
< B00410   |B00409+4*Zh13*Zh21*Zh23*cb*la5r-2*Zh13*Zh21*Zh23*cb^3*la3-2*Zh13*Zh21*Zh23*cb^3*la4+4*Zh13*Zh21*Zh23*la6r*sb-6*Zh13*Zh21*Zh23*la6r*sb^3
< B00411   |B00410-2*Zh13*Zh22*Zh23*cb*la7r-2*Zh13*Zh22*Zh23*la3*sb^3-2*Zh13*Zh22*Zh23*la4*sb^3+8*Zh13*Zh22*Zh23*la5r*sb-4*Zh13*Zh22*Zh23*la5r*sb^3
< B00412   |B00411-4*Zh13*Zh21*Zh23*cb*la1*sb^2+4*Zh13*Zh21*Zh23*cb*la5r*sb^2-2*Zh13*Zh21*Zh23*cb^2*la7r*sb-2*Zh13*Zh22*Zh23*cb*la6r*sb^2+6*Zh13*Zh22*Zh23*cb*la7r*sb^2
< B00413   |B00412-4*Zh13*Zh22*Zh23*cb^2*la2*sb
< B00414   |6*Zh11*Zh21*Zh33*la6i+4*Zh11*Zh22*Zh33*la5i+6*Zh11*Zh23*Zh31*la6i+4*Zh11*Zh23*Zh32*la5i+4*Zh12*Zh21*Zh33*la5i
< B00415   |B00414+2*Zh12*Zh22*Zh33*la7i+4*Zh12*Zh23*Zh31*la5i+2*Zh12*Zh23*Zh32*la7i+6*Zh13*Zh21*Zh31*la6i+4*Zh13*Zh21*Zh32*la5i
< B00416   |B00415+4*Zh13*Zh22*Zh31*la5i+2*Zh13*Zh22*Zh32*la7i-12*Zh11*Zh21*Zh31*cb*la1-6*Zh11*Zh21*Zh31*la6r*sb-6*Zh11*Zh21*Zh32*cb*la6r
< B00417   |B00416-2*Zh11*Zh21*Zh32*la3*sb-2*Zh11*Zh21*Zh32*la4*sb-4*Zh11*Zh21*Zh32*la5r*sb+2*Zh11*Zh21*Zh33*la5i*s2b-4*Zh11*Zh21*Zh33*la6i*sb^2
< B00418   |B00417-6*Zh11*Zh22*Zh31*cb*la6r-2*Zh11*Zh22*Zh31*la3*sb-2*Zh11*Zh22*Zh31*la4*sb-4*Zh11*Zh22*Zh31*la5r*sb-2*Zh11*Zh22*Zh32*cb*la3
< B00419   |B00418-2*Zh11*Zh22*Zh32*cb*la4-4*Zh11*Zh22*Zh32*cb*la5r-6*Zh11*Zh22*Zh32*la7r*sb+Zh11*Zh22*Zh33*la6i*s2b+Zh11*Zh22*Zh33*la7i*s2b
< B00420   |B00419+2*Zh11*Zh23*Zh31*la5i*s2b-4*Zh11*Zh23*Zh31*la6i*sb^2+Zh11*Zh23*Zh32*la6i*s2b+Zh11*Zh23*Zh32*la7i*s2b+4*Zh11*Zh23*Zh33*cb*la5r
< B00421   |B00420-2*Zh11*Zh23*Zh33*cb^3*la3-2*Zh11*Zh23*Zh33*cb^3*la4+4*Zh11*Zh23*Zh33*la6r*sb-6*Zh11*Zh23*Zh33*la6r*sb^3-6*Zh12*Zh21*Zh31*cb*la6r
< B00422   |B00421-2*Zh12*Zh21*Zh31*la3*sb-2*Zh12*Zh21*Zh31*la4*sb-4*Zh12*Zh21*Zh31*la5r*sb-2*Zh12*Zh21*Zh32*cb*la3-2*Zh12*Zh21*Zh32*cb*la4
< B00423   |B00422-4*Zh12*Zh21*Zh32*cb*la5r-6*Zh12*Zh21*Zh32*la7r*sb+Zh12*Zh21*Zh33*la6i*s2b+Zh12*Zh21*Zh33*la7i*s2b-2*Zh12*Zh22*Zh31*cb*la3
< B00424   |B00423-2*Zh12*Zh22*Zh31*cb*la4-4*Zh12*Zh22*Zh31*cb*la5r-6*Zh12*Zh22*Zh31*la7r*sb-6*Zh12*Zh22*Zh32*cb*la7r-12*Zh12*Zh22*Zh32*la2*sb
< B00425   |B00424+2*Zh12*Zh22*Zh33*la5i*s2b+4*Zh12*Zh22*Zh33*la7i*sb^2+Zh12*Zh23*Zh31*la6i*s2b+Zh12*Zh23*Zh31*la7i*s2b+2*Zh12*Zh23*Zh32*la5i*s2b
< B00426   |B00425+4*Zh12*Zh23*Zh32*la7i*sb^2-2*Zh12*Zh23*Zh33*cb*la7r-2*Zh12*Zh23*Zh33*la3*sb^3-2*Zh12*Zh23*Zh33*la4*sb^3+8*Zh12*Zh23*Zh33*la5r*sb
< B00427   |B00426-4*Zh12*Zh23*Zh33*la5r*sb^3+2*Zh13*Zh21*Zh31*la5i*s2b-4*Zh13*Zh21*Zh31*la6i*sb^2+Zh13*Zh21*Zh32*la6i*s2b+Zh13*Zh21*Zh32*la7i*s2b
< B00428   |B00427+4*Zh13*Zh21*Zh33*cb*la5r-2*Zh13*Zh21*Zh33*cb^3*la3-2*Zh13*Zh21*Zh33*cb^3*la4+4*Zh13*Zh21*Zh33*la6r*sb-6*Zh13*Zh21*Zh33*la6r*sb^3
< B00429   |B00428+Zh13*Zh22*Zh31*la6i*s2b+Zh13*Zh22*Zh31*la7i*s2b+2*Zh13*Zh22*Zh32*la5i*s2b+4*Zh13*Zh22*Zh32*la7i*sb^2-2*Zh13*Zh22*Zh33*cb*la7r
< B00430   |B00429-2*Zh13*Zh22*Zh33*la3*sb^3-2*Zh13*Zh22*Zh33*la4*sb^3+8*Zh13*Zh22*Zh33*la5r*sb-4*Zh13*Zh22*Zh33*la5r*sb^3+4*Zh13*Zh23*Zh31*cb*la5r
< B00431   |B00430-2*Zh13*Zh23*Zh31*cb^3*la3-2*Zh13*Zh23*Zh31*cb^3*la4+4*Zh13*Zh23*Zh31*la6r*sb-6*Zh13*Zh23*Zh31*la6r*sb^3-2*Zh13*Zh23*Zh32*cb*la7r
< B00432   |B00431-2*Zh13*Zh23*Zh32*la3*sb^3-2*Zh13*Zh23*Zh32*la4*sb^3+8*Zh13*Zh23*Zh32*la5r*sb-4*Zh13*Zh23*Zh32*la5r*sb^3+6*Zh13*Zh23*Zh33*cb^2*la7i
< B00433   |B00432-6*Zh13*Zh23*Zh33*la5i*s2b+6*Zh13*Zh23*Zh33*la6i*sb^2-4*Zh11*Zh23*Zh33*cb*la1*sb^2+4*Zh11*Zh23*Zh33*cb*la5r*sb^2-2*Zh11*Zh23*Zh33*cb^2*la7r*sb
< B00434   |B00433-2*Zh12*Zh23*Zh33*cb*la6r*sb^2+6*Zh12*Zh23*Zh33*cb*la7r*sb^2-4*Zh12*Zh23*Zh33*cb^2*la2*sb-4*Zh13*Zh21*Zh33*cb*la1*sb^2+4*Zh13*Zh21*Zh33*cb*la5r*sb^2
< B00435   |B00434-2*Zh13*Zh21*Zh33*cb^2*la7r*sb-2*Zh13*Zh22*Zh33*cb*la6r*sb^2+6*Zh13*Zh22*Zh33*cb*la7r*sb^2-4*Zh13*Zh22*Zh33*cb^2*la2*sb-4*Zh13*Zh23*Zh31*cb*la1*sb^2
< B00436   |B00435+4*Zh13*Zh23*Zh31*cb*la5r*sb^2-2*Zh13*Zh23*Zh31*cb^2*la7r*sb-2*Zh13*Zh23*Zh32*cb*la6r*sb^2+6*Zh13*Zh23*Zh32*cb*la7r*sb^2-4*Zh13*Zh23*Zh32*cb^2*la2*sb
< B00437   |3*Zh13*Zh31^2*la6i+Zh13*Zh32^2*la7i+6*Zh11*Zh31*Zh33*la6i-6*Zh11*Zh31^2*cb*la1-3*Zh11*Zh31^2*la6r*sb
< B00438   |B00437+4*Zh11*Zh32*Zh33*la5i-Zh11*Zh32^2*cb*la3-Zh11*Zh32^2*cb*la4-2*Zh11*Zh32^2*cb*la5r-3*Zh11*Zh32^2*la7r*sb
< B00439   |B00438+2*Zh11*Zh33^2*cb*la5r-Zh11*Zh33^2*cb^3*la3-Zh11*Zh33^2*cb^3*la4+2*Zh11*Zh33^2*la6r*sb-3*Zh11*Zh33^2*la6r*sb^3
< B00440   |B00439+4*Zh12*Zh31*Zh33*la5i-3*Zh12*Zh31^2*cb*la6r-Zh12*Zh31^2*la3*sb-Zh12*Zh31^2*la4*sb-2*Zh12*Zh31^2*la5r*sb
< B00441   |B00440+2*Zh12*Zh32*Zh33*la7i-3*Zh12*Zh32^2*cb*la7r-6*Zh12*Zh32^2*la2*sb-Zh12*Zh33^2*cb*la7r-Zh12*Zh33^2*la3*sb^3
< B00442   |B00441-Zh12*Zh33^2*la4*sb^3+4*Zh12*Zh33^2*la5r*sb-2*Zh12*Zh33^2*la5r*sb^3+4*Zh13*Zh31*Zh32*la5i+Zh13*Zh31^2*la5i*s2b
< B00443   |B00442-2*Zh13*Zh31^2*la6i*sb^2+Zh13*Zh32^2*la5i*s2b+2*Zh13*Zh32^2*la7i*sb^2+3*Zh13*Zh33^2*cb^2*la7i-3*Zh13*Zh33^2*la5i*s2b
< B00444   |B00443+3*Zh13*Zh33^2*la6i*sb^2-6*Zh11*Zh31*Zh32*cb*la6r-2*Zh11*Zh31*Zh32*la3*sb-2*Zh11*Zh31*Zh32*la4*sb-4*Zh11*Zh31*Zh32*la5r*sb
< B00445   |B00444+2*Zh11*Zh31*Zh33*la5i*s2b-4*Zh11*Zh31*Zh33*la6i*sb^2+Zh11*Zh32*Zh33*la6i*s2b+Zh11*Zh32*Zh33*la7i*s2b-2*Zh11*Zh33^2*cb*la1*sb^2
< B00446   |B00445+2*Zh11*Zh33^2*cb*la5r*sb^2-Zh11*Zh33^2*cb^2*la7r*sb-2*Zh12*Zh31*Zh32*cb*la3-2*Zh12*Zh31*Zh32*cb*la4-4*Zh12*Zh31*Zh32*cb*la5r
< B00447   |B00446-6*Zh12*Zh31*Zh32*la7r*sb+Zh12*Zh31*Zh33*la6i*s2b+Zh12*Zh31*Zh33*la7i*s2b+2*Zh12*Zh32*Zh33*la5i*s2b+4*Zh12*Zh32*Zh33*la7i*sb^2
< B00448   |B00447-Zh12*Zh33^2*cb*la6r*sb^2+3*Zh12*Zh33^2*cb*la7r*sb^2-2*Zh12*Zh33^2*cb^2*la2*sb+Zh13*Zh31*Zh32*la6i*s2b+Zh13*Zh31*Zh32*la7i*s2b
< B00449   |B00448+4*Zh13*Zh31*Zh33*cb*la5r-2*Zh13*Zh31*Zh33*cb^3*la3-2*Zh13*Zh31*Zh33*cb^3*la4+4*Zh13*Zh31*Zh33*la6r*sb-6*Zh13*Zh31*Zh33*la6r*sb^3
< B00450   |B00449-2*Zh13*Zh32*Zh33*cb*la7r-2*Zh13*Zh32*Zh33*la3*sb^3-2*Zh13*Zh32*Zh33*la4*sb^3+8*Zh13*Zh32*Zh33*la5r*sb-4*Zh13*Zh32*Zh33*la5r*sb^3
< B00451   |B00450-4*Zh13*Zh31*Zh33*cb*la1*sb^2+4*Zh13*Zh31*Zh33*cb*la5r*sb^2-2*Zh13*Zh31*Zh33*cb^2*la7r*sb-2*Zh13*Zh32*Zh33*cb*la6r*sb^2+6*Zh13*Zh32*Zh33*cb*la7r*sb^2
< B00452   |B00451-4*Zh13*Zh32*Zh33*cb^2*la2*sb
< B00453   |12*CW^2*Mb^2*Zh11-6*MW^2*Zb11r^2*Zh11*cb^2+3*MW^2*Zb11r^2*Zh12*s2b+4*MW^2*SW^2*Zb11r^2*Zh11*cb^2-2*MW^2*SW^2*Zb11r^2*Zh12*s2b
< B00454   |B00453-4*MW^2*SW^2*Zb21i^2*Zh11*cb^2+2*MW^2*SW^2*Zb21i^2*Zh12*s2b-4*MW^2*SW^2*Zb21r^2*Zh11*cb^2+2*MW^2*SW^2*Zb21r^2*Zh12*s2b-12*Abi*CW^2*Mb*Zb11r*Zb21i*Zh11
< B00455   |B00454-12*Abr*CW^2*Mb*Zb11r*Zb21r*Zh11-12*CW^2*Mb*Zb11r*Zb21i*Zh12*mui+12*CW^2*Mb*Zb11r*Zb21r*Zh12*mur+12*Abi*CW^2*Mb*Zb11r*Zb21r*Zh13*sb-12*Abr*CW^2*Mb*Zb11r*Zb21i*Zh13*sb
< B00456   |B00455-12*CW^2*Mb*Zb11r*Zb21i*Zh13*cb*mur-12*CW^2*Mb*Zb11r*Zb21r*Zh13*cb*mui
< B00457   |6*Abr*Mb*Zb11r^2*Zh11+6*Abr*Mb*Zb21i^2*Zh11-6*Abr*Mb*Zb21r^2*Zh11-6*Mb*Zb11r^2*Zh12*mur-6*Mb*Zb21i^2*Zh12*mur
< B00458   |B00457+6*Mb*Zb21r^2*Zh12*mur-6*Abi*Mb*Zb11r^2*Zh13*sb-6*Abi*Mb*Zb21i^2*Zh13*sb+6*Abi*Mb*Zb21r^2*Zh13*sb-6*Abr*Mb*SW^2*Zb11r^2*Zh11
< B00459   |B00458-6*Abr*Mb*SW^2*Zb21i^2*Zh11+6*Abr*Mb*SW^2*Zb21r^2*Zh11-6*MW^2*Zb11r*Zb21r*Zh11*cb^2+3*MW^2*Zb11r*Zb21r*Zh12*s2b+6*Mb*SW^2*Zb11r^2*Zh12*mur
< B00460   |B00459+6*Mb*SW^2*Zb21i^2*Zh12*mur-6*Mb*SW^2*Zb21r^2*Zh12*mur+6*Mb*Zb11r^2*Zh13*cb*mui+6*Mb*Zb21i^2*Zh13*cb*mui-6*Mb*Zb21r^2*Zh13*cb*mui
< B00461   |B00460-12*Abi*CW^2*Mb*Zb21i*Zb21r*Zh11+6*Abi*Mb*SW^2*Zb11r^2*Zh13*sb+6*Abi*Mb*SW^2*Zb21i^2*Zh13*sb-6*Abi*Mb*SW^2*Zb21r^2*Zh13*sb-12*CW^2*Mb*Zb21i*Zb21r*Zh12*mui
< B00462   |B00461+8*MW^2*SW^2*Zb11r*Zb21r*Zh11*cb^2-4*MW^2*SW^2*Zb11r*Zb21r*Zh12*s2b-6*Mb*SW^2*Zb11r^2*Zh13*cb*mui-6*Mb*SW^2*Zb21i^2*Zh13*cb*mui+6*Mb*SW^2*Zb21r^2*Zh13*cb*mui
< B00463   |B00462-12*Abr*CW^2*Mb*Zb21i*Zb21r*Zh13*sb-12*CW^2*Mb*Zb21i*Zb21r*Zh13*cb*mur
< B00464   |6*Abi*Mb*Zb11r^2*Zh11-6*Abi*Mb*Zb21i^2*Zh11+6*Abi*Mb*Zb21r^2*Zh11+6*Mb*Zb11r^2*Zh12*mui-6*Mb*Zb21i^2*Zh12*mui
< B00465   |B00464+6*Mb*Zb21r^2*Zh12*mui-6*Abi*Mb*SW^2*Zb11r^2*Zh11+6*Abi*Mb*SW^2*Zb21i^2*Zh11-6*Abi*Mb*SW^2*Zb21r^2*Zh11+6*Abr*Mb*Zb11r^2*Zh13*sb
< B00466   |B00465-6*Abr*Mb*Zb21i^2*Zh13*sb+6*Abr*Mb*Zb21r^2*Zh13*sb-6*MW^2*Zb11r*Zb21i*Zh11*cb^2+3*MW^2*Zb11r*Zb21i*Zh12*s2b-6*Mb*SW^2*Zb11r^2*Zh12*mui
< B00467   |B00466+6*Mb*SW^2*Zb21i^2*Zh12*mui-6*Mb*SW^2*Zb21r^2*Zh12*mui+6*Mb*Zb11r^2*Zh13*cb*mur-6*Mb*Zb21i^2*Zh13*cb*mur+6*Mb*Zb21r^2*Zh13*cb*mur
< B00468   |B00467-12*Abr*CW^2*Mb*Zb21i*Zb21r*Zh11-6*Abr*Mb*SW^2*Zb11r^2*Zh13*sb+6*Abr*Mb*SW^2*Zb21i^2*Zh13*sb-6*Abr*Mb*SW^2*Zb21r^2*Zh13*sb+12*CW^2*Mb*Zb21i*Zb21r*Zh12*mur
< B00469   |B00468+8*MW^2*SW^2*Zb11r*Zb21i*Zh11*cb^2-4*MW^2*SW^2*Zb11r*Zb21i*Zh12*s2b-6*Mb*SW^2*Zb11r^2*Zh13*cb*mur+6*Mb*SW^2*Zb21i^2*Zh13*cb*mur-6*Mb*SW^2*Zb21r^2*Zh13*cb*mur
< B00470   |B00469+12*Abi*CW^2*Mb*Zb21i*Zb21r*Zh13*sb-12*CW^2*Mb*Zb21i*Zb21r*Zh13*cb*mui
< B00471   |12*CW^2*Mb^2*Zh11-6*MW^2*Zb21i^2*Zh11*cb^2+3*MW^2*Zb21i^2*Zh12*s2b-6*MW^2*Zb21r^2*Zh11*cb^2+3*MW^2*Zb21r^2*Zh12*s2b
< B00472   |B00471-4*MW^2*SW^2*Zb11r^2*Zh11*cb^2+2*MW^2*SW^2*Zb11r^2*Zh12*s2b+4*MW^2*SW^2*Zb21i^2*Zh11*cb^2-2*MW^2*SW^2*Zb21i^2*Zh12*s2b+4*MW^2*SW^2*Zb21r^2*Zh11*cb^2
< B00473   |B00472-2*MW^2*SW^2*Zb21r^2*Zh12*s2b+12*Abi*CW^2*Mb*Zb11r*Zb21i*Zh11+12*Abr*CW^2*Mb*Zb11r*Zb21r*Zh11+12*CW^2*Mb*Zb11r*Zb21i*Zh12*mui-12*CW^2*Mb*Zb11r*Zb21r*Zh12*mur
< B00474   |B00473-12*Abi*CW^2*Mb*Zb11r*Zb21r*Zh13*sb+12*Abr*CW^2*Mb*Zb11r*Zb21i*Zh13*sb+12*CW^2*Mb*Zb11r*Zb21i*Zh13*cb*mur+12*CW^2*Mb*Zb11r*Zb21r*Zh13*cb*mui
< B00475   |12*CW^2*Mc^2*Zh12+3*MW^2*Zh11*s2b-6*MW^2*Zh12*sb^2-4*MW^2*SW^2*Zh11*s2b+8*MW^2*SW^2*Zh12*sb^2
< B00476   |Aur*Zh12-Zh11*mur-Aui*Zh13*cb+Zh13*mui*sb
< B00477   |Aui*Zh12+Zh11*mui+Aur*Zh13*cb+Zh13*mur*sb
< B00478   |3*CW^2*Mc^2*Zh12+MW^2*SW^2*Zh11*s2b-2*MW^2*SW^2*Zh12*sb^2
< B00479   |12*CW^2*Mq^2*Zh11-6*MW^2*Zh11*cb^2+3*MW^2*Zh12*s2b+4*MW^2*SW^2*Zh11*cb^2-2*MW^2*SW^2*Zh12*s2b
< B00480   |Adr*Zh11-Zh12*mur-Adi*Zh13*sb+Zh13*cb*mui
< B00481   |Adi*Zh11+Zh12*mui+Adr*Zh13*sb+Zh13*cb*mur
< B00482   |6*CW^2*Mq^2*Zh11-2*MW^2*SW^2*Zh11*cb^2+MW^2*SW^2*Zh12*s2b
< B00483   |Zh11*cb-Zh12*sb
< B00484   |4*CW^2*Ml^2*Zh11-2*MW^2*Zh11*Zl11r^2*cb^2+MW^2*Zh12*Zl11r^2*s2b+4*MW^2*SW^2*Zh11*Zl11r^2*cb^2-4*MW^2*SW^2*Zh11*Zl21i^2*cb^2
< B00485   |B00484-4*MW^2*SW^2*Zh11*Zl21r^2*cb^2-2*MW^2*SW^2*Zh12*Zl11r^2*s2b+2*MW^2*SW^2*Zh12*Zl21i^2*s2b+2*MW^2*SW^2*Zh12*Zl21r^2*s2b-4*Ali*CW^2*Ml*Zh11*Zl11r*Zl21i
< B00486   |B00485-4*Alr*CW^2*Ml*Zh11*Zl11r*Zl21r-4*CW^2*Ml*Zh12*Zl11r*Zl21i*mui+4*CW^2*Ml*Zh12*Zl11r*Zl21r*mur+4*Ali*CW^2*Ml*Zh13*Zl11r*Zl21r*sb-4*Alr*CW^2*Ml*Zh13*Zl11r*Zl21i*sb
< B00487   |B00486-4*CW^2*Ml*Zh13*Zl11r*Zl21i*cb*mur-4*CW^2*Ml*Zh13*Zl11r*Zl21r*cb*mui
< B00488   |2*Alr*Ml*Zh11*Zl11r^2+2*Alr*Ml*Zh11*Zl21i^2-2*Alr*Ml*Zh11*Zl21r^2-2*Ml*Zh12*Zl11r^2*mur-2*Ml*Zh12*Zl21i^2*mur
< B00489   |B00488+2*Ml*Zh12*Zl21r^2*mur-2*Ali*Ml*Zh13*Zl11r^2*sb-2*Ali*Ml*Zh13*Zl21i^2*sb+2*Ali*Ml*Zh13*Zl21r^2*sb-2*Alr*Ml*SW^2*Zh11*Zl11r^2
< B00490   |B00489-2*Alr*Ml*SW^2*Zh11*Zl21i^2+2*Alr*Ml*SW^2*Zh11*Zl21r^2-2*MW^2*Zh11*Zl11r*Zl21r*cb^2+MW^2*Zh12*Zl11r*Zl21r*s2b+2*Ml*SW^2*Zh12*Zl11r^2*mur
< B00491   |B00490+2*Ml*SW^2*Zh12*Zl21i^2*mur-2*Ml*SW^2*Zh12*Zl21r^2*mur+2*Ml*Zh13*Zl11r^2*cb*mui+2*Ml*Zh13*Zl21i^2*cb*mui-2*Ml*Zh13*Zl21r^2*cb*mui
< B00492   |B00491-4*Ali*CW^2*Ml*Zh11*Zl21i*Zl21r+2*Ali*Ml*SW^2*Zh13*Zl11r^2*sb+2*Ali*Ml*SW^2*Zh13*Zl21i^2*sb-2*Ali*Ml*SW^2*Zh13*Zl21r^2*sb-4*CW^2*Ml*Zh12*Zl21i*Zl21r*mui
< B00493   |B00492+8*MW^2*SW^2*Zh11*Zl11r*Zl21r*cb^2-4*MW^2*SW^2*Zh12*Zl11r*Zl21r*s2b-2*Ml*SW^2*Zh13*Zl11r^2*cb*mui-2*Ml*SW^2*Zh13*Zl21i^2*cb*mui+2*Ml*SW^2*Zh13*Zl21r^2*cb*mui
< B00494   |B00493-4*Alr*CW^2*Ml*Zh13*Zl21i*Zl21r*sb-4*CW^2*Ml*Zh13*Zl21i*Zl21r*cb*mur
< B00495   |2*Ali*Ml*Zh11*Zl11r^2-2*Ali*Ml*Zh11*Zl21i^2+2*Ali*Ml*Zh11*Zl21r^2+2*Ml*Zh12*Zl11r^2*mui-2*Ml*Zh12*Zl21i^2*mui
< B00496   |B00495+2*Ml*Zh12*Zl21r^2*mui-2*Ali*Ml*SW^2*Zh11*Zl11r^2+2*Ali*Ml*SW^2*Zh11*Zl21i^2-2*Ali*Ml*SW^2*Zh11*Zl21r^2+2*Alr*Ml*Zh13*Zl11r^2*sb
< B00497   |B00496-2*Alr*Ml*Zh13*Zl21i^2*sb+2*Alr*Ml*Zh13*Zl21r^2*sb-2*MW^2*Zh11*Zl11r*Zl21i*cb^2+MW^2*Zh12*Zl11r*Zl21i*s2b-2*Ml*SW^2*Zh12*Zl11r^2*mui
< B00498   |B00497+2*Ml*SW^2*Zh12*Zl21i^2*mui-2*Ml*SW^2*Zh12*Zl21r^2*mui+2*Ml*Zh13*Zl11r^2*cb*mur-2*Ml*Zh13*Zl21i^2*cb*mur+2*Ml*Zh13*Zl21r^2*cb*mur
< B00499   |B00498-4*Alr*CW^2*Ml*Zh11*Zl21i*Zl21r-2*Alr*Ml*SW^2*Zh13*Zl11r^2*sb+2*Alr*Ml*SW^2*Zh13*Zl21i^2*sb-2*Alr*Ml*SW^2*Zh13*Zl21r^2*sb+4*CW^2*Ml*Zh12*Zl21i*Zl21r*mur
< B00500   |B00499+8*MW^2*SW^2*Zh11*Zl11r*Zl21i*cb^2-4*MW^2*SW^2*Zh12*Zl11r*Zl21i*s2b-2*Ml*SW^2*Zh13*Zl11r^2*cb*mur+2*Ml*SW^2*Zh13*Zl21i^2*cb*mur-2*Ml*SW^2*Zh13*Zl21r^2*cb*mur
< B00501   |B00500+4*Ali*CW^2*Ml*Zh13*Zl21i*Zl21r*sb-4*CW^2*Ml*Zh13*Zl21i*Zl21r*cb*mui
< B00502   |4*CW^2*Ml^2*Zh11-2*MW^2*Zh11*Zl21i^2*cb^2-2*MW^2*Zh11*Zl21r^2*cb^2+MW^2*Zh12*Zl21i^2*s2b+MW^2*Zh12*Zl21r^2*s2b
< B00503   |B00502-4*MW^2*SW^2*Zh11*Zl11r^2*cb^2+4*MW^2*SW^2*Zh11*Zl21i^2*cb^2+4*MW^2*SW^2*Zh11*Zl21r^2*cb^2+2*MW^2*SW^2*Zh12*Zl11r^2*s2b-2*MW^2*SW^2*Zh12*Zl21i^2*s2b
< B00504   |B00503-2*MW^2*SW^2*Zh12*Zl21r^2*s2b+4*Ali*CW^2*Ml*Zh11*Zl11r*Zl21i+4*Alr*CW^2*Ml*Zh11*Zl11r*Zl21r+4*CW^2*Ml*Zh12*Zl11r*Zl21i*mui-4*CW^2*Ml*Zh12*Zl11r*Zl21r*mur
< B00505   |B00504-4*Ali*CW^2*Ml*Zh13*Zl11r*Zl21r*sb+4*Alr*CW^2*Ml*Zh13*Zl11r*Zl21i*sb+4*CW^2*Ml*Zh13*Zl11r*Zl21i*cb*mur+4*CW^2*Ml*Zh13*Zl11r*Zl21r*cb*mui
< B00506   |12*CW^2*Mt^2*Zh12+3*MW^2*Zh11*Zt11r^2*s2b-6*MW^2*Zh12*Zt11r^2*sb^2-4*MW^2*SW^2*Zh11*Zt11r^2*s2b+4*MW^2*SW^2*Zh11*Zt21i^2*s2b
< B00507   |B00506+4*MW^2*SW^2*Zh11*Zt21r^2*s2b+8*MW^2*SW^2*Zh12*Zt11r^2*sb^2-8*MW^2*SW^2*Zh12*Zt21i^2*sb^2-8*MW^2*SW^2*Zh12*Zt21r^2*sb^2-12*Ati*CW^2*Mt*Zh12*Zt11r*Zt21i
< B00508   |B00507-12*Atr*CW^2*Mt*Zh12*Zt11r*Zt21r-12*CW^2*Mt*Zh11*Zt11r*Zt21i*mui+12*CW^2*Mt*Zh11*Zt11r*Zt21r*mur+12*Ati*CW^2*Mt*Zh13*Zt11r*Zt21r*cb-12*Atr*CW^2*Mt*Zh13*Zt11r*Zt21i*cb
< B00509   |B00508-12*CW^2*Mt*Zh13*Zt11r*Zt21i*mur*sb-12*CW^2*Mt*Zh13*Zt11r*Zt21r*mui*sb
< B00510   |6*Atr*Mt*Zh12*Zt11r^2+6*Atr*Mt*Zh12*Zt21i^2-6*Atr*Mt*Zh12*Zt21r^2-6*Mt*Zh11*Zt11r^2*mur-6*Mt*Zh11*Zt21i^2*mur
< B00511   |B00510+6*Mt*Zh11*Zt21r^2*mur-6*Ati*Mt*Zh13*Zt11r^2*cb-6*Ati*Mt*Zh13*Zt21i^2*cb+6*Ati*Mt*Zh13*Zt21r^2*cb-6*Atr*Mt*SW^2*Zh12*Zt11r^2
< B00512   |B00511-6*Atr*Mt*SW^2*Zh12*Zt21i^2+6*Atr*Mt*SW^2*Zh12*Zt21r^2+3*MW^2*Zh11*Zt11r*Zt21r*s2b-6*MW^2*Zh12*Zt11r*Zt21r*sb^2+6*Mt*SW^2*Zh11*Zt11r^2*mur
< B00513   |B00512+6*Mt*SW^2*Zh11*Zt21i^2*mur-6*Mt*SW^2*Zh11*Zt21r^2*mur+6*Mt*Zh13*Zt11r^2*mui*sb+6*Mt*Zh13*Zt21i^2*mui*sb-6*Mt*Zh13*Zt21r^2*mui*sb
< B00514   |B00513-12*Ati*CW^2*Mt*Zh12*Zt21i*Zt21r+6*Ati*Mt*SW^2*Zh13*Zt11r^2*cb+6*Ati*Mt*SW^2*Zh13*Zt21i^2*cb-6*Ati*Mt*SW^2*Zh13*Zt21r^2*cb-12*CW^2*Mt*Zh11*Zt21i*Zt21r*mui
< B00515   |B00514-8*MW^2*SW^2*Zh11*Zt11r*Zt21r*s2b+16*MW^2*SW^2*Zh12*Zt11r*Zt21r*sb^2-6*Mt*SW^2*Zh13*Zt11r^2*mui*sb-6*Mt*SW^2*Zh13*Zt21i^2*mui*sb+6*Mt*SW^2*Zh13*Zt21r^2*mui*sb
< B00516   |B00515-12*Atr*CW^2*Mt*Zh13*Zt21i*Zt21r*cb-12*CW^2*Mt*Zh13*Zt21i*Zt21r*mur*sb
< B00517   |6*Ati*Mt*Zh12*Zt11r^2-6*Ati*Mt*Zh12*Zt21i^2+6*Ati*Mt*Zh12*Zt21r^2+6*Mt*Zh11*Zt11r^2*mui-6*Mt*Zh11*Zt21i^2*mui
< B00518   |B00517+6*Mt*Zh11*Zt21r^2*mui-6*Ati*Mt*SW^2*Zh12*Zt11r^2+6*Ati*Mt*SW^2*Zh12*Zt21i^2-6*Ati*Mt*SW^2*Zh12*Zt21r^2+6*Atr*Mt*Zh13*Zt11r^2*cb
< B00519   |B00518-6*Atr*Mt*Zh13*Zt21i^2*cb+6*Atr*Mt*Zh13*Zt21r^2*cb+3*MW^2*Zh11*Zt11r*Zt21i*s2b-6*MW^2*Zh12*Zt11r*Zt21i*sb^2-6*Mt*SW^2*Zh11*Zt11r^2*mui
< B00520   |B00519+6*Mt*SW^2*Zh11*Zt21i^2*mui-6*Mt*SW^2*Zh11*Zt21r^2*mui+6*Mt*Zh13*Zt11r^2*mur*sb-6*Mt*Zh13*Zt21i^2*mur*sb+6*Mt*Zh13*Zt21r^2*mur*sb
< B00521   |B00520-12*Atr*CW^2*Mt*Zh12*Zt21i*Zt21r-6*Atr*Mt*SW^2*Zh13*Zt11r^2*cb+6*Atr*Mt*SW^2*Zh13*Zt21i^2*cb-6*Atr*Mt*SW^2*Zh13*Zt21r^2*cb+12*CW^2*Mt*Zh11*Zt21i*Zt21r*mur
< B00522   |B00521-8*MW^2*SW^2*Zh11*Zt11r*Zt21i*s2b+16*MW^2*SW^2*Zh12*Zt11r*Zt21i*sb^2-6*Mt*SW^2*Zh13*Zt11r^2*mur*sb+6*Mt*SW^2*Zh13*Zt21i^2*mur*sb-6*Mt*SW^2*Zh13*Zt21r^2*mur*sb
< B00523   |B00522+12*Ati*CW^2*Mt*Zh13*Zt21i*Zt21r*cb-12*CW^2*Mt*Zh13*Zt21i*Zt21r*mui*sb
< B00524   |12*CW^2*Mt^2*Zh12+3*MW^2*Zh11*Zt21i^2*s2b+3*MW^2*Zh11*Zt21r^2*s2b-6*MW^2*Zh12*Zt21i^2*sb^2-6*MW^2*Zh12*Zt21r^2*sb^2
< B00525   |B00524+4*MW^2*SW^2*Zh11*Zt11r^2*s2b-4*MW^2*SW^2*Zh11*Zt21i^2*s2b-4*MW^2*SW^2*Zh11*Zt21r^2*s2b-8*MW^2*SW^2*Zh12*Zt11r^2*sb^2+8*MW^2*SW^2*Zh12*Zt21i^2*sb^2
< B00526   |B00525+8*MW^2*SW^2*Zh12*Zt21r^2*sb^2+12*Ati*CW^2*Mt*Zh12*Zt11r*Zt21i+12*Atr*CW^2*Mt*Zh12*Zt11r*Zt21r+12*CW^2*Mt*Zh11*Zt11r*Zt21i*mui-12*CW^2*Mt*Zh11*Zt11r*Zt21r*mur
< B00527   |B00526-12*Ati*CW^2*Mt*Zh13*Zt11r*Zt21r*cb+12*Atr*CW^2*Mt*Zh13*Zt11r*Zt21i*cb+12*CW^2*Mt*Zh13*Zt11r*Zt21i*mur*sb+12*CW^2*Mt*Zh13*Zt11r*Zt21r*mui*sb
< B00528   |12*CW^2*Mq^2*Zh12+3*MW^2*Zh11*s2b-6*MW^2*Zh12*sb^2-4*MW^2*SW^2*Zh11*s2b+8*MW^2*SW^2*Zh12*sb^2
< B00529   |3*CW^2*Mq^2*Zh12+MW^2*SW^2*Zh11*s2b-2*MW^2*SW^2*Zh12*sb^2
< B00530   |3*Zh21^2*Zh23*la6i-2*Zh21^3*cb*la1-Zh21^3*la6r*sb+Zh22^2*Zh23*la7i-Zh22^3*cb*la7r
< B00531   |B00530-2*Zh22^3*la2*sb+Zh23^3*cb^2*la7i-Zh23^3*la5i*s2b+Zh23^3*la6i*sb^2+4*Zh21*Zh22*Zh23*la5i
< B00532   |B00531-Zh21*Zh22^2*cb*la3-Zh21*Zh22^2*cb*la4-2*Zh21*Zh22^2*cb*la5r-3*Zh21*Zh22^2*la7r*sb+2*Zh21*Zh23^2*cb*la5r
< B00533   |B00532-Zh21*Zh23^2*cb^3*la3-Zh21*Zh23^2*cb^3*la4+2*Zh21*Zh23^2*la6r*sb-3*Zh21*Zh23^2*la6r*sb^3-3*Zh21^2*Zh22*cb*la6r
< B00534   |B00533-Zh21^2*Zh22*la3*sb-Zh21^2*Zh22*la4*sb-2*Zh21^2*Zh22*la5r*sb+Zh21^2*Zh23*la5i*s2b-2*Zh21^2*Zh23*la6i*sb^2
< B00535   |B00534-Zh22*Zh23^2*cb*la7r-Zh22*Zh23^2*la3*sb^3-Zh22*Zh23^2*la4*sb^3+4*Zh22*Zh23^2*la5r*sb-2*Zh22*Zh23^2*la5r*sb^3
< B00536   |B00535+Zh22^2*Zh23*la5i*s2b+2*Zh22^2*Zh23*la7i*sb^2+Zh21*Zh22*Zh23*la6i*s2b+Zh21*Zh22*Zh23*la7i*s2b-2*Zh21*Zh23^2*cb*la1*sb^2
< B00537   |B00536+2*Zh21*Zh23^2*cb*la5r*sb^2-Zh21*Zh23^2*cb^2*la7r*sb-Zh22*Zh23^2*cb*la6r*sb^2+3*Zh22*Zh23^2*cb*la7r*sb^2-2*Zh22*Zh23^2*cb^2*la2*sb
< B00538   |3*Zh21^2*Zh33*la6i+Zh22^2*Zh33*la7i+4*Zh21*Zh22*Zh33*la5i+6*Zh21*Zh23*Zh31*la6i+4*Zh21*Zh23*Zh32*la5i
< B00539   |B00538-6*Zh21^2*Zh31*cb*la1-3*Zh21^2*Zh31*la6r*sb-3*Zh21^2*Zh32*cb*la6r-Zh21^2*Zh32*la3*sb-Zh21^2*Zh32*la4*sb
< B00540   |B00539-2*Zh21^2*Zh32*la5r*sb+Zh21^2*Zh33*la5i*s2b-2*Zh21^2*Zh33*la6i*sb^2+4*Zh22*Zh23*Zh31*la5i+2*Zh22*Zh23*Zh32*la7i
< B00541   |B00540-Zh22^2*Zh31*cb*la3-Zh22^2*Zh31*cb*la4-2*Zh22^2*Zh31*cb*la5r-3*Zh22^2*Zh31*la7r*sb-3*Zh22^2*Zh32*cb*la7r
< B00542   |B00541-6*Zh22^2*Zh32*la2*sb+Zh22^2*Zh33*la5i*s2b+2*Zh22^2*Zh33*la7i*sb^2+2*Zh23^2*Zh31*cb*la5r-Zh23^2*Zh31*cb^3*la3
< B00543   |B00542-Zh23^2*Zh31*cb^3*la4+2*Zh23^2*Zh31*la6r*sb-3*Zh23^2*Zh31*la6r*sb^3-Zh23^2*Zh32*cb*la7r-Zh23^2*Zh32*la3*sb^3
< B00544   |B00543-Zh23^2*Zh32*la4*sb^3+4*Zh23^2*Zh32*la5r*sb-2*Zh23^2*Zh32*la5r*sb^3+3*Zh23^2*Zh33*cb^2*la7i-3*Zh23^2*Zh33*la5i*s2b
< B00545   |B00544+3*Zh23^2*Zh33*la6i*sb^2-6*Zh21*Zh22*Zh31*cb*la6r-2*Zh21*Zh22*Zh31*la3*sb-2*Zh21*Zh22*Zh31*la4*sb-4*Zh21*Zh22*Zh31*la5r*sb
< B00546   |B00545-2*Zh21*Zh22*Zh32*cb*la3-2*Zh21*Zh22*Zh32*cb*la4-4*Zh21*Zh22*Zh32*cb*la5r-6*Zh21*Zh22*Zh32*la7r*sb+Zh21*Zh22*Zh33*la6i*s2b
< B00547   |B00546+Zh21*Zh22*Zh33*la7i*s2b+2*Zh21*Zh23*Zh31*la5i*s2b-4*Zh21*Zh23*Zh31*la6i*sb^2+Zh21*Zh23*Zh32*la6i*s2b+Zh21*Zh23*Zh32*la7i*s2b
< B00548   |B00547+4*Zh21*Zh23*Zh33*cb*la5r-2*Zh21*Zh23*Zh33*cb^3*la3-2*Zh21*Zh23*Zh33*cb^3*la4+4*Zh21*Zh23*Zh33*la6r*sb-6*Zh21*Zh23*Zh33*la6r*sb^3
< B00549   |B00548+Zh22*Zh23*Zh31*la6i*s2b+Zh22*Zh23*Zh31*la7i*s2b+2*Zh22*Zh23*Zh32*la5i*s2b+4*Zh22*Zh23*Zh32*la7i*sb^2-2*Zh22*Zh23*Zh33*cb*la7r
< B00550   |B00549-2*Zh22*Zh23*Zh33*la3*sb^3-2*Zh22*Zh23*Zh33*la4*sb^3+8*Zh22*Zh23*Zh33*la5r*sb-4*Zh22*Zh23*Zh33*la5r*sb^3-2*Zh23^2*Zh31*cb*la1*sb^2
< B00551   |B00550+2*Zh23^2*Zh31*cb*la5r*sb^2-Zh23^2*Zh31*cb^2*la7r*sb-Zh23^2*Zh32*cb*la6r*sb^2+3*Zh23^2*Zh32*cb*la7r*sb^2-2*Zh23^2*Zh32*cb^2*la2*sb
< B00552   |B00551-4*Zh21*Zh23*Zh33*cb*la1*sb^2+4*Zh21*Zh23*Zh33*cb*la5r*sb^2-2*Zh21*Zh23*Zh33*cb^2*la7r*sb-2*Zh22*Zh23*Zh33*cb*la6r*sb^2+6*Zh22*Zh23*Zh33*cb*la7r*sb^2
< B00553   |B00552-4*Zh22*Zh23*Zh33*cb^2*la2*sb
< B00554   |3*Zh23*Zh31^2*la6i+Zh23*Zh32^2*la7i+6*Zh21*Zh31*Zh33*la6i-6*Zh21*Zh31^2*cb*la1-3*Zh21*Zh31^2*la6r*sb
< B00555   |B00554+4*Zh21*Zh32*Zh33*la5i-Zh21*Zh32^2*cb*la3-Zh21*Zh32^2*cb*la4-2*Zh21*Zh32^2*cb*la5r-3*Zh21*Zh32^2*la7r*sb
< B00556   |B00555+2*Zh21*Zh33^2*cb*la5r-Zh21*Zh33^2*cb^3*la3-Zh21*Zh33^2*cb^3*la4+2*Zh21*Zh33^2*la6r*sb-3*Zh21*Zh33^2*la6r*sb^3
< B00557   |B00556+4*Zh22*Zh31*Zh33*la5i-3*Zh22*Zh31^2*cb*la6r-Zh22*Zh31^2*la3*sb-Zh22*Zh31^2*la4*sb-2*Zh22*Zh31^2*la5r*sb
< B00558   |B00557+2*Zh22*Zh32*Zh33*la7i-3*Zh22*Zh32^2*cb*la7r-6*Zh22*Zh32^2*la2*sb-Zh22*Zh33^2*cb*la7r-Zh22*Zh33^2*la3*sb^3
< B00559   |B00558-Zh22*Zh33^2*la4*sb^3+4*Zh22*Zh33^2*la5r*sb-2*Zh22*Zh33^2*la5r*sb^3+4*Zh23*Zh31*Zh32*la5i+Zh23*Zh31^2*la5i*s2b
< B00560   |B00559-2*Zh23*Zh31^2*la6i*sb^2+Zh23*Zh32^2*la5i*s2b+2*Zh23*Zh32^2*la7i*sb^2+3*Zh23*Zh33^2*cb^2*la7i-3*Zh23*Zh33^2*la5i*s2b
< B00561   |B00560+3*Zh23*Zh33^2*la6i*sb^2-6*Zh21*Zh31*Zh32*cb*la6r-2*Zh21*Zh31*Zh32*la3*sb-2*Zh21*Zh31*Zh32*la4*sb-4*Zh21*Zh31*Zh32*la5r*sb
< B00562   |B00561+2*Zh21*Zh31*Zh33*la5i*s2b-4*Zh21*Zh31*Zh33*la6i*sb^2+Zh21*Zh32*Zh33*la6i*s2b+Zh21*Zh32*Zh33*la7i*s2b-2*Zh21*Zh33^2*cb*la1*sb^2
< B00563   |B00562+2*Zh21*Zh33^2*cb*la5r*sb^2-Zh21*Zh33^2*cb^2*la7r*sb-2*Zh22*Zh31*Zh32*cb*la3-2*Zh22*Zh31*Zh32*cb*la4-4*Zh22*Zh31*Zh32*cb*la5r
< B00564   |B00563-6*Zh22*Zh31*Zh32*la7r*sb+Zh22*Zh31*Zh33*la6i*s2b+Zh22*Zh31*Zh33*la7i*s2b+2*Zh22*Zh32*Zh33*la5i*s2b+4*Zh22*Zh32*Zh33*la7i*sb^2
< B00565   |B00564-Zh22*Zh33^2*cb*la6r*sb^2+3*Zh22*Zh33^2*cb*la7r*sb^2-2*Zh22*Zh33^2*cb^2*la2*sb+Zh23*Zh31*Zh32*la6i*s2b+Zh23*Zh31*Zh32*la7i*s2b
< B00566   |B00565+4*Zh23*Zh31*Zh33*cb*la5r-2*Zh23*Zh31*Zh33*cb^3*la3-2*Zh23*Zh31*Zh33*cb^3*la4+4*Zh23*Zh31*Zh33*la6r*sb-6*Zh23*Zh31*Zh33*la6r*sb^3
< B00567   |B00566-2*Zh23*Zh32*Zh33*cb*la7r-2*Zh23*Zh32*Zh33*la3*sb^3-2*Zh23*Zh32*Zh33*la4*sb^3+8*Zh23*Zh32*Zh33*la5r*sb-4*Zh23*Zh32*Zh33*la5r*sb^3
< B00568   |B00567-4*Zh23*Zh31*Zh33*cb*la1*sb^2+4*Zh23*Zh31*Zh33*cb*la5r*sb^2-2*Zh23*Zh31*Zh33*cb^2*la7r*sb-2*Zh23*Zh32*Zh33*cb*la6r*sb^2+6*Zh23*Zh32*Zh33*cb*la7r*sb^2
< B00569   |B00568-4*Zh23*Zh32*Zh33*cb^2*la2*sb
< B00570   |12*CW^2*Mb^2*Zh21-6*MW^2*Zb11r^2*Zh21*cb^2+3*MW^2*Zb11r^2*Zh22*s2b+4*MW^2*SW^2*Zb11r^2*Zh21*cb^2-2*MW^2*SW^2*Zb11r^2*Zh22*s2b
< B00571   |B00570-4*MW^2*SW^2*Zb21i^2*Zh21*cb^2+2*MW^2*SW^2*Zb21i^2*Zh22*s2b-4*MW^2*SW^2*Zb21r^2*Zh21*cb^2+2*MW^2*SW^2*Zb21r^2*Zh22*s2b-12*Abi*CW^2*Mb*Zb11r*Zb21i*Zh21
< B00572   |B00571-12*Abr*CW^2*Mb*Zb11r*Zb21r*Zh21-12*CW^2*Mb*Zb11r*Zb21i*Zh22*mui+12*CW^2*Mb*Zb11r*Zb21r*Zh22*mur+12*Abi*CW^2*Mb*Zb11r*Zb21r*Zh23*sb-12*Abr*CW^2*Mb*Zb11r*Zb21i*Zh23*sb
< B00573   |B00572-12*CW^2*Mb*Zb11r*Zb21i*Zh23*cb*mur-12*CW^2*Mb*Zb11r*Zb21r*Zh23*cb*mui
< B00574   |6*Abr*Mb*Zb11r^2*Zh21+6*Abr*Mb*Zb21i^2*Zh21-6*Abr*Mb*Zb21r^2*Zh21-6*Mb*Zb11r^2*Zh22*mur-6*Mb*Zb21i^2*Zh22*mur
< B00575   |B00574+6*Mb*Zb21r^2*Zh22*mur-6*Abi*Mb*Zb11r^2*Zh23*sb-6*Abi*Mb*Zb21i^2*Zh23*sb+6*Abi*Mb*Zb21r^2*Zh23*sb-6*Abr*Mb*SW^2*Zb11r^2*Zh21
< B00576   |B00575-6*Abr*Mb*SW^2*Zb21i^2*Zh21+6*Abr*Mb*SW^2*Zb21r^2*Zh21-6*MW^2*Zb11r*Zb21r*Zh21*cb^2+3*MW^2*Zb11r*Zb21r*Zh22*s2b+6*Mb*SW^2*Zb11r^2*Zh22*mur
< B00577   |B00576+6*Mb*SW^2*Zb21i^2*Zh22*mur-6*Mb*SW^2*Zb21r^2*Zh22*mur+6*Mb*Zb11r^2*Zh23*cb*mui+6*Mb*Zb21i^2*Zh23*cb*mui-6*Mb*Zb21r^2*Zh23*cb*mui
< B00578   |B00577-12*Abi*CW^2*Mb*Zb21i*Zb21r*Zh21+6*Abi*Mb*SW^2*Zb11r^2*Zh23*sb+6*Abi*Mb*SW^2*Zb21i^2*Zh23*sb-6*Abi*Mb*SW^2*Zb21r^2*Zh23*sb-12*CW^2*Mb*Zb21i*Zb21r*Zh22*mui
< B00579   |B00578+8*MW^2*SW^2*Zb11r*Zb21r*Zh21*cb^2-4*MW^2*SW^2*Zb11r*Zb21r*Zh22*s2b-6*Mb*SW^2*Zb11r^2*Zh23*cb*mui-6*Mb*SW^2*Zb21i^2*Zh23*cb*mui+6*Mb*SW^2*Zb21r^2*Zh23*cb*mui
< B00580   |B00579-12*Abr*CW^2*Mb*Zb21i*Zb21r*Zh23*sb-12*CW^2*Mb*Zb21i*Zb21r*Zh23*cb*mur
< B00581   |6*Abi*Mb*Zb11r^2*Zh21-6*Abi*Mb*Zb21i^2*Zh21+6*Abi*Mb*Zb21r^2*Zh21+6*Mb*Zb11r^2*Zh22*mui-6*Mb*Zb21i^2*Zh22*mui
< B00582   |B00581+6*Mb*Zb21r^2*Zh22*mui-6*Abi*Mb*SW^2*Zb11r^2*Zh21+6*Abi*Mb*SW^2*Zb21i^2*Zh21-6*Abi*Mb*SW^2*Zb21r^2*Zh21+6*Abr*Mb*Zb11r^2*Zh23*sb
< B00583   |B00582-6*Abr*Mb*Zb21i^2*Zh23*sb+6*Abr*Mb*Zb21r^2*Zh23*sb-6*MW^2*Zb11r*Zb21i*Zh21*cb^2+3*MW^2*Zb11r*Zb21i*Zh22*s2b-6*Mb*SW^2*Zb11r^2*Zh22*mui
< B00584   |B00583+6*Mb*SW^2*Zb21i^2*Zh22*mui-6*Mb*SW^2*Zb21r^2*Zh22*mui+6*Mb*Zb11r^2*Zh23*cb*mur-6*Mb*Zb21i^2*Zh23*cb*mur+6*Mb*Zb21r^2*Zh23*cb*mur
< B00585   |B00584-12*Abr*CW^2*Mb*Zb21i*Zb21r*Zh21-6*Abr*Mb*SW^2*Zb11r^2*Zh23*sb+6*Abr*Mb*SW^2*Zb21i^2*Zh23*sb-6*Abr*Mb*SW^2*Zb21r^2*Zh23*sb+12*CW^2*Mb*Zb21i*Zb21r*Zh22*mur
< B00586   |B00585+8*MW^2*SW^2*Zb11r*Zb21i*Zh21*cb^2-4*MW^2*SW^2*Zb11r*Zb21i*Zh22*s2b-6*Mb*SW^2*Zb11r^2*Zh23*cb*mur+6*Mb*SW^2*Zb21i^2*Zh23*cb*mur-6*Mb*SW^2*Zb21r^2*Zh23*cb*mur
< B00587   |B00586+12*Abi*CW^2*Mb*Zb21i*Zb21r*Zh23*sb-12*CW^2*Mb*Zb21i*Zb21r*Zh23*cb*mui
< B00588   |12*CW^2*Mb^2*Zh21-6*MW^2*Zb21i^2*Zh21*cb^2+3*MW^2*Zb21i^2*Zh22*s2b-6*MW^2*Zb21r^2*Zh21*cb^2+3*MW^2*Zb21r^2*Zh22*s2b
< B00589   |B00588-4*MW^2*SW^2*Zb11r^2*Zh21*cb^2+2*MW^2*SW^2*Zb11r^2*Zh22*s2b+4*MW^2*SW^2*Zb21i^2*Zh21*cb^2-2*MW^2*SW^2*Zb21i^2*Zh22*s2b+4*MW^2*SW^2*Zb21r^2*Zh21*cb^2
< B00590   |B00589-2*MW^2*SW^2*Zb21r^2*Zh22*s2b+12*Abi*CW^2*Mb*Zb11r*Zb21i*Zh21+12*Abr*CW^2*Mb*Zb11r*Zb21r*Zh21+12*CW^2*Mb*Zb11r*Zb21i*Zh22*mui-12*CW^2*Mb*Zb11r*Zb21r*Zh22*mur
< B00591   |B00590-12*Abi*CW^2*Mb*Zb11r*Zb21r*Zh23*sb+12*Abr*CW^2*Mb*Zb11r*Zb21i*Zh23*sb+12*CW^2*Mb*Zb11r*Zb21i*Zh23*cb*mur+12*CW^2*Mb*Zb11r*Zb21r*Zh23*cb*mui
< B00592   |12*CW^2*Mc^2*Zh22+3*MW^2*Zh21*s2b-6*MW^2*Zh22*sb^2-4*MW^2*SW^2*Zh21*s2b+8*MW^2*SW^2*Zh22*sb^2
< B00593   |Aur*Zh22-Zh21*mur-Aui*Zh23*cb+Zh23*mui*sb
< B00594   |Aui*Zh22+Zh21*mui+Aur*Zh23*cb+Zh23*mur*sb
< B00595   |3*CW^2*Mc^2*Zh22+MW^2*SW^2*Zh21*s2b-2*MW^2*SW^2*Zh22*sb^2
< B00596   |12*CW^2*Mq^2*Zh21-6*MW^2*Zh21*cb^2+3*MW^2*Zh22*s2b+4*MW^2*SW^2*Zh21*cb^2-2*MW^2*SW^2*Zh22*s2b
< B00597   |Adr*Zh21-Zh22*mur-Adi*Zh23*sb+Zh23*cb*mui
< B00598   |Adi*Zh21+Zh22*mui+Adr*Zh23*sb+Zh23*cb*mur
< B00599   |6*CW^2*Mq^2*Zh21-2*MW^2*SW^2*Zh21*cb^2+MW^2*SW^2*Zh22*s2b
< B00600   |Zh21*cb-Zh22*sb
< B00601   |4*CW^2*Ml^2*Zh21-2*MW^2*Zh21*Zl11r^2*cb^2+MW^2*Zh22*Zl11r^2*s2b+4*MW^2*SW^2*Zh21*Zl11r^2*cb^2-4*MW^2*SW^2*Zh21*Zl21i^2*cb^2
< B00602   |B00601-4*MW^2*SW^2*Zh21*Zl21r^2*cb^2-2*MW^2*SW^2*Zh22*Zl11r^2*s2b+2*MW^2*SW^2*Zh22*Zl21i^2*s2b+2*MW^2*SW^2*Zh22*Zl21r^2*s2b-4*Ali*CW^2*Ml*Zh21*Zl11r*Zl21i
< B00603   |B00602-4*Alr*CW^2*Ml*Zh21*Zl11r*Zl21r-4*CW^2*Ml*Zh22*Zl11r*Zl21i*mui+4*CW^2*Ml*Zh22*Zl11r*Zl21r*mur+4*Ali*CW^2*Ml*Zh23*Zl11r*Zl21r*sb-4*Alr*CW^2*Ml*Zh23*Zl11r*Zl21i*sb
< B00604   |B00603-4*CW^2*Ml*Zh23*Zl11r*Zl21i*cb*mur-4*CW^2*Ml*Zh23*Zl11r*Zl21r*cb*mui
< B00605   |2*Alr*Ml*Zh21*Zl11r^2+2*Alr*Ml*Zh21*Zl21i^2-2*Alr*Ml*Zh21*Zl21r^2-2*Ml*Zh22*Zl11r^2*mur-2*Ml*Zh22*Zl21i^2*mur
< B00606   |B00605+2*Ml*Zh22*Zl21r^2*mur-2*Ali*Ml*Zh23*Zl11r^2*sb-2*Ali*Ml*Zh23*Zl21i^2*sb+2*Ali*Ml*Zh23*Zl21r^2*sb-2*Alr*Ml*SW^2*Zh21*Zl11r^2
< B00607   |B00606-2*Alr*Ml*SW^2*Zh21*Zl21i^2+2*Alr*Ml*SW^2*Zh21*Zl21r^2-2*MW^2*Zh21*Zl11r*Zl21r*cb^2+MW^2*Zh22*Zl11r*Zl21r*s2b+2*Ml*SW^2*Zh22*Zl11r^2*mur
< B00608   |B00607+2*Ml*SW^2*Zh22*Zl21i^2*mur-2*Ml*SW^2*Zh22*Zl21r^2*mur+2*Ml*Zh23*Zl11r^2*cb*mui+2*Ml*Zh23*Zl21i^2*cb*mui-2*Ml*Zh23*Zl21r^2*cb*mui
< B00609   |B00608-4*Ali*CW^2*Ml*Zh21*Zl21i*Zl21r+2*Ali*Ml*SW^2*Zh23*Zl11r^2*sb+2*Ali*Ml*SW^2*Zh23*Zl21i^2*sb-2*Ali*Ml*SW^2*Zh23*Zl21r^2*sb-4*CW^2*Ml*Zh22*Zl21i*Zl21r*mui
< B00610   |B00609+8*MW^2*SW^2*Zh21*Zl11r*Zl21r*cb^2-4*MW^2*SW^2*Zh22*Zl11r*Zl21r*s2b-2*Ml*SW^2*Zh23*Zl11r^2*cb*mui-2*Ml*SW^2*Zh23*Zl21i^2*cb*mui+2*Ml*SW^2*Zh23*Zl21r^2*cb*mui
< B00611   |B00610-4*Alr*CW^2*Ml*Zh23*Zl21i*Zl21r*sb-4*CW^2*Ml*Zh23*Zl21i*Zl21r*cb*mur
< B00612   |2*Ali*Ml*Zh21*Zl11r^2-2*Ali*Ml*Zh21*Zl21i^2+2*Ali*Ml*Zh21*Zl21r^2+2*Ml*Zh22*Zl11r^2*mui-2*Ml*Zh22*Zl21i^2*mui
< B00613   |B00612+2*Ml*Zh22*Zl21r^2*mui-2*Ali*Ml*SW^2*Zh21*Zl11r^2+2*Ali*Ml*SW^2*Zh21*Zl21i^2-2*Ali*Ml*SW^2*Zh21*Zl21r^2+2*Alr*Ml*Zh23*Zl11r^2*sb
< B00614   |B00613-2*Alr*Ml*Zh23*Zl21i^2*sb+2*Alr*Ml*Zh23*Zl21r^2*sb-2*MW^2*Zh21*Zl11r*Zl21i*cb^2+MW^2*Zh22*Zl11r*Zl21i*s2b-2*Ml*SW^2*Zh22*Zl11r^2*mui
< B00615   |B00614+2*Ml*SW^2*Zh22*Zl21i^2*mui-2*Ml*SW^2*Zh22*Zl21r^2*mui+2*Ml*Zh23*Zl11r^2*cb*mur-2*Ml*Zh23*Zl21i^2*cb*mur+2*Ml*Zh23*Zl21r^2*cb*mur
< B00616   |B00615-4*Alr*CW^2*Ml*Zh21*Zl21i*Zl21r-2*Alr*Ml*SW^2*Zh23*Zl11r^2*sb+2*Alr*Ml*SW^2*Zh23*Zl21i^2*sb-2*Alr*Ml*SW^2*Zh23*Zl21r^2*sb+4*CW^2*Ml*Zh22*Zl21i*Zl21r*mur
< B00617   |B00616+8*MW^2*SW^2*Zh21*Zl11r*Zl21i*cb^2-4*MW^2*SW^2*Zh22*Zl11r*Zl21i*s2b-2*Ml*SW^2*Zh23*Zl11r^2*cb*mur+2*Ml*SW^2*Zh23*Zl21i^2*cb*mur-2*Ml*SW^2*Zh23*Zl21r^2*cb*mur
< B00618   |B00617+4*Ali*CW^2*Ml*Zh23*Zl21i*Zl21r*sb-4*CW^2*Ml*Zh23*Zl21i*Zl21r*cb*mui
< B00619   |4*CW^2*Ml^2*Zh21-2*MW^2*Zh21*Zl21i^2*cb^2-2*MW^2*Zh21*Zl21r^2*cb^2+MW^2*Zh22*Zl21i^2*s2b+MW^2*Zh22*Zl21r^2*s2b
< B00620   |B00619-4*MW^2*SW^2*Zh21*Zl11r^2*cb^2+4*MW^2*SW^2*Zh21*Zl21i^2*cb^2+4*MW^2*SW^2*Zh21*Zl21r^2*cb^2+2*MW^2*SW^2*Zh22*Zl11r^2*s2b-2*MW^2*SW^2*Zh22*Zl21i^2*s2b
< B00621   |B00620-2*MW^2*SW^2*Zh22*Zl21r^2*s2b+4*Ali*CW^2*Ml*Zh21*Zl11r*Zl21i+4*Alr*CW^2*Ml*Zh21*Zl11r*Zl21r+4*CW^2*Ml*Zh22*Zl11r*Zl21i*mui-4*CW^2*Ml*Zh22*Zl11r*Zl21r*mur
< B00622   |B00621-4*Ali*CW^2*Ml*Zh23*Zl11r*Zl21r*sb+4*Alr*CW^2*Ml*Zh23*Zl11r*Zl21i*sb+4*CW^2*Ml*Zh23*Zl11r*Zl21i*cb*mur+4*CW^2*Ml*Zh23*Zl11r*Zl21r*cb*mui
< B00623   |12*CW^2*Mt^2*Zh22+3*MW^2*Zh21*Zt11r^2*s2b-6*MW^2*Zh22*Zt11r^2*sb^2-4*MW^2*SW^2*Zh21*Zt11r^2*s2b+4*MW^2*SW^2*Zh21*Zt21i^2*s2b
< B00624   |B00623+4*MW^2*SW^2*Zh21*Zt21r^2*s2b+8*MW^2*SW^2*Zh22*Zt11r^2*sb^2-8*MW^2*SW^2*Zh22*Zt21i^2*sb^2-8*MW^2*SW^2*Zh22*Zt21r^2*sb^2-12*Ati*CW^2*Mt*Zh22*Zt11r*Zt21i
< B00625   |B00624-12*Atr*CW^2*Mt*Zh22*Zt11r*Zt21r-12*CW^2*Mt*Zh21*Zt11r*Zt21i*mui+12*CW^2*Mt*Zh21*Zt11r*Zt21r*mur+12*Ati*CW^2*Mt*Zh23*Zt11r*Zt21r*cb-12*Atr*CW^2*Mt*Zh23*Zt11r*Zt21i*cb
< B00626   |B00625-12*CW^2*Mt*Zh23*Zt11r*Zt21i*mur*sb-12*CW^2*Mt*Zh23*Zt11r*Zt21r*mui*sb
< B00627   |6*Atr*Mt*Zh22*Zt11r^2+6*Atr*Mt*Zh22*Zt21i^2-6*Atr*Mt*Zh22*Zt21r^2-6*Mt*Zh21*Zt11r^2*mur-6*Mt*Zh21*Zt21i^2*mur
< B00628   |B00627+6*Mt*Zh21*Zt21r^2*mur-6*Ati*Mt*Zh23*Zt11r^2*cb-6*Ati*Mt*Zh23*Zt21i^2*cb+6*Ati*Mt*Zh23*Zt21r^2*cb-6*Atr*Mt*SW^2*Zh22*Zt11r^2
< B00629   |B00628-6*Atr*Mt*SW^2*Zh22*Zt21i^2+6*Atr*Mt*SW^2*Zh22*Zt21r^2+3*MW^2*Zh21*Zt11r*Zt21r*s2b-6*MW^2*Zh22*Zt11r*Zt21r*sb^2+6*Mt*SW^2*Zh21*Zt11r^2*mur
< B00630   |B00629+6*Mt*SW^2*Zh21*Zt21i^2*mur-6*Mt*SW^2*Zh21*Zt21r^2*mur+6*Mt*Zh23*Zt11r^2*mui*sb+6*Mt*Zh23*Zt21i^2*mui*sb-6*Mt*Zh23*Zt21r^2*mui*sb
< B00631   |B00630-12*Ati*CW^2*Mt*Zh22*Zt21i*Zt21r+6*Ati*Mt*SW^2*Zh23*Zt11r^2*cb+6*Ati*Mt*SW^2*Zh23*Zt21i^2*cb-6*Ati*Mt*SW^2*Zh23*Zt21r^2*cb-12*CW^2*Mt*Zh21*Zt21i*Zt21r*mui
< B00632   |B00631-8*MW^2*SW^2*Zh21*Zt11r*Zt21r*s2b+16*MW^2*SW^2*Zh22*Zt11r*Zt21r*sb^2-6*Mt*SW^2*Zh23*Zt11r^2*mui*sb-6*Mt*SW^2*Zh23*Zt21i^2*mui*sb+6*Mt*SW^2*Zh23*Zt21r^2*mui*sb
< B00633   |B00632-12*Atr*CW^2*Mt*Zh23*Zt21i*Zt21r*cb-12*CW^2*Mt*Zh23*Zt21i*Zt21r*mur*sb
< B00634   |6*Ati*Mt*Zh22*Zt11r^2-6*Ati*Mt*Zh22*Zt21i^2+6*Ati*Mt*Zh22*Zt21r^2+6*Mt*Zh21*Zt11r^2*mui-6*Mt*Zh21*Zt21i^2*mui
< B00635   |B00634+6*Mt*Zh21*Zt21r^2*mui-6*Ati*Mt*SW^2*Zh22*Zt11r^2+6*Ati*Mt*SW^2*Zh22*Zt21i^2-6*Ati*Mt*SW^2*Zh22*Zt21r^2+6*Atr*Mt*Zh23*Zt11r^2*cb
< B00636   |B00635-6*Atr*Mt*Zh23*Zt21i^2*cb+6*Atr*Mt*Zh23*Zt21r^2*cb+3*MW^2*Zh21*Zt11r*Zt21i*s2b-6*MW^2*Zh22*Zt11r*Zt21i*sb^2-6*Mt*SW^2*Zh21*Zt11r^2*mui
< B00637   |B00636+6*Mt*SW^2*Zh21*Zt21i^2*mui-6*Mt*SW^2*Zh21*Zt21r^2*mui+6*Mt*Zh23*Zt11r^2*mur*sb-6*Mt*Zh23*Zt21i^2*mur*sb+6*Mt*Zh23*Zt21r^2*mur*sb
< B00638   |B00637-12*Atr*CW^2*Mt*Zh22*Zt21i*Zt21r-6*Atr*Mt*SW^2*Zh23*Zt11r^2*cb+6*Atr*Mt*SW^2*Zh23*Zt21i^2*cb-6*Atr*Mt*SW^2*Zh23*Zt21r^2*cb+12*CW^2*Mt*Zh21*Zt21i*Zt21r*mur
< B00639   |B00638-8*MW^2*SW^2*Zh21*Zt11r*Zt21i*s2b+16*MW^2*SW^2*Zh22*Zt11r*Zt21i*sb^2-6*Mt*SW^2*Zh23*Zt11r^2*mur*sb+6*Mt*SW^2*Zh23*Zt21i^2*mur*sb-6*Mt*SW^2*Zh23*Zt21r^2*mur*sb
< B00640   |B00639+12*Ati*CW^2*Mt*Zh23*Zt21i*Zt21r*cb-12*CW^2*Mt*Zh23*Zt21i*Zt21r*mui*sb
< B00641   |12*CW^2*Mt^2*Zh22+3*MW^2*Zh21*Zt21i^2*s2b+3*MW^2*Zh21*Zt21r^2*s2b-6*MW^2*Zh22*Zt21i^2*sb^2-6*MW^2*Zh22*Zt21r^2*sb^2
< B00642   |B00641+4*MW^2*SW^2*Zh21*Zt11r^2*s2b-4*MW^2*SW^2*Zh21*Zt21i^2*s2b-4*MW^2*SW^2*Zh21*Zt21r^2*s2b-8*MW^2*SW^2*Zh22*Zt11r^2*sb^2+8*MW^2*SW^2*Zh22*Zt21i^2*sb^2
< B00643   |B00642+8*MW^2*SW^2*Zh22*Zt21r^2*sb^2+12*Ati*CW^2*Mt*Zh22*Zt11r*Zt21i+12*Atr*CW^2*Mt*Zh22*Zt11r*Zt21r+12*CW^2*Mt*Zh21*Zt11r*Zt21i*mui-12*CW^2*Mt*Zh21*Zt11r*Zt21r*mur
< B00644   |B00643-12*Ati*CW^2*Mt*Zh23*Zt11r*Zt21r*cb+12*Atr*CW^2*Mt*Zh23*Zt11r*Zt21i*cb+12*CW^2*Mt*Zh23*Zt11r*Zt21i*mur*sb+12*CW^2*Mt*Zh23*Zt11r*Zt21r*mui*sb
< B00645   |12*CW^2*Mq^2*Zh22+3*MW^2*Zh21*s2b-6*MW^2*Zh22*sb^2-4*MW^2*SW^2*Zh21*s2b+8*MW^2*SW^2*Zh22*sb^2
< B00646   |3*CW^2*Mq^2*Zh22+MW^2*SW^2*Zh21*s2b-2*MW^2*SW^2*Zh22*sb^2
< B00647   |3*Zh31^2*Zh33*la6i-2*Zh31^3*cb*la1-Zh31^3*la6r*sb+Zh32^2*Zh33*la7i-Zh32^3*cb*la7r
< B00648   |B00647-2*Zh32^3*la2*sb+Zh33^3*cb^2*la7i-Zh33^3*la5i*s2b+Zh33^3*la6i*sb^2+4*Zh31*Zh32*Zh33*la5i
< B00649   |B00648-Zh31*Zh32^2*cb*la3-Zh31*Zh32^2*cb*la4-2*Zh31*Zh32^2*cb*la5r-3*Zh31*Zh32^2*la7r*sb+2*Zh31*Zh33^2*cb*la5r
< B00650   |B00649-Zh31*Zh33^2*cb^3*la3-Zh31*Zh33^2*cb^3*la4+2*Zh31*Zh33^2*la6r*sb-3*Zh31*Zh33^2*la6r*sb^3-3*Zh31^2*Zh32*cb*la6r
< B00651   |B00650-Zh31^2*Zh32*la3*sb-Zh31^2*Zh32*la4*sb-2*Zh31^2*Zh32*la5r*sb+Zh31^2*Zh33*la5i*s2b-2*Zh31^2*Zh33*la6i*sb^2
< B00652   |B00651-Zh32*Zh33^2*cb*la7r-Zh32*Zh33^2*la3*sb^3-Zh32*Zh33^2*la4*sb^3+4*Zh32*Zh33^2*la5r*sb-2*Zh32*Zh33^2*la5r*sb^3
< B00653   |B00652+Zh32^2*Zh33*la5i*s2b+2*Zh32^2*Zh33*la7i*sb^2+Zh31*Zh32*Zh33*la6i*s2b+Zh31*Zh32*Zh33*la7i*s2b-2*Zh31*Zh33^2*cb*la1*sb^2
< B00654   |B00653+2*Zh31*Zh33^2*cb*la5r*sb^2-Zh31*Zh33^2*cb^2*la7r*sb-Zh32*Zh33^2*cb*la6r*sb^2+3*Zh32*Zh33^2*cb*la7r*sb^2-2*Zh32*Zh33^2*cb^2*la2*sb
< B00655   |12*CW^2*Mb^2*Zh31-6*MW^2*Zb11r^2*Zh31*cb^2+3*MW^2*Zb11r^2*Zh32*s2b+4*MW^2*SW^2*Zb11r^2*Zh31*cb^2-2*MW^2*SW^2*Zb11r^2*Zh32*s2b
< B00656   |B00655-4*MW^2*SW^2*Zb21i^2*Zh31*cb^2+2*MW^2*SW^2*Zb21i^2*Zh32*s2b-4*MW^2*SW^2*Zb21r^2*Zh31*cb^2+2*MW^2*SW^2*Zb21r^2*Zh32*s2b-12*Abi*CW^2*Mb*Zb11r*Zb21i*Zh31
< B00657   |B00656-12*Abr*CW^2*Mb*Zb11r*Zb21r*Zh31-12*CW^2*Mb*Zb11r*Zb21i*Zh32*mui+12*CW^2*Mb*Zb11r*Zb21r*Zh32*mur+12*Abi*CW^2*Mb*Zb11r*Zb21r*Zh33*sb-12*Abr*CW^2*Mb*Zb11r*Zb21i*Zh33*sb
< B00658   |B00657-12*CW^2*Mb*Zb11r*Zb21i*Zh33*cb*mur-12*CW^2*Mb*Zb11r*Zb21r*Zh33*cb*mui
< B00659   |6*Abr*Mb*Zb11r^2*Zh31+6*Abr*Mb*Zb21i^2*Zh31-6*Abr*Mb*Zb21r^2*Zh31-6*Mb*Zb11r^2*Zh32*mur-6*Mb*Zb21i^2*Zh32*mur
< B00660   |B00659+6*Mb*Zb21r^2*Zh32*mur-6*Abi*Mb*Zb11r^2*Zh33*sb-6*Abi*Mb*Zb21i^2*Zh33*sb+6*Abi*Mb*Zb21r^2*Zh33*sb-6*Abr*Mb*SW^2*Zb11r^2*Zh31
< B00661   |B00660-6*Abr*Mb*SW^2*Zb21i^2*Zh31+6*Abr*Mb*SW^2*Zb21r^2*Zh31-6*MW^2*Zb11r*Zb21r*Zh31*cb^2+3*MW^2*Zb11r*Zb21r*Zh32*s2b+6*Mb*SW^2*Zb11r^2*Zh32*mur
< B00662   |B00661+6*Mb*SW^2*Zb21i^2*Zh32*mur-6*Mb*SW^2*Zb21r^2*Zh32*mur+6*Mb*Zb11r^2*Zh33*cb*mui+6*Mb*Zb21i^2*Zh33*cb*mui-6*Mb*Zb21r^2*Zh33*cb*mui
< B00663   |B00662-12*Abi*CW^2*Mb*Zb21i*Zb21r*Zh31+6*Abi*Mb*SW^2*Zb11r^2*Zh33*sb+6*Abi*Mb*SW^2*Zb21i^2*Zh33*sb-6*Abi*Mb*SW^2*Zb21r^2*Zh33*sb-12*CW^2*Mb*Zb21i*Zb21r*Zh32*mui
< B00664   |B00663+8*MW^2*SW^2*Zb11r*Zb21r*Zh31*cb^2-4*MW^2*SW^2*Zb11r*Zb21r*Zh32*s2b-6*Mb*SW^2*Zb11r^2*Zh33*cb*mui-6*Mb*SW^2*Zb21i^2*Zh33*cb*mui+6*Mb*SW^2*Zb21r^2*Zh33*cb*mui
< B00665   |B00664-12*Abr*CW^2*Mb*Zb21i*Zb21r*Zh33*sb-12*CW^2*Mb*Zb21i*Zb21r*Zh33*cb*mur
< B00666   |6*Abi*Mb*Zb11r^2*Zh31-6*Abi*Mb*Zb21i^2*Zh31+6*Abi*Mb*Zb21r^2*Zh31+6*Mb*Zb11r^2*Zh32*mui-6*Mb*Zb21i^2*Zh32*mui
< B00667   |B00666+6*Mb*Zb21r^2*Zh32*mui-6*Abi*Mb*SW^2*Zb11r^2*Zh31+6*Abi*Mb*SW^2*Zb21i^2*Zh31-6*Abi*Mb*SW^2*Zb21r^2*Zh31+6*Abr*Mb*Zb11r^2*Zh33*sb
< B00668   |B00667-6*Abr*Mb*Zb21i^2*Zh33*sb+6*Abr*Mb*Zb21r^2*Zh33*sb-6*MW^2*Zb11r*Zb21i*Zh31*cb^2+3*MW^2*Zb11r*Zb21i*Zh32*s2b-6*Mb*SW^2*Zb11r^2*Zh32*mui
< B00669   |B00668+6*Mb*SW^2*Zb21i^2*Zh32*mui-6*Mb*SW^2*Zb21r^2*Zh32*mui+6*Mb*Zb11r^2*Zh33*cb*mur-6*Mb*Zb21i^2*Zh33*cb*mur+6*Mb*Zb21r^2*Zh33*cb*mur
< B00670   |B00669-12*Abr*CW^2*Mb*Zb21i*Zb21r*Zh31-6*Abr*Mb*SW^2*Zb11r^2*Zh33*sb+6*Abr*Mb*SW^2*Zb21i^2*Zh33*sb-6*Abr*Mb*SW^2*Zb21r^2*Zh33*sb+12*CW^2*Mb*Zb21i*Zb21r*Zh32*mur
< B00671   |B00670+8*MW^2*SW^2*Zb11r*Zb21i*Zh31*cb^2-4*MW^2*SW^2*Zb11r*Zb21i*Zh32*s2b-6*Mb*SW^2*Zb11r^2*Zh33*cb*mur+6*Mb*SW^2*Zb21i^2*Zh33*cb*mur-6*Mb*SW^2*Zb21r^2*Zh33*cb*mur
< B00672   |B00671+12*Abi*CW^2*Mb*Zb21i*Zb21r*Zh33*sb-12*CW^2*Mb*Zb21i*Zb21r*Zh33*cb*mui
< B00673   |12*CW^2*Mb^2*Zh31-6*MW^2*Zb21i^2*Zh31*cb^2+3*MW^2*Zb21i^2*Zh32*s2b-6*MW^2*Zb21r^2*Zh31*cb^2+3*MW^2*Zb21r^2*Zh32*s2b
< B00674   |B00673-4*MW^2*SW^2*Zb11r^2*Zh31*cb^2+2*MW^2*SW^2*Zb11r^2*Zh32*s2b+4*MW^2*SW^2*Zb21i^2*Zh31*cb^2-2*MW^2*SW^2*Zb21i^2*Zh32*s2b+4*MW^2*SW^2*Zb21r^2*Zh31*cb^2
< B00675   |B00674-2*MW^2*SW^2*Zb21r^2*Zh32*s2b+12*Abi*CW^2*Mb*Zb11r*Zb21i*Zh31+12*Abr*CW^2*Mb*Zb11r*Zb21r*Zh31+12*CW^2*Mb*Zb11r*Zb21i*Zh32*mui-12*CW^2*Mb*Zb11r*Zb21r*Zh32*mur
< B00676   |B00675-12*Abi*CW^2*Mb*Zb11r*Zb21r*Zh33*sb+12*Abr*CW^2*Mb*Zb11r*Zb21i*Zh33*sb+12*CW^2*Mb*Zb11r*Zb21i*Zh33*cb*mur+12*CW^2*Mb*Zb11r*Zb21r*Zh33*cb*mui
< B00677   |12*CW^2*Mc^2*Zh32+3*MW^2*Zh31*s2b-6*MW^2*Zh32*sb^2-4*MW^2*SW^2*Zh31*s2b+8*MW^2*SW^2*Zh32*sb^2
< B00678   |Aur*Zh32-Zh31*mur-Aui*Zh33*cb+Zh33*mui*sb
< B00679   |Aui*Zh32+Zh31*mui+Aur*Zh33*cb+Zh33*mur*sb
< B00680   |3*CW^2*Mc^2*Zh32+MW^2*SW^2*Zh31*s2b-2*MW^2*SW^2*Zh32*sb^2
< B00681   |12*CW^2*Mq^2*Zh31-6*MW^2*Zh31*cb^2+3*MW^2*Zh32*s2b+4*MW^2*SW^2*Zh31*cb^2-2*MW^2*SW^2*Zh32*s2b
< B00682   |Adr*Zh31-Zh32*mur-Adi*Zh33*sb+Zh33*cb*mui
< B00683   |Adi*Zh31+Zh32*mui+Adr*Zh33*sb+Zh33*cb*mur
< B00684   |6*CW^2*Mq^2*Zh31-2*MW^2*SW^2*Zh31*cb^2+MW^2*SW^2*Zh32*s2b
< B00685   |Zh31*cb-Zh32*sb
< B00686   |4*CW^2*Ml^2*Zh31-2*MW^2*Zh31*Zl11r^2*cb^2+MW^2*Zh32*Zl11r^2*s2b+4*MW^2*SW^2*Zh31*Zl11r^2*cb^2-4*MW^2*SW^2*Zh31*Zl21i^2*cb^2
< B00687   |B00686-4*MW^2*SW^2*Zh31*Zl21r^2*cb^2-2*MW^2*SW^2*Zh32*Zl11r^2*s2b+2*MW^2*SW^2*Zh32*Zl21i^2*s2b+2*MW^2*SW^2*Zh32*Zl21r^2*s2b-4*Ali*CW^2*Ml*Zh31*Zl11r*Zl21i
< B00688   |B00687-4*Alr*CW^2*Ml*Zh31*Zl11r*Zl21r-4*CW^2*Ml*Zh32*Zl11r*Zl21i*mui+4*CW^2*Ml*Zh32*Zl11r*Zl21r*mur+4*Ali*CW^2*Ml*Zh33*Zl11r*Zl21r*sb-4*Alr*CW^2*Ml*Zh33*Zl11r*Zl21i*sb
< B00689   |B00688-4*CW^2*Ml*Zh33*Zl11r*Zl21i*cb*mur-4*CW^2*Ml*Zh33*Zl11r*Zl21r*cb*mui
< B00690   |2*Alr*Ml*Zh31*Zl11r^2+2*Alr*Ml*Zh31*Zl21i^2-2*Alr*Ml*Zh31*Zl21r^2-2*Ml*Zh32*Zl11r^2*mur-2*Ml*Zh32*Zl21i^2*mur
< B00691   |B00690+2*Ml*Zh32*Zl21r^2*mur-2*Ali*Ml*Zh33*Zl11r^2*sb-2*Ali*Ml*Zh33*Zl21i^2*sb+2*Ali*Ml*Zh33*Zl21r^2*sb-2*Alr*Ml*SW^2*Zh31*Zl11r^2
< B00692   |B00691-2*Alr*Ml*SW^2*Zh31*Zl21i^2+2*Alr*Ml*SW^2*Zh31*Zl21r^2-2*MW^2*Zh31*Zl11r*Zl21r*cb^2+MW^2*Zh32*Zl11r*Zl21r*s2b+2*Ml*SW^2*Zh32*Zl11r^2*mur
< B00693   |B00692+2*Ml*SW^2*Zh32*Zl21i^2*mur-2*Ml*SW^2*Zh32*Zl21r^2*mur+2*Ml*Zh33*Zl11r^2*cb*mui+2*Ml*Zh33*Zl21i^2*cb*mui-2*Ml*Zh33*Zl21r^2*cb*mui
< B00694   |B00693-4*Ali*CW^2*Ml*Zh31*Zl21i*Zl21r+2*Ali*Ml*SW^2*Zh33*Zl11r^2*sb+2*Ali*Ml*SW^2*Zh33*Zl21i^2*sb-2*Ali*Ml*SW^2*Zh33*Zl21r^2*sb-4*CW^2*Ml*Zh32*Zl21i*Zl21r*mui
< B00695   |B00694+8*MW^2*SW^2*Zh31*Zl11r*Zl21r*cb^2-4*MW^2*SW^2*Zh32*Zl11r*Zl21r*s2b-2*Ml*SW^2*Zh33*Zl11r^2*cb*mui-2*Ml*SW^2*Zh33*Zl21i^2*cb*mui+2*Ml*SW^2*Zh33*Zl21r^2*cb*mui
< B00696   |B00695-4*Alr*CW^2*Ml*Zh33*Zl21i*Zl21r*sb-4*CW^2*Ml*Zh33*Zl21i*Zl21r*cb*mur
< B00697   |2*Ali*Ml*Zh31*Zl11r^2-2*Ali*Ml*Zh31*Zl21i^2+2*Ali*Ml*Zh31*Zl21r^2+2*Ml*Zh32*Zl11r^2*mui-2*Ml*Zh32*Zl21i^2*mui
< B00698   |B00697+2*Ml*Zh32*Zl21r^2*mui-2*Ali*Ml*SW^2*Zh31*Zl11r^2+2*Ali*Ml*SW^2*Zh31*Zl21i^2-2*Ali*Ml*SW^2*Zh31*Zl21r^2+2*Alr*Ml*Zh33*Zl11r^2*sb
< B00699   |B00698-2*Alr*Ml*Zh33*Zl21i^2*sb+2*Alr*Ml*Zh33*Zl21r^2*sb-2*MW^2*Zh31*Zl11r*Zl21i*cb^2+MW^2*Zh32*Zl11r*Zl21i*s2b-2*Ml*SW^2*Zh32*Zl11r^2*mui
< B00700   |B00699+2*Ml*SW^2*Zh32*Zl21i^2*mui-2*Ml*SW^2*Zh32*Zl21r^2*mui+2*Ml*Zh33*Zl11r^2*cb*mur-2*Ml*Zh33*Zl21i^2*cb*mur+2*Ml*Zh33*Zl21r^2*cb*mur
< B00701   |B00700-4*Alr*CW^2*Ml*Zh31*Zl21i*Zl21r-2*Alr*Ml*SW^2*Zh33*Zl11r^2*sb+2*Alr*Ml*SW^2*Zh33*Zl21i^2*sb-2*Alr*Ml*SW^2*Zh33*Zl21r^2*sb+4*CW^2*Ml*Zh32*Zl21i*Zl21r*mur
< B00702   |B00701+8*MW^2*SW^2*Zh31*Zl11r*Zl21i*cb^2-4*MW^2*SW^2*Zh32*Zl11r*Zl21i*s2b-2*Ml*SW^2*Zh33*Zl11r^2*cb*mur+2*Ml*SW^2*Zh33*Zl21i^2*cb*mur-2*Ml*SW^2*Zh33*Zl21r^2*cb*mur
< B00703   |B00702+4*Ali*CW^2*Ml*Zh33*Zl21i*Zl21r*sb-4*CW^2*Ml*Zh33*Zl21i*Zl21r*cb*mui
< B00704   |4*CW^2*Ml^2*Zh31-2*MW^2*Zh31*Zl21i^2*cb^2-2*MW^2*Zh31*Zl21r^2*cb^2+MW^2*Zh32*Zl21i^2*s2b+MW^2*Zh32*Zl21r^2*s2b
< B00705   |B00704-4*MW^2*SW^2*Zh31*Zl11r^2*cb^2+4*MW^2*SW^2*Zh31*Zl21i^2*cb^2+4*MW^2*SW^2*Zh31*Zl21r^2*cb^2+2*MW^2*SW^2*Zh32*Zl11r^2*s2b-2*MW^2*SW^2*Zh32*Zl21i^2*s2b
< B00706   |B00705-2*MW^2*SW^2*Zh32*Zl21r^2*s2b+4*Ali*CW^2*Ml*Zh31*Zl11r*Zl21i+4*Alr*CW^2*Ml*Zh31*Zl11r*Zl21r+4*CW^2*Ml*Zh32*Zl11r*Zl21i*mui-4*CW^2*Ml*Zh32*Zl11r*Zl21r*mur
< B00707   |B00706-4*Ali*CW^2*Ml*Zh33*Zl11r*Zl21r*sb+4*Alr*CW^2*Ml*Zh33*Zl11r*Zl21i*sb+4*CW^2*Ml*Zh33*Zl11r*Zl21i*cb*mur+4*CW^2*Ml*Zh33*Zl11r*Zl21r*cb*mui
< B00708   |12*CW^2*Mt^2*Zh32+3*MW^2*Zh31*Zt11r^2*s2b-6*MW^2*Zh32*Zt11r^2*sb^2-4*MW^2*SW^2*Zh31*Zt11r^2*s2b+4*MW^2*SW^2*Zh31*Zt21i^2*s2b
< B00709   |B00708+4*MW^2*SW^2*Zh31*Zt21r^2*s2b+8*MW^2*SW^2*Zh32*Zt11r^2*sb^2-8*MW^2*SW^2*Zh32*Zt21i^2*sb^2-8*MW^2*SW^2*Zh32*Zt21r^2*sb^2-12*Ati*CW^2*Mt*Zh32*Zt11r*Zt21i
< B00710   |B00709-12*Atr*CW^2*Mt*Zh32*Zt11r*Zt21r-12*CW^2*Mt*Zh31*Zt11r*Zt21i*mui+12*CW^2*Mt*Zh31*Zt11r*Zt21r*mur+12*Ati*CW^2*Mt*Zh33*Zt11r*Zt21r*cb-12*Atr*CW^2*Mt*Zh33*Zt11r*Zt21i*cb
< B00711   |B00710-12*CW^2*Mt*Zh33*Zt11r*Zt21i*mur*sb-12*CW^2*Mt*Zh33*Zt11r*Zt21r*mui*sb
< B00712   |6*Atr*Mt*Zh32*Zt11r^2+6*Atr*Mt*Zh32*Zt21i^2-6*Atr*Mt*Zh32*Zt21r^2-6*Mt*Zh31*Zt11r^2*mur-6*Mt*Zh31*Zt21i^2*mur
< B00713   |B00712+6*Mt*Zh31*Zt21r^2*mur-6*Ati*Mt*Zh33*Zt11r^2*cb-6*Ati*Mt*Zh33*Zt21i^2*cb+6*Ati*Mt*Zh33*Zt21r^2*cb-6*Atr*Mt*SW^2*Zh32*Zt11r^2
< B00714   |B00713-6*Atr*Mt*SW^2*Zh32*Zt21i^2+6*Atr*Mt*SW^2*Zh32*Zt21r^2+3*MW^2*Zh31*Zt11r*Zt21r*s2b-6*MW^2*Zh32*Zt11r*Zt21r*sb^2+6*Mt*SW^2*Zh31*Zt11r^2*mur
< B00715   |B00714+6*Mt*SW^2*Zh31*Zt21i^2*mur-6*Mt*SW^2*Zh31*Zt21r^2*mur+6*Mt*Zh33*Zt11r^2*mui*sb+6*Mt*Zh33*Zt21i^2*mui*sb-6*Mt*Zh33*Zt21r^2*mui*sb
< B00716   |B00715-12*Ati*CW^2*Mt*Zh32*Zt21i*Zt21r+6*Ati*Mt*SW^2*Zh33*Zt11r^2*cb+6*Ati*Mt*SW^2*Zh33*Zt21i^2*cb-6*Ati*Mt*SW^2*Zh33*Zt21r^2*cb-12*CW^2*Mt*Zh31*Zt21i*Zt21r*mui
< B00717   |B00716-8*MW^2*SW^2*Zh31*Zt11r*Zt21r*s2b+16*MW^2*SW^2*Zh32*Zt11r*Zt21r*sb^2-6*Mt*SW^2*Zh33*Zt11r^2*mui*sb-6*Mt*SW^2*Zh33*Zt21i^2*mui*sb+6*Mt*SW^2*Zh33*Zt21r^2*mui*sb
< B00718   |B00717-12*Atr*CW^2*Mt*Zh33*Zt21i*Zt21r*cb-12*CW^2*Mt*Zh33*Zt21i*Zt21r*mur*sb
< B00719   |6*Ati*Mt*Zh32*Zt11r^2-6*Ati*Mt*Zh32*Zt21i^2+6*Ati*Mt*Zh32*Zt21r^2+6*Mt*Zh31*Zt11r^2*mui-6*Mt*Zh31*Zt21i^2*mui
< B00720   |B00719+6*Mt*Zh31*Zt21r^2*mui-6*Ati*Mt*SW^2*Zh32*Zt11r^2+6*Ati*Mt*SW^2*Zh32*Zt21i^2-6*Ati*Mt*SW^2*Zh32*Zt21r^2+6*Atr*Mt*Zh33*Zt11r^2*cb
< B00721   |B00720-6*Atr*Mt*Zh33*Zt21i^2*cb+6*Atr*Mt*Zh33*Zt21r^2*cb+3*MW^2*Zh31*Zt11r*Zt21i*s2b-6*MW^2*Zh32*Zt11r*Zt21i*sb^2-6*Mt*SW^2*Zh31*Zt11r^2*mui
< B00722   |B00721+6*Mt*SW^2*Zh31*Zt21i^2*mui-6*Mt*SW^2*Zh31*Zt21r^2*mui+6*Mt*Zh33*Zt11r^2*mur*sb-6*Mt*Zh33*Zt21i^2*mur*sb+6*Mt*Zh33*Zt21r^2*mur*sb
< B00723   |B00722-12*Atr*CW^2*Mt*Zh32*Zt21i*Zt21r-6*Atr*Mt*SW^2*Zh33*Zt11r^2*cb+6*Atr*Mt*SW^2*Zh33*Zt21i^2*cb-6*Atr*Mt*SW^2*Zh33*Zt21r^2*cb+12*CW^2*Mt*Zh31*Zt21i*Zt21r*mur
< B00724   |B00723-8*MW^2*SW^2*Zh31*Zt11r*Zt21i*s2b+16*MW^2*SW^2*Zh32*Zt11r*Zt21i*sb^2-6*Mt*SW^2*Zh33*Zt11r^2*mur*sb+6*Mt*SW^2*Zh33*Zt21i^2*mur*sb-6*Mt*SW^2*Zh33*Zt21r^2*mur*sb
< B00725   |B00724+12*Ati*CW^2*Mt*Zh33*Zt21i*Zt21r*cb-12*CW^2*Mt*Zh33*Zt21i*Zt21r*mui*sb
< B00726   |12*CW^2*Mt^2*Zh32+3*MW^2*Zh31*Zt21i^2*s2b+3*MW^2*Zh31*Zt21r^2*s2b-6*MW^2*Zh32*Zt21i^2*sb^2-6*MW^2*Zh32*Zt21r^2*sb^2
< B00727   |B00726+4*MW^2*SW^2*Zh31*Zt11r^2*s2b-4*MW^2*SW^2*Zh31*Zt21i^2*s2b-4*MW^2*SW^2*Zh31*Zt21r^2*s2b-8*MW^2*SW^2*Zh32*Zt11r^2*sb^2+8*MW^2*SW^2*Zh32*Zt21i^2*sb^2
< B00728   |B00727+8*MW^2*SW^2*Zh32*Zt21r^2*sb^2+12*Ati*CW^2*Mt*Zh32*Zt11r*Zt21i+12*Atr*CW^2*Mt*Zh32*Zt11r*Zt21r+12*CW^2*Mt*Zh31*Zt11r*Zt21i*mui-12*CW^2*Mt*Zh31*Zt11r*Zt21r*mur
< B00729   |B00728-12*Ati*CW^2*Mt*Zh33*Zt11r*Zt21r*cb+12*Atr*CW^2*Mt*Zh33*Zt11r*Zt21i*cb+12*CW^2*Mt*Zh33*Zt11r*Zt21i*mur*sb+12*CW^2*Mt*Zh33*Zt11r*Zt21r*mui*sb
< B00730   |12*CW^2*Mq^2*Zh32+3*MW^2*Zh31*s2b-6*MW^2*Zh32*sb^2-4*MW^2*SW^2*Zh31*s2b+8*MW^2*SW^2*Zh32*sb^2
< B00731   |3*CW^2*Mq^2*Zh32+MW^2*SW^2*Zh31*s2b-2*MW^2*SW^2*Zh32*sb^2
< B00732   |Zb21i^2+Zb21r^2
< B00733   |Zl21i^2+Zl21r^2
< B00734   |Zt21i^2+Zt21r^2
< B00735   |Zb11r^2+2*Zb21i^2+2*Zb21r^2
< B00736   |2*Zb11r^2+Zb21i^2+Zb21r^2
< B00737   |Zl11r^2-2*Zl21i^2-2*Zl21r^2
< B00738   |2*Zl11r^2-Zl21i^2-Zl21r^2
< B00739   |Zt11r^2-4*Zt21i^2-4*Zt21r^2
< B00740   |4*Zt11r^2-Zt21i^2-Zt21r^2
< B00741   |Zb21i^2-Zb21r^2
< B00742   |Zl21i^2-Zl21r^2
< B00743   |Zb21i*Zt21i-Zb21r*Zt21r
< B00744   |Zb21i*Zt21r+Zb21r*Zt21i
< B00745   |Zt21i^2-Zt21r^2
< B00746   |2*CW*Zn13i*Zu11i*sb-2*CW*Zn13r*Zu11r*sb-CW*Sqrt2*Zn12i*Zu12i*sb+CW*Sqrt2*Zn12r*Zu12r*sb-SW*Sqrt2*Zn11i*Zu12i*sb
< B00747   |B00746+SW*Sqrt2*Zn11r*Zu12r*sb
< B00748   |2*CW*Zn13i*Zu11r*sb+2*CW*Zn13r*Zu11i*sb-CW*Sqrt2*Zn12i*Zu12r*sb-CW*Sqrt2*Zn12r*Zu12i*sb-SW*Sqrt2*Zn11i*Zu12r*sb
< B00749   |B00748-SW*Sqrt2*Zn11r*Zu12i*sb
< B00750   |2*CW*Zn14i*Zv11i*cb+2*CW*Zn14r*Zv11r*cb+CW*Sqrt2*Zn12i*Zv12i*cb+CW*Sqrt2*Zn12r*Zv12r*cb+SW*Sqrt2*Zn11i*Zv12i*cb
< B00751   |B00750+SW*Sqrt2*Zn11r*Zv12r*cb
< B00752   |2*CW*Zn14i*Zv11r*cb-2*CW*Zn14r*Zv11i*cb+CW*Sqrt2*Zn12i*Zv12r*cb-CW*Sqrt2*Zn12r*Zv12i*cb+SW*Sqrt2*Zn11i*Zv12r*cb
< B00753   |B00752-SW*Sqrt2*Zn11r*Zv12i*cb
< B00754   |2*Zn12i*Zu11i+2*Zn12r*Zu11r+Sqrt2*Zn13i*Zu12i+Sqrt2*Zn13r*Zu12r
< B00755   |2*Zn12i*Zu11r-2*Zn12r*Zu11i+Sqrt2*Zn13i*Zu12r-Sqrt2*Zn13r*Zu12i
< B00756   |2*Zn12i*Zv11i-2*Zn12r*Zv11r-Sqrt2*Zn14i*Zv12i+Sqrt2*Zn14r*Zv12r
< B00757   |2*Zn12i*Zv11r+2*Zn12r*Zv11i-Sqrt2*Zn14i*Zv12r-Sqrt2*Zn14r*Zv12i
< B00758   |2*CW*Zn13i*Zu11i*cb-2*CW*Zn13r*Zu11r*cb-CW*Sqrt2*Zn12i*Zu12i*cb+CW*Sqrt2*Zn12r*Zu12r*cb-SW*Sqrt2*Zn11i*Zu12i*cb
< B00759   |B00758+SW*Sqrt2*Zn11r*Zu12r*cb
< B00760   |2*CW*Zn13i*Zu11r*cb+2*CW*Zn13r*Zu11i*cb-CW*Sqrt2*Zn12i*Zu12r*cb-CW*Sqrt2*Zn12r*Zu12i*cb-SW*Sqrt2*Zn11i*Zu12r*cb
< B00761   |B00760-SW*Sqrt2*Zn11r*Zu12i*cb
< B00762   |2*CW*Zn14i*Zv11i*sb+2*CW*Zn14r*Zv11r*sb+CW*Sqrt2*Zn12i*Zv12i*sb+CW*Sqrt2*Zn12r*Zv12r*sb+SW*Sqrt2*Zn11i*Zv12i*sb
< B00763   |B00762+SW*Sqrt2*Zn11r*Zv12r*sb
< B00764   |2*CW*Zn14i*Zv11r*sb-2*CW*Zn14r*Zv11i*sb+CW*Sqrt2*Zn12i*Zv12r*sb-CW*Sqrt2*Zn12r*Zv12i*sb+SW*Sqrt2*Zn11i*Zv12r*sb
< B00765   |B00764-SW*Sqrt2*Zn11r*Zv12i*sb
< B00766   |2*CW*Zn23i*Zu11i*sb-2*CW*Zn23r*Zu11r*sb-CW*Sqrt2*Zn22i*Zu12i*sb+CW*Sqrt2*Zn22r*Zu12r*sb-SW*Sqrt2*Zn21i*Zu12i*sb
< B00767   |B00766+SW*Sqrt2*Zn21r*Zu12r*sb
< B00768   |2*CW*Zn23i*Zu11r*sb+2*CW*Zn23r*Zu11i*sb-CW*Sqrt2*Zn22i*Zu12r*sb-CW*Sqrt2*Zn22r*Zu12i*sb-SW*Sqrt2*Zn21i*Zu12r*sb
< B00769   |B00768-SW*Sqrt2*Zn21r*Zu12i*sb
< B00770   |2*CW*Zn24i*Zv11i*cb+2*CW*Zn24r*Zv11r*cb+CW*Sqrt2*Zn22i*Zv12i*cb+CW*Sqrt2*Zn22r*Zv12r*cb+SW*Sqrt2*Zn21i*Zv12i*cb
< B00771   |B00770+SW*Sqrt2*Zn21r*Zv12r*cb
< B00772   |2*CW*Zn24i*Zv11r*cb-2*CW*Zn24r*Zv11i*cb+CW*Sqrt2*Zn22i*Zv12r*cb-CW*Sqrt2*Zn22r*Zv12i*cb+SW*Sqrt2*Zn21i*Zv12r*cb
< B00773   |B00772-SW*Sqrt2*Zn21r*Zv12i*cb
< B00774   |2*Zn22i*Zu11i+2*Zn22r*Zu11r+Sqrt2*Zn23i*Zu12i+Sqrt2*Zn23r*Zu12r
< B00775   |2*Zn22i*Zu11r-2*Zn22r*Zu11i+Sqrt2*Zn23i*Zu12r-Sqrt2*Zn23r*Zu12i
< B00776   |2*Zn22i*Zv11i-2*Zn22r*Zv11r-Sqrt2*Zn24i*Zv12i+Sqrt2*Zn24r*Zv12r
< B00777   |2*Zn22i*Zv11r+2*Zn22r*Zv11i-Sqrt2*Zn24i*Zv12r-Sqrt2*Zn24r*Zv12i
< B00778   |2*CW*Zn23i*Zu11i*cb-2*CW*Zn23r*Zu11r*cb-CW*Sqrt2*Zn22i*Zu12i*cb+CW*Sqrt2*Zn22r*Zu12r*cb-SW*Sqrt2*Zn21i*Zu12i*cb
< B00779   |B00778+SW*Sqrt2*Zn21r*Zu12r*cb
< B00780   |2*CW*Zn23i*Zu11r*cb+2*CW*Zn23r*Zu11i*cb-CW*Sqrt2*Zn22i*Zu12r*cb-CW*Sqrt2*Zn22r*Zu12i*cb-SW*Sqrt2*Zn21i*Zu12r*cb
< B00781   |B00780-SW*Sqrt2*Zn21r*Zu12i*cb
< B00782   |2*CW*Zn24i*Zv11i*sb+2*CW*Zn24r*Zv11r*sb+CW*Sqrt2*Zn22i*Zv12i*sb+CW*Sqrt2*Zn22r*Zv12r*sb+SW*Sqrt2*Zn21i*Zv12i*sb
< B00783   |B00782+SW*Sqrt2*Zn21r*Zv12r*sb
< B00784   |2*CW*Zn24i*Zv11r*sb-2*CW*Zn24r*Zv11i*sb+CW*Sqrt2*Zn22i*Zv12r*sb-CW*Sqrt2*Zn22r*Zv12i*sb+SW*Sqrt2*Zn21i*Zv12r*sb
< B00785   |B00784-SW*Sqrt2*Zn21r*Zv12i*sb
< B00786   |2*CW*Zn33i*Zu11i*sb-2*CW*Zn33r*Zu11r*sb-CW*Sqrt2*Zn32i*Zu12i*sb+CW*Sqrt2*Zn32r*Zu12r*sb-SW*Sqrt2*Zn31i*Zu12i*sb
< B00787   |B00786+SW*Sqrt2*Zn31r*Zu12r*sb
< B00788   |2*CW*Zn33i*Zu11r*sb+2*CW*Zn33r*Zu11i*sb-CW*Sqrt2*Zn32i*Zu12r*sb-CW*Sqrt2*Zn32r*Zu12i*sb-SW*Sqrt2*Zn31i*Zu12r*sb
< B00789   |B00788-SW*Sqrt2*Zn31r*Zu12i*sb
< B00790   |2*CW*Zn34i*Zv11i*cb+2*CW*Zn34r*Zv11r*cb+CW*Sqrt2*Zn32i*Zv12i*cb+CW*Sqrt2*Zn32r*Zv12r*cb+SW*Sqrt2*Zn31i*Zv12i*cb
< B00791   |B00790+SW*Sqrt2*Zn31r*Zv12r*cb
< B00792   |2*CW*Zn34i*Zv11r*cb-2*CW*Zn34r*Zv11i*cb+CW*Sqrt2*Zn32i*Zv12r*cb-CW*Sqrt2*Zn32r*Zv12i*cb+SW*Sqrt2*Zn31i*Zv12r*cb
< B00793   |B00792-SW*Sqrt2*Zn31r*Zv12i*cb
< B00794   |2*Zn32i*Zu11i+2*Zn32r*Zu11r+Sqrt2*Zn33i*Zu12i+Sqrt2*Zn33r*Zu12r
< B00795   |2*Zn32i*Zu11r-2*Zn32r*Zu11i+Sqrt2*Zn33i*Zu12r-Sqrt2*Zn33r*Zu12i
< B00796   |2*Zn32i*Zv11i-2*Zn32r*Zv11r-Sqrt2*Zn34i*Zv12i+Sqrt2*Zn34r*Zv12r
< B00797   |2*Zn32i*Zv11r+2*Zn32r*Zv11i-Sqrt2*Zn34i*Zv12r-Sqrt2*Zn34r*Zv12i
< B00798   |2*CW*Zn33i*Zu11i*cb-2*CW*Zn33r*Zu11r*cb-CW*Sqrt2*Zn32i*Zu12i*cb+CW*Sqrt2*Zn32r*Zu12r*cb-SW*Sqrt2*Zn31i*Zu12i*cb
< B00799   |B00798+SW*Sqrt2*Zn31r*Zu12r*cb
< B00800   |2*CW*Zn33i*Zu11r*cb+2*CW*Zn33r*Zu11i*cb-CW*Sqrt2*Zn32i*Zu12r*cb-CW*Sqrt2*Zn32r*Zu12i*cb-SW*Sqrt2*Zn31i*Zu12r*cb
< B00801   |B00800-SW*Sqrt2*Zn31r*Zu12i*cb
< B00802   |2*CW*Zn34i*Zv11i*sb+2*CW*Zn34r*Zv11r*sb+CW*Sqrt2*Zn32i*Zv12i*sb+CW*Sqrt2*Zn32r*Zv12r*sb+SW*Sqrt2*Zn31i*Zv12i*sb
< B00803   |B00802+SW*Sqrt2*Zn31r*Zv12r*sb
< B00804   |2*CW*Zn34i*Zv11r*sb-2*CW*Zn34r*Zv11i*sb+CW*Sqrt2*Zn32i*Zv12r*sb-CW*Sqrt2*Zn32r*Zv12i*sb+SW*Sqrt2*Zn31i*Zv12r*sb
< B00805   |B00804-SW*Sqrt2*Zn31r*Zv12i*sb
< B00806   |2*CW*Zn43i*Zu11i*sb-2*CW*Zn43r*Zu11r*sb-CW*Sqrt2*Zn42i*Zu12i*sb+CW*Sqrt2*Zn42r*Zu12r*sb-SW*Sqrt2*Zn41i*Zu12i*sb
< B00807   |B00806+SW*Sqrt2*Zn41r*Zu12r*sb
< B00808   |2*CW*Zn43i*Zu11r*sb+2*CW*Zn43r*Zu11i*sb-CW*Sqrt2*Zn42i*Zu12r*sb-CW*Sqrt2*Zn42r*Zu12i*sb-SW*Sqrt2*Zn41i*Zu12r*sb
< B00809   |B00808-SW*Sqrt2*Zn41r*Zu12i*sb
< B00810   |2*CW*Zn44i*Zv11i*cb+2*CW*Zn44r*Zv11r*cb+CW*Sqrt2*Zn42i*Zv12i*cb+CW*Sqrt2*Zn42r*Zv12r*cb+SW*Sqrt2*Zn41i*Zv12i*cb
< B00811   |B00810+SW*Sqrt2*Zn41r*Zv12r*cb
< B00812   |2*CW*Zn44i*Zv11r*cb-2*CW*Zn44r*Zv11i*cb+CW*Sqrt2*Zn42i*Zv12r*cb-CW*Sqrt2*Zn42r*Zv12i*cb+SW*Sqrt2*Zn41i*Zv12r*cb
< B00813   |B00812-SW*Sqrt2*Zn41r*Zv12i*cb
< B00814   |2*Zn42i*Zu11i+2*Zn42r*Zu11r+Sqrt2*Zn43i*Zu12i+Sqrt2*Zn43r*Zu12r
< B00815   |2*Zn42i*Zu11r-2*Zn42r*Zu11i+Sqrt2*Zn43i*Zu12r-Sqrt2*Zn43r*Zu12i
< B00816   |2*Zn42i*Zv11i-2*Zn42r*Zv11r-Sqrt2*Zn44i*Zv12i+Sqrt2*Zn44r*Zv12r
< B00817   |2*Zn42i*Zv11r+2*Zn42r*Zv11i-Sqrt2*Zn44i*Zv12r-Sqrt2*Zn44r*Zv12i
< B00818   |2*CW*Zn43i*Zu11i*cb-2*CW*Zn43r*Zu11r*cb-CW*Sqrt2*Zn42i*Zu12i*cb+CW*Sqrt2*Zn42r*Zu12r*cb-SW*Sqrt2*Zn41i*Zu12i*cb
< B00819   |B00818+SW*Sqrt2*Zn41r*Zu12r*cb
< B00820   |2*CW*Zn43i*Zu11r*cb+2*CW*Zn43r*Zu11i*cb-CW*Sqrt2*Zn42i*Zu12r*cb-CW*Sqrt2*Zn42r*Zu12i*cb-SW*Sqrt2*Zn41i*Zu12r*cb
< B00821   |B00820-SW*Sqrt2*Zn41r*Zu12i*cb
< B00822   |2*CW*Zn44i*Zv11i*sb+2*CW*Zn44r*Zv11r*sb+CW*Sqrt2*Zn42i*Zv12i*sb+CW*Sqrt2*Zn42r*Zv12r*sb+SW*Sqrt2*Zn41i*Zv12i*sb
< B00823   |B00822+SW*Sqrt2*Zn41r*Zv12r*sb
< B00824   |2*CW*Zn44i*Zv11r*sb-2*CW*Zn44r*Zv11i*sb+CW*Sqrt2*Zn42i*Zv12r*sb-CW*Sqrt2*Zn42r*Zv12i*sb+SW*Sqrt2*Zn41i*Zv12r*sb
< B00825   |B00824-SW*Sqrt2*Zn41r*Zv12i*sb
< B00826   |2*Zu11i^2+2*Zu11r^2+Zu12i^2+Zu12r^2
< B00827   |2*Zv11i^2+2*Zv11r^2+Zv12i^2+Zv12r^2
< B00828   |Zu11i*Zv12r*sb-Zu11r*Zv12i*sb-Zu12i*Zv11r*cb+Zu12r*Zv11i*cb
< B00829   |Zu11i*Zv12i*sb+Zu11r*Zv12r*sb-Zu12i*Zv11i*cb-Zu12r*Zv11r*cb
< B00830   |Zh11*Zu12i*Zv11i+Zh11*Zu12r*Zv11r+Zh12*Zu11i*Zv12i+Zh12*Zu11r*Zv12r-Zh13*Zu11i*Zv12r*cb
< B00831   |B00830+Zh13*Zu11r*Zv12i*cb-Zh13*Zu12i*Zv11r*sb+Zh13*Zu12r*Zv11i*sb
< B00832   |Zh11*Zu12i*Zv11r-Zh11*Zu12r*Zv11i+Zh12*Zu11i*Zv12r-Zh12*Zu11r*Zv12i+Zh13*Zu11i*Zv12i*cb
< B00833   |B00832+Zh13*Zu11r*Zv12r*cb+Zh13*Zu12i*Zv11i*sb+Zh13*Zu12r*Zv11r*sb
< B00834   |Zh21*Zu12i*Zv11i+Zh21*Zu12r*Zv11r+Zh22*Zu11i*Zv12i+Zh22*Zu11r*Zv12r-Zh23*Zu11i*Zv12r*cb
< B00835   |B00834+Zh23*Zu11r*Zv12i*cb-Zh23*Zu12i*Zv11r*sb+Zh23*Zu12r*Zv11i*sb
< B00836   |Zh21*Zu12i*Zv11r-Zh21*Zu12r*Zv11i+Zh22*Zu11i*Zv12r-Zh22*Zu11r*Zv12i+Zh23*Zu11i*Zv12i*cb
< B00837   |B00836+Zh23*Zu11r*Zv12r*cb+Zh23*Zu12i*Zv11i*sb+Zh23*Zu12r*Zv11r*sb
< B00838   |Zh31*Zu12i*Zv11i+Zh31*Zu12r*Zv11r+Zh32*Zu11i*Zv12i+Zh32*Zu11r*Zv12r-Zh33*Zu11i*Zv12r*cb
< B00839   |B00838+Zh33*Zu11r*Zv12i*cb-Zh33*Zu12i*Zv11r*sb+Zh33*Zu12r*Zv11i*sb
< B00840   |Zh31*Zu12i*Zv11r-Zh31*Zu12r*Zv11i+Zh32*Zu11i*Zv12r-Zh32*Zu11r*Zv12i+Zh33*Zu11i*Zv12i*cb
< B00841   |B00840+Zh33*Zu11r*Zv12r*cb+Zh33*Zu12i*Zv11i*sb+Zh33*Zu12r*Zv11r*sb
< B00842   |2*Zu11i*Zu21i+2*Zu11r*Zu21r+Zu12i*Zu22i+Zu12r*Zu22r
< B00843   |2*Zu11i*Zu21r-2*Zu11r*Zu21i+Zu12i*Zu22r-Zu12r*Zu22i
< B00844   |2*Zv11i*Zv21i+2*Zv11r*Zv21r+Zv12i*Zv22i+Zv12r*Zv22r
< B00845   |2*Zv11i*Zv21r-2*Zv11r*Zv21i+Zv12i*Zv22r-Zv12r*Zv22i
< B00846   |Zu11i*Zv22i*sb+Zu11r*Zv22r*sb-Zu12i*Zv21i*cb-Zu12r*Zv21r*cb
< B00847   |Zu11i*Zv22r*sb-Zu11r*Zv22i*sb-Zu12i*Zv21r*cb+Zu12r*Zv21i*cb
< B00848   |Zu21i*Zv12i*sb+Zu21r*Zv12r*sb-Zu22i*Zv11i*cb-Zu22r*Zv11r*cb
< B00849   |Zu21i*Zv12r*sb-Zu21r*Zv12i*sb-Zu22i*Zv11r*cb+Zu22r*Zv11i*cb
< B00850   |Zh11*Zu12i*Zv21i+Zh11*Zu12r*Zv21r+Zh12*Zu11i*Zv22i+Zh12*Zu11r*Zv22r-Zh13*Zu11i*Zv22r*cb
< B00851   |B00850+Zh13*Zu11r*Zv22i*cb-Zh13*Zu12i*Zv21r*sb+Zh13*Zu12r*Zv21i*sb
< B00852   |Zh11*Zu12i*Zv21r-Zh11*Zu12r*Zv21i+Zh12*Zu11i*Zv22r-Zh12*Zu11r*Zv22i+Zh13*Zu11i*Zv22i*cb
< B00853   |B00852+Zh13*Zu11r*Zv22r*cb+Zh13*Zu12i*Zv21i*sb+Zh13*Zu12r*Zv21r*sb
< B00854   |Zh11*Zu22i*Zv11i+Zh11*Zu22r*Zv11r+Zh12*Zu21i*Zv12i+Zh12*Zu21r*Zv12r-Zh13*Zu21i*Zv12r*cb
< B00855   |B00854+Zh13*Zu21r*Zv12i*cb-Zh13*Zu22i*Zv11r*sb+Zh13*Zu22r*Zv11i*sb
< B00856   |Zh11*Zu22i*Zv11r-Zh11*Zu22r*Zv11i+Zh12*Zu21i*Zv12r-Zh12*Zu21r*Zv12i+Zh13*Zu21i*Zv12i*cb
< B00857   |B00856+Zh13*Zu21r*Zv12r*cb+Zh13*Zu22i*Zv11i*sb+Zh13*Zu22r*Zv11r*sb
< B00858   |Zh21*Zu12i*Zv21i+Zh21*Zu12r*Zv21r+Zh22*Zu11i*Zv22i+Zh22*Zu11r*Zv22r-Zh23*Zu11i*Zv22r*cb
< B00859   |B00858+Zh23*Zu11r*Zv22i*cb-Zh23*Zu12i*Zv21r*sb+Zh23*Zu12r*Zv21i*sb
< B00860   |Zh21*Zu12i*Zv21r-Zh21*Zu12r*Zv21i+Zh22*Zu11i*Zv22r-Zh22*Zu11r*Zv22i+Zh23*Zu11i*Zv22i*cb
< B00861   |B00860+Zh23*Zu11r*Zv22r*cb+Zh23*Zu12i*Zv21i*sb+Zh23*Zu12r*Zv21r*sb
< B00862   |Zh21*Zu22i*Zv11i+Zh21*Zu22r*Zv11r+Zh22*Zu21i*Zv12i+Zh22*Zu21r*Zv12r-Zh23*Zu21i*Zv12r*cb
< B00863   |B00862+Zh23*Zu21r*Zv12i*cb-Zh23*Zu22i*Zv11r*sb+Zh23*Zu22r*Zv11i*sb
< B00864   |Zh21*Zu22i*Zv11r-Zh21*Zu22r*Zv11i+Zh22*Zu21i*Zv12r-Zh22*Zu21r*Zv12i+Zh23*Zu21i*Zv12i*cb
< B00865   |B00864+Zh23*Zu21r*Zv12r*cb+Zh23*Zu22i*Zv11i*sb+Zh23*Zu22r*Zv11r*sb
< B00866   |Zh31*Zu12i*Zv21i+Zh31*Zu12r*Zv21r+Zh32*Zu11i*Zv22i+Zh32*Zu11r*Zv22r-Zh33*Zu11i*Zv22r*cb
< B00867   |B00866+Zh33*Zu11r*Zv22i*cb-Zh33*Zu12i*Zv21r*sb+Zh33*Zu12r*Zv21i*sb
< B00868   |Zh31*Zu12i*Zv21r-Zh31*Zu12r*Zv21i+Zh32*Zu11i*Zv22r-Zh32*Zu11r*Zv22i+Zh33*Zu11i*Zv22i*cb
< B00869   |B00868+Zh33*Zu11r*Zv22r*cb+Zh33*Zu12i*Zv21i*sb+Zh33*Zu12r*Zv21r*sb
< B00870   |Zh31*Zu22i*Zv11i+Zh31*Zu22r*Zv11r+Zh32*Zu21i*Zv12i+Zh32*Zu21r*Zv12r-Zh33*Zu21i*Zv12r*cb
< B00871   |B00870+Zh33*Zu21r*Zv12i*cb-Zh33*Zu22i*Zv11r*sb+Zh33*Zu22r*Zv11i*sb
< B00872   |Zh31*Zu22i*Zv11r-Zh31*Zu22r*Zv11i+Zh32*Zu21i*Zv12r-Zh32*Zu21r*Zv12i+Zh33*Zu21i*Zv12i*cb
< B00873   |B00872+Zh33*Zu21r*Zv12r*cb+Zh33*Zu22i*Zv11i*sb+Zh33*Zu22r*Zv11r*sb
< B00874   |2*CW*Zn13i*Zu21i*sb-2*CW*Zn13r*Zu21r*sb-CW*Sqrt2*Zn12i*Zu22i*sb+CW*Sqrt2*Zn12r*Zu22r*sb-SW*Sqrt2*Zn11i*Zu22i*sb
< B00875   |B00874+SW*Sqrt2*Zn11r*Zu22r*sb
< B00876   |2*CW*Zn13i*Zu21r*sb+2*CW*Zn13r*Zu21i*sb-CW*Sqrt2*Zn12i*Zu22r*sb-CW*Sqrt2*Zn12r*Zu22i*sb-SW*Sqrt2*Zn11i*Zu22r*sb
< B00877   |B00876-SW*Sqrt2*Zn11r*Zu22i*sb
< B00878   |2*CW*Zn14i*Zv21i*cb+2*CW*Zn14r*Zv21r*cb+CW*Sqrt2*Zn12i*Zv22i*cb+CW*Sqrt2*Zn12r*Zv22r*cb+SW*Sqrt2*Zn11i*Zv22i*cb
< B00879   |B00878+SW*Sqrt2*Zn11r*Zv22r*cb
< B00880   |2*CW*Zn14i*Zv21r*cb-2*CW*Zn14r*Zv21i*cb+CW*Sqrt2*Zn12i*Zv22r*cb-CW*Sqrt2*Zn12r*Zv22i*cb+SW*Sqrt2*Zn11i*Zv22r*cb
< B00881   |B00880-SW*Sqrt2*Zn11r*Zv22i*cb
< B00882   |2*Zn12i*Zu21i+2*Zn12r*Zu21r+Sqrt2*Zn13i*Zu22i+Sqrt2*Zn13r*Zu22r
< B00883   |2*Zn12i*Zu21r-2*Zn12r*Zu21i+Sqrt2*Zn13i*Zu22r-Sqrt2*Zn13r*Zu22i
< B00884   |2*Zn12i*Zv21i-2*Zn12r*Zv21r-Sqrt2*Zn14i*Zv22i+Sqrt2*Zn14r*Zv22r
< B00885   |2*Zn12i*Zv21r+2*Zn12r*Zv21i-Sqrt2*Zn14i*Zv22r-Sqrt2*Zn14r*Zv22i
< B00886   |2*CW*Zn13i*Zu21i*cb-2*CW*Zn13r*Zu21r*cb-CW*Sqrt2*Zn12i*Zu22i*cb+CW*Sqrt2*Zn12r*Zu22r*cb-SW*Sqrt2*Zn11i*Zu22i*cb
< B00887   |B00886+SW*Sqrt2*Zn11r*Zu22r*cb
< B00888   |2*CW*Zn13i*Zu21r*cb+2*CW*Zn13r*Zu21i*cb-CW*Sqrt2*Zn12i*Zu22r*cb-CW*Sqrt2*Zn12r*Zu22i*cb-SW*Sqrt2*Zn11i*Zu22r*cb
< B00889   |B00888-SW*Sqrt2*Zn11r*Zu22i*cb
< B00890   |2*CW*Zn14i*Zv21i*sb+2*CW*Zn14r*Zv21r*sb+CW*Sqrt2*Zn12i*Zv22i*sb+CW*Sqrt2*Zn12r*Zv22r*sb+SW*Sqrt2*Zn11i*Zv22i*sb
< B00891   |B00890+SW*Sqrt2*Zn11r*Zv22r*sb
< B00892   |2*CW*Zn14i*Zv21r*sb-2*CW*Zn14r*Zv21i*sb+CW*Sqrt2*Zn12i*Zv22r*sb-CW*Sqrt2*Zn12r*Zv22i*sb+SW*Sqrt2*Zn11i*Zv22r*sb
< B00893   |B00892-SW*Sqrt2*Zn11r*Zv22i*sb
< B00894   |2*CW*Zn23i*Zu21i*sb-2*CW*Zn23r*Zu21r*sb-CW*Sqrt2*Zn22i*Zu22i*sb+CW*Sqrt2*Zn22r*Zu22r*sb-SW*Sqrt2*Zn21i*Zu22i*sb
< B00895   |B00894+SW*Sqrt2*Zn21r*Zu22r*sb
< B00896   |2*CW*Zn23i*Zu21r*sb+2*CW*Zn23r*Zu21i*sb-CW*Sqrt2*Zn22i*Zu22r*sb-CW*Sqrt2*Zn22r*Zu22i*sb-SW*Sqrt2*Zn21i*Zu22r*sb
< B00897   |B00896-SW*Sqrt2*Zn21r*Zu22i*sb
< B00898   |2*CW*Zn24i*Zv21i*cb+2*CW*Zn24r*Zv21r*cb+CW*Sqrt2*Zn22i*Zv22i*cb+CW*Sqrt2*Zn22r*Zv22r*cb+SW*Sqrt2*Zn21i*Zv22i*cb
< B00899   |B00898+SW*Sqrt2*Zn21r*Zv22r*cb
< B00900   |2*CW*Zn24i*Zv21r*cb-2*CW*Zn24r*Zv21i*cb+CW*Sqrt2*Zn22i*Zv22r*cb-CW*Sqrt2*Zn22r*Zv22i*cb+SW*Sqrt2*Zn21i*Zv22r*cb
< B00901   |B00900-SW*Sqrt2*Zn21r*Zv22i*cb
< B00902   |2*Zn22i*Zu21i+2*Zn22r*Zu21r+Sqrt2*Zn23i*Zu22i+Sqrt2*Zn23r*Zu22r
< B00903   |2*Zn22i*Zu21r-2*Zn22r*Zu21i+Sqrt2*Zn23i*Zu22r-Sqrt2*Zn23r*Zu22i
< B00904   |2*Zn22i*Zv21i-2*Zn22r*Zv21r-Sqrt2*Zn24i*Zv22i+Sqrt2*Zn24r*Zv22r
< B00905   |2*Zn22i*Zv21r+2*Zn22r*Zv21i-Sqrt2*Zn24i*Zv22r-Sqrt2*Zn24r*Zv22i
< B00906   |2*CW*Zn23i*Zu21i*cb-2*CW*Zn23r*Zu21r*cb-CW*Sqrt2*Zn22i*Zu22i*cb+CW*Sqrt2*Zn22r*Zu22r*cb-SW*Sqrt2*Zn21i*Zu22i*cb
< B00907   |B00906+SW*Sqrt2*Zn21r*Zu22r*cb
< B00908   |2*CW*Zn23i*Zu21r*cb+2*CW*Zn23r*Zu21i*cb-CW*Sqrt2*Zn22i*Zu22r*cb-CW*Sqrt2*Zn22r*Zu22i*cb-SW*Sqrt2*Zn21i*Zu22r*cb
< B00909   |B00908-SW*Sqrt2*Zn21r*Zu22i*cb
< B00910   |2*CW*Zn24i*Zv21i*sb+2*CW*Zn24r*Zv21r*sb+CW*Sqrt2*Zn22i*Zv22i*sb+CW*Sqrt2*Zn22r*Zv22r*sb+SW*Sqrt2*Zn21i*Zv22i*sb
< B00911   |B00910+SW*Sqrt2*Zn21r*Zv22r*sb
< B00912   |2*CW*Zn24i*Zv21r*sb-2*CW*Zn24r*Zv21i*sb+CW*Sqrt2*Zn22i*Zv22r*sb-CW*Sqrt2*Zn22r*Zv22i*sb+SW*Sqrt2*Zn21i*Zv22r*sb
< B00913   |B00912-SW*Sqrt2*Zn21r*Zv22i*sb
< B00914   |2*CW*Zn33i*Zu21i*sb-2*CW*Zn33r*Zu21r*sb-CW*Sqrt2*Zn32i*Zu22i*sb+CW*Sqrt2*Zn32r*Zu22r*sb-SW*Sqrt2*Zn31i*Zu22i*sb
< B00915   |B00914+SW*Sqrt2*Zn31r*Zu22r*sb
< B00916   |2*CW*Zn33i*Zu21r*sb+2*CW*Zn33r*Zu21i*sb-CW*Sqrt2*Zn32i*Zu22r*sb-CW*Sqrt2*Zn32r*Zu22i*sb-SW*Sqrt2*Zn31i*Zu22r*sb
< B00917   |B00916-SW*Sqrt2*Zn31r*Zu22i*sb
< B00918   |2*CW*Zn34i*Zv21i*cb+2*CW*Zn34r*Zv21r*cb+CW*Sqrt2*Zn32i*Zv22i*cb+CW*Sqrt2*Zn32r*Zv22r*cb+SW*Sqrt2*Zn31i*Zv22i*cb
< B00919   |B00918+SW*Sqrt2*Zn31r*Zv22r*cb
< B00920   |2*CW*Zn34i*Zv21r*cb-2*CW*Zn34r*Zv21i*cb+CW*Sqrt2*Zn32i*Zv22r*cb-CW*Sqrt2*Zn32r*Zv22i*cb+SW*Sqrt2*Zn31i*Zv22r*cb
< B00921   |B00920-SW*Sqrt2*Zn31r*Zv22i*cb
< B00922   |2*Zn32i*Zu21i+2*Zn32r*Zu21r+Sqrt2*Zn33i*Zu22i+Sqrt2*Zn33r*Zu22r
< B00923   |2*Zn32i*Zu21r-2*Zn32r*Zu21i+Sqrt2*Zn33i*Zu22r-Sqrt2*Zn33r*Zu22i
< B00924   |2*Zn32i*Zv21i-2*Zn32r*Zv21r-Sqrt2*Zn34i*Zv22i+Sqrt2*Zn34r*Zv22r
< B00925   |2*Zn32i*Zv21r+2*Zn32r*Zv21i-Sqrt2*Zn34i*Zv22r-Sqrt2*Zn34r*Zv22i
< B00926   |2*CW*Zn33i*Zu21i*cb-2*CW*Zn33r*Zu21r*cb-CW*Sqrt2*Zn32i*Zu22i*cb+CW*Sqrt2*Zn32r*Zu22r*cb-SW*Sqrt2*Zn31i*Zu22i*cb
< B00927   |B00926+SW*Sqrt2*Zn31r*Zu22r*cb
< B00928   |2*CW*Zn33i*Zu21r*cb+2*CW*Zn33r*Zu21i*cb-CW*Sqrt2*Zn32i*Zu22r*cb-CW*Sqrt2*Zn32r*Zu22i*cb-SW*Sqrt2*Zn31i*Zu22r*cb
< B00929   |B00928-SW*Sqrt2*Zn31r*Zu22i*cb
< B00930   |2*CW*Zn34i*Zv21i*sb+2*CW*Zn34r*Zv21r*sb+CW*Sqrt2*Zn32i*Zv22i*sb+CW*Sqrt2*Zn32r*Zv22r*sb+SW*Sqrt2*Zn31i*Zv22i*sb
< B00931   |B00930+SW*Sqrt2*Zn31r*Zv22r*sb
< B00932   |2*CW*Zn34i*Zv21r*sb-2*CW*Zn34r*Zv21i*sb+CW*Sqrt2*Zn32i*Zv22r*sb-CW*Sqrt2*Zn32r*Zv22i*sb+SW*Sqrt2*Zn31i*Zv22r*sb
< B00933   |B00932-SW*Sqrt2*Zn31r*Zv22i*sb
< B00934   |2*CW*Zn43i*Zu21i*sb-2*CW*Zn43r*Zu21r*sb-CW*Sqrt2*Zn42i*Zu22i*sb+CW*Sqrt2*Zn42r*Zu22r*sb-SW*Sqrt2*Zn41i*Zu22i*sb
< B00935   |B00934+SW*Sqrt2*Zn41r*Zu22r*sb
< B00936   |2*CW*Zn43i*Zu21r*sb+2*CW*Zn43r*Zu21i*sb-CW*Sqrt2*Zn42i*Zu22r*sb-CW*Sqrt2*Zn42r*Zu22i*sb-SW*Sqrt2*Zn41i*Zu22r*sb
< B00937   |B00936-SW*Sqrt2*Zn41r*Zu22i*sb
< B00938   |2*CW*Zn44i*Zv21i*cb+2*CW*Zn44r*Zv21r*cb+CW*Sqrt2*Zn42i*Zv22i*cb+CW*Sqrt2*Zn42r*Zv22r*cb+SW*Sqrt2*Zn41i*Zv22i*cb
< B00939   |B00938+SW*Sqrt2*Zn41r*Zv22r*cb
< B00940   |2*CW*Zn44i*Zv21r*cb-2*CW*Zn44r*Zv21i*cb+CW*Sqrt2*Zn42i*Zv22r*cb-CW*Sqrt2*Zn42r*Zv22i*cb+SW*Sqrt2*Zn41i*Zv22r*cb
< B00941   |B00940-SW*Sqrt2*Zn41r*Zv22i*cb
< B00942   |2*Zn42i*Zu21i+2*Zn42r*Zu21r+Sqrt2*Zn43i*Zu22i+Sqrt2*Zn43r*Zu22r
< B00943   |2*Zn42i*Zu21r-2*Zn42r*Zu21i+Sqrt2*Zn43i*Zu22r-Sqrt2*Zn43r*Zu22i
< B00944   |2*Zn42i*Zv21i-2*Zn42r*Zv21r-Sqrt2*Zn44i*Zv22i+Sqrt2*Zn44r*Zv22r
< B00945   |2*Zn42i*Zv21r+2*Zn42r*Zv21i-Sqrt2*Zn44i*Zv22r-Sqrt2*Zn44r*Zv22i
< B00946   |2*CW*Zn43i*Zu21i*cb-2*CW*Zn43r*Zu21r*cb-CW*Sqrt2*Zn42i*Zu22i*cb+CW*Sqrt2*Zn42r*Zu22r*cb-SW*Sqrt2*Zn41i*Zu22i*cb
< B00947   |B00946+SW*Sqrt2*Zn41r*Zu22r*cb
< B00948   |2*CW*Zn43i*Zu21r*cb+2*CW*Zn43r*Zu21i*cb-CW*Sqrt2*Zn42i*Zu22r*cb-CW*Sqrt2*Zn42r*Zu22i*cb-SW*Sqrt2*Zn41i*Zu22r*cb
< B00949   |B00948-SW*Sqrt2*Zn41r*Zu22i*cb
< B00950   |2*CW*Zn44i*Zv21i*sb+2*CW*Zn44r*Zv21r*sb+CW*Sqrt2*Zn42i*Zv22i*sb+CW*Sqrt2*Zn42r*Zv22r*sb+SW*Sqrt2*Zn41i*Zv22i*sb
< B00951   |B00950+SW*Sqrt2*Zn41r*Zv22r*sb
< B00952   |2*CW*Zn44i*Zv21r*sb-2*CW*Zn44r*Zv21i*sb+CW*Sqrt2*Zn42i*Zv22r*sb-CW*Sqrt2*Zn42r*Zv22i*sb+SW*Sqrt2*Zn41i*Zv22r*sb
< B00953   |B00952-SW*Sqrt2*Zn41r*Zv22i*sb
< B00954   |2*Zu21i^2+2*Zu21r^2+Zu22i^2+Zu22r^2
< B00955   |2*Zv21i^2+2*Zv21r^2+Zv22i^2+Zv22r^2
< B00956   |Zu21i*Zv22r*sb-Zu21r*Zv22i*sb-Zu22i*Zv21r*cb+Zu22r*Zv21i*cb
< B00957   |Zu21i*Zv22i*sb+Zu21r*Zv22r*sb-Zu22i*Zv21i*cb-Zu22r*Zv21r*cb
< B00958   |Zh11*Zu22i*Zv21i+Zh11*Zu22r*Zv21r+Zh12*Zu21i*Zv22i+Zh12*Zu21r*Zv22r-Zh13*Zu21i*Zv22r*cb
< B00959   |B00958+Zh13*Zu21r*Zv22i*cb-Zh13*Zu22i*Zv21r*sb+Zh13*Zu22r*Zv21i*sb
< B00960   |Zh11*Zu22i*Zv21r-Zh11*Zu22r*Zv21i+Zh12*Zu21i*Zv22r-Zh12*Zu21r*Zv22i+Zh13*Zu21i*Zv22i*cb
< B00961   |B00960+Zh13*Zu21r*Zv22r*cb+Zh13*Zu22i*Zv21i*sb+Zh13*Zu22r*Zv21r*sb
< B00962   |Zh21*Zu22i*Zv21i+Zh21*Zu22r*Zv21r+Zh22*Zu21i*Zv22i+Zh22*Zu21r*Zv22r-Zh23*Zu21i*Zv22r*cb
< B00963   |B00962+Zh23*Zu21r*Zv22i*cb-Zh23*Zu22i*Zv21r*sb+Zh23*Zu22r*Zv21i*sb
< B00964   |Zh21*Zu22i*Zv21r-Zh21*Zu22r*Zv21i+Zh22*Zu21i*Zv22r-Zh22*Zu21r*Zv22i+Zh23*Zu21i*Zv22i*cb
< B00965   |B00964+Zh23*Zu21r*Zv22r*cb+Zh23*Zu22i*Zv21i*sb+Zh23*Zu22r*Zv21r*sb
< B00966   |Zh31*Zu22i*Zv21i+Zh31*Zu22r*Zv21r+Zh32*Zu21i*Zv22i+Zh32*Zu21r*Zv22r-Zh33*Zu21i*Zv22r*cb
< B00967   |B00966+Zh33*Zu21r*Zv22i*cb-Zh33*Zu22i*Zv21r*sb+Zh33*Zu22r*Zv21i*sb
< B00968   |Zh31*Zu22i*Zv21r-Zh31*Zu22r*Zv21i+Zh32*Zu21i*Zv22r-Zh32*Zu21r*Zv22i+Zh33*Zu21i*Zv22i*cb
< B00969   |B00968+Zh33*Zu21r*Zv22r*cb+Zh33*Zu22i*Zv21i*sb+Zh33*Zu22r*Zv21r*sb
< B00970   |cfi3^2+sfi3^2
< B00971   |Zn13i^2+Zn13r^2-Zn14i^2-Zn14r^2
< B00972   |CW*Zn12i*Zn13r*cb+CW*Zn12i*Zn14r*sb+CW*Zn12r*Zn13i*cb+CW*Zn12r*Zn14i*sb-SW*Zn11i*Zn13r*cb
< B00973   |B00972-SW*Zn11i*Zn14r*sb-SW*Zn11r*Zn13i*cb-SW*Zn11r*Zn14i*sb
< B00974   |CW*Zn12i*Zn13i*cb+CW*Zn12i*Zn14i*sb-CW*Zn12r*Zn13r*cb-CW*Zn12r*Zn14r*sb-SW*Zn11i*Zn13i*cb
< B00975   |B00974-SW*Zn11i*Zn14i*sb+SW*Zn11r*Zn13r*cb+SW*Zn11r*Zn14r*sb
< B00976   |CW*Zh11*Zn12i*Zn13i-CW*Zh11*Zn12r*Zn13r-CW*Zh12*Zn12i*Zn14i+CW*Zh12*Zn12r*Zn14r-SW*Zh11*Zn11i*Zn13i
< B00977   |B00976+SW*Zh11*Zn11r*Zn13r+SW*Zh12*Zn11i*Zn14i-SW*Zh12*Zn11r*Zn14r+CW*Zh13*Zn12i*Zn13r*sb-CW*Zh13*Zn12i*Zn14r*cb
< B00978   |B00977+CW*Zh13*Zn12r*Zn13i*sb-CW*Zh13*Zn12r*Zn14i*cb-SW*Zh13*Zn11i*Zn13r*sb+SW*Zh13*Zn11i*Zn14r*cb-SW*Zh13*Zn11r*Zn13i*sb
< B00979   |B00978+SW*Zh13*Zn11r*Zn14i*cb
< B00980   |CW*Zh11*Zn12i*Zn13r+CW*Zh11*Zn12r*Zn13i-CW*Zh12*Zn12i*Zn14r-CW*Zh12*Zn12r*Zn14i-SW*Zh11*Zn11i*Zn13r
< B00981   |B00980-SW*Zh11*Zn11r*Zn13i+SW*Zh12*Zn11i*Zn14r+SW*Zh12*Zn11r*Zn14i-CW*Zh13*Zn12i*Zn13i*sb+CW*Zh13*Zn12i*Zn14i*cb
< B00982   |B00981+CW*Zh13*Zn12r*Zn13r*sb-CW*Zh13*Zn12r*Zn14r*cb+SW*Zh13*Zn11i*Zn13i*sb-SW*Zh13*Zn11i*Zn14i*cb-SW*Zh13*Zn11r*Zn13r*sb
< B00983   |B00982+SW*Zh13*Zn11r*Zn14r*cb
< B00984   |CW*Zh21*Zn12i*Zn13i-CW*Zh21*Zn12r*Zn13r-CW*Zh22*Zn12i*Zn14i+CW*Zh22*Zn12r*Zn14r-SW*Zh21*Zn11i*Zn13i
< B00985   |B00984+SW*Zh21*Zn11r*Zn13r+SW*Zh22*Zn11i*Zn14i-SW*Zh22*Zn11r*Zn14r+CW*Zh23*Zn12i*Zn13r*sb-CW*Zh23*Zn12i*Zn14r*cb
< B00986   |B00985+CW*Zh23*Zn12r*Zn13i*sb-CW*Zh23*Zn12r*Zn14i*cb-SW*Zh23*Zn11i*Zn13r*sb+SW*Zh23*Zn11i*Zn14r*cb-SW*Zh23*Zn11r*Zn13i*sb
< B00987   |B00986+SW*Zh23*Zn11r*Zn14i*cb
< B00988   |CW*Zh21*Zn12i*Zn13r+CW*Zh21*Zn12r*Zn13i-CW*Zh22*Zn12i*Zn14r-CW*Zh22*Zn12r*Zn14i-SW*Zh21*Zn11i*Zn13r
< B00989   |B00988-SW*Zh21*Zn11r*Zn13i+SW*Zh22*Zn11i*Zn14r+SW*Zh22*Zn11r*Zn14i-CW*Zh23*Zn12i*Zn13i*sb+CW*Zh23*Zn12i*Zn14i*cb
< B00990   |B00989+CW*Zh23*Zn12r*Zn13r*sb-CW*Zh23*Zn12r*Zn14r*cb+SW*Zh23*Zn11i*Zn13i*sb-SW*Zh23*Zn11i*Zn14i*cb-SW*Zh23*Zn11r*Zn13r*sb
< B00991   |B00990+SW*Zh23*Zn11r*Zn14r*cb
< B00992   |CW*Zh31*Zn12i*Zn13i-CW*Zh31*Zn12r*Zn13r-CW*Zh32*Zn12i*Zn14i+CW*Zh32*Zn12r*Zn14r-SW*Zh31*Zn11i*Zn13i
< B00993   |B00992+SW*Zh31*Zn11r*Zn13r+SW*Zh32*Zn11i*Zn14i-SW*Zh32*Zn11r*Zn14r+CW*Zh33*Zn12i*Zn13r*sb-CW*Zh33*Zn12i*Zn14r*cb
< B00994   |B00993+CW*Zh33*Zn12r*Zn13i*sb-CW*Zh33*Zn12r*Zn14i*cb-SW*Zh33*Zn11i*Zn13r*sb+SW*Zh33*Zn11i*Zn14r*cb-SW*Zh33*Zn11r*Zn13i*sb
< B00995   |B00994+SW*Zh33*Zn11r*Zn14i*cb
< B00996   |CW*Zh31*Zn12i*Zn13r+CW*Zh31*Zn12r*Zn13i-CW*Zh32*Zn12i*Zn14r-CW*Zh32*Zn12r*Zn14i-SW*Zh31*Zn11i*Zn13r
< B00997   |B00996-SW*Zh31*Zn11r*Zn13i+SW*Zh32*Zn11i*Zn14r+SW*Zh32*Zn11r*Zn14i-CW*Zh33*Zn12i*Zn13i*sb+CW*Zh33*Zn12i*Zn14i*cb
< B00998   |B00997+CW*Zh33*Zn12r*Zn13r*sb-CW*Zh33*Zn12r*Zn14r*cb+SW*Zh33*Zn11i*Zn13i*sb-SW*Zh33*Zn11i*Zn14i*cb-SW*Zh33*Zn11r*Zn13r*sb
< B00999   |B00998+SW*Zh33*Zn11r*Zn14r*cb
< B01000   |Zn13i*Zn23r-Zn13r*Zn23i-Zn14i*Zn24r+Zn14r*Zn24i
< B01001   |Zn13i*Zn23i+Zn13r*Zn23r-Zn14i*Zn24i-Zn14r*Zn24r
< B01002   |CW*Zn12i*Zn23r*cb+CW*Zn12i*Zn24r*sb+CW*Zn12r*Zn23i*cb+CW*Zn12r*Zn24i*sb+CW*Zn13i*Zn22r*cb
< B01003   |B01002+CW*Zn13r*Zn22i*cb+CW*Zn14i*Zn22r*sb+CW*Zn14r*Zn22i*sb-SW*Zn11i*Zn23r*cb-SW*Zn11i*Zn24r*sb
< B01004   |B01003-SW*Zn11r*Zn23i*cb-SW*Zn11r*Zn24i*sb-SW*Zn13i*Zn21r*cb-SW*Zn13r*Zn21i*cb-SW*Zn14i*Zn21r*sb
< B01005   |B01004-SW*Zn14r*Zn21i*sb
< B01006   |CW*Zn12i*Zn23i*cb+CW*Zn12i*Zn24i*sb-CW*Zn12r*Zn23r*cb-CW*Zn12r*Zn24r*sb+CW*Zn13i*Zn22i*cb
< B01007   |B01006-CW*Zn13r*Zn22r*cb+CW*Zn14i*Zn22i*sb-CW*Zn14r*Zn22r*sb-SW*Zn11i*Zn23i*cb-SW*Zn11i*Zn24i*sb
< B01008   |B01007+SW*Zn11r*Zn23r*cb+SW*Zn11r*Zn24r*sb-SW*Zn13i*Zn21i*cb+SW*Zn13r*Zn21r*cb-SW*Zn14i*Zn21i*sb
< B01009   |B01008+SW*Zn14r*Zn21r*sb
< B01010   |CW*Zh11*Zn12i*Zn23i-CW*Zh11*Zn12r*Zn23r+CW*Zh11*Zn13i*Zn22i-CW*Zh11*Zn13r*Zn22r-CW*Zh12*Zn12i*Zn24i
< B01011   |B01010+CW*Zh12*Zn12r*Zn24r-CW*Zh12*Zn14i*Zn22i+CW*Zh12*Zn14r*Zn22r-SW*Zh11*Zn11i*Zn23i+SW*Zh11*Zn11r*Zn23r
< B01012   |B01011-SW*Zh11*Zn13i*Zn21i+SW*Zh11*Zn13r*Zn21r+SW*Zh12*Zn11i*Zn24i-SW*Zh12*Zn11r*Zn24r+SW*Zh12*Zn14i*Zn21i
< B01013   |B01012-SW*Zh12*Zn14r*Zn21r+CW*Zh13*Zn12i*Zn23r*sb-CW*Zh13*Zn12i*Zn24r*cb+CW*Zh13*Zn12r*Zn23i*sb-CW*Zh13*Zn12r*Zn24i*cb
< B01014   |B01013+CW*Zh13*Zn13i*Zn22r*sb+CW*Zh13*Zn13r*Zn22i*sb-CW*Zh13*Zn14i*Zn22r*cb-CW*Zh13*Zn14r*Zn22i*cb-SW*Zh13*Zn11i*Zn23r*sb
< B01015   |B01014+SW*Zh13*Zn11i*Zn24r*cb-SW*Zh13*Zn11r*Zn23i*sb+SW*Zh13*Zn11r*Zn24i*cb-SW*Zh13*Zn13i*Zn21r*sb-SW*Zh13*Zn13r*Zn21i*sb
< B01016   |B01015+SW*Zh13*Zn14i*Zn21r*cb+SW*Zh13*Zn14r*Zn21i*cb
< B01017   |CW*Zh11*Zn12i*Zn23r+CW*Zh11*Zn12r*Zn23i+CW*Zh11*Zn13i*Zn22r+CW*Zh11*Zn13r*Zn22i-CW*Zh12*Zn12i*Zn24r
< B01018   |B01017-CW*Zh12*Zn12r*Zn24i-CW*Zh12*Zn14i*Zn22r-CW*Zh12*Zn14r*Zn22i-SW*Zh11*Zn11i*Zn23r-SW*Zh11*Zn11r*Zn23i
< B01019   |B01018-SW*Zh11*Zn13i*Zn21r-SW*Zh11*Zn13r*Zn21i+SW*Zh12*Zn11i*Zn24r+SW*Zh12*Zn11r*Zn24i+SW*Zh12*Zn14i*Zn21r
< B01020   |B01019+SW*Zh12*Zn14r*Zn21i-CW*Zh13*Zn12i*Zn23i*sb+CW*Zh13*Zn12i*Zn24i*cb+CW*Zh13*Zn12r*Zn23r*sb-CW*Zh13*Zn12r*Zn24r*cb
< B01021   |B01020-CW*Zh13*Zn13i*Zn22i*sb+CW*Zh13*Zn13r*Zn22r*sb+CW*Zh13*Zn14i*Zn22i*cb-CW*Zh13*Zn14r*Zn22r*cb+SW*Zh13*Zn11i*Zn23i*sb
< B01022   |B01021-SW*Zh13*Zn11i*Zn24i*cb-SW*Zh13*Zn11r*Zn23r*sb+SW*Zh13*Zn11r*Zn24r*cb+SW*Zh13*Zn13i*Zn21i*sb-SW*Zh13*Zn13r*Zn21r*sb
< B01023   |B01022-SW*Zh13*Zn14i*Zn21i*cb+SW*Zh13*Zn14r*Zn21r*cb
< B01024   |CW*Zh21*Zn12i*Zn23i-CW*Zh21*Zn12r*Zn23r+CW*Zh21*Zn13i*Zn22i-CW*Zh21*Zn13r*Zn22r-CW*Zh22*Zn12i*Zn24i
< B01025   |B01024+CW*Zh22*Zn12r*Zn24r-CW*Zh22*Zn14i*Zn22i+CW*Zh22*Zn14r*Zn22r-SW*Zh21*Zn11i*Zn23i+SW*Zh21*Zn11r*Zn23r
< B01026   |B01025-SW*Zh21*Zn13i*Zn21i+SW*Zh21*Zn13r*Zn21r+SW*Zh22*Zn11i*Zn24i-SW*Zh22*Zn11r*Zn24r+SW*Zh22*Zn14i*Zn21i
< B01027   |B01026-SW*Zh22*Zn14r*Zn21r+CW*Zh23*Zn12i*Zn23r*sb-CW*Zh23*Zn12i*Zn24r*cb+CW*Zh23*Zn12r*Zn23i*sb-CW*Zh23*Zn12r*Zn24i*cb
< B01028   |B01027+CW*Zh23*Zn13i*Zn22r*sb+CW*Zh23*Zn13r*Zn22i*sb-CW*Zh23*Zn14i*Zn22r*cb-CW*Zh23*Zn14r*Zn22i*cb-SW*Zh23*Zn11i*Zn23r*sb
< B01029   |B01028+SW*Zh23*Zn11i*Zn24r*cb-SW*Zh23*Zn11r*Zn23i*sb+SW*Zh23*Zn11r*Zn24i*cb-SW*Zh23*Zn13i*Zn21r*sb-SW*Zh23*Zn13r*Zn21i*sb
< B01030   |B01029+SW*Zh23*Zn14i*Zn21r*cb+SW*Zh23*Zn14r*Zn21i*cb
< B01031   |CW*Zh21*Zn12i*Zn23r+CW*Zh21*Zn12r*Zn23i+CW*Zh21*Zn13i*Zn22r+CW*Zh21*Zn13r*Zn22i-CW*Zh22*Zn12i*Zn24r
< B01032   |B01031-CW*Zh22*Zn12r*Zn24i-CW*Zh22*Zn14i*Zn22r-CW*Zh22*Zn14r*Zn22i-SW*Zh21*Zn11i*Zn23r-SW*Zh21*Zn11r*Zn23i
< B01033   |B01032-SW*Zh21*Zn13i*Zn21r-SW*Zh21*Zn13r*Zn21i+SW*Zh22*Zn11i*Zn24r+SW*Zh22*Zn11r*Zn24i+SW*Zh22*Zn14i*Zn21r
< B01034   |B01033+SW*Zh22*Zn14r*Zn21i-CW*Zh23*Zn12i*Zn23i*sb+CW*Zh23*Zn12i*Zn24i*cb+CW*Zh23*Zn12r*Zn23r*sb-CW*Zh23*Zn12r*Zn24r*cb
< B01035   |B01034-CW*Zh23*Zn13i*Zn22i*sb+CW*Zh23*Zn13r*Zn22r*sb+CW*Zh23*Zn14i*Zn22i*cb-CW*Zh23*Zn14r*Zn22r*cb+SW*Zh23*Zn11i*Zn23i*sb
< B01036   |B01035-SW*Zh23*Zn11i*Zn24i*cb-SW*Zh23*Zn11r*Zn23r*sb+SW*Zh23*Zn11r*Zn24r*cb+SW*Zh23*Zn13i*Zn21i*sb-SW*Zh23*Zn13r*Zn21r*sb
< B01037   |B01036-SW*Zh23*Zn14i*Zn21i*cb+SW*Zh23*Zn14r*Zn21r*cb
< B01038   |CW*Zh31*Zn12i*Zn23i-CW*Zh31*Zn12r*Zn23r+CW*Zh31*Zn13i*Zn22i-CW*Zh31*Zn13r*Zn22r-CW*Zh32*Zn12i*Zn24i
< B01039   |B01038+CW*Zh32*Zn12r*Zn24r-CW*Zh32*Zn14i*Zn22i+CW*Zh32*Zn14r*Zn22r-SW*Zh31*Zn11i*Zn23i+SW*Zh31*Zn11r*Zn23r
< B01040   |B01039-SW*Zh31*Zn13i*Zn21i+SW*Zh31*Zn13r*Zn21r+SW*Zh32*Zn11i*Zn24i-SW*Zh32*Zn11r*Zn24r+SW*Zh32*Zn14i*Zn21i
< B01041   |B01040-SW*Zh32*Zn14r*Zn21r+CW*Zh33*Zn12i*Zn23r*sb-CW*Zh33*Zn12i*Zn24r*cb+CW*Zh33*Zn12r*Zn23i*sb-CW*Zh33*Zn12r*Zn24i*cb
< B01042   |B01041+CW*Zh33*Zn13i*Zn22r*sb+CW*Zh33*Zn13r*Zn22i*sb-CW*Zh33*Zn14i*Zn22r*cb-CW*Zh33*Zn14r*Zn22i*cb-SW*Zh33*Zn11i*Zn23r*sb
< B01043   |B01042+SW*Zh33*Zn11i*Zn24r*cb-SW*Zh33*Zn11r*Zn23i*sb+SW*Zh33*Zn11r*Zn24i*cb-SW*Zh33*Zn13i*Zn21r*sb-SW*Zh33*Zn13r*Zn21i*sb
< B01044   |B01043+SW*Zh33*Zn14i*Zn21r*cb+SW*Zh33*Zn14r*Zn21i*cb
< B01045   |CW*Zh31*Zn12i*Zn23r+CW*Zh31*Zn12r*Zn23i+CW*Zh31*Zn13i*Zn22r+CW*Zh31*Zn13r*Zn22i-CW*Zh32*Zn12i*Zn24r
< B01046   |B01045-CW*Zh32*Zn12r*Zn24i-CW*Zh32*Zn14i*Zn22r-CW*Zh32*Zn14r*Zn22i-SW*Zh31*Zn11i*Zn23r-SW*Zh31*Zn11r*Zn23i
< B01047   |B01046-SW*Zh31*Zn13i*Zn21r-SW*Zh31*Zn13r*Zn21i+SW*Zh32*Zn11i*Zn24r+SW*Zh32*Zn11r*Zn24i+SW*Zh32*Zn14i*Zn21r
< B01048   |B01047+SW*Zh32*Zn14r*Zn21i-CW*Zh33*Zn12i*Zn23i*sb+CW*Zh33*Zn12i*Zn24i*cb+CW*Zh33*Zn12r*Zn23r*sb-CW*Zh33*Zn12r*Zn24r*cb
< B01049   |B01048-CW*Zh33*Zn13i*Zn22i*sb+CW*Zh33*Zn13r*Zn22r*sb+CW*Zh33*Zn14i*Zn22i*cb-CW*Zh33*Zn14r*Zn22r*cb+SW*Zh33*Zn11i*Zn23i*sb
< B01050   |B01049-SW*Zh33*Zn11i*Zn24i*cb-SW*Zh33*Zn11r*Zn23r*sb+SW*Zh33*Zn11r*Zn24r*cb+SW*Zh33*Zn13i*Zn21i*sb-SW*Zh33*Zn13r*Zn21r*sb
< B01051   |B01050-SW*Zh33*Zn14i*Zn21i*cb+SW*Zh33*Zn14r*Zn21r*cb
< B01052   |Zn13i*Zn33r-Zn13r*Zn33i-Zn14i*Zn34r+Zn14r*Zn34i
< B01053   |Zn13i*Zn33i+Zn13r*Zn33r-Zn14i*Zn34i-Zn14r*Zn34r
< B01054   |CW*Zn12i*Zn33r*cb+CW*Zn12i*Zn34r*sb+CW*Zn12r*Zn33i*cb+CW*Zn12r*Zn34i*sb+CW*Zn13i*Zn32r*cb
< B01055   |B01054+CW*Zn13r*Zn32i*cb+CW*Zn14i*Zn32r*sb+CW*Zn14r*Zn32i*sb-SW*Zn11i*Zn33r*cb-SW*Zn11i*Zn34r*sb
< B01056   |B01055-SW*Zn11r*Zn33i*cb-SW*Zn11r*Zn34i*sb-SW*Zn13i*Zn31r*cb-SW*Zn13r*Zn31i*cb-SW*Zn14i*Zn31r*sb
< B01057   |B01056-SW*Zn14r*Zn31i*sb
< B01058   |CW*Zn12i*Zn33i*cb+CW*Zn12i*Zn34i*sb-CW*Zn12r*Zn33r*cb-CW*Zn12r*Zn34r*sb+CW*Zn13i*Zn32i*cb
< B01059   |B01058-CW*Zn13r*Zn32r*cb+CW*Zn14i*Zn32i*sb-CW*Zn14r*Zn32r*sb-SW*Zn11i*Zn33i*cb-SW*Zn11i*Zn34i*sb
< B01060   |B01059+SW*Zn11r*Zn33r*cb+SW*Zn11r*Zn34r*sb-SW*Zn13i*Zn31i*cb+SW*Zn13r*Zn31r*cb-SW*Zn14i*Zn31i*sb
< B01061   |B01060+SW*Zn14r*Zn31r*sb
< B01062   |CW*Zh11*Zn12i*Zn33i-CW*Zh11*Zn12r*Zn33r+CW*Zh11*Zn13i*Zn32i-CW*Zh11*Zn13r*Zn32r-CW*Zh12*Zn12i*Zn34i
< B01063   |B01062+CW*Zh12*Zn12r*Zn34r-CW*Zh12*Zn14i*Zn32i+CW*Zh12*Zn14r*Zn32r-SW*Zh11*Zn11i*Zn33i+SW*Zh11*Zn11r*Zn33r
< B01064   |B01063-SW*Zh11*Zn13i*Zn31i+SW*Zh11*Zn13r*Zn31r+SW*Zh12*Zn11i*Zn34i-SW*Zh12*Zn11r*Zn34r+SW*Zh12*Zn14i*Zn31i
< B01065   |B01064-SW*Zh12*Zn14r*Zn31r+CW*Zh13*Zn12i*Zn33r*sb-CW*Zh13*Zn12i*Zn34r*cb+CW*Zh13*Zn12r*Zn33i*sb-CW*Zh13*Zn12r*Zn34i*cb
< B01066   |B01065+CW*Zh13*Zn13i*Zn32r*sb+CW*Zh13*Zn13r*Zn32i*sb-CW*Zh13*Zn14i*Zn32r*cb-CW*Zh13*Zn14r*Zn32i*cb-SW*Zh13*Zn11i*Zn33r*sb
< B01067   |B01066+SW*Zh13*Zn11i*Zn34r*cb-SW*Zh13*Zn11r*Zn33i*sb+SW*Zh13*Zn11r*Zn34i*cb-SW*Zh13*Zn13i*Zn31r*sb-SW*Zh13*Zn13r*Zn31i*sb
< B01068   |B01067+SW*Zh13*Zn14i*Zn31r*cb+SW*Zh13*Zn14r*Zn31i*cb
< B01069   |CW*Zh11*Zn12i*Zn33r+CW*Zh11*Zn12r*Zn33i+CW*Zh11*Zn13i*Zn32r+CW*Zh11*Zn13r*Zn32i-CW*Zh12*Zn12i*Zn34r
< B01070   |B01069-CW*Zh12*Zn12r*Zn34i-CW*Zh12*Zn14i*Zn32r-CW*Zh12*Zn14r*Zn32i-SW*Zh11*Zn11i*Zn33r-SW*Zh11*Zn11r*Zn33i
< B01071   |B01070-SW*Zh11*Zn13i*Zn31r-SW*Zh11*Zn13r*Zn31i+SW*Zh12*Zn11i*Zn34r+SW*Zh12*Zn11r*Zn34i+SW*Zh12*Zn14i*Zn31r
< B01072   |B01071+SW*Zh12*Zn14r*Zn31i-CW*Zh13*Zn12i*Zn33i*sb+CW*Zh13*Zn12i*Zn34i*cb+CW*Zh13*Zn12r*Zn33r*sb-CW*Zh13*Zn12r*Zn34r*cb
< B01073   |B01072-CW*Zh13*Zn13i*Zn32i*sb+CW*Zh13*Zn13r*Zn32r*sb+CW*Zh13*Zn14i*Zn32i*cb-CW*Zh13*Zn14r*Zn32r*cb+SW*Zh13*Zn11i*Zn33i*sb
< B01074   |B01073-SW*Zh13*Zn11i*Zn34i*cb-SW*Zh13*Zn11r*Zn33r*sb+SW*Zh13*Zn11r*Zn34r*cb+SW*Zh13*Zn13i*Zn31i*sb-SW*Zh13*Zn13r*Zn31r*sb
< B01075   |B01074-SW*Zh13*Zn14i*Zn31i*cb+SW*Zh13*Zn14r*Zn31r*cb
< B01076   |CW*Zh21*Zn12i*Zn33i-CW*Zh21*Zn12r*Zn33r+CW*Zh21*Zn13i*Zn32i-CW*Zh21*Zn13r*Zn32r-CW*Zh22*Zn12i*Zn34i
< B01077   |B01076+CW*Zh22*Zn12r*Zn34r-CW*Zh22*Zn14i*Zn32i+CW*Zh22*Zn14r*Zn32r-SW*Zh21*Zn11i*Zn33i+SW*Zh21*Zn11r*Zn33r
< B01078   |B01077-SW*Zh21*Zn13i*Zn31i+SW*Zh21*Zn13r*Zn31r+SW*Zh22*Zn11i*Zn34i-SW*Zh22*Zn11r*Zn34r+SW*Zh22*Zn14i*Zn31i
< B01079   |B01078-SW*Zh22*Zn14r*Zn31r+CW*Zh23*Zn12i*Zn33r*sb-CW*Zh23*Zn12i*Zn34r*cb+CW*Zh23*Zn12r*Zn33i*sb-CW*Zh23*Zn12r*Zn34i*cb
< B01080   |B01079+CW*Zh23*Zn13i*Zn32r*sb+CW*Zh23*Zn13r*Zn32i*sb-CW*Zh23*Zn14i*Zn32r*cb-CW*Zh23*Zn14r*Zn32i*cb-SW*Zh23*Zn11i*Zn33r*sb
< B01081   |B01080+SW*Zh23*Zn11i*Zn34r*cb-SW*Zh23*Zn11r*Zn33i*sb+SW*Zh23*Zn11r*Zn34i*cb-SW*Zh23*Zn13i*Zn31r*sb-SW*Zh23*Zn13r*Zn31i*sb
< B01082   |B01081+SW*Zh23*Zn14i*Zn31r*cb+SW*Zh23*Zn14r*Zn31i*cb
< B01083   |CW*Zh21*Zn12i*Zn33r+CW*Zh21*Zn12r*Zn33i+CW*Zh21*Zn13i*Zn32r+CW*Zh21*Zn13r*Zn32i-CW*Zh22*Zn12i*Zn34r
< B01084   |B01083-CW*Zh22*Zn12r*Zn34i-CW*Zh22*Zn14i*Zn32r-CW*Zh22*Zn14r*Zn32i-SW*Zh21*Zn11i*Zn33r-SW*Zh21*Zn11r*Zn33i
< B01085   |B01084-SW*Zh21*Zn13i*Zn31r-SW*Zh21*Zn13r*Zn31i+SW*Zh22*Zn11i*Zn34r+SW*Zh22*Zn11r*Zn34i+SW*Zh22*Zn14i*Zn31r
< B01086   |B01085+SW*Zh22*Zn14r*Zn31i-CW*Zh23*Zn12i*Zn33i*sb+CW*Zh23*Zn12i*Zn34i*cb+CW*Zh23*Zn12r*Zn33r*sb-CW*Zh23*Zn12r*Zn34r*cb
< B01087   |B01086-CW*Zh23*Zn13i*Zn32i*sb+CW*Zh23*Zn13r*Zn32r*sb+CW*Zh23*Zn14i*Zn32i*cb-CW*Zh23*Zn14r*Zn32r*cb+SW*Zh23*Zn11i*Zn33i*sb
< B01088   |B01087-SW*Zh23*Zn11i*Zn34i*cb-SW*Zh23*Zn11r*Zn33r*sb+SW*Zh23*Zn11r*Zn34r*cb+SW*Zh23*Zn13i*Zn31i*sb-SW*Zh23*Zn13r*Zn31r*sb
< B01089   |B01088-SW*Zh23*Zn14i*Zn31i*cb+SW*Zh23*Zn14r*Zn31r*cb
< B01090   |CW*Zh31*Zn12i*Zn33i-CW*Zh31*Zn12r*Zn33r+CW*Zh31*Zn13i*Zn32i-CW*Zh31*Zn13r*Zn32r-CW*Zh32*Zn12i*Zn34i
< B01091   |B01090+CW*Zh32*Zn12r*Zn34r-CW*Zh32*Zn14i*Zn32i+CW*Zh32*Zn14r*Zn32r-SW*Zh31*Zn11i*Zn33i+SW*Zh31*Zn11r*Zn33r
< B01092   |B01091-SW*Zh31*Zn13i*Zn31i+SW*Zh31*Zn13r*Zn31r+SW*Zh32*Zn11i*Zn34i-SW*Zh32*Zn11r*Zn34r+SW*Zh32*Zn14i*Zn31i
< B01093   |B01092-SW*Zh32*Zn14r*Zn31r+CW*Zh33*Zn12i*Zn33r*sb-CW*Zh33*Zn12i*Zn34r*cb+CW*Zh33*Zn12r*Zn33i*sb-CW*Zh33*Zn12r*Zn34i*cb
< B01094   |B01093+CW*Zh33*Zn13i*Zn32r*sb+CW*Zh33*Zn13r*Zn32i*sb-CW*Zh33*Zn14i*Zn32r*cb-CW*Zh33*Zn14r*Zn32i*cb-SW*Zh33*Zn11i*Zn33r*sb
< B01095   |B01094+SW*Zh33*Zn11i*Zn34r*cb-SW*Zh33*Zn11r*Zn33i*sb+SW*Zh33*Zn11r*Zn34i*cb-SW*Zh33*Zn13i*Zn31r*sb-SW*Zh33*Zn13r*Zn31i*sb
< B01096   |B01095+SW*Zh33*Zn14i*Zn31r*cb+SW*Zh33*Zn14r*Zn31i*cb
< B01097   |CW*Zh31*Zn12i*Zn33r+CW*Zh31*Zn12r*Zn33i+CW*Zh31*Zn13i*Zn32r+CW*Zh31*Zn13r*Zn32i-CW*Zh32*Zn12i*Zn34r
< B01098   |B01097-CW*Zh32*Zn12r*Zn34i-CW*Zh32*Zn14i*Zn32r-CW*Zh32*Zn14r*Zn32i-SW*Zh31*Zn11i*Zn33r-SW*Zh31*Zn11r*Zn33i
< B01099   |B01098-SW*Zh31*Zn13i*Zn31r-SW*Zh31*Zn13r*Zn31i+SW*Zh32*Zn11i*Zn34r+SW*Zh32*Zn11r*Zn34i+SW*Zh32*Zn14i*Zn31r
< B01100   |B01099+SW*Zh32*Zn14r*Zn31i-CW*Zh33*Zn12i*Zn33i*sb+CW*Zh33*Zn12i*Zn34i*cb+CW*Zh33*Zn12r*Zn33r*sb-CW*Zh33*Zn12r*Zn34r*cb
< B01101   |B01100-CW*Zh33*Zn13i*Zn32i*sb+CW*Zh33*Zn13r*Zn32r*sb+CW*Zh33*Zn14i*Zn32i*cb-CW*Zh33*Zn14r*Zn32r*cb+SW*Zh33*Zn11i*Zn33i*sb
< B01102   |B01101-SW*Zh33*Zn11i*Zn34i*cb-SW*Zh33*Zn11r*Zn33r*sb+SW*Zh33*Zn11r*Zn34r*cb+SW*Zh33*Zn13i*Zn31i*sb-SW*Zh33*Zn13r*Zn31r*sb
< B01103   |B01102-SW*Zh33*Zn14i*Zn31i*cb+SW*Zh33*Zn14r*Zn31r*cb
< B01104   |Zn13i*Zn43r-Zn13r*Zn43i-Zn14i*Zn44r+Zn14r*Zn44i
< B01105   |Zn13i*Zn43i+Zn13r*Zn43r-Zn14i*Zn44i-Zn14r*Zn44r
< B01106   |CW*Zn12i*Zn43r*cb+CW*Zn12i*Zn44r*sb+CW*Zn12r*Zn43i*cb+CW*Zn12r*Zn44i*sb+CW*Zn13i*Zn42r*cb
< B01107   |B01106+CW*Zn13r*Zn42i*cb+CW*Zn14i*Zn42r*sb+CW*Zn14r*Zn42i*sb-SW*Zn11i*Zn43r*cb-SW*Zn11i*Zn44r*sb
< B01108   |B01107-SW*Zn11r*Zn43i*cb-SW*Zn11r*Zn44i*sb-SW*Zn13i*Zn41r*cb-SW*Zn13r*Zn41i*cb-SW*Zn14i*Zn41r*sb
< B01109   |B01108-SW*Zn14r*Zn41i*sb
< B01110   |CW*Zn12i*Zn43i*cb+CW*Zn12i*Zn44i*sb-CW*Zn12r*Zn43r*cb-CW*Zn12r*Zn44r*sb+CW*Zn13i*Zn42i*cb
< B01111   |B01110-CW*Zn13r*Zn42r*cb+CW*Zn14i*Zn42i*sb-CW*Zn14r*Zn42r*sb-SW*Zn11i*Zn43i*cb-SW*Zn11i*Zn44i*sb
< B01112   |B01111+SW*Zn11r*Zn43r*cb+SW*Zn11r*Zn44r*sb-SW*Zn13i*Zn41i*cb+SW*Zn13r*Zn41r*cb-SW*Zn14i*Zn41i*sb
< B01113   |B01112+SW*Zn14r*Zn41r*sb
< B01114   |CW*Zh11*Zn12i*Zn43i-CW*Zh11*Zn12r*Zn43r+CW*Zh11*Zn13i*Zn42i-CW*Zh11*Zn13r*Zn42r-CW*Zh12*Zn12i*Zn44i
< B01115   |B01114+CW*Zh12*Zn12r*Zn44r-CW*Zh12*Zn14i*Zn42i+CW*Zh12*Zn14r*Zn42r-SW*Zh11*Zn11i*Zn43i+SW*Zh11*Zn11r*Zn43r
< B01116   |B01115-SW*Zh11*Zn13i*Zn41i+SW*Zh11*Zn13r*Zn41r+SW*Zh12*Zn11i*Zn44i-SW*Zh12*Zn11r*Zn44r+SW*Zh12*Zn14i*Zn41i
< B01117   |B01116-SW*Zh12*Zn14r*Zn41r+CW*Zh13*Zn12i*Zn43r*sb-CW*Zh13*Zn12i*Zn44r*cb+CW*Zh13*Zn12r*Zn43i*sb-CW*Zh13*Zn12r*Zn44i*cb
< B01118   |B01117+CW*Zh13*Zn13i*Zn42r*sb+CW*Zh13*Zn13r*Zn42i*sb-CW*Zh13*Zn14i*Zn42r*cb-CW*Zh13*Zn14r*Zn42i*cb-SW*Zh13*Zn11i*Zn43r*sb
< B01119   |B01118+SW*Zh13*Zn11i*Zn44r*cb-SW*Zh13*Zn11r*Zn43i*sb+SW*Zh13*Zn11r*Zn44i*cb-SW*Zh13*Zn13i*Zn41r*sb-SW*Zh13*Zn13r*Zn41i*sb
< B01120   |B01119+SW*Zh13*Zn14i*Zn41r*cb+SW*Zh13*Zn14r*Zn41i*cb
< B01121   |CW*Zh11*Zn12i*Zn43r+CW*Zh11*Zn12r*Zn43i+CW*Zh11*Zn13i*Zn42r+CW*Zh11*Zn13r*Zn42i-CW*Zh12*Zn12i*Zn44r
< B01122   |B01121-CW*Zh12*Zn12r*Zn44i-CW*Zh12*Zn14i*Zn42r-CW*Zh12*Zn14r*Zn42i-SW*Zh11*Zn11i*Zn43r-SW*Zh11*Zn11r*Zn43i
< B01123   |B01122-SW*Zh11*Zn13i*Zn41r-SW*Zh11*Zn13r*Zn41i+SW*Zh12*Zn11i*Zn44r+SW*Zh12*Zn11r*Zn44i+SW*Zh12*Zn14i*Zn41r
< B01124   |B01123+SW*Zh12*Zn14r*Zn41i-CW*Zh13*Zn12i*Zn43i*sb+CW*Zh13*Zn12i*Zn44i*cb+CW*Zh13*Zn12r*Zn43r*sb-CW*Zh13*Zn12r*Zn44r*cb
< B01125   |B01124-CW*Zh13*Zn13i*Zn42i*sb+CW*Zh13*Zn13r*Zn42r*sb+CW*Zh13*Zn14i*Zn42i*cb-CW*Zh13*Zn14r*Zn42r*cb+SW*Zh13*Zn11i*Zn43i*sb
< B01126   |B01125-SW*Zh13*Zn11i*Zn44i*cb-SW*Zh13*Zn11r*Zn43r*sb+SW*Zh13*Zn11r*Zn44r*cb+SW*Zh13*Zn13i*Zn41i*sb-SW*Zh13*Zn13r*Zn41r*sb
< B01127   |B01126-SW*Zh13*Zn14i*Zn41i*cb+SW*Zh13*Zn14r*Zn41r*cb
< B01128   |CW*Zh21*Zn12i*Zn43i-CW*Zh21*Zn12r*Zn43r+CW*Zh21*Zn13i*Zn42i-CW*Zh21*Zn13r*Zn42r-CW*Zh22*Zn12i*Zn44i
< B01129   |B01128+CW*Zh22*Zn12r*Zn44r-CW*Zh22*Zn14i*Zn42i+CW*Zh22*Zn14r*Zn42r-SW*Zh21*Zn11i*Zn43i+SW*Zh21*Zn11r*Zn43r
< B01130   |B01129-SW*Zh21*Zn13i*Zn41i+SW*Zh21*Zn13r*Zn41r+SW*Zh22*Zn11i*Zn44i-SW*Zh22*Zn11r*Zn44r+SW*Zh22*Zn14i*Zn41i
< B01131   |B01130-SW*Zh22*Zn14r*Zn41r+CW*Zh23*Zn12i*Zn43r*sb-CW*Zh23*Zn12i*Zn44r*cb+CW*Zh23*Zn12r*Zn43i*sb-CW*Zh23*Zn12r*Zn44i*cb
< B01132   |B01131+CW*Zh23*Zn13i*Zn42r*sb+CW*Zh23*Zn13r*Zn42i*sb-CW*Zh23*Zn14i*Zn42r*cb-CW*Zh23*Zn14r*Zn42i*cb-SW*Zh23*Zn11i*Zn43r*sb
< B01133   |B01132+SW*Zh23*Zn11i*Zn44r*cb-SW*Zh23*Zn11r*Zn43i*sb+SW*Zh23*Zn11r*Zn44i*cb-SW*Zh23*Zn13i*Zn41r*sb-SW*Zh23*Zn13r*Zn41i*sb
< B01134   |B01133+SW*Zh23*Zn14i*Zn41r*cb+SW*Zh23*Zn14r*Zn41i*cb
< B01135   |CW*Zh21*Zn12i*Zn43r+CW*Zh21*Zn12r*Zn43i+CW*Zh21*Zn13i*Zn42r+CW*Zh21*Zn13r*Zn42i-CW*Zh22*Zn12i*Zn44r
< B01136   |B01135-CW*Zh22*Zn12r*Zn44i-CW*Zh22*Zn14i*Zn42r-CW*Zh22*Zn14r*Zn42i-SW*Zh21*Zn11i*Zn43r-SW*Zh21*Zn11r*Zn43i
< B01137   |B01136-SW*Zh21*Zn13i*Zn41r-SW*Zh21*Zn13r*Zn41i+SW*Zh22*Zn11i*Zn44r+SW*Zh22*Zn11r*Zn44i+SW*Zh22*Zn14i*Zn41r
< B01138   |B01137+SW*Zh22*Zn14r*Zn41i-CW*Zh23*Zn12i*Zn43i*sb+CW*Zh23*Zn12i*Zn44i*cb+CW*Zh23*Zn12r*Zn43r*sb-CW*Zh23*Zn12r*Zn44r*cb
< B01139   |B01138-CW*Zh23*Zn13i*Zn42i*sb+CW*Zh23*Zn13r*Zn42r*sb+CW*Zh23*Zn14i*Zn42i*cb-CW*Zh23*Zn14r*Zn42r*cb+SW*Zh23*Zn11i*Zn43i*sb
< B01140   |B01139-SW*Zh23*Zn11i*Zn44i*cb-SW*Zh23*Zn11r*Zn43r*sb+SW*Zh23*Zn11r*Zn44r*cb+SW*Zh23*Zn13i*Zn41i*sb-SW*Zh23*Zn13r*Zn41r*sb
< B01141   |B01140-SW*Zh23*Zn14i*Zn41i*cb+SW*Zh23*Zn14r*Zn41r*cb
< B01142   |CW*Zh31*Zn12i*Zn43i-CW*Zh31*Zn12r*Zn43r+CW*Zh31*Zn13i*Zn42i-CW*Zh31*Zn13r*Zn42r-CW*Zh32*Zn12i*Zn44i
< B01143   |B01142+CW*Zh32*Zn12r*Zn44r-CW*Zh32*Zn14i*Zn42i+CW*Zh32*Zn14r*Zn42r-SW*Zh31*Zn11i*Zn43i+SW*Zh31*Zn11r*Zn43r
< B01144   |B01143-SW*Zh31*Zn13i*Zn41i+SW*Zh31*Zn13r*Zn41r+SW*Zh32*Zn11i*Zn44i-SW*Zh32*Zn11r*Zn44r+SW*Zh32*Zn14i*Zn41i
< B01145   |B01144-SW*Zh32*Zn14r*Zn41r+CW*Zh33*Zn12i*Zn43r*sb-CW*Zh33*Zn12i*Zn44r*cb+CW*Zh33*Zn12r*Zn43i*sb-CW*Zh33*Zn12r*Zn44i*cb
< B01146   |B01145+CW*Zh33*Zn13i*Zn42r*sb+CW*Zh33*Zn13r*Zn42i*sb-CW*Zh33*Zn14i*Zn42r*cb-CW*Zh33*Zn14r*Zn42i*cb-SW*Zh33*Zn11i*Zn43r*sb
< B01147   |B01146+SW*Zh33*Zn11i*Zn44r*cb-SW*Zh33*Zn11r*Zn43i*sb+SW*Zh33*Zn11r*Zn44i*cb-SW*Zh33*Zn13i*Zn41r*sb-SW*Zh33*Zn13r*Zn41i*sb
< B01148   |B01147+SW*Zh33*Zn14i*Zn41r*cb+SW*Zh33*Zn14r*Zn41i*cb
< B01149   |CW*Zh31*Zn12i*Zn43r+CW*Zh31*Zn12r*Zn43i+CW*Zh31*Zn13i*Zn42r+CW*Zh31*Zn13r*Zn42i-CW*Zh32*Zn12i*Zn44r
< B01150   |B01149-CW*Zh32*Zn12r*Zn44i-CW*Zh32*Zn14i*Zn42r-CW*Zh32*Zn14r*Zn42i-SW*Zh31*Zn11i*Zn43r-SW*Zh31*Zn11r*Zn43i
< B01151   |B01150-SW*Zh31*Zn13i*Zn41r-SW*Zh31*Zn13r*Zn41i+SW*Zh32*Zn11i*Zn44r+SW*Zh32*Zn11r*Zn44i+SW*Zh32*Zn14i*Zn41r
< B01152   |B01151+SW*Zh32*Zn14r*Zn41i-CW*Zh33*Zn12i*Zn43i*sb+CW*Zh33*Zn12i*Zn44i*cb+CW*Zh33*Zn12r*Zn43r*sb-CW*Zh33*Zn12r*Zn44r*cb
< B01153   |B01152-CW*Zh33*Zn13i*Zn42i*sb+CW*Zh33*Zn13r*Zn42r*sb+CW*Zh33*Zn14i*Zn42i*cb-CW*Zh33*Zn14r*Zn42r*cb+SW*Zh33*Zn11i*Zn43i*sb
< B01154   |B01153-SW*Zh33*Zn11i*Zn44i*cb-SW*Zh33*Zn11r*Zn43r*sb+SW*Zh33*Zn11r*Zn44r*cb+SW*Zh33*Zn13i*Zn41i*sb-SW*Zh33*Zn13r*Zn41r*sb
< B01155   |B01154-SW*Zh33*Zn14i*Zn41i*cb+SW*Zh33*Zn14r*Zn41r*cb
< B01156   |Zn23i^2+Zn23r^2-Zn24i^2-Zn24r^2
< B01157   |CW*Zn22i*Zn23r*cb+CW*Zn22i*Zn24r*sb+CW*Zn22r*Zn23i*cb+CW*Zn22r*Zn24i*sb-SW*Zn21i*Zn23r*cb
< B01158   |B01157-SW*Zn21i*Zn24r*sb-SW*Zn21r*Zn23i*cb-SW*Zn21r*Zn24i*sb
< B01159   |CW*Zn22i*Zn23i*cb+CW*Zn22i*Zn24i*sb-CW*Zn22r*Zn23r*cb-CW*Zn22r*Zn24r*sb-SW*Zn21i*Zn23i*cb
< B01160   |B01159-SW*Zn21i*Zn24i*sb+SW*Zn21r*Zn23r*cb+SW*Zn21r*Zn24r*sb
< B01161   |CW*Zh11*Zn22i*Zn23i-CW*Zh11*Zn22r*Zn23r-CW*Zh12*Zn22i*Zn24i+CW*Zh12*Zn22r*Zn24r-SW*Zh11*Zn21i*Zn23i
< B01162   |B01161+SW*Zh11*Zn21r*Zn23r+SW*Zh12*Zn21i*Zn24i-SW*Zh12*Zn21r*Zn24r+CW*Zh13*Zn22i*Zn23r*sb-CW*Zh13*Zn22i*Zn24r*cb
< B01163   |B01162+CW*Zh13*Zn22r*Zn23i*sb-CW*Zh13*Zn22r*Zn24i*cb-SW*Zh13*Zn21i*Zn23r*sb+SW*Zh13*Zn21i*Zn24r*cb-SW*Zh13*Zn21r*Zn23i*sb
< B01164   |B01163+SW*Zh13*Zn21r*Zn24i*cb
< B01165   |CW*Zh11*Zn22i*Zn23r+CW*Zh11*Zn22r*Zn23i-CW*Zh12*Zn22i*Zn24r-CW*Zh12*Zn22r*Zn24i-SW*Zh11*Zn21i*Zn23r
< B01166   |B01165-SW*Zh11*Zn21r*Zn23i+SW*Zh12*Zn21i*Zn24r+SW*Zh12*Zn21r*Zn24i-CW*Zh13*Zn22i*Zn23i*sb+CW*Zh13*Zn22i*Zn24i*cb
< B01167   |B01166+CW*Zh13*Zn22r*Zn23r*sb-CW*Zh13*Zn22r*Zn24r*cb+SW*Zh13*Zn21i*Zn23i*sb-SW*Zh13*Zn21i*Zn24i*cb-SW*Zh13*Zn21r*Zn23r*sb
< B01168   |B01167+SW*Zh13*Zn21r*Zn24r*cb
< B01169   |CW*Zh21*Zn22i*Zn23i-CW*Zh21*Zn22r*Zn23r-CW*Zh22*Zn22i*Zn24i+CW*Zh22*Zn22r*Zn24r-SW*Zh21*Zn21i*Zn23i
< B01170   |B01169+SW*Zh21*Zn21r*Zn23r+SW*Zh22*Zn21i*Zn24i-SW*Zh22*Zn21r*Zn24r+CW*Zh23*Zn22i*Zn23r*sb-CW*Zh23*Zn22i*Zn24r*cb
< B01171   |B01170+CW*Zh23*Zn22r*Zn23i*sb-CW*Zh23*Zn22r*Zn24i*cb-SW*Zh23*Zn21i*Zn23r*sb+SW*Zh23*Zn21i*Zn24r*cb-SW*Zh23*Zn21r*Zn23i*sb
< B01172   |B01171+SW*Zh23*Zn21r*Zn24i*cb
< B01173   |CW*Zh21*Zn22i*Zn23r+CW*Zh21*Zn22r*Zn23i-CW*Zh22*Zn22i*Zn24r-CW*Zh22*Zn22r*Zn24i-SW*Zh21*Zn21i*Zn23r
< B01174   |B01173-SW*Zh21*Zn21r*Zn23i+SW*Zh22*Zn21i*Zn24r+SW*Zh22*Zn21r*Zn24i-CW*Zh23*Zn22i*Zn23i*sb+CW*Zh23*Zn22i*Zn24i*cb
< B01175   |B01174+CW*Zh23*Zn22r*Zn23r*sb-CW*Zh23*Zn22r*Zn24r*cb+SW*Zh23*Zn21i*Zn23i*sb-SW*Zh23*Zn21i*Zn24i*cb-SW*Zh23*Zn21r*Zn23r*sb
< B01176   |B01175+SW*Zh23*Zn21r*Zn24r*cb
< B01177   |CW*Zh31*Zn22i*Zn23i-CW*Zh31*Zn22r*Zn23r-CW*Zh32*Zn22i*Zn24i+CW*Zh32*Zn22r*Zn24r-SW*Zh31*Zn21i*Zn23i
< B01178   |B01177+SW*Zh31*Zn21r*Zn23r+SW*Zh32*Zn21i*Zn24i-SW*Zh32*Zn21r*Zn24r+CW*Zh33*Zn22i*Zn23r*sb-CW*Zh33*Zn22i*Zn24r*cb
< B01179   |B01178+CW*Zh33*Zn22r*Zn23i*sb-CW*Zh33*Zn22r*Zn24i*cb-SW*Zh33*Zn21i*Zn23r*sb+SW*Zh33*Zn21i*Zn24r*cb-SW*Zh33*Zn21r*Zn23i*sb
< B01180   |B01179+SW*Zh33*Zn21r*Zn24i*cb
< B01181   |CW*Zh31*Zn22i*Zn23r+CW*Zh31*Zn22r*Zn23i-CW*Zh32*Zn22i*Zn24r-CW*Zh32*Zn22r*Zn24i-SW*Zh31*Zn21i*Zn23r
< B01182   |B01181-SW*Zh31*Zn21r*Zn23i+SW*Zh32*Zn21i*Zn24r+SW*Zh32*Zn21r*Zn24i-CW*Zh33*Zn22i*Zn23i*sb+CW*Zh33*Zn22i*Zn24i*cb
< B01183   |B01182+CW*Zh33*Zn22r*Zn23r*sb-CW*Zh33*Zn22r*Zn24r*cb+SW*Zh33*Zn21i*Zn23i*sb-SW*Zh33*Zn21i*Zn24i*cb-SW*Zh33*Zn21r*Zn23r*sb
< B01184   |B01183+SW*Zh33*Zn21r*Zn24r*cb
< B01185   |Zn23i*Zn33r-Zn23r*Zn33i-Zn24i*Zn34r+Zn24r*Zn34i
< B01186   |Zn23i*Zn33i+Zn23r*Zn33r-Zn24i*Zn34i-Zn24r*Zn34r
< B01187   |CW*Zn22i*Zn33r*cb+CW*Zn22i*Zn34r*sb+CW*Zn22r*Zn33i*cb+CW*Zn22r*Zn34i*sb+CW*Zn23i*Zn32r*cb
< B01188   |B01187+CW*Zn23r*Zn32i*cb+CW*Zn24i*Zn32r*sb+CW*Zn24r*Zn32i*sb-SW*Zn21i*Zn33r*cb-SW*Zn21i*Zn34r*sb
< B01189   |B01188-SW*Zn21r*Zn33i*cb-SW*Zn21r*Zn34i*sb-SW*Zn23i*Zn31r*cb-SW*Zn23r*Zn31i*cb-SW*Zn24i*Zn31r*sb
< B01190   |B01189-SW*Zn24r*Zn31i*sb
< B01191   |CW*Zn22i*Zn33i*cb+CW*Zn22i*Zn34i*sb-CW*Zn22r*Zn33r*cb-CW*Zn22r*Zn34r*sb+CW*Zn23i*Zn32i*cb
< B01192   |B01191-CW*Zn23r*Zn32r*cb+CW*Zn24i*Zn32i*sb-CW*Zn24r*Zn32r*sb-SW*Zn21i*Zn33i*cb-SW*Zn21i*Zn34i*sb
< B01193   |B01192+SW*Zn21r*Zn33r*cb+SW*Zn21r*Zn34r*sb-SW*Zn23i*Zn31i*cb+SW*Zn23r*Zn31r*cb-SW*Zn24i*Zn31i*sb
< B01194   |B01193+SW*Zn24r*Zn31r*sb
< B01195   |CW*Zh11*Zn22i*Zn33i-CW*Zh11*Zn22r*Zn33r+CW*Zh11*Zn23i*Zn32i-CW*Zh11*Zn23r*Zn32r-CW*Zh12*Zn22i*Zn34i
< B01196   |B01195+CW*Zh12*Zn22r*Zn34r-CW*Zh12*Zn24i*Zn32i+CW*Zh12*Zn24r*Zn32r-SW*Zh11*Zn21i*Zn33i+SW*Zh11*Zn21r*Zn33r
< B01197   |B01196-SW*Zh11*Zn23i*Zn31i+SW*Zh11*Zn23r*Zn31r+SW*Zh12*Zn21i*Zn34i-SW*Zh12*Zn21r*Zn34r+SW*Zh12*Zn24i*Zn31i
< B01198   |B01197-SW*Zh12*Zn24r*Zn31r+CW*Zh13*Zn22i*Zn33r*sb-CW*Zh13*Zn22i*Zn34r*cb+CW*Zh13*Zn22r*Zn33i*sb-CW*Zh13*Zn22r*Zn34i*cb
< B01199   |B01198+CW*Zh13*Zn23i*Zn32r*sb+CW*Zh13*Zn23r*Zn32i*sb-CW*Zh13*Zn24i*Zn32r*cb-CW*Zh13*Zn24r*Zn32i*cb-SW*Zh13*Zn21i*Zn33r*sb
< B01200   |B01199+SW*Zh13*Zn21i*Zn34r*cb-SW*Zh13*Zn21r*Zn33i*sb+SW*Zh13*Zn21r*Zn34i*cb-SW*Zh13*Zn23i*Zn31r*sb-SW*Zh13*Zn23r*Zn31i*sb
< B01201   |B01200+SW*Zh13*Zn24i*Zn31r*cb+SW*Zh13*Zn24r*Zn31i*cb
< B01202   |CW*Zh11*Zn22i*Zn33r+CW*Zh11*Zn22r*Zn33i+CW*Zh11*Zn23i*Zn32r+CW*Zh11*Zn23r*Zn32i-CW*Zh12*Zn22i*Zn34r
< B01203   |B01202-CW*Zh12*Zn22r*Zn34i-CW*Zh12*Zn24i*Zn32r-CW*Zh12*Zn24r*Zn32i-SW*Zh11*Zn21i*Zn33r-SW*Zh11*Zn21r*Zn33i
< B01204   |B01203-SW*Zh11*Zn23i*Zn31r-SW*Zh11*Zn23r*Zn31i+SW*Zh12*Zn21i*Zn34r+SW*Zh12*Zn21r*Zn34i+SW*Zh12*Zn24i*Zn31r
< B01205   |B01204+SW*Zh12*Zn24r*Zn31i-CW*Zh13*Zn22i*Zn33i*sb+CW*Zh13*Zn22i*Zn34i*cb+CW*Zh13*Zn22r*Zn33r*sb-CW*Zh13*Zn22r*Zn34r*cb
< B01206   |B01205-CW*Zh13*Zn23i*Zn32i*sb+CW*Zh13*Zn23r*Zn32r*sb+CW*Zh13*Zn24i*Zn32i*cb-CW*Zh13*Zn24r*Zn32r*cb+SW*Zh13*Zn21i*Zn33i*sb
< B01207   |B01206-SW*Zh13*Zn21i*Zn34i*cb-SW*Zh13*Zn21r*Zn33r*sb+SW*Zh13*Zn21r*Zn34r*cb+SW*Zh13*Zn23i*Zn31i*sb-SW*Zh13*Zn23r*Zn31r*sb
< B01208   |B01207-SW*Zh13*Zn24i*Zn31i*cb+SW*Zh13*Zn24r*Zn31r*cb
< B01209   |CW*Zh21*Zn22i*Zn33i-CW*Zh21*Zn22r*Zn33r+CW*Zh21*Zn23i*Zn32i-CW*Zh21*Zn23r*Zn32r-CW*Zh22*Zn22i*Zn34i
< B01210   |B01209+CW*Zh22*Zn22r*Zn34r-CW*Zh22*Zn24i*Zn32i+CW*Zh22*Zn24r*Zn32r-SW*Zh21*Zn21i*Zn33i+SW*Zh21*Zn21r*Zn33r
< B01211   |B01210-SW*Zh21*Zn23i*Zn31i+SW*Zh21*Zn23r*Zn31r+SW*Zh22*Zn21i*Zn34i-SW*Zh22*Zn21r*Zn34r+SW*Zh22*Zn24i*Zn31i
< B01212   |B01211-SW*Zh22*Zn24r*Zn31r+CW*Zh23*Zn22i*Zn33r*sb-CW*Zh23*Zn22i*Zn34r*cb+CW*Zh23*Zn22r*Zn33i*sb-CW*Zh23*Zn22r*Zn34i*cb
< B01213   |B01212+CW*Zh23*Zn23i*Zn32r*sb+CW*Zh23*Zn23r*Zn32i*sb-CW*Zh23*Zn24i*Zn32r*cb-CW*Zh23*Zn24r*Zn32i*cb-SW*Zh23*Zn21i*Zn33r*sb
< B01214   |B01213+SW*Zh23*Zn21i*Zn34r*cb-SW*Zh23*Zn21r*Zn33i*sb+SW*Zh23*Zn21r*Zn34i*cb-SW*Zh23*Zn23i*Zn31r*sb-SW*Zh23*Zn23r*Zn31i*sb
< B01215   |B01214+SW*Zh23*Zn24i*Zn31r*cb+SW*Zh23*Zn24r*Zn31i*cb
< B01216   |CW*Zh21*Zn22i*Zn33r+CW*Zh21*Zn22r*Zn33i+CW*Zh21*Zn23i*Zn32r+CW*Zh21*Zn23r*Zn32i-CW*Zh22*Zn22i*Zn34r
< B01217   |B01216-CW*Zh22*Zn22r*Zn34i-CW*Zh22*Zn24i*Zn32r-CW*Zh22*Zn24r*Zn32i-SW*Zh21*Zn21i*Zn33r-SW*Zh21*Zn21r*Zn33i
< B01218   |B01217-SW*Zh21*Zn23i*Zn31r-SW*Zh21*Zn23r*Zn31i+SW*Zh22*Zn21i*Zn34r+SW*Zh22*Zn21r*Zn34i+SW*Zh22*Zn24i*Zn31r
< B01219   |B01218+SW*Zh22*Zn24r*Zn31i-CW*Zh23*Zn22i*Zn33i*sb+CW*Zh23*Zn22i*Zn34i*cb+CW*Zh23*Zn22r*Zn33r*sb-CW*Zh23*Zn22r*Zn34r*cb
< B01220   |B01219-CW*Zh23*Zn23i*Zn32i*sb+CW*Zh23*Zn23r*Zn32r*sb+CW*Zh23*Zn24i*Zn32i*cb-CW*Zh23*Zn24r*Zn32r*cb+SW*Zh23*Zn21i*Zn33i*sb
< B01221   |B01220-SW*Zh23*Zn21i*Zn34i*cb-SW*Zh23*Zn21r*Zn33r*sb+SW*Zh23*Zn21r*Zn34r*cb+SW*Zh23*Zn23i*Zn31i*sb-SW*Zh23*Zn23r*Zn31r*sb
< B01222   |B01221-SW*Zh23*Zn24i*Zn31i*cb+SW*Zh23*Zn24r*Zn31r*cb
< B01223   |CW*Zh31*Zn22i*Zn33i-CW*Zh31*Zn22r*Zn33r+CW*Zh31*Zn23i*Zn32i-CW*Zh31*Zn23r*Zn32r-CW*Zh32*Zn22i*Zn34i
< B01224   |B01223+CW*Zh32*Zn22r*Zn34r-CW*Zh32*Zn24i*Zn32i+CW*Zh32*Zn24r*Zn32r-SW*Zh31*Zn21i*Zn33i+SW*Zh31*Zn21r*Zn33r
< B01225   |B01224-SW*Zh31*Zn23i*Zn31i+SW*Zh31*Zn23r*Zn31r+SW*Zh32*Zn21i*Zn34i-SW*Zh32*Zn21r*Zn34r+SW*Zh32*Zn24i*Zn31i
< B01226   |B01225-SW*Zh32*Zn24r*Zn31r+CW*Zh33*Zn22i*Zn33r*sb-CW*Zh33*Zn22i*Zn34r*cb+CW*Zh33*Zn22r*Zn33i*sb-CW*Zh33*Zn22r*Zn34i*cb
< B01227   |B01226+CW*Zh33*Zn23i*Zn32r*sb+CW*Zh33*Zn23r*Zn32i*sb-CW*Zh33*Zn24i*Zn32r*cb-CW*Zh33*Zn24r*Zn32i*cb-SW*Zh33*Zn21i*Zn33r*sb
< B01228   |B01227+SW*Zh33*Zn21i*Zn34r*cb-SW*Zh33*Zn21r*Zn33i*sb+SW*Zh33*Zn21r*Zn34i*cb-SW*Zh33*Zn23i*Zn31r*sb-SW*Zh33*Zn23r*Zn31i*sb
< B01229   |B01228+SW*Zh33*Zn24i*Zn31r*cb+SW*Zh33*Zn24r*Zn31i*cb
< B01230   |CW*Zh31*Zn22i*Zn33r+CW*Zh31*Zn22r*Zn33i+CW*Zh31*Zn23i*Zn32r+CW*Zh31*Zn23r*Zn32i-CW*Zh32*Zn22i*Zn34r
< B01231   |B01230-CW*Zh32*Zn22r*Zn34i-CW*Zh32*Zn24i*Zn32r-CW*Zh32*Zn24r*Zn32i-SW*Zh31*Zn21i*Zn33r-SW*Zh31*Zn21r*Zn33i
< B01232   |B01231-SW*Zh31*Zn23i*Zn31r-SW*Zh31*Zn23r*Zn31i+SW*Zh32*Zn21i*Zn34r+SW*Zh32*Zn21r*Zn34i+SW*Zh32*Zn24i*Zn31r
< B01233   |B01232+SW*Zh32*Zn24r*Zn31i-CW*Zh33*Zn22i*Zn33i*sb+CW*Zh33*Zn22i*Zn34i*cb+CW*Zh33*Zn22r*Zn33r*sb-CW*Zh33*Zn22r*Zn34r*cb
< B01234   |B01233-CW*Zh33*Zn23i*Zn32i*sb+CW*Zh33*Zn23r*Zn32r*sb+CW*Zh33*Zn24i*Zn32i*cb-CW*Zh33*Zn24r*Zn32r*cb+SW*Zh33*Zn21i*Zn33i*sb
< B01235   |B01234-SW*Zh33*Zn21i*Zn34i*cb-SW*Zh33*Zn21r*Zn33r*sb+SW*Zh33*Zn21r*Zn34r*cb+SW*Zh33*Zn23i*Zn31i*sb-SW*Zh33*Zn23r*Zn31r*sb
< B01236   |B01235-SW*Zh33*Zn24i*Zn31i*cb+SW*Zh33*Zn24r*Zn31r*cb
< B01237   |Zn23i*Zn43r-Zn23r*Zn43i-Zn24i*Zn44r+Zn24r*Zn44i
< B01238   |Zn23i*Zn43i+Zn23r*Zn43r-Zn24i*Zn44i-Zn24r*Zn44r
< B01239   |CW*Zn22i*Zn43r*cb+CW*Zn22i*Zn44r*sb+CW*Zn22r*Zn43i*cb+CW*Zn22r*Zn44i*sb+CW*Zn23i*Zn42r*cb
< B01240   |B01239+CW*Zn23r*Zn42i*cb+CW*Zn24i*Zn42r*sb+CW*Zn24r*Zn42i*sb-SW*Zn21i*Zn43r*cb-SW*Zn21i*Zn44r*sb
< B01241   |B01240-SW*Zn21r*Zn43i*cb-SW*Zn21r*Zn44i*sb-SW*Zn23i*Zn41r*cb-SW*Zn23r*Zn41i*cb-SW*Zn24i*Zn41r*sb
< B01242   |B01241-SW*Zn24r*Zn41i*sb
< B01243   |CW*Zn22i*Zn43i*cb+CW*Zn22i*Zn44i*sb-CW*Zn22r*Zn43r*cb-CW*Zn22r*Zn44r*sb+CW*Zn23i*Zn42i*cb
< B01244   |B01243-CW*Zn23r*Zn42r*cb+CW*Zn24i*Zn42i*sb-CW*Zn24r*Zn42r*sb-SW*Zn21i*Zn43i*cb-SW*Zn21i*Zn44i*sb
< B01245   |B01244+SW*Zn21r*Zn43r*cb+SW*Zn21r*Zn44r*sb-SW*Zn23i*Zn41i*cb+SW*Zn23r*Zn41r*cb-SW*Zn24i*Zn41i*sb
< B01246   |B01245+SW*Zn24r*Zn41r*sb
< B01247   |CW*Zh11*Zn22i*Zn43i-CW*Zh11*Zn22r*Zn43r+CW*Zh11*Zn23i*Zn42i-CW*Zh11*Zn23r*Zn42r-CW*Zh12*Zn22i*Zn44i
< B01248   |B01247+CW*Zh12*Zn22r*Zn44r-CW*Zh12*Zn24i*Zn42i+CW*Zh12*Zn24r*Zn42r-SW*Zh11*Zn21i*Zn43i+SW*Zh11*Zn21r*Zn43r
< B01249   |B01248-SW*Zh11*Zn23i*Zn41i+SW*Zh11*Zn23r*Zn41r+SW*Zh12*Zn21i*Zn44i-SW*Zh12*Zn21r*Zn44r+SW*Zh12*Zn24i*Zn41i
< B01250   |B01249-SW*Zh12*Zn24r*Zn41r+CW*Zh13*Zn22i*Zn43r*sb-CW*Zh13*Zn22i*Zn44r*cb+CW*Zh13*Zn22r*Zn43i*sb-CW*Zh13*Zn22r*Zn44i*cb
< B01251   |B01250+CW*Zh13*Zn23i*Zn42r*sb+CW*Zh13*Zn23r*Zn42i*sb-CW*Zh13*Zn24i*Zn42r*cb-CW*Zh13*Zn24r*Zn42i*cb-SW*Zh13*Zn21i*Zn43r*sb
< B01252   |B01251+SW*Zh13*Zn21i*Zn44r*cb-SW*Zh13*Zn21r*Zn43i*sb+SW*Zh13*Zn21r*Zn44i*cb-SW*Zh13*Zn23i*Zn41r*sb-SW*Zh13*Zn23r*Zn41i*sb
< B01253   |B01252+SW*Zh13*Zn24i*Zn41r*cb+SW*Zh13*Zn24r*Zn41i*cb
< B01254   |CW*Zh11*Zn22i*Zn43r+CW*Zh11*Zn22r*Zn43i+CW*Zh11*Zn23i*Zn42r+CW*Zh11*Zn23r*Zn42i-CW*Zh12*Zn22i*Zn44r
< B01255   |B01254-CW*Zh12*Zn22r*Zn44i-CW*Zh12*Zn24i*Zn42r-CW*Zh12*Zn24r*Zn42i-SW*Zh11*Zn21i*Zn43r-SW*Zh11*Zn21r*Zn43i
< B01256   |B01255-SW*Zh11*Zn23i*Zn41r-SW*Zh11*Zn23r*Zn41i+SW*Zh12*Zn21i*Zn44r+SW*Zh12*Zn21r*Zn44i+SW*Zh12*Zn24i*Zn41r
< B01257   |B01256+SW*Zh12*Zn24r*Zn41i-CW*Zh13*Zn22i*Zn43i*sb+CW*Zh13*Zn22i*Zn44i*cb+CW*Zh13*Zn22r*Zn43r*sb-CW*Zh13*Zn22r*Zn44r*cb
< B01258   |B01257-CW*Zh13*Zn23i*Zn42i*sb+CW*Zh13*Zn23r*Zn42r*sb+CW*Zh13*Zn24i*Zn42i*cb-CW*Zh13*Zn24r*Zn42r*cb+SW*Zh13*Zn21i*Zn43i*sb
< B01259   |B01258-SW*Zh13*Zn21i*Zn44i*cb-SW*Zh13*Zn21r*Zn43r*sb+SW*Zh13*Zn21r*Zn44r*cb+SW*Zh13*Zn23i*Zn41i*sb-SW*Zh13*Zn23r*Zn41r*sb
< B01260   |B01259-SW*Zh13*Zn24i*Zn41i*cb+SW*Zh13*Zn24r*Zn41r*cb
< B01261   |CW*Zh21*Zn22i*Zn43i-CW*Zh21*Zn22r*Zn43r+CW*Zh21*Zn23i*Zn42i-CW*Zh21*Zn23r*Zn42r-CW*Zh22*Zn22i*Zn44i
< B01262   |B01261+CW*Zh22*Zn22r*Zn44r-CW*Zh22*Zn24i*Zn42i+CW*Zh22*Zn24r*Zn42r-SW*Zh21*Zn21i*Zn43i+SW*Zh21*Zn21r*Zn43r
< B01263   |B01262-SW*Zh21*Zn23i*Zn41i+SW*Zh21*Zn23r*Zn41r+SW*Zh22*Zn21i*Zn44i-SW*Zh22*Zn21r*Zn44r+SW*Zh22*Zn24i*Zn41i
< B01264   |B01263-SW*Zh22*Zn24r*Zn41r+CW*Zh23*Zn22i*Zn43r*sb-CW*Zh23*Zn22i*Zn44r*cb+CW*Zh23*Zn22r*Zn43i*sb-CW*Zh23*Zn22r*Zn44i*cb
< B01265   |B01264+CW*Zh23*Zn23i*Zn42r*sb+CW*Zh23*Zn23r*Zn42i*sb-CW*Zh23*Zn24i*Zn42r*cb-CW*Zh23*Zn24r*Zn42i*cb-SW*Zh23*Zn21i*Zn43r*sb
< B01266   |B01265+SW*Zh23*Zn21i*Zn44r*cb-SW*Zh23*Zn21r*Zn43i*sb+SW*Zh23*Zn21r*Zn44i*cb-SW*Zh23*Zn23i*Zn41r*sb-SW*Zh23*Zn23r*Zn41i*sb
< B01267   |B01266+SW*Zh23*Zn24i*Zn41r*cb+SW*Zh23*Zn24r*Zn41i*cb
< B01268   |CW*Zh21*Zn22i*Zn43r+CW*Zh21*Zn22r*Zn43i+CW*Zh21*Zn23i*Zn42r+CW*Zh21*Zn23r*Zn42i-CW*Zh22*Zn22i*Zn44r
< B01269   |B01268-CW*Zh22*Zn22r*Zn44i-CW*Zh22*Zn24i*Zn42r-CW*Zh22*Zn24r*Zn42i-SW*Zh21*Zn21i*Zn43r-SW*Zh21*Zn21r*Zn43i
< B01270   |B01269-SW*Zh21*Zn23i*Zn41r-SW*Zh21*Zn23r*Zn41i+SW*Zh22*Zn21i*Zn44r+SW*Zh22*Zn21r*Zn44i+SW*Zh22*Zn24i*Zn41r
< B01271   |B01270+SW*Zh22*Zn24r*Zn41i-CW*Zh23*Zn22i*Zn43i*sb+CW*Zh23*Zn22i*Zn44i*cb+CW*Zh23*Zn22r*Zn43r*sb-CW*Zh23*Zn22r*Zn44r*cb
< B01272   |B01271-CW*Zh23*Zn23i*Zn42i*sb+CW*Zh23*Zn23r*Zn42r*sb+CW*Zh23*Zn24i*Zn42i*cb-CW*Zh23*Zn24r*Zn42r*cb+SW*Zh23*Zn21i*Zn43i*sb
< B01273   |B01272-SW*Zh23*Zn21i*Zn44i*cb-SW*Zh23*Zn21r*Zn43r*sb+SW*Zh23*Zn21r*Zn44r*cb+SW*Zh23*Zn23i*Zn41i*sb-SW*Zh23*Zn23r*Zn41r*sb
< B01274   |B01273-SW*Zh23*Zn24i*Zn41i*cb+SW*Zh23*Zn24r*Zn41r*cb
< B01275   |CW*Zh31*Zn22i*Zn43i-CW*Zh31*Zn22r*Zn43r+CW*Zh31*Zn23i*Zn42i-CW*Zh31*Zn23r*Zn42r-CW*Zh32*Zn22i*Zn44i
< B01276   |B01275+CW*Zh32*Zn22r*Zn44r-CW*Zh32*Zn24i*Zn42i+CW*Zh32*Zn24r*Zn42r-SW*Zh31*Zn21i*Zn43i+SW*Zh31*Zn21r*Zn43r
< B01277   |B01276-SW*Zh31*Zn23i*Zn41i+SW*Zh31*Zn23r*Zn41r+SW*Zh32*Zn21i*Zn44i-SW*Zh32*Zn21r*Zn44r+SW*Zh32*Zn24i*Zn41i
< B01278   |B01277-SW*Zh32*Zn24r*Zn41r+CW*Zh33*Zn22i*Zn43r*sb-CW*Zh33*Zn22i*Zn44r*cb+CW*Zh33*Zn22r*Zn43i*sb-CW*Zh33*Zn22r*Zn44i*cb
< B01279   |B01278+CW*Zh33*Zn23i*Zn42r*sb+CW*Zh33*Zn23r*Zn42i*sb-CW*Zh33*Zn24i*Zn42r*cb-CW*Zh33*Zn24r*Zn42i*cb-SW*Zh33*Zn21i*Zn43r*sb
< B01280   |B01279+SW*Zh33*Zn21i*Zn44r*cb-SW*Zh33*Zn21r*Zn43i*sb+SW*Zh33*Zn21r*Zn44i*cb-SW*Zh33*Zn23i*Zn41r*sb-SW*Zh33*Zn23r*Zn41i*sb
< B01281   |B01280+SW*Zh33*Zn24i*Zn41r*cb+SW*Zh33*Zn24r*Zn41i*cb
< B01282   |CW*Zh31*Zn22i*Zn43r+CW*Zh31*Zn22r*Zn43i+CW*Zh31*Zn23i*Zn42r+CW*Zh31*Zn23r*Zn42i-CW*Zh32*Zn22i*Zn44r
< B01283   |B01282-CW*Zh32*Zn22r*Zn44i-CW*Zh32*Zn24i*Zn42r-CW*Zh32*Zn24r*Zn42i-SW*Zh31*Zn21i*Zn43r-SW*Zh31*Zn21r*Zn43i
< B01284   |B01283-SW*Zh31*Zn23i*Zn41r-SW*Zh31*Zn23r*Zn41i+SW*Zh32*Zn21i*Zn44r+SW*Zh32*Zn21r*Zn44i+SW*Zh32*Zn24i*Zn41r
< B01285   |B01284+SW*Zh32*Zn24r*Zn41i-CW*Zh33*Zn22i*Zn43i*sb+CW*Zh33*Zn22i*Zn44i*cb+CW*Zh33*Zn22r*Zn43r*sb-CW*Zh33*Zn22r*Zn44r*cb
< B01286   |B01285-CW*Zh33*Zn23i*Zn42i*sb+CW*Zh33*Zn23r*Zn42r*sb+CW*Zh33*Zn24i*Zn42i*cb-CW*Zh33*Zn24r*Zn42r*cb+SW*Zh33*Zn21i*Zn43i*sb
< B01287   |B01286-SW*Zh33*Zn21i*Zn44i*cb-SW*Zh33*Zn21r*Zn43r*sb+SW*Zh33*Zn21r*Zn44r*cb+SW*Zh33*Zn23i*Zn41i*sb-SW*Zh33*Zn23r*Zn41r*sb
< B01288   |B01287-SW*Zh33*Zn24i*Zn41i*cb+SW*Zh33*Zn24r*Zn41r*cb
< B01289   |Zn33i^2+Zn33r^2-Zn34i^2-Zn34r^2
< B01290   |CW*Zn32i*Zn33r*cb+CW*Zn32i*Zn34r*sb+CW*Zn32r*Zn33i*cb+CW*Zn32r*Zn34i*sb-SW*Zn31i*Zn33r*cb
< B01291   |B01290-SW*Zn31i*Zn34r*sb-SW*Zn31r*Zn33i*cb-SW*Zn31r*Zn34i*sb
< B01292   |CW*Zn32i*Zn33i*cb+CW*Zn32i*Zn34i*sb-CW*Zn32r*Zn33r*cb-CW*Zn32r*Zn34r*sb-SW*Zn31i*Zn33i*cb
< B01293   |B01292-SW*Zn31i*Zn34i*sb+SW*Zn31r*Zn33r*cb+SW*Zn31r*Zn34r*sb
< B01294   |CW*Zh11*Zn32i*Zn33i-CW*Zh11*Zn32r*Zn33r-CW*Zh12*Zn32i*Zn34i+CW*Zh12*Zn32r*Zn34r-SW*Zh11*Zn31i*Zn33i
< B01295   |B01294+SW*Zh11*Zn31r*Zn33r+SW*Zh12*Zn31i*Zn34i-SW*Zh12*Zn31r*Zn34r+CW*Zh13*Zn32i*Zn33r*sb-CW*Zh13*Zn32i*Zn34r*cb
< B01296   |B01295+CW*Zh13*Zn32r*Zn33i*sb-CW*Zh13*Zn32r*Zn34i*cb-SW*Zh13*Zn31i*Zn33r*sb+SW*Zh13*Zn31i*Zn34r*cb-SW*Zh13*Zn31r*Zn33i*sb
< B01297   |B01296+SW*Zh13*Zn31r*Zn34i*cb
< B01298   |CW*Zh11*Zn32i*Zn33r+CW*Zh11*Zn32r*Zn33i-CW*Zh12*Zn32i*Zn34r-CW*Zh12*Zn32r*Zn34i-SW*Zh11*Zn31i*Zn33r
< B01299   |B01298-SW*Zh11*Zn31r*Zn33i+SW*Zh12*Zn31i*Zn34r+SW*Zh12*Zn31r*Zn34i-CW*Zh13*Zn32i*Zn33i*sb+CW*Zh13*Zn32i*Zn34i*cb
< B01300   |B01299+CW*Zh13*Zn32r*Zn33r*sb-CW*Zh13*Zn32r*Zn34r*cb+SW*Zh13*Zn31i*Zn33i*sb-SW*Zh13*Zn31i*Zn34i*cb-SW*Zh13*Zn31r*Zn33r*sb
< B01301   |B01300+SW*Zh13*Zn31r*Zn34r*cb
< B01302   |CW*Zh21*Zn32i*Zn33i-CW*Zh21*Zn32r*Zn33r-CW*Zh22*Zn32i*Zn34i+CW*Zh22*Zn32r*Zn34r-SW*Zh21*Zn31i*Zn33i
< B01303   |B01302+SW*Zh21*Zn31r*Zn33r+SW*Zh22*Zn31i*Zn34i-SW*Zh22*Zn31r*Zn34r+CW*Zh23*Zn32i*Zn33r*sb-CW*Zh23*Zn32i*Zn34r*cb
< B01304   |B01303+CW*Zh23*Zn32r*Zn33i*sb-CW*Zh23*Zn32r*Zn34i*cb-SW*Zh23*Zn31i*Zn33r*sb+SW*Zh23*Zn31i*Zn34r*cb-SW*Zh23*Zn31r*Zn33i*sb
< B01305   |B01304+SW*Zh23*Zn31r*Zn34i*cb
< B01306   |CW*Zh21*Zn32i*Zn33r+CW*Zh21*Zn32r*Zn33i-CW*Zh22*Zn32i*Zn34r-CW*Zh22*Zn32r*Zn34i-SW*Zh21*Zn31i*Zn33r
< B01307   |B01306-SW*Zh21*Zn31r*Zn33i+SW*Zh22*Zn31i*Zn34r+SW*Zh22*Zn31r*Zn34i-CW*Zh23*Zn32i*Zn33i*sb+CW*Zh23*Zn32i*Zn34i*cb
< B01308   |B01307+CW*Zh23*Zn32r*Zn33r*sb-CW*Zh23*Zn32r*Zn34r*cb+SW*Zh23*Zn31i*Zn33i*sb-SW*Zh23*Zn31i*Zn34i*cb-SW*Zh23*Zn31r*Zn33r*sb
< B01309   |B01308+SW*Zh23*Zn31r*Zn34r*cb
< B01310   |CW*Zh31*Zn32i*Zn33i-CW*Zh31*Zn32r*Zn33r-CW*Zh32*Zn32i*Zn34i+CW*Zh32*Zn32r*Zn34r-SW*Zh31*Zn31i*Zn33i
< B01311   |B01310+SW*Zh31*Zn31r*Zn33r+SW*Zh32*Zn31i*Zn34i-SW*Zh32*Zn31r*Zn34r+CW*Zh33*Zn32i*Zn33r*sb-CW*Zh33*Zn32i*Zn34r*cb
< B01312   |B01311+CW*Zh33*Zn32r*Zn33i*sb-CW*Zh33*Zn32r*Zn34i*cb-SW*Zh33*Zn31i*Zn33r*sb+SW*Zh33*Zn31i*Zn34r*cb-SW*Zh33*Zn31r*Zn33i*sb
< B01313   |B01312+SW*Zh33*Zn31r*Zn34i*cb
< B01314   |CW*Zh31*Zn32i*Zn33r+CW*Zh31*Zn32r*Zn33i-CW*Zh32*Zn32i*Zn34r-CW*Zh32*Zn32r*Zn34i-SW*Zh31*Zn31i*Zn33r
< B01315   |B01314-SW*Zh31*Zn31r*Zn33i+SW*Zh32*Zn31i*Zn34r+SW*Zh32*Zn31r*Zn34i-CW*Zh33*Zn32i*Zn33i*sb+CW*Zh33*Zn32i*Zn34i*cb
< B01316   |B01315+CW*Zh33*Zn32r*Zn33r*sb-CW*Zh33*Zn32r*Zn34r*cb+SW*Zh33*Zn31i*Zn33i*sb-SW*Zh33*Zn31i*Zn34i*cb-SW*Zh33*Zn31r*Zn33r*sb
< B01317   |B01316+SW*Zh33*Zn31r*Zn34r*cb
< B01318   |Zn33i*Zn43r-Zn33r*Zn43i-Zn34i*Zn44r+Zn34r*Zn44i
< B01319   |Zn33i*Zn43i+Zn33r*Zn43r-Zn34i*Zn44i-Zn34r*Zn44r
< B01320   |CW*Zn32i*Zn43r*cb+CW*Zn32i*Zn44r*sb+CW*Zn32r*Zn43i*cb+CW*Zn32r*Zn44i*sb+CW*Zn33i*Zn42r*cb
< B01321   |B01320+CW*Zn33r*Zn42i*cb+CW*Zn34i*Zn42r*sb+CW*Zn34r*Zn42i*sb-SW*Zn31i*Zn43r*cb-SW*Zn31i*Zn44r*sb
< B01322   |B01321-SW*Zn31r*Zn43i*cb-SW*Zn31r*Zn44i*sb-SW*Zn33i*Zn41r*cb-SW*Zn33r*Zn41i*cb-SW*Zn34i*Zn41r*sb
< B01323   |B01322-SW*Zn34r*Zn41i*sb
< B01324   |CW*Zn32i*Zn43i*cb+CW*Zn32i*Zn44i*sb-CW*Zn32r*Zn43r*cb-CW*Zn32r*Zn44r*sb+CW*Zn33i*Zn42i*cb
< B01325   |B01324-CW*Zn33r*Zn42r*cb+CW*Zn34i*Zn42i*sb-CW*Zn34r*Zn42r*sb-SW*Zn31i*Zn43i*cb-SW*Zn31i*Zn44i*sb
< B01326   |B01325+SW*Zn31r*Zn43r*cb+SW*Zn31r*Zn44r*sb-SW*Zn33i*Zn41i*cb+SW*Zn33r*Zn41r*cb-SW*Zn34i*Zn41i*sb
< B01327   |B01326+SW*Zn34r*Zn41r*sb
< B01328   |CW*Zh11*Zn32i*Zn43i-CW*Zh11*Zn32r*Zn43r+CW*Zh11*Zn33i*Zn42i-CW*Zh11*Zn33r*Zn42r-CW*Zh12*Zn32i*Zn44i
< B01329   |B01328+CW*Zh12*Zn32r*Zn44r-CW*Zh12*Zn34i*Zn42i+CW*Zh12*Zn34r*Zn42r-SW*Zh11*Zn31i*Zn43i+SW*Zh11*Zn31r*Zn43r
< B01330   |B01329-SW*Zh11*Zn33i*Zn41i+SW*Zh11*Zn33r*Zn41r+SW*Zh12*Zn31i*Zn44i-SW*Zh12*Zn31r*Zn44r+SW*Zh12*Zn34i*Zn41i
< B01331   |B01330-SW*Zh12*Zn34r*Zn41r+CW*Zh13*Zn32i*Zn43r*sb-CW*Zh13*Zn32i*Zn44r*cb+CW*Zh13*Zn32r*Zn43i*sb-CW*Zh13*Zn32r*Zn44i*cb
< B01332   |B01331+CW*Zh13*Zn33i*Zn42r*sb+CW*Zh13*Zn33r*Zn42i*sb-CW*Zh13*Zn34i*Zn42r*cb-CW*Zh13*Zn34r*Zn42i*cb-SW*Zh13*Zn31i*Zn43r*sb
< B01333   |B01332+SW*Zh13*Zn31i*Zn44r*cb-SW*Zh13*Zn31r*Zn43i*sb+SW*Zh13*Zn31r*Zn44i*cb-SW*Zh13*Zn33i*Zn41r*sb-SW*Zh13*Zn33r*Zn41i*sb
< B01334   |B01333+SW*Zh13*Zn34i*Zn41r*cb+SW*Zh13*Zn34r*Zn41i*cb
< B01335   |CW*Zh11*Zn32i*Zn43r+CW*Zh11*Zn32r*Zn43i+CW*Zh11*Zn33i*Zn42r+CW*Zh11*Zn33r*Zn42i-CW*Zh12*Zn32i*Zn44r
< B01336   |B01335-CW*Zh12*Zn32r*Zn44i-CW*Zh12*Zn34i*Zn42r-CW*Zh12*Zn34r*Zn42i-SW*Zh11*Zn31i*Zn43r-SW*Zh11*Zn31r*Zn43i
< B01337   |B01336-SW*Zh11*Zn33i*Zn41r-SW*Zh11*Zn33r*Zn41i+SW*Zh12*Zn31i*Zn44r+SW*Zh12*Zn31r*Zn44i+SW*Zh12*Zn34i*Zn41r
< B01338   |B01337+SW*Zh12*Zn34r*Zn41i-CW*Zh13*Zn32i*Zn43i*sb+CW*Zh13*Zn32i*Zn44i*cb+CW*Zh13*Zn32r*Zn43r*sb-CW*Zh13*Zn32r*Zn44r*cb
< B01339   |B01338-CW*Zh13*Zn33i*Zn42i*sb+CW*Zh13*Zn33r*Zn42r*sb+CW*Zh13*Zn34i*Zn42i*cb-CW*Zh13*Zn34r*Zn42r*cb+SW*Zh13*Zn31i*Zn43i*sb
< B01340   |B01339-SW*Zh13*Zn31i*Zn44i*cb-SW*Zh13*Zn31r*Zn43r*sb+SW*Zh13*Zn31r*Zn44r*cb+SW*Zh13*Zn33i*Zn41i*sb-SW*Zh13*Zn33r*Zn41r*sb
< B01341   |B01340-SW*Zh13*Zn34i*Zn41i*cb+SW*Zh13*Zn34r*Zn41r*cb
< B01342   |CW*Zh21*Zn32i*Zn43i-CW*Zh21*Zn32r*Zn43r+CW*Zh21*Zn33i*Zn42i-CW*Zh21*Zn33r*Zn42r-CW*Zh22*Zn32i*Zn44i
< B01343   |B01342+CW*Zh22*Zn32r*Zn44r-CW*Zh22*Zn34i*Zn42i+CW*Zh22*Zn34r*Zn42r-SW*Zh21*Zn31i*Zn43i+SW*Zh21*Zn31r*Zn43r
< B01344   |B01343-SW*Zh21*Zn33i*Zn41i+SW*Zh21*Zn33r*Zn41r+SW*Zh22*Zn31i*Zn44i-SW*Zh22*Zn31r*Zn44r+SW*Zh22*Zn34i*Zn41i
< B01345   |B01344-SW*Zh22*Zn34r*Zn41r+CW*Zh23*Zn32i*Zn43r*sb-CW*Zh23*Zn32i*Zn44r*cb+CW*Zh23*Zn32r*Zn43i*sb-CW*Zh23*Zn32r*Zn44i*cb
< B01346   |B01345+CW*Zh23*Zn33i*Zn42r*sb+CW*Zh23*Zn33r*Zn42i*sb-CW*Zh23*Zn34i*Zn42r*cb-CW*Zh23*Zn34r*Zn42i*cb-SW*Zh23*Zn31i*Zn43r*sb
< B01347   |B01346+SW*Zh23*Zn31i*Zn44r*cb-SW*Zh23*Zn31r*Zn43i*sb+SW*Zh23*Zn31r*Zn44i*cb-SW*Zh23*Zn33i*Zn41r*sb-SW*Zh23*Zn33r*Zn41i*sb
< B01348   |B01347+SW*Zh23*Zn34i*Zn41r*cb+SW*Zh23*Zn34r*Zn41i*cb
< B01349   |CW*Zh21*Zn32i*Zn43r+CW*Zh21*Zn32r*Zn43i+CW*Zh21*Zn33i*Zn42r+CW*Zh21*Zn33r*Zn42i-CW*Zh22*Zn32i*Zn44r
< B01350   |B01349-CW*Zh22*Zn32r*Zn44i-CW*Zh22*Zn34i*Zn42r-CW*Zh22*Zn34r*Zn42i-SW*Zh21*Zn31i*Zn43r-SW*Zh21*Zn31r*Zn43i
< B01351   |B01350-SW*Zh21*Zn33i*Zn41r-SW*Zh21*Zn33r*Zn41i+SW*Zh22*Zn31i*Zn44r+SW*Zh22*Zn31r*Zn44i+SW*Zh22*Zn34i*Zn41r
< B01352   |B01351+SW*Zh22*Zn34r*Zn41i-CW*Zh23*Zn32i*Zn43i*sb+CW*Zh23*Zn32i*Zn44i*cb+CW*Zh23*Zn32r*Zn43r*sb-CW*Zh23*Zn32r*Zn44r*cb
< B01353   |B01352-CW*Zh23*Zn33i*Zn42i*sb+CW*Zh23*Zn33r*Zn42r*sb+CW*Zh23*Zn34i*Zn42i*cb-CW*Zh23*Zn34r*Zn42r*cb+SW*Zh23*Zn31i*Zn43i*sb
< B01354   |B01353-SW*Zh23*Zn31i*Zn44i*cb-SW*Zh23*Zn31r*Zn43r*sb+SW*Zh23*Zn31r*Zn44r*cb+SW*Zh23*Zn33i*Zn41i*sb-SW*Zh23*Zn33r*Zn41r*sb
< B01355   |B01354-SW*Zh23*Zn34i*Zn41i*cb+SW*Zh23*Zn34r*Zn41r*cb
< B01356   |CW*Zh31*Zn32i*Zn43i-CW*Zh31*Zn32r*Zn43r+CW*Zh31*Zn33i*Zn42i-CW*Zh31*Zn33r*Zn42r-CW*Zh32*Zn32i*Zn44i
< B01357   |B01356+CW*Zh32*Zn32r*Zn44r-CW*Zh32*Zn34i*Zn42i+CW*Zh32*Zn34r*Zn42r-SW*Zh31*Zn31i*Zn43i+SW*Zh31*Zn31r*Zn43r
< B01358   |B01357-SW*Zh31*Zn33i*Zn41i+SW*Zh31*Zn33r*Zn41r+SW*Zh32*Zn31i*Zn44i-SW*Zh32*Zn31r*Zn44r+SW*Zh32*Zn34i*Zn41i
< B01359   |B01358-SW*Zh32*Zn34r*Zn41r+CW*Zh33*Zn32i*Zn43r*sb-CW*Zh33*Zn32i*Zn44r*cb+CW*Zh33*Zn32r*Zn43i*sb-CW*Zh33*Zn32r*Zn44i*cb
< B01360   |B01359+CW*Zh33*Zn33i*Zn42r*sb+CW*Zh33*Zn33r*Zn42i*sb-CW*Zh33*Zn34i*Zn42r*cb-CW*Zh33*Zn34r*Zn42i*cb-SW*Zh33*Zn31i*Zn43r*sb
< B01361   |B01360+SW*Zh33*Zn31i*Zn44r*cb-SW*Zh33*Zn31r*Zn43i*sb+SW*Zh33*Zn31r*Zn44i*cb-SW*Zh33*Zn33i*Zn41r*sb-SW*Zh33*Zn33r*Zn41i*sb
< B01362   |B01361+SW*Zh33*Zn34i*Zn41r*cb+SW*Zh33*Zn34r*Zn41i*cb
< B01363   |CW*Zh31*Zn32i*Zn43r+CW*Zh31*Zn32r*Zn43i+CW*Zh31*Zn33i*Zn42r+CW*Zh31*Zn33r*Zn42i-CW*Zh32*Zn32i*Zn44r
< B01364   |B01363-CW*Zh32*Zn32r*Zn44i-CW*Zh32*Zn34i*Zn42r-CW*Zh32*Zn34r*Zn42i-SW*Zh31*Zn31i*Zn43r-SW*Zh31*Zn31r*Zn43i
< B01365   |B01364-SW*Zh31*Zn33i*Zn41r-SW*Zh31*Zn33r*Zn41i+SW*Zh32*Zn31i*Zn44r+SW*Zh32*Zn31r*Zn44i+SW*Zh32*Zn34i*Zn41r
< B01366   |B01365+SW*Zh32*Zn34r*Zn41i-CW*Zh33*Zn32i*Zn43i*sb+CW*Zh33*Zn32i*Zn44i*cb+CW*Zh33*Zn32r*Zn43r*sb-CW*Zh33*Zn32r*Zn44r*cb
< B01367   |B01366-CW*Zh33*Zn33i*Zn42i*sb+CW*Zh33*Zn33r*Zn42r*sb+CW*Zh33*Zn34i*Zn42i*cb-CW*Zh33*Zn34r*Zn42r*cb+SW*Zh33*Zn31i*Zn43i*sb
< B01368   |B01367-SW*Zh33*Zn31i*Zn44i*cb-SW*Zh33*Zn31r*Zn43r*sb+SW*Zh33*Zn31r*Zn44r*cb+SW*Zh33*Zn33i*Zn41i*sb-SW*Zh33*Zn33r*Zn41r*sb
< B01369   |B01368-SW*Zh33*Zn34i*Zn41i*cb+SW*Zh33*Zn34r*Zn41r*cb
< B01370   |Zn43i^2+Zn43r^2-Zn44i^2-Zn44r^2
< B01371   |CW*Zn42i*Zn43r*cb+CW*Zn42i*Zn44r*sb+CW*Zn42r*Zn43i*cb+CW*Zn42r*Zn44i*sb-SW*Zn41i*Zn43r*cb
< B01372   |B01371-SW*Zn41i*Zn44r*sb-SW*Zn41r*Zn43i*cb-SW*Zn41r*Zn44i*sb
< B01373   |CW*Zn42i*Zn43i*cb+CW*Zn42i*Zn44i*sb-CW*Zn42r*Zn43r*cb-CW*Zn42r*Zn44r*sb-SW*Zn41i*Zn43i*cb
< B01374   |B01373-SW*Zn41i*Zn44i*sb+SW*Zn41r*Zn43r*cb+SW*Zn41r*Zn44r*sb
< B01375   |CW*Zh11*Zn42i*Zn43i-CW*Zh11*Zn42r*Zn43r-CW*Zh12*Zn42i*Zn44i+CW*Zh12*Zn42r*Zn44r-SW*Zh11*Zn41i*Zn43i
< B01376   |B01375+SW*Zh11*Zn41r*Zn43r+SW*Zh12*Zn41i*Zn44i-SW*Zh12*Zn41r*Zn44r+CW*Zh13*Zn42i*Zn43r*sb-CW*Zh13*Zn42i*Zn44r*cb
< B01377   |B01376+CW*Zh13*Zn42r*Zn43i*sb-CW*Zh13*Zn42r*Zn44i*cb-SW*Zh13*Zn41i*Zn43r*sb+SW*Zh13*Zn41i*Zn44r*cb-SW*Zh13*Zn41r*Zn43i*sb
< B01378   |B01377+SW*Zh13*Zn41r*Zn44i*cb
< B01379   |CW*Zh11*Zn42i*Zn43r+CW*Zh11*Zn42r*Zn43i-CW*Zh12*Zn42i*Zn44r-CW*Zh12*Zn42r*Zn44i-SW*Zh11*Zn41i*Zn43r
< B01380   |B01379-SW*Zh11*Zn41r*Zn43i+SW*Zh12*Zn41i*Zn44r+SW*Zh12*Zn41r*Zn44i-CW*Zh13*Zn42i*Zn43i*sb+CW*Zh13*Zn42i*Zn44i*cb
< B01381   |B01380+CW*Zh13*Zn42r*Zn43r*sb-CW*Zh13*Zn42r*Zn44r*cb+SW*Zh13*Zn41i*Zn43i*sb-SW*Zh13*Zn41i*Zn44i*cb-SW*Zh13*Zn41r*Zn43r*sb
< B01382   |B01381+SW*Zh13*Zn41r*Zn44r*cb
< B01383   |CW*Zh21*Zn42i*Zn43i-CW*Zh21*Zn42r*Zn43r-CW*Zh22*Zn42i*Zn44i+CW*Zh22*Zn42r*Zn44r-SW*Zh21*Zn41i*Zn43i
< B01384   |B01383+SW*Zh21*Zn41r*Zn43r+SW*Zh22*Zn41i*Zn44i-SW*Zh22*Zn41r*Zn44r+CW*Zh23*Zn42i*Zn43r*sb-CW*Zh23*Zn42i*Zn44r*cb
< B01385   |B01384+CW*Zh23*Zn42r*Zn43i*sb-CW*Zh23*Zn42r*Zn44i*cb-SW*Zh23*Zn41i*Zn43r*sb+SW*Zh23*Zn41i*Zn44r*cb-SW*Zh23*Zn41r*Zn43i*sb
< B01386   |B01385+SW*Zh23*Zn41r*Zn44i*cb
< B01387   |CW*Zh21*Zn42i*Zn43r+CW*Zh21*Zn42r*Zn43i-CW*Zh22*Zn42i*Zn44r-CW*Zh22*Zn42r*Zn44i-SW*Zh21*Zn41i*Zn43r
< B01388   |B01387-SW*Zh21*Zn41r*Zn43i+SW*Zh22*Zn41i*Zn44r+SW*Zh22*Zn41r*Zn44i-CW*Zh23*Zn42i*Zn43i*sb+CW*Zh23*Zn42i*Zn44i*cb
< B01389   |B01388+CW*Zh23*Zn42r*Zn43r*sb-CW*Zh23*Zn42r*Zn44r*cb+SW*Zh23*Zn41i*Zn43i*sb-SW*Zh23*Zn41i*Zn44i*cb-SW*Zh23*Zn41r*Zn43r*sb
< B01390   |B01389+SW*Zh23*Zn41r*Zn44r*cb
< B01391   |CW*Zh31*Zn42i*Zn43i-CW*Zh31*Zn42r*Zn43r-CW*Zh32*Zn42i*Zn44i+CW*Zh32*Zn42r*Zn44r-SW*Zh31*Zn41i*Zn43i
< B01392   |B01391+SW*Zh31*Zn41r*Zn43r+SW*Zh32*Zn41i*Zn44i-SW*Zh32*Zn41r*Zn44r+CW*Zh33*Zn42i*Zn43r*sb-CW*Zh33*Zn42i*Zn44r*cb
< B01393   |B01392+CW*Zh33*Zn42r*Zn43i*sb-CW*Zh33*Zn42r*Zn44i*cb-SW*Zh33*Zn41i*Zn43r*sb+SW*Zh33*Zn41i*Zn44r*cb-SW*Zh33*Zn41r*Zn43i*sb
< B01394   |B01393+SW*Zh33*Zn41r*Zn44i*cb
< B01395   |CW*Zh31*Zn42i*Zn43r+CW*Zh31*Zn42r*Zn43i-CW*Zh32*Zn42i*Zn44r-CW*Zh32*Zn42r*Zn44i-SW*Zh31*Zn41i*Zn43r
< B01396   |B01395-SW*Zh31*Zn41r*Zn43i+SW*Zh32*Zn41i*Zn44r+SW*Zh32*Zn41r*Zn44i-CW*Zh33*Zn42i*Zn43i*sb+CW*Zh33*Zn42i*Zn44i*cb
< B01397   |B01396+CW*Zh33*Zn42r*Zn43r*sb-CW*Zh33*Zn42r*Zn44r*cb+SW*Zh33*Zn41i*Zn43i*sb-SW*Zh33*Zn41i*Zn44i*cb-SW*Zh33*Zn41r*Zn43r*sb
< B01398   |B01397+SW*Zh33*Zn41r*Zn44r*cb
< B01399   |cb^4*la2+la1*sb^4-2*cb*la6r*sb^3+cb^2*la3*sb^2+cb^2*la4*sb^2
< B01400   |B01399+2*cb^2*la5r*sb^2-2*cb^3*la7r*sb
< B01401   |2*cb^2*la7r+6*la6r*sb^2-8*la6r*sb^4-c2b*la3*s2b-c2b*la4*s2b
< B01402   |B01401-2*c2b*la5r*s2b-4*cb*la1*sb^3-8*cb^2*la7r*sb^2+4*cb^3*la2*sb
< B01403   |2*cb^2*la7i-2*la5i*s2b+2*la6i*sb^2
< B01404   |2*la5r-c2b*la6r*s2b+c2b*la7r*s2b+2*cb^2*la1*sb^2+2*cb^2*la2*sb^2
< B01405   |B01404-2*cb^2*la3*sb^2-2*cb^2*la4*sb^2-4*cb^2*la5r*sb^2
< B01406   |2*c2b*la5i-la6i*s2b+la7i*s2b
< B01407   |c2b^2*la3+c2b^2*la4-2*c2b*la6r*s2b+2*c2b*la7r*s2b+4*cb^2*la1*sb^2
< B01408   |B01407+4*cb^2*la2*sb^2-8*cb^2*la5r*sb^2
< B01409   |la3-c2b*la6r*s2b+c2b*la7r*s2b+2*cb^2*la1*sb^2+2*cb^2*la2*sb^2
< B01410   |B01409-2*cb^2*la3*sb^2-2*cb^2*la4*sb^2-4*cb^2*la5r*sb^2
< B01411   |2*Zh11*la6i*sb^3-2*Zh12*cb^3*la7i-2*Zh13*cb^2*la7r-6*Zh13*la6r*sb^2+8*Zh13*la6r*sb^4
< B01412   |B01411-4*Zh11*cb*la5i*sb^2+2*Zh11*cb^2*la7i*sb-2*Zh12*cb*la6i*sb^2+4*Zh12*cb^2*la5i*sb+Zh13*c2b*la3*s2b
< B01413   |B01412+Zh13*c2b*la4*s2b+2*Zh13*c2b*la5r*s2b+4*Zh13*cb*la1*sb^3+8*Zh13*cb^2*la7r*sb^2-4*Zh13*cb^3*la2*sb
< B01414   |2*Zh21*la6i*sb^3-2*Zh22*cb^3*la7i-2*Zh23*cb^2*la7r-6*Zh23*la6r*sb^2+8*Zh23*la6r*sb^4
< B01415   |B01414-4*Zh21*cb*la5i*sb^2+2*Zh21*cb^2*la7i*sb-2*Zh22*cb*la6i*sb^2+4*Zh22*cb^2*la5i*sb+Zh23*c2b*la3*s2b
< B01416   |B01415+Zh23*c2b*la4*s2b+2*Zh23*c2b*la5r*s2b+4*Zh23*cb*la1*sb^3+8*Zh23*cb^2*la7r*sb^2-4*Zh23*cb^3*la2*sb
< B01417   |2*Zh31*la6i*sb^3-2*Zh32*cb^3*la7i-2*Zh33*cb^2*la7r-6*Zh33*la6r*sb^2+8*Zh33*la6r*sb^4
< B01418   |B01417-4*Zh31*cb*la5i*sb^2+2*Zh31*cb^2*la7i*sb-2*Zh32*cb*la6i*sb^2+4*Zh32*cb^2*la5i*sb+Zh33*c2b*la3*s2b
< B01419   |B01418+Zh33*c2b*la4*s2b+2*Zh33*c2b*la5r*s2b+4*Zh33*cb*la1*sb^3+8*Zh33*cb^2*la7r*sb^2-4*Zh33*cb^3*la2*sb
< B01420   |Zh11^2*cb^2*la3+2*Zh11^2*la1*sb^2-Zh11^2*la6r*s2b+2*Zh12^2*cb^2*la2+Zh12^2*la3*sb^2
< B01421   |B01420-Zh12^2*la7r*s2b+2*Zh13^2*cb^4*la2+2*Zh13^2*la1*sb^4+2*Zh11*Zh12*cb^2*la7r-Zh11*Zh12*la4*s2b
< B01422   |B01421-2*Zh11*Zh12*la5r*s2b+2*Zh11*Zh12*la6r*sb^2-2*Zh11*Zh13*cb^3*la7i-2*Zh12*Zh13*la6i*sb^3-4*Zh13^2*cb*la6r*sb^3
< B01423   |B01422+2*Zh13^2*cb^2*la3*sb^2+2*Zh13^2*cb^2*la4*sb^2+4*Zh13^2*cb^2*la5r*sb^2-4*Zh13^2*cb^3*la7r*sb-2*Zh11*Zh13*cb*la6i*sb^2
< B01424   |B01423+4*Zh11*Zh13*cb^2*la5i*sb+4*Zh12*Zh13*cb*la5i*sb^2-2*Zh12*Zh13*cb^2*la7i*sb
< B01425   |2*Zh11*Zh21*cb^2*la3+4*Zh11*Zh21*la1*sb^2-2*Zh11*Zh21*la6r*s2b+2*Zh11*Zh22*cb^2*la7r-Zh11*Zh22*la4*s2b
< B01426   |B01425-2*Zh11*Zh22*la5r*s2b+2*Zh11*Zh22*la6r*sb^2-2*Zh11*Zh23*cb^3*la7i+2*Zh12*Zh21*cb^2*la7r-Zh12*Zh21*la4*s2b
< B01427   |B01426-2*Zh12*Zh21*la5r*s2b+2*Zh12*Zh21*la6r*sb^2+4*Zh12*Zh22*cb^2*la2+2*Zh12*Zh22*la3*sb^2-2*Zh12*Zh22*la7r*s2b
< B01428   |B01427-2*Zh12*Zh23*la6i*sb^3-2*Zh13*Zh21*cb^3*la7i-2*Zh13*Zh22*la6i*sb^3+4*Zh13*Zh23*cb^4*la2+4*Zh13*Zh23*la1*sb^4
< B01429   |B01428-2*Zh11*Zh23*cb*la6i*sb^2+4*Zh11*Zh23*cb^2*la5i*sb+4*Zh12*Zh23*cb*la5i*sb^2-2*Zh12*Zh23*cb^2*la7i*sb-2*Zh13*Zh21*cb*la6i*sb^2
< B01430   |B01429+4*Zh13*Zh21*cb^2*la5i*sb+4*Zh13*Zh22*cb*la5i*sb^2-2*Zh13*Zh22*cb^2*la7i*sb-8*Zh13*Zh23*cb*la6r*sb^3+4*Zh13*Zh23*cb^2*la3*sb^2
< B01431   |B01430+4*Zh13*Zh23*cb^2*la4*sb^2+8*Zh13*Zh23*cb^2*la5r*sb^2-8*Zh13*Zh23*cb^3*la7r*sb
< B01432   |2*Zh11*Zh31*cb^2*la3+4*Zh11*Zh31*la1*sb^2-2*Zh11*Zh31*la6r*s2b+2*Zh11*Zh32*cb^2*la7r-Zh11*Zh32*la4*s2b
< B01433   |B01432-2*Zh11*Zh32*la5r*s2b+2*Zh11*Zh32*la6r*sb^2-2*Zh11*Zh33*cb^3*la7i+2*Zh12*Zh31*cb^2*la7r-Zh12*Zh31*la4*s2b
< B01434   |B01433-2*Zh12*Zh31*la5r*s2b+2*Zh12*Zh31*la6r*sb^2+4*Zh12*Zh32*cb^2*la2+2*Zh12*Zh32*la3*sb^2-2*Zh12*Zh32*la7r*s2b
< B01435   |B01434-2*Zh12*Zh33*la6i*sb^3-2*Zh13*Zh31*cb^3*la7i-2*Zh13*Zh32*la6i*sb^3+4*Zh13*Zh33*cb^4*la2+4*Zh13*Zh33*la1*sb^4
< B01436   |B01435-2*Zh11*Zh33*cb*la6i*sb^2+4*Zh11*Zh33*cb^2*la5i*sb+4*Zh12*Zh33*cb*la5i*sb^2-2*Zh12*Zh33*cb^2*la7i*sb-2*Zh13*Zh31*cb*la6i*sb^2
< B01437   |B01436+4*Zh13*Zh31*cb^2*la5i*sb+4*Zh13*Zh32*cb*la5i*sb^2-2*Zh13*Zh32*cb^2*la7i*sb-8*Zh13*Zh33*cb*la6r*sb^3+4*Zh13*Zh33*cb^2*la3*sb^2
< B01438   |B01437+4*Zh13*Zh33*cb^2*la4*sb^2+8*Zh13*Zh33*cb^2*la5r*sb^2-8*Zh13*Zh33*cb^3*la7r*sb
< B01439   |Zh21^2*cb^2*la3+2*Zh21^2*la1*sb^2-Zh21^2*la6r*s2b+2*Zh22^2*cb^2*la2+Zh22^2*la3*sb^2
< B01440   |B01439-Zh22^2*la7r*s2b+2*Zh23^2*cb^4*la2+2*Zh23^2*la1*sb^4+2*Zh21*Zh22*cb^2*la7r-Zh21*Zh22*la4*s2b
< B01441   |B01440-2*Zh21*Zh22*la5r*s2b+2*Zh21*Zh22*la6r*sb^2-2*Zh21*Zh23*cb^3*la7i-2*Zh22*Zh23*la6i*sb^3-4*Zh23^2*cb*la6r*sb^3
< B01442   |B01441+2*Zh23^2*cb^2*la3*sb^2+2*Zh23^2*cb^2*la4*sb^2+4*Zh23^2*cb^2*la5r*sb^2-4*Zh23^2*cb^3*la7r*sb-2*Zh21*Zh23*cb*la6i*sb^2
< B01443   |B01442+4*Zh21*Zh23*cb^2*la5i*sb+4*Zh22*Zh23*cb*la5i*sb^2-2*Zh22*Zh23*cb^2*la7i*sb
< B01444   |2*Zh21*Zh31*cb^2*la3+4*Zh21*Zh31*la1*sb^2-2*Zh21*Zh31*la6r*s2b+2*Zh21*Zh32*cb^2*la7r-Zh21*Zh32*la4*s2b
< B01445   |B01444-2*Zh21*Zh32*la5r*s2b+2*Zh21*Zh32*la6r*sb^2-2*Zh21*Zh33*cb^3*la7i+2*Zh22*Zh31*cb^2*la7r-Zh22*Zh31*la4*s2b
< B01446   |B01445-2*Zh22*Zh31*la5r*s2b+2*Zh22*Zh31*la6r*sb^2+4*Zh22*Zh32*cb^2*la2+2*Zh22*Zh32*la3*sb^2-2*Zh22*Zh32*la7r*s2b
< B01447   |B01446-2*Zh22*Zh33*la6i*sb^3-2*Zh23*Zh31*cb^3*la7i-2*Zh23*Zh32*la6i*sb^3+4*Zh23*Zh33*cb^4*la2+4*Zh23*Zh33*la1*sb^4
< B01448   |B01447-2*Zh21*Zh33*cb*la6i*sb^2+4*Zh21*Zh33*cb^2*la5i*sb+4*Zh22*Zh33*cb*la5i*sb^2-2*Zh22*Zh33*cb^2*la7i*sb-2*Zh23*Zh31*cb*la6i*sb^2
< B01449   |B01448+4*Zh23*Zh31*cb^2*la5i*sb+4*Zh23*Zh32*cb*la5i*sb^2-2*Zh23*Zh32*cb^2*la7i*sb-8*Zh23*Zh33*cb*la6r*sb^3+4*Zh23*Zh33*cb^2*la3*sb^2
< B01450   |B01449+4*Zh23*Zh33*cb^2*la4*sb^2+8*Zh23*Zh33*cb^2*la5r*sb^2-8*Zh23*Zh33*cb^3*la7r*sb
< B01451   |Zh31^2*cb^2*la3+2*Zh31^2*la1*sb^2-Zh31^2*la6r*s2b+2*Zh32^2*cb^2*la2+Zh32^2*la3*sb^2
< B01452   |B01451-Zh32^2*la7r*s2b+2*Zh33^2*cb^4*la2+2*Zh33^2*la1*sb^4+2*Zh31*Zh32*cb^2*la7r-Zh31*Zh32*la4*s2b
< B01453   |B01452-2*Zh31*Zh32*la5r*s2b+2*Zh31*Zh32*la6r*sb^2-2*Zh31*Zh33*cb^3*la7i-2*Zh32*Zh33*la6i*sb^3-4*Zh33^2*cb*la6r*sb^3
< B01454   |B01453+2*Zh33^2*cb^2*la3*sb^2+2*Zh33^2*cb^2*la4*sb^2+4*Zh33^2*cb^2*la5r*sb^2-4*Zh33^2*cb^3*la7r*sb-2*Zh31*Zh33*cb*la6i*sb^2
< B01455   |B01454+4*Zh31*Zh33*cb^2*la5i*sb+4*Zh32*Zh33*cb*la5i*sb^2-2*Zh32*Zh33*cb^2*la7i*sb
< B01456   |3*MW^2*Zb11r^2*sb^2-9*MW^2*Zb11r^2*sb^4+6*MW^2*Zb11r^2*sb^6-6*Mb^2*Zb21i^2*sb^4-6*Mb^2*Zb21r^2*sb^4
< B01457   |B01456-6*CW^2*Mt^2*Zb11r^2*cb^4-4*MW^2*SW^2*Zb11r^2*sb^2+12*MW^2*SW^2*Zb11r^2*sb^4-8*MW^2*SW^2*Zb11r^2*sb^6-2*MW^2*SW^2*Zb21i^2*sb^2
< B01458   |B01457+6*MW^2*SW^2*Zb21i^2*sb^4-4*MW^2*SW^2*Zb21i^2*sb^6-2*MW^2*SW^2*Zb21r^2*sb^2+6*MW^2*SW^2*Zb21r^2*sb^4-4*MW^2*SW^2*Zb21r^2*sb^6
< B01459   |B01458+6*Mb^2*SW^2*Zb21i^2*sb^4+6*Mb^2*SW^2*Zb21r^2*sb^4
< B01460   |24*CW^2*Mb^2*Zb21r*sb^4-24*CW^2*Mt^2*Zb21r*cb^4+3*MW^2*Zb21r*c2b*s2b^2-2*MW^2*SW^2*Zb21r*c2b*s2b^2
< B01461   |24*CW^2*Mb^2*Zb21i*sb^4-24*CW^2*Mt^2*Zb21i*cb^4+3*MW^2*Zb21i*c2b*s2b^2-2*MW^2*SW^2*Zb21i*c2b*s2b^2
< B01462   |6*Mt^2*Zb21i^2+6*Mt^2*Zb21r^2-3*MW^2*Zb21i^2*sb^2+9*MW^2*Zb21i^2*sb^4-6*MW^2*Zb21i^2*sb^6
< B01463   |B01462-3*MW^2*Zb21r^2*sb^2+9*MW^2*Zb21r^2*sb^4-6*MW^2*Zb21r^2*sb^6-6*Mt^2*SW^2*Zb21i^2-6*Mt^2*SW^2*Zb21r^2
< B01464   |B01463-12*Mt^2*Zb21i^2*sb^2+6*Mt^2*Zb21i^2*sb^4-12*Mt^2*Zb21r^2*sb^2+6*Mt^2*Zb21r^2*sb^4+6*CW^2*Mb^2*Zb11r^2*sb^4
< B01465   |B01464+2*MW^2*SW^2*Zb11r^2*sb^2-6*MW^2*SW^2*Zb11r^2*sb^4+4*MW^2*SW^2*Zb11r^2*sb^6+4*MW^2*SW^2*Zb21i^2*sb^2-12*MW^2*SW^2*Zb21i^2*sb^4
< B01466   |B01465+8*MW^2*SW^2*Zb21i^2*sb^6+4*MW^2*SW^2*Zb21r^2*sb^2-12*MW^2*SW^2*Zb21r^2*sb^4+8*MW^2*SW^2*Zb21r^2*sb^6+12*Mt^2*SW^2*Zb21i^2*sb^2
< B01467   |B01466-6*Mt^2*SW^2*Zb21i^2*sb^4+12*Mt^2*SW^2*Zb21r^2*sb^2-6*Mt^2*SW^2*Zb21r^2*sb^4
< B01468   |6*CW^2*Mq^2*sb^2+3*MW^2*c2b*cb^2-2*MW^2*SW^2*c2b*cb^2
< B01469   |3*CW^2*Mc^2*cb^2-2*MW^2*SW^2*c2b*sb^2
< B01470   |6*CW^2*Mq^2*cb^2-3*MW^2*c2b*sb^2+4*MW^2*SW^2*c2b*sb^2
< B01471   |3*CW^2*Mq^2*sb^2+MW^2*SW^2*c2b*cb^2
< B01472   |2*Ml^2*Zl21i^2*sb^2+2*Ml^2*Zl21r^2*sb^2-MW^2*Zl11r^2*c2b*cb^2-2*Ml^2*SW^2*Zl21i^2*sb^2-2*Ml^2*SW^2*Zl21r^2*sb^2
< B01473   |B01472+2*MW^2*SW^2*Zl21i^2*c2b*cb^2+2*MW^2*SW^2*Zl21r^2*c2b*cb^2
< B01474   |2*CW^2*Ml^2*Zl21r*sb^2+MW^2*Zl21r*c2b*cb^2+2*MW^2*SW^2*Zl21r*c2b*cb^2
< B01475   |2*CW^2*Ml^2*Zl21i*sb^2+MW^2*Zl21i*c2b*cb^2+2*MW^2*SW^2*Zl21i*c2b*cb^2
< B01476   |2*CW^2*Ml^2*Zl11r^2*sb^2-MW^2*Zl21i^2*c2b*cb^2-MW^2*Zl21r^2*c2b*cb^2+2*MW^2*SW^2*Zl11r^2*c2b*cb^2
< B01477   |2*CW^2*Ml^2*sb^2+C2W*MW^2*c2b*cb^2
< B01478   |6*CW^2*Mc^2*cb^2-3*MW^2*c2b*sb^2+4*MW^2*SW^2*c2b*sb^2
< B01479   |6*Mt^2*Zt21i^2+6*Mt^2*Zt21r^2+3*MW^2*Zt11r^2*sb^2-9*MW^2*Zt11r^2*sb^4+6*MW^2*Zt11r^2*sb^6
< B01480   |B01479-6*Mt^2*SW^2*Zt21i^2-6*Mt^2*SW^2*Zt21r^2-12*Mt^2*Zt21i^2*sb^2+6*Mt^2*Zt21i^2*sb^4-12*Mt^2*Zt21r^2*sb^2
< B01481   |B01480+6*Mt^2*Zt21r^2*sb^4+6*CW^2*Mb^2*Zt11r^2*sb^4-2*MW^2*SW^2*Zt11r^2*sb^2+6*MW^2*SW^2*Zt11r^2*sb^4-4*MW^2*SW^2*Zt11r^2*sb^6
< B01482   |B01481-4*MW^2*SW^2*Zt21i^2*sb^2+12*MW^2*SW^2*Zt21i^2*sb^4-8*MW^2*SW^2*Zt21i^2*sb^6-4*MW^2*SW^2*Zt21r^2*sb^2+12*MW^2*SW^2*Zt21r^2*sb^4
< B01483   |B01482-8*MW^2*SW^2*Zt21r^2*sb^6+12*Mt^2*SW^2*Zt21i^2*sb^2-6*Mt^2*SW^2*Zt21i^2*sb^4+12*Mt^2*SW^2*Zt21r^2*sb^2-6*Mt^2*SW^2*Zt21r^2*sb^4
< B01484   |24*CW^2*Mb^2*Zt21r*sb^4-24*CW^2*Mt^2*Zt21r*cb^4+3*MW^2*Zt21r*c2b*s2b^2+2*MW^2*SW^2*Zt21r*c2b*s2b^2
< B01485   |24*CW^2*Mb^2*Zt21i*sb^4-24*CW^2*Mt^2*Zt21i*cb^4+3*MW^2*Zt21i*c2b*s2b^2+2*MW^2*SW^2*Zt21i*c2b*s2b^2
< B01486   |3*MW^2*Zt21i^2*sb^2-9*MW^2*Zt21i^2*sb^4+6*MW^2*Zt21i^2*sb^6+3*MW^2*Zt21r^2*sb^2-9*MW^2*Zt21r^2*sb^4
< B01487   |B01486+6*MW^2*Zt21r^2*sb^6+6*Mb^2*Zt21i^2*sb^4+6*Mb^2*Zt21r^2*sb^4+6*CW^2*Mt^2*Zt11r^2*cb^4-4*MW^2*SW^2*Zt11r^2*sb^2
< B01488   |B01487+12*MW^2*SW^2*Zt11r^2*sb^4-8*MW^2*SW^2*Zt11r^2*sb^6-2*MW^2*SW^2*Zt21i^2*sb^2+6*MW^2*SW^2*Zt21i^2*sb^4-4*MW^2*SW^2*Zt21i^2*sb^6
< B01489   |B01488-2*MW^2*SW^2*Zt21r^2*sb^2+6*MW^2*SW^2*Zt21r^2*sb^4-4*MW^2*SW^2*Zt21r^2*sb^6-6*Mb^2*SW^2*Zt21i^2*sb^4-6*Mb^2*SW^2*Zt21r^2*sb^4
< B01490   |3*CW^2*Mq^2*cb^2-2*MW^2*SW^2*c2b*sb^2
< B01491   |2*cb^2*la6r+6*la7r*sb^2-8*la7r*sb^4+c2b*la3*s2b+c2b*la4*s2b
< B01492   |B01491+2*c2b*la5r*s2b+4*cb*la2*sb^3-8*cb^2*la6r*sb^2-4*cb^3*la1*sb
< B01493   |2*cb^2*la6i+2*la5i*s2b+2*la7i*sb^2
< B01494   |Zh13*c2b^2*la4+2*Zh13*c2b^2*la5r-2*Zh11*c2b*la5i*sb+2*Zh11*cb*la6i*sb^2-2*Zh11*cb*la7i*sb^2
< B01495   |B01494+2*Zh12*c2b*cb*la5i-2*Zh12*cb^2*la6i*sb+2*Zh12*cb^2*la7i*sb-2*Zh13*c2b*la6r*s2b+2*Zh13*c2b*la7r*s2b
< B01496   |B01495+4*Zh13*cb^2*la1*sb^2+4*Zh13*cb^2*la2*sb^2-4*Zh13*cb^2*la3*sb^2
< B01497   |Zh11*la4*sb-2*Zh11*la5r*sb-Zh12*cb*la4+2*Zh12*cb*la5r-2*Zh13*c2b*la5i
< B01498   |B01497+Zh13*la6i*s2b-Zh13*la7i*s2b
< B01499   |Zh23*c2b^2*la4+2*Zh23*c2b^2*la5r-2*Zh21*c2b*la5i*sb+2*Zh21*cb*la6i*sb^2-2*Zh21*cb*la7i*sb^2
< B01500   |B01499+2*Zh22*c2b*cb*la5i-2*Zh22*cb^2*la6i*sb+2*Zh22*cb^2*la7i*sb-2*Zh23*c2b*la6r*s2b+2*Zh23*c2b*la7r*s2b
< B01501   |B01500+4*Zh23*cb^2*la1*sb^2+4*Zh23*cb^2*la2*sb^2-4*Zh23*cb^2*la3*sb^2
< B01502   |Zh21*la4*sb-2*Zh21*la5r*sb-Zh22*cb*la4+2*Zh22*cb*la5r-2*Zh23*c2b*la5i
< B01503   |B01502+Zh23*la6i*s2b-Zh23*la7i*s2b
< B01504   |Zh33*c2b^2*la4+2*Zh33*c2b^2*la5r-2*Zh31*c2b*la5i*sb+2*Zh31*cb*la6i*sb^2-2*Zh31*cb*la7i*sb^2
< B01505   |B01504+2*Zh32*c2b*cb*la5i-2*Zh32*cb^2*la6i*sb+2*Zh32*cb^2*la7i*sb-2*Zh33*c2b*la6r*s2b+2*Zh33*c2b*la7r*s2b
< B01506   |B01505+4*Zh33*cb^2*la1*sb^2+4*Zh33*cb^2*la2*sb^2-4*Zh33*cb^2*la3*sb^2
< B01507   |Zh31*la4*sb-2*Zh31*la5r*sb-Zh32*cb*la4+2*Zh32*cb*la5r-2*Zh33*c2b*la5i
< B01508   |B01507+Zh33*la6i*s2b-Zh33*la7i*s2b
< B01509   |2*Zh11^2*c2b*la6r-2*Zh11^2*la1*s2b+Zh11^2*la3*s2b+2*Zh12^2*c2b*la7r+2*Zh12^2*la2*s2b
< B01510   |B01509-Zh12^2*la3*s2b+2*Zh13^2*cb^2*la7r+6*Zh13^2*la6r*sb^2-8*Zh13^2*la6r*sb^4+2*Zh11*Zh12*c2b*la4
< B01511   |B01510+4*Zh11*Zh12*c2b*la5r-2*Zh11*Zh12*la6r*s2b+2*Zh11*Zh12*la7r*s2b-Zh13^2*c2b*la3*s2b-Zh13^2*c2b*la4*s2b
< B01512   |B01511-2*Zh13^2*c2b*la5r*s2b-4*Zh13^2*cb*la1*sb^3-8*Zh13^2*cb^2*la7r*sb^2+4*Zh13^2*cb^3*la2*sb-4*Zh11*Zh13*c2b*cb*la5i
< B01513   |B01512+4*Zh11*Zh13*cb^2*la6i*sb-4*Zh11*Zh13*cb^2*la7i*sb-4*Zh12*Zh13*c2b*la5i*sb+4*Zh12*Zh13*cb*la6i*sb^2-4*Zh12*Zh13*cb*la7i*sb^2
< B01514   |2*Zh11^2*la6i+2*Zh12^2*la7i+4*Zh11*Zh12*la5i+2*Zh13^2*cb^2*la7i-2*Zh13^2*la5i*s2b
< B01515   |B01514+2*Zh13^2*la6i*sb^2-2*Zh11*Zh13*cb*la4+4*Zh11*Zh13*cb*la5r-2*Zh12*Zh13*la4*sb+4*Zh12*Zh13*la5r*sb
< B01516   |2*Zh11*Zh21*c2b*la6r-2*Zh11*Zh21*la1*s2b+Zh11*Zh21*la3*s2b+Zh11*Zh22*c2b*la4+2*Zh11*Zh22*c2b*la5r
< B01517   |B01516-Zh11*Zh22*la6r*s2b+Zh11*Zh22*la7r*s2b+Zh12*Zh21*c2b*la4+2*Zh12*Zh21*c2b*la5r-Zh12*Zh21*la6r*s2b
< B01518   |B01517+Zh12*Zh21*la7r*s2b+2*Zh12*Zh22*c2b*la7r+2*Zh12*Zh22*la2*s2b-Zh12*Zh22*la3*s2b+2*Zh13*Zh23*cb^2*la7r
< B01519   |B01518+6*Zh13*Zh23*la6r*sb^2-8*Zh13*Zh23*la6r*sb^4-2*Zh11*Zh23*c2b*cb*la5i+2*Zh11*Zh23*cb^2*la6i*sb-2*Zh11*Zh23*cb^2*la7i*sb
< B01520   |B01519-2*Zh12*Zh23*c2b*la5i*sb+2*Zh12*Zh23*cb*la6i*sb^2-2*Zh12*Zh23*cb*la7i*sb^2-2*Zh13*Zh21*c2b*cb*la5i+2*Zh13*Zh21*cb^2*la6i*sb
< B01521   |B01520-2*Zh13*Zh21*cb^2*la7i*sb-2*Zh13*Zh22*c2b*la5i*sb+2*Zh13*Zh22*cb*la6i*sb^2-2*Zh13*Zh22*cb*la7i*sb^2-Zh13*Zh23*c2b*la3*s2b
< B01522   |B01521-Zh13*Zh23*c2b*la4*s2b-2*Zh13*Zh23*c2b*la5r*s2b-4*Zh13*Zh23*cb*la1*sb^3-8*Zh13*Zh23*cb^2*la7r*sb^2+4*Zh13*Zh23*cb^3*la2*sb
< B01523   |2*Zh11*Zh21*la6i+2*Zh11*Zh22*la5i+2*Zh12*Zh21*la5i+2*Zh12*Zh22*la7i-Zh11*Zh23*cb*la4
< B01524   |B01523+2*Zh11*Zh23*cb*la5r-Zh12*Zh23*la4*sb+2*Zh12*Zh23*la5r*sb-Zh13*Zh21*cb*la4+2*Zh13*Zh21*cb*la5r
< B01525   |B01524-Zh13*Zh22*la4*sb+2*Zh13*Zh22*la5r*sb+2*Zh13*Zh23*cb^2*la7i-2*Zh13*Zh23*la5i*s2b+2*Zh13*Zh23*la6i*sb^2
< B01526   |2*Zh11*Zh31*c2b*la6r-2*Zh11*Zh31*la1*s2b+Zh11*Zh31*la3*s2b+Zh11*Zh32*c2b*la4+2*Zh11*Zh32*c2b*la5r
< B01527   |B01526-Zh11*Zh32*la6r*s2b+Zh11*Zh32*la7r*s2b+Zh12*Zh31*c2b*la4+2*Zh12*Zh31*c2b*la5r-Zh12*Zh31*la6r*s2b
< B01528   |B01527+Zh12*Zh31*la7r*s2b+2*Zh12*Zh32*c2b*la7r+2*Zh12*Zh32*la2*s2b-Zh12*Zh32*la3*s2b+2*Zh13*Zh33*cb^2*la7r
< B01529   |B01528+6*Zh13*Zh33*la6r*sb^2-8*Zh13*Zh33*la6r*sb^4-2*Zh11*Zh33*c2b*cb*la5i+2*Zh11*Zh33*cb^2*la6i*sb-2*Zh11*Zh33*cb^2*la7i*sb
< B01530   |B01529-2*Zh12*Zh33*c2b*la5i*sb+2*Zh12*Zh33*cb*la6i*sb^2-2*Zh12*Zh33*cb*la7i*sb^2-2*Zh13*Zh31*c2b*cb*la5i+2*Zh13*Zh31*cb^2*la6i*sb
< B01531   |B01530-2*Zh13*Zh31*cb^2*la7i*sb-2*Zh13*Zh32*c2b*la5i*sb+2*Zh13*Zh32*cb*la6i*sb^2-2*Zh13*Zh32*cb*la7i*sb^2-Zh13*Zh33*c2b*la3*s2b
< B01532   |B01531-Zh13*Zh33*c2b*la4*s2b-2*Zh13*Zh33*c2b*la5r*s2b-4*Zh13*Zh33*cb*la1*sb^3-8*Zh13*Zh33*cb^2*la7r*sb^2+4*Zh13*Zh33*cb^3*la2*sb
< B01533   |2*Zh11*Zh31*la6i+2*Zh11*Zh32*la5i+2*Zh12*Zh31*la5i+2*Zh12*Zh32*la7i-Zh11*Zh33*cb*la4
< B01534   |B01533+2*Zh11*Zh33*cb*la5r-Zh12*Zh33*la4*sb+2*Zh12*Zh33*la5r*sb-Zh13*Zh31*cb*la4+2*Zh13*Zh31*cb*la5r
< B01535   |B01534-Zh13*Zh32*la4*sb+2*Zh13*Zh32*la5r*sb+2*Zh13*Zh33*cb^2*la7i-2*Zh13*Zh33*la5i*s2b+2*Zh13*Zh33*la6i*sb^2
< B01536   |2*Zh21^2*c2b*la6r-2*Zh21^2*la1*s2b+Zh21^2*la3*s2b+2*Zh22^2*c2b*la7r+2*Zh22^2*la2*s2b
< B01537   |B01536-Zh22^2*la3*s2b+2*Zh23^2*cb^2*la7r+6*Zh23^2*la6r*sb^2-8*Zh23^2*la6r*sb^4+2*Zh21*Zh22*c2b*la4
< B01538   |B01537+4*Zh21*Zh22*c2b*la5r-2*Zh21*Zh22*la6r*s2b+2*Zh21*Zh22*la7r*s2b-Zh23^2*c2b*la3*s2b-Zh23^2*c2b*la4*s2b
< B01539   |B01538-2*Zh23^2*c2b*la5r*s2b-4*Zh23^2*cb*la1*sb^3-8*Zh23^2*cb^2*la7r*sb^2+4*Zh23^2*cb^3*la2*sb-4*Zh21*Zh23*c2b*cb*la5i
< B01540   |B01539+4*Zh21*Zh23*cb^2*la6i*sb-4*Zh21*Zh23*cb^2*la7i*sb-4*Zh22*Zh23*c2b*la5i*sb+4*Zh22*Zh23*cb*la6i*sb^2-4*Zh22*Zh23*cb*la7i*sb^2
< B01541   |2*Zh21^2*la6i+2*Zh22^2*la7i+4*Zh21*Zh22*la5i+2*Zh23^2*cb^2*la7i-2*Zh23^2*la5i*s2b
< B01542   |B01541+2*Zh23^2*la6i*sb^2-2*Zh21*Zh23*cb*la4+4*Zh21*Zh23*cb*la5r-2*Zh22*Zh23*la4*sb+4*Zh22*Zh23*la5r*sb
< B01543   |2*Zh21*Zh31*c2b*la6r-2*Zh21*Zh31*la1*s2b+Zh21*Zh31*la3*s2b+Zh21*Zh32*c2b*la4+2*Zh21*Zh32*c2b*la5r
< B01544   |B01543-Zh21*Zh32*la6r*s2b+Zh21*Zh32*la7r*s2b+Zh22*Zh31*c2b*la4+2*Zh22*Zh31*c2b*la5r-Zh22*Zh31*la6r*s2b
< B01545   |B01544+Zh22*Zh31*la7r*s2b+2*Zh22*Zh32*c2b*la7r+2*Zh22*Zh32*la2*s2b-Zh22*Zh32*la3*s2b+2*Zh23*Zh33*cb^2*la7r
< B01546   |B01545+6*Zh23*Zh33*la6r*sb^2-8*Zh23*Zh33*la6r*sb^4-2*Zh21*Zh33*c2b*cb*la5i+2*Zh21*Zh33*cb^2*la6i*sb-2*Zh21*Zh33*cb^2*la7i*sb
< B01547   |B01546-2*Zh22*Zh33*c2b*la5i*sb+2*Zh22*Zh33*cb*la6i*sb^2-2*Zh22*Zh33*cb*la7i*sb^2-2*Zh23*Zh31*c2b*cb*la5i+2*Zh23*Zh31*cb^2*la6i*sb
< B01548   |B01547-2*Zh23*Zh31*cb^2*la7i*sb-2*Zh23*Zh32*c2b*la5i*sb+2*Zh23*Zh32*cb*la6i*sb^2-2*Zh23*Zh32*cb*la7i*sb^2-Zh23*Zh33*c2b*la3*s2b
< B01549   |B01548-Zh23*Zh33*c2b*la4*s2b-2*Zh23*Zh33*c2b*la5r*s2b-4*Zh23*Zh33*cb*la1*sb^3-8*Zh23*Zh33*cb^2*la7r*sb^2+4*Zh23*Zh33*cb^3*la2*sb
< B01550   |2*Zh21*Zh31*la6i+2*Zh21*Zh32*la5i+2*Zh22*Zh31*la5i+2*Zh22*Zh32*la7i-Zh21*Zh33*cb*la4
< B01551   |B01550+2*Zh21*Zh33*cb*la5r-Zh22*Zh33*la4*sb+2*Zh22*Zh33*la5r*sb-Zh23*Zh31*cb*la4+2*Zh23*Zh31*cb*la5r
< B01552   |B01551-Zh23*Zh32*la4*sb+2*Zh23*Zh32*la5r*sb+2*Zh23*Zh33*cb^2*la7i-2*Zh23*Zh33*la5i*s2b+2*Zh23*Zh33*la6i*sb^2
< B01553   |2*Zh31^2*c2b*la6r-2*Zh31^2*la1*s2b+Zh31^2*la3*s2b+2*Zh32^2*c2b*la7r+2*Zh32^2*la2*s2b
< B01554   |B01553-Zh32^2*la3*s2b+2*Zh33^2*cb^2*la7r+6*Zh33^2*la6r*sb^2-8*Zh33^2*la6r*sb^4+2*Zh31*Zh32*c2b*la4
< B01555   |B01554+4*Zh31*Zh32*c2b*la5r-2*Zh31*Zh32*la6r*s2b+2*Zh31*Zh32*la7r*s2b-Zh33^2*c2b*la3*s2b-Zh33^2*c2b*la4*s2b
< B01556   |B01555-2*Zh33^2*c2b*la5r*s2b-4*Zh33^2*cb*la1*sb^3-8*Zh33^2*cb^2*la7r*sb^2+4*Zh33^2*cb^3*la2*sb-4*Zh31*Zh33*c2b*cb*la5i
< B01557   |B01556+4*Zh31*Zh33*cb^2*la6i*sb-4*Zh31*Zh33*cb^2*la7i*sb-4*Zh32*Zh33*c2b*la5i*sb+4*Zh32*Zh33*cb*la6i*sb^2-4*Zh32*Zh33*cb*la7i*sb^2
< B01558   |2*Zh31^2*la6i+2*Zh32^2*la7i+4*Zh31*Zh32*la5i+2*Zh33^2*cb^2*la7i-2*Zh33^2*la5i*s2b
< B01559   |B01558+2*Zh33^2*la6i*sb^2-2*Zh31*Zh33*cb*la4+4*Zh31*Zh33*cb*la5r-2*Zh32*Zh33*la4*sb+4*Zh32*Zh33*la5r*sb
< B01560   |3*MW^2*Zb11r^2*s2b^2+12*Mb^2*Zb21i^2*sb^2+12*Mb^2*Zb21r^2*sb^2-12*CW^2*Mt^2*Zb11r^2*cb^2-4*MW^2*SW^2*Zb11r^2*s2b^2
< B01561   |B01560-2*MW^2*SW^2*Zb21i^2*s2b^2-2*MW^2*SW^2*Zb21r^2*s2b^2-12*Mb^2*SW^2*Zb21i^2*sb^2-12*Mb^2*SW^2*Zb21r^2*sb^2
< B01562   |3*MW^2*Zb21r*s2b^2-12*CW^2*Mb^2*Zb21r*sb^2-12*CW^2*Mt^2*Zb21r*cb^2-2*MW^2*SW^2*Zb21r*s2b^2
< B01563   |3*MW^2*Zb21i*s2b^2-12*CW^2*Mb^2*Zb21i*sb^2-12*CW^2*Mt^2*Zb21i*cb^2-2*MW^2*SW^2*Zb21i*s2b^2
< B01564   |12*Mt^2*Zb21i^2+12*Mt^2*Zb21r^2-3*MW^2*Zb21i^2*s2b^2-3*MW^2*Zb21r^2*s2b^2-12*Mt^2*SW^2*Zb21i^2
< B01565   |B01564-12*Mt^2*SW^2*Zb21r^2-12*Mt^2*Zb21i^2*sb^2-12*Mt^2*Zb21r^2*sb^2-12*CW^2*Mb^2*Zb11r^2*sb^2+2*MW^2*SW^2*Zb11r^2*s2b^2
< B01566   |B01565+4*MW^2*SW^2*Zb21i^2*s2b^2+4*MW^2*SW^2*Zb21r^2*s2b^2+12*Mt^2*SW^2*Zb21i^2*sb^2+12*Mt^2*SW^2*Zb21r^2*sb^2
< B01567   |3*CW^2*Mq^2-3*MW^2*cb^2+2*MW^2*SW^2*cb^2
< B01568   |3*CW^2*Mc^2-4*MW^2*SW^2*sb^2
< B01569   |3*CW^2*Mq^2-3*MW^2*sb^2+4*MW^2*SW^2*sb^2
< B01570   |3*CW^2*Mq^2-2*MW^2*SW^2*cb^2
< B01571   |Ml^2*Zl21i^2+Ml^2*Zl21r^2+MW^2*Zl11r^2*cb^2-Ml^2*SW^2*Zl21i^2-Ml^2*SW^2*Zl21r^2
< B01572   |B01571-2*MW^2*SW^2*Zl21i^2*cb^2-2*MW^2*SW^2*Zl21r^2*cb^2
< B01573   |CW^2*Ml^2*Zl21r-MW^2*Zl21r*cb^2-2*MW^2*SW^2*Zl21r*cb^2
< B01574   |CW^2*Ml^2*Zl21i-MW^2*Zl21i*cb^2-2*MW^2*SW^2*Zl21i*cb^2
< B01575   |CW^2*Ml^2*Zl11r^2+MW^2*Zl21i^2*cb^2+MW^2*Zl21r^2*cb^2-2*MW^2*SW^2*Zl11r^2*cb^2
< B01576   |CW^2*Ml^2-C2W*MW^2*cb^2
< B01577   |3*CW^2*Mc^2-3*MW^2*sb^2+4*MW^2*SW^2*sb^2
< B01578   |12*Mt^2*Zt21i^2+12*Mt^2*Zt21r^2+3*MW^2*Zt11r^2*s2b^2-12*Mt^2*SW^2*Zt21i^2-12*Mt^2*SW^2*Zt21r^2
< B01579   |B01578-12*Mt^2*Zt21i^2*sb^2-12*Mt^2*Zt21r^2*sb^2-12*CW^2*Mb^2*Zt11r^2*sb^2-2*MW^2*SW^2*Zt11r^2*s2b^2-4*MW^2*SW^2*Zt21i^2*s2b^2
< B01580   |B01579-4*MW^2*SW^2*Zt21r^2*s2b^2+12*Mt^2*SW^2*Zt21i^2*sb^2+12*Mt^2*SW^2*Zt21r^2*sb^2
< B01581   |3*MW^2*Zt21r*s2b^2-12*CW^2*Mb^2*Zt21r*sb^2-12*CW^2*Mt^2*Zt21r*cb^2+2*MW^2*SW^2*Zt21r*s2b^2
< B01582   |3*MW^2*Zt21i*s2b^2-12*CW^2*Mb^2*Zt21i*sb^2-12*CW^2*Mt^2*Zt21i*cb^2+2*MW^2*SW^2*Zt21i*s2b^2
< B01583   |3*MW^2*Zt21i^2*s2b^2+3*MW^2*Zt21r^2*s2b^2-12*Mb^2*Zt21i^2*sb^2-12*Mb^2*Zt21r^2*sb^2+12*CW^2*Mt^2*Zt11r^2*cb^2
< B01584   |B01583-4*MW^2*SW^2*Zt11r^2*s2b^2-2*MW^2*SW^2*Zt21i^2*s2b^2-2*MW^2*SW^2*Zt21r^2*s2b^2+12*Mb^2*SW^2*Zt21i^2*sb^2+12*Mb^2*SW^2*Zt21r^2*sb^2
< B01585   |3*CW^2*Mq^2-4*MW^2*SW^2*sb^2
< B01586   |Ml^2-2*MW^2*cb^2
< B01587   |Ml^2*Zl21r-2*MW^2*Zl21r*cb^2
< B01588   |Ml^2*Zl21i-2*MW^2*Zl21i*cb^2
< B01589   |Mb*Mt*Zb21i*Zt21i+Mb*Mt*Zb21r*Zt21r-Mb^2*Zb11r*Zt11r*sb^2-Mt^2*Zb11r*Zt11r*cb^2+2*MW^2*Zb11r*Zt11r*cb^2*sb^2
< B01590   |Mb*Mt*Zb21i*Zt21r-Mb*Mt*Zb21r*Zt21i
< B01591   |Mb*Mt*Zb11r*Zt21r+Mb^2*Zb21r*Zt11r*sb^2+Mt^2*Zb21r*Zt11r*cb^2-2*MW^2*Zb21r*Zt11r*cb^2*sb^2
< B01592   |Mb*Mt*Zb11r*Zt21i+Mb^2*Zb21i*Zt11r*sb^2+Mt^2*Zb21i*Zt11r*cb^2-2*MW^2*Zb21i*Zt11r*cb^2*sb^2
< B01593   |Mb*Mt*Zb21r*Zt11r+Mb^2*Zb11r*Zt21r*sb^2+Mt^2*Zb11r*Zt21r*cb^2-2*MW^2*Zb11r*Zt21r*cb^2*sb^2
< B01594   |Mb*Mt*Zb21i*Zt11r+Mb^2*Zb11r*Zt21i*sb^2+Mt^2*Zb11r*Zt21i*cb^2-2*MW^2*Zb11r*Zt21i*cb^2*sb^2
< B01595   |Mt^2*Zb21i*Zt21i+Mt^2*Zb21r*Zt21r-2*MW^2*Zb21i*Zt21i*sb^2+2*MW^2*Zb21i*Zt21i*sb^4-2*MW^2*Zb21r*Zt21r*sb^2
< B01596   |B01595+2*MW^2*Zb21r*Zt21r*sb^4-Mb*Mt*Zb11r*Zt11r+Mb^2*Zb21i*Zt21i*sb^2+Mb^2*Zb21r*Zt21r*sb^2-Mt^2*Zb21i*Zt21i*sb^2
< B01597   |B01596-Mt^2*Zb21r*Zt21r*sb^2
< B01598   |Mt^2*Zb21i*Zt21r-Mt^2*Zb21r*Zt21i-2*MW^2*Zb21i*Zt21r*sb^2+2*MW^2*Zb21i*Zt21r*sb^4+2*MW^2*Zb21r*Zt21i*sb^2
< B01599   |B01598-2*MW^2*Zb21r*Zt21i*sb^4+Mb^2*Zb21i*Zt21r*sb^2-Mb^2*Zb21r*Zt21i*sb^2-Mt^2*Zb21i*Zt21r*sb^2+Mt^2*Zb21r*Zt21i*sb^2
< B01600   |4*Mc^2*Zh12*cb^3+4*Mq^2*Zh11*sb^3-4*MW^2*Zh11*cb^2*sb^3-4*MW^2*Zh12*cb^3*sb^2
< B01601   |4*Mc^2*Zh13*cb^4-4*Mq^2*Zh13*sb^4-MW^2*Zh13*c2b*s2b^2
< B01602   |Zh11*sb+Zh12*cb
< B01603   |MW^2*Zh12*cb^3-Ml^2*Zh11*sb+MW^2*Zh11*cb^2*sb
< B01604   |Ml^2*Zh13*sb^2+MW^2*Zh13*c2b*cb^2
< B01605   |MW^2*Zh12*Zl21r*cb^3-Ml^2*Zh11*Zl21r*sb-Ml^2*Zh13*Zl21i*sb^2+MW^2*Zh11*Zl21r*cb^2*sb-MW^2*Zh13*Zl21i*c2b*cb^2
< B01606   |MW^2*Zh12*Zl21i*cb^3-Ml^2*Zh11*Zl21i*sb+Ml^2*Zh13*Zl21r*sb^2+MW^2*Zh11*Zl21i*cb^2*sb+MW^2*Zh13*Zl21r*c2b*cb^2
< B01607   |4*Mb^2*Zb11r*Zh11*Zt11r*sb^3+4*Mt^2*Zb11r*Zh12*Zt11r*cb^3-4*MW^2*Zb11r*Zh11*Zt11r*cb^2*sb^3-4*MW^2*Zb11r*Zh12*Zt11r*cb^3*sb^2+4*Mb*Mt*Zb21i*Zh11*Zt21i*sb
< B01608   |B01607-4*Mb*Mt*Zb21i*Zh11*Zt21i*sb^3+4*Mb*Mt*Zb21r*Zh11*Zt21r*sb-4*Mb*Mt*Zb21r*Zh11*Zt21r*sb^3+4*Mb*Mt*Zb21i*Zh12*Zt21i*cb*sb^2+4*Mb*Mt*Zb21r*Zh12*Zt21r*cb*sb^2
< B01609   |4*Mb^2*Zb11r*Zh13*Zt11r*sb^4-4*Mt^2*Zb11r*Zh13*Zt11r*cb^4+MW^2*Zb11r*Zh13*Zt11r*c2b*s2b^2+4*Mb*Mt*Zb21i*Zh11*Zt21r*sb-4*Mb*Mt*Zb21i*Zh11*Zt21r*sb^3
< B01610   |B01609-4*Mb*Mt*Zb21r*Zh11*Zt21i*sb+4*Mb*Mt*Zb21r*Zh11*Zt21i*sb^3+4*Mb*Mt*Zb21i*Zh12*Zt21r*cb*sb^2-4*Mb*Mt*Zb21r*Zh12*Zt21i*cb*sb^2
< B01611   |4*Mb^2*Zb21i*Zh13*Zt11r*sb^4+4*Mb^2*Zb21r*Zh11*Zt11r*sb^3-4*Mt^2*Zb21i*Zh13*Zt11r*cb^4+4*Mt^2*Zb21r*Zh12*Zt11r*cb^3+MW^2*Zb21i*Zh13*Zt11r*c2b*s2b^2
< B01612   |B01611-4*MW^2*Zb21r*Zh11*Zt11r*cb^2*sb^3-4*MW^2*Zb21r*Zh12*Zt11r*cb^3*sb^2-4*Mb*Mt*Zb11r*Zh11*Zt21r*cb^2*sb-4*Mb*Mt*Zb11r*Zh12*Zt21r*cb*sb^2
< B01613   |4*Mb^2*Zb21i*Zh11*Zt11r*sb^3-4*Mb^2*Zb21r*Zh13*Zt11r*sb^4+4*Mt^2*Zb21i*Zh12*Zt11r*cb^3+4*Mt^2*Zb21r*Zh13*Zt11r*cb^4-4*MW^2*Zb21i*Zh11*Zt11r*cb^2*sb^3
< B01614   |B01613-4*MW^2*Zb21i*Zh12*Zt11r*cb^3*sb^2-MW^2*Zb21r*Zh13*Zt11r*c2b*s2b^2-4*Mb*Mt*Zb11r*Zh11*Zt21i*cb^2*sb-4*Mb*Mt*Zb11r*Zh12*Zt21i*cb*sb^2
< B01615   |4*Mb^2*Zb11r*Zh11*Zt21r*sb^3-4*Mb^2*Zb11r*Zh13*Zt21i*sb^4+4*Mt^2*Zb11r*Zh12*Zt21r*cb^3+4*Mt^2*Zb11r*Zh13*Zt21i*cb^4-4*MW^2*Zb11r*Zh11*Zt21r*cb^2*sb^3
< B01616   |B01615-4*MW^2*Zb11r*Zh12*Zt21r*cb^3*sb^2-MW^2*Zb11r*Zh13*Zt21i*c2b*s2b^2-4*Mb*Mt*Zb21r*Zh11*Zt11r*cb^2*sb-4*Mb*Mt*Zb21r*Zh12*Zt11r*cb*sb^2
< B01617   |4*Mb^2*Zb11r*Zh11*Zt21i*sb^3+4*Mb^2*Zb11r*Zh13*Zt21r*sb^4+4*Mt^2*Zb11r*Zh12*Zt21i*cb^3-4*Mt^2*Zb11r*Zh13*Zt21r*cb^4-4*MW^2*Zb11r*Zh11*Zt21i*cb^2*sb^3
< B01618   |B01617-4*MW^2*Zb11r*Zh12*Zt21i*cb^3*sb^2+MW^2*Zb11r*Zh13*Zt21r*c2b*s2b^2-4*Mb*Mt*Zb21i*Zh11*Zt11r*cb^2*sb-4*Mb*Mt*Zb21i*Zh12*Zt11r*cb*sb^2
< B01619   |4*Mt^2*Zb21i*Zh13*Zt21r-4*Mt^2*Zb21r*Zh13*Zt21i+4*MW^2*Zb21i*Zh11*Zt21i*sb^3-4*MW^2*Zb21i*Zh11*Zt21i*sb^5-MW^2*Zb21i*Zh13*Zt21r*s2b^2
< B01620   |B01619+4*MW^2*Zb21r*Zh11*Zt21r*sb^3-4*MW^2*Zb21r*Zh11*Zt21r*sb^5+MW^2*Zb21r*Zh13*Zt21i*s2b^2-4*Mb^2*Zb21i*Zh11*Zt21i*sb^3-4*Mb^2*Zb21i*Zh13*Zt21r*sb^4
< B01621   |B01620-4*Mb^2*Zb21r*Zh11*Zt21r*sb^3+4*Mb^2*Zb21r*Zh13*Zt21i*sb^4-4*Mt^2*Zb21i*Zh12*Zt21i*cb-8*Mt^2*Zb21i*Zh13*Zt21r*sb^2+4*Mt^2*Zb21i*Zh13*Zt21r*sb^4
< B01622   |B01621-4*Mt^2*Zb21r*Zh12*Zt21r*cb+8*Mt^2*Zb21r*Zh13*Zt21i*sb^2-4*Mt^2*Zb21r*Zh13*Zt21i*sb^4+4*MW^2*Zb21i*Zh12*Zt21i*cb*sb^2-4*MW^2*Zb21i*Zh12*Zt21i*cb*sb^4
< B01623   |B01622+2*MW^2*Zb21i*Zh13*Zt21r*s2b^2*sb^2+4*MW^2*Zb21r*Zh12*Zt21r*cb*sb^2-4*MW^2*Zb21r*Zh12*Zt21r*cb*sb^4-2*MW^2*Zb21r*Zh13*Zt21i*s2b^2*sb^2+4*Mt^2*Zb21i*Zh12*Zt21i*cb*sb^2
< B01624   |B01623+4*Mt^2*Zb21r*Zh12*Zt21r*cb*sb^2-4*Mb*Mt*Zb11r*Zh11*Zt11r*cb^2*sb-4*Mb*Mt*Zb11r*Zh12*Zt11r*cb*sb^2
< B01625   |4*Mt^2*Zb21i*Zh13*Zt21i+4*Mt^2*Zb21r*Zh13*Zt21r-4*MW^2*Zb21i*Zh11*Zt21r*sb^3+4*MW^2*Zb21i*Zh11*Zt21r*sb^5-MW^2*Zb21i*Zh13*Zt21i*s2b^2
< B01626   |B01625+4*MW^2*Zb21r*Zh11*Zt21i*sb^3-4*MW^2*Zb21r*Zh11*Zt21i*sb^5-MW^2*Zb21r*Zh13*Zt21r*s2b^2+4*Mb^2*Zb21i*Zh11*Zt21r*sb^3-4*Mb^2*Zb21i*Zh13*Zt21i*sb^4
< B01627   |B01626-4*Mb^2*Zb21r*Zh11*Zt21i*sb^3-4*Mb^2*Zb21r*Zh13*Zt21r*sb^4+4*Mt^2*Zb21i*Zh12*Zt21r*cb-8*Mt^2*Zb21i*Zh13*Zt21i*sb^2+4*Mt^2*Zb21i*Zh13*Zt21i*sb^4
< B01628   |B01627-4*Mt^2*Zb21r*Zh12*Zt21i*cb-8*Mt^2*Zb21r*Zh13*Zt21r*sb^2+4*Mt^2*Zb21r*Zh13*Zt21r*sb^4-4*MW^2*Zb21i*Zh12*Zt21r*cb*sb^2+4*MW^2*Zb21i*Zh12*Zt21r*cb*sb^4
< B01629   |B01628+2*MW^2*Zb21i*Zh13*Zt21i*s2b^2*sb^2+4*MW^2*Zb21r*Zh12*Zt21i*cb*sb^2-4*MW^2*Zb21r*Zh12*Zt21i*cb*sb^4+2*MW^2*Zb21r*Zh13*Zt21r*s2b^2*sb^2-4*Mt^2*Zb21i*Zh12*Zt21r*cb*sb^2
< B01630   |B01629+4*Mt^2*Zb21r*Zh12*Zt21i*cb*sb^2
< B01631   |4*Mq^2*Zh11*sb^3+4*Mq^2*Zh12*cb^3-4*MW^2*Zh11*cb^2*sb^3-4*MW^2*Zh12*cb^3*sb^2
< B01632   |4*Mq^2*Zh13*c2b-MW^2*Zh13*c2b*s2b^2
< B01633   |4*Mc^2*Zh22*cb^3+4*Mq^2*Zh21*sb^3-4*MW^2*Zh21*cb^2*sb^3-4*MW^2*Zh22*cb^3*sb^2
< B01634   |4*Mc^2*Zh23*cb^4-4*Mq^2*Zh23*sb^4-MW^2*Zh23*c2b*s2b^2
< B01635   |Zh21*sb+Zh22*cb
< B01636   |MW^2*Zh22*cb^3-Ml^2*Zh21*sb+MW^2*Zh21*cb^2*sb
< B01637   |Ml^2*Zh23*sb^2+MW^2*Zh23*c2b*cb^2
< B01638   |MW^2*Zh22*Zl21r*cb^3-Ml^2*Zh21*Zl21r*sb-Ml^2*Zh23*Zl21i*sb^2+MW^2*Zh21*Zl21r*cb^2*sb-MW^2*Zh23*Zl21i*c2b*cb^2
< B01639   |MW^2*Zh22*Zl21i*cb^3-Ml^2*Zh21*Zl21i*sb+Ml^2*Zh23*Zl21r*sb^2+MW^2*Zh21*Zl21i*cb^2*sb+MW^2*Zh23*Zl21r*c2b*cb^2
< B01640   |4*Mb^2*Zb11r*Zh21*Zt11r*sb^3+4*Mt^2*Zb11r*Zh22*Zt11r*cb^3-4*MW^2*Zb11r*Zh21*Zt11r*cb^2*sb^3-4*MW^2*Zb11r*Zh22*Zt11r*cb^3*sb^2+4*Mb*Mt*Zb21i*Zh21*Zt21i*sb
< B01641   |B01640-4*Mb*Mt*Zb21i*Zh21*Zt21i*sb^3+4*Mb*Mt*Zb21r*Zh21*Zt21r*sb-4*Mb*Mt*Zb21r*Zh21*Zt21r*sb^3+4*Mb*Mt*Zb21i*Zh22*Zt21i*cb*sb^2+4*Mb*Mt*Zb21r*Zh22*Zt21r*cb*sb^2
< B01642   |4*Mb^2*Zb11r*Zh23*Zt11r*sb^4-4*Mt^2*Zb11r*Zh23*Zt11r*cb^4+MW^2*Zb11r*Zh23*Zt11r*c2b*s2b^2+4*Mb*Mt*Zb21i*Zh21*Zt21r*sb-4*Mb*Mt*Zb21i*Zh21*Zt21r*sb^3
< B01643   |B01642-4*Mb*Mt*Zb21r*Zh21*Zt21i*sb+4*Mb*Mt*Zb21r*Zh21*Zt21i*sb^3+4*Mb*Mt*Zb21i*Zh22*Zt21r*cb*sb^2-4*Mb*Mt*Zb21r*Zh22*Zt21i*cb*sb^2
< B01644   |4*Mb^2*Zb21i*Zh23*Zt11r*sb^4+4*Mb^2*Zb21r*Zh21*Zt11r*sb^3-4*Mt^2*Zb21i*Zh23*Zt11r*cb^4+4*Mt^2*Zb21r*Zh22*Zt11r*cb^3+MW^2*Zb21i*Zh23*Zt11r*c2b*s2b^2
< B01645   |B01644-4*MW^2*Zb21r*Zh21*Zt11r*cb^2*sb^3-4*MW^2*Zb21r*Zh22*Zt11r*cb^3*sb^2-4*Mb*Mt*Zb11r*Zh21*Zt21r*cb^2*sb-4*Mb*Mt*Zb11r*Zh22*Zt21r*cb*sb^2
< B01646   |4*Mb^2*Zb21i*Zh21*Zt11r*sb^3-4*Mb^2*Zb21r*Zh23*Zt11r*sb^4+4*Mt^2*Zb21i*Zh22*Zt11r*cb^3+4*Mt^2*Zb21r*Zh23*Zt11r*cb^4-4*MW^2*Zb21i*Zh21*Zt11r*cb^2*sb^3
< B01647   |B01646-4*MW^2*Zb21i*Zh22*Zt11r*cb^3*sb^2-MW^2*Zb21r*Zh23*Zt11r*c2b*s2b^2-4*Mb*Mt*Zb11r*Zh21*Zt21i*cb^2*sb-4*Mb*Mt*Zb11r*Zh22*Zt21i*cb*sb^2
< B01648   |4*Mb^2*Zb11r*Zh21*Zt21r*sb^3-4*Mb^2*Zb11r*Zh23*Zt21i*sb^4+4*Mt^2*Zb11r*Zh22*Zt21r*cb^3+4*Mt^2*Zb11r*Zh23*Zt21i*cb^4-4*MW^2*Zb11r*Zh21*Zt21r*cb^2*sb^3
< B01649   |B01648-4*MW^2*Zb11r*Zh22*Zt21r*cb^3*sb^2-MW^2*Zb11r*Zh23*Zt21i*c2b*s2b^2-4*Mb*Mt*Zb21r*Zh21*Zt11r*cb^2*sb-4*Mb*Mt*Zb21r*Zh22*Zt11r*cb*sb^2
< B01650   |4*Mb^2*Zb11r*Zh21*Zt21i*sb^3+4*Mb^2*Zb11r*Zh23*Zt21r*sb^4+4*Mt^2*Zb11r*Zh22*Zt21i*cb^3-4*Mt^2*Zb11r*Zh23*Zt21r*cb^4-4*MW^2*Zb11r*Zh21*Zt21i*cb^2*sb^3
< B01651   |B01650-4*MW^2*Zb11r*Zh22*Zt21i*cb^3*sb^2+MW^2*Zb11r*Zh23*Zt21r*c2b*s2b^2-4*Mb*Mt*Zb21i*Zh21*Zt11r*cb^2*sb-4*Mb*Mt*Zb21i*Zh22*Zt11r*cb*sb^2
< B01652   |4*Mt^2*Zb21i*Zh23*Zt21r-4*Mt^2*Zb21r*Zh23*Zt21i+4*MW^2*Zb21i*Zh21*Zt21i*sb^3-4*MW^2*Zb21i*Zh21*Zt21i*sb^5-MW^2*Zb21i*Zh23*Zt21r*s2b^2
< B01653   |B01652+4*MW^2*Zb21r*Zh21*Zt21r*sb^3-4*MW^2*Zb21r*Zh21*Zt21r*sb^5+MW^2*Zb21r*Zh23*Zt21i*s2b^2-4*Mb^2*Zb21i*Zh21*Zt21i*sb^3-4*Mb^2*Zb21i*Zh23*Zt21r*sb^4
< B01654   |B01653-4*Mb^2*Zb21r*Zh21*Zt21r*sb^3+4*Mb^2*Zb21r*Zh23*Zt21i*sb^4-4*Mt^2*Zb21i*Zh22*Zt21i*cb-8*Mt^2*Zb21i*Zh23*Zt21r*sb^2+4*Mt^2*Zb21i*Zh23*Zt21r*sb^4
< B01655   |B01654-4*Mt^2*Zb21r*Zh22*Zt21r*cb+8*Mt^2*Zb21r*Zh23*Zt21i*sb^2-4*Mt^2*Zb21r*Zh23*Zt21i*sb^4+4*MW^2*Zb21i*Zh22*Zt21i*cb*sb^2-4*MW^2*Zb21i*Zh22*Zt21i*cb*sb^4
< B01656   |B01655+2*MW^2*Zb21i*Zh23*Zt21r*s2b^2*sb^2+4*MW^2*Zb21r*Zh22*Zt21r*cb*sb^2-4*MW^2*Zb21r*Zh22*Zt21r*cb*sb^4-2*MW^2*Zb21r*Zh23*Zt21i*s2b^2*sb^2+4*Mt^2*Zb21i*Zh22*Zt21i*cb*sb^2
< B01657   |B01656+4*Mt^2*Zb21r*Zh22*Zt21r*cb*sb^2-4*Mb*Mt*Zb11r*Zh21*Zt11r*cb^2*sb-4*Mb*Mt*Zb11r*Zh22*Zt11r*cb*sb^2
< B01658   |4*Mt^2*Zb21i*Zh23*Zt21i+4*Mt^2*Zb21r*Zh23*Zt21r-4*MW^2*Zb21i*Zh21*Zt21r*sb^3+4*MW^2*Zb21i*Zh21*Zt21r*sb^5-MW^2*Zb21i*Zh23*Zt21i*s2b^2
< B01659   |B01658+4*MW^2*Zb21r*Zh21*Zt21i*sb^3-4*MW^2*Zb21r*Zh21*Zt21i*sb^5-MW^2*Zb21r*Zh23*Zt21r*s2b^2+4*Mb^2*Zb21i*Zh21*Zt21r*sb^3-4*Mb^2*Zb21i*Zh23*Zt21i*sb^4
< B01660   |B01659-4*Mb^2*Zb21r*Zh21*Zt21i*sb^3-4*Mb^2*Zb21r*Zh23*Zt21r*sb^4+4*Mt^2*Zb21i*Zh22*Zt21r*cb-8*Mt^2*Zb21i*Zh23*Zt21i*sb^2+4*Mt^2*Zb21i*Zh23*Zt21i*sb^4
< B01661   |B01660-4*Mt^2*Zb21r*Zh22*Zt21i*cb-8*Mt^2*Zb21r*Zh23*Zt21r*sb^2+4*Mt^2*Zb21r*Zh23*Zt21r*sb^4-4*MW^2*Zb21i*Zh22*Zt21r*cb*sb^2+4*MW^2*Zb21i*Zh22*Zt21r*cb*sb^4
< B01662   |B01661+2*MW^2*Zb21i*Zh23*Zt21i*s2b^2*sb^2+4*MW^2*Zb21r*Zh22*Zt21i*cb*sb^2-4*MW^2*Zb21r*Zh22*Zt21i*cb*sb^4+2*MW^2*Zb21r*Zh23*Zt21r*s2b^2*sb^2-4*Mt^2*Zb21i*Zh22*Zt21r*cb*sb^2
< B01663   |B01662+4*Mt^2*Zb21r*Zh22*Zt21i*cb*sb^2
< B01664   |4*Mq^2*Zh21*sb^3+4*Mq^2*Zh22*cb^3-4*MW^2*Zh21*cb^2*sb^3-4*MW^2*Zh22*cb^3*sb^2
< B01665   |4*Mq^2*Zh23*c2b-MW^2*Zh23*c2b*s2b^2
< B01666   |4*Mc^2*Zh32*cb^3+4*Mq^2*Zh31*sb^3-4*MW^2*Zh31*cb^2*sb^3-4*MW^2*Zh32*cb^3*sb^2
< B01667   |4*Mc^2*Zh33*cb^4-4*Mq^2*Zh33*sb^4-MW^2*Zh33*c2b*s2b^2
< B01668   |Zh31*sb+Zh32*cb
< B01669   |MW^2*Zh32*cb^3-Ml^2*Zh31*sb+MW^2*Zh31*cb^2*sb
< B01670   |Ml^2*Zh33*sb^2+MW^2*Zh33*c2b*cb^2
< B01671   |MW^2*Zh32*Zl21r*cb^3-Ml^2*Zh31*Zl21r*sb-Ml^2*Zh33*Zl21i*sb^2+MW^2*Zh31*Zl21r*cb^2*sb-MW^2*Zh33*Zl21i*c2b*cb^2
< B01672   |MW^2*Zh32*Zl21i*cb^3-Ml^2*Zh31*Zl21i*sb+Ml^2*Zh33*Zl21r*sb^2+MW^2*Zh31*Zl21i*cb^2*sb+MW^2*Zh33*Zl21r*c2b*cb^2
< B01673   |4*Mb^2*Zb11r*Zh31*Zt11r*sb^3+4*Mt^2*Zb11r*Zh32*Zt11r*cb^3-4*MW^2*Zb11r*Zh31*Zt11r*cb^2*sb^3-4*MW^2*Zb11r*Zh32*Zt11r*cb^3*sb^2+4*Mb*Mt*Zb21i*Zh31*Zt21i*sb
< B01674   |B01673-4*Mb*Mt*Zb21i*Zh31*Zt21i*sb^3+4*Mb*Mt*Zb21r*Zh31*Zt21r*sb-4*Mb*Mt*Zb21r*Zh31*Zt21r*sb^3+4*Mb*Mt*Zb21i*Zh32*Zt21i*cb*sb^2+4*Mb*Mt*Zb21r*Zh32*Zt21r*cb*sb^2
< B01675   |4*Mb^2*Zb11r*Zh33*Zt11r*sb^4-4*Mt^2*Zb11r*Zh33*Zt11r*cb^4+MW^2*Zb11r*Zh33*Zt11r*c2b*s2b^2+4*Mb*Mt*Zb21i*Zh31*Zt21r*sb-4*Mb*Mt*Zb21i*Zh31*Zt21r*sb^3
< B01676   |B01675-4*Mb*Mt*Zb21r*Zh31*Zt21i*sb+4*Mb*Mt*Zb21r*Zh31*Zt21i*sb^3+4*Mb*Mt*Zb21i*Zh32*Zt21r*cb*sb^2-4*Mb*Mt*Zb21r*Zh32*Zt21i*cb*sb^2
< B01677   |4*Mb^2*Zb21i*Zh33*Zt11r*sb^4+4*Mb^2*Zb21r*Zh31*Zt11r*sb^3-4*Mt^2*Zb21i*Zh33*Zt11r*cb^4+4*Mt^2*Zb21r*Zh32*Zt11r*cb^3+MW^2*Zb21i*Zh33*Zt11r*c2b*s2b^2
< B01678   |B01677-4*MW^2*Zb21r*Zh31*Zt11r*cb^2*sb^3-4*MW^2*Zb21r*Zh32*Zt11r*cb^3*sb^2-4*Mb*Mt*Zb11r*Zh31*Zt21r*cb^2*sb-4*Mb*Mt*Zb11r*Zh32*Zt21r*cb*sb^2
< B01679   |4*Mb^2*Zb21i*Zh31*Zt11r*sb^3-4*Mb^2*Zb21r*Zh33*Zt11r*sb^4+4*Mt^2*Zb21i*Zh32*Zt11r*cb^3+4*Mt^2*Zb21r*Zh33*Zt11r*cb^4-4*MW^2*Zb21i*Zh31*Zt11r*cb^2*sb^3
< B01680   |B01679-4*MW^2*Zb21i*Zh32*Zt11r*cb^3*sb^2-MW^2*Zb21r*Zh33*Zt11r*c2b*s2b^2-4*Mb*Mt*Zb11r*Zh31*Zt21i*cb^2*sb-4*Mb*Mt*Zb11r*Zh32*Zt21i*cb*sb^2
< B01681   |4*Mb^2*Zb11r*Zh31*Zt21r*sb^3-4*Mb^2*Zb11r*Zh33*Zt21i*sb^4+4*Mt^2*Zb11r*Zh32*Zt21r*cb^3+4*Mt^2*Zb11r*Zh33*Zt21i*cb^4-4*MW^2*Zb11r*Zh31*Zt21r*cb^2*sb^3
< B01682   |B01681-4*MW^2*Zb11r*Zh32*Zt21r*cb^3*sb^2-MW^2*Zb11r*Zh33*Zt21i*c2b*s2b^2-4*Mb*Mt*Zb21r*Zh31*Zt11r*cb^2*sb-4*Mb*Mt*Zb21r*Zh32*Zt11r*cb*sb^2
< B01683   |4*Mb^2*Zb11r*Zh31*Zt21i*sb^3+4*Mb^2*Zb11r*Zh33*Zt21r*sb^4+4*Mt^2*Zb11r*Zh32*Zt21i*cb^3-4*Mt^2*Zb11r*Zh33*Zt21r*cb^4-4*MW^2*Zb11r*Zh31*Zt21i*cb^2*sb^3
< B01684   |B01683-4*MW^2*Zb11r*Zh32*Zt21i*cb^3*sb^2+MW^2*Zb11r*Zh33*Zt21r*c2b*s2b^2-4*Mb*Mt*Zb21i*Zh31*Zt11r*cb^2*sb-4*Mb*Mt*Zb21i*Zh32*Zt11r*cb*sb^2
< B01685   |4*Mt^2*Zb21i*Zh33*Zt21r-4*Mt^2*Zb21r*Zh33*Zt21i+4*MW^2*Zb21i*Zh31*Zt21i*sb^3-4*MW^2*Zb21i*Zh31*Zt21i*sb^5-MW^2*Zb21i*Zh33*Zt21r*s2b^2
< B01686   |B01685+4*MW^2*Zb21r*Zh31*Zt21r*sb^3-4*MW^2*Zb21r*Zh31*Zt21r*sb^5+MW^2*Zb21r*Zh33*Zt21i*s2b^2-4*Mb^2*Zb21i*Zh31*Zt21i*sb^3-4*Mb^2*Zb21i*Zh33*Zt21r*sb^4
< B01687   |B01686-4*Mb^2*Zb21r*Zh31*Zt21r*sb^3+4*Mb^2*Zb21r*Zh33*Zt21i*sb^4-4*Mt^2*Zb21i*Zh32*Zt21i*cb-8*Mt^2*Zb21i*Zh33*Zt21r*sb^2+4*Mt^2*Zb21i*Zh33*Zt21r*sb^4
< B01688   |B01687-4*Mt^2*Zb21r*Zh32*Zt21r*cb+8*Mt^2*Zb21r*Zh33*Zt21i*sb^2-4*Mt^2*Zb21r*Zh33*Zt21i*sb^4+4*MW^2*Zb21i*Zh32*Zt21i*cb*sb^2-4*MW^2*Zb21i*Zh32*Zt21i*cb*sb^4
< B01689   |B01688+2*MW^2*Zb21i*Zh33*Zt21r*s2b^2*sb^2+4*MW^2*Zb21r*Zh32*Zt21r*cb*sb^2-4*MW^2*Zb21r*Zh32*Zt21r*cb*sb^4-2*MW^2*Zb21r*Zh33*Zt21i*s2b^2*sb^2+4*Mt^2*Zb21i*Zh32*Zt21i*cb*sb^2
< B01690   |B01689+4*Mt^2*Zb21r*Zh32*Zt21r*cb*sb^2-4*Mb*Mt*Zb11r*Zh31*Zt11r*cb^2*sb-4*Mb*Mt*Zb11r*Zh32*Zt11r*cb*sb^2
< B01691   |4*Mt^2*Zb21i*Zh33*Zt21i+4*Mt^2*Zb21r*Zh33*Zt21r-4*MW^2*Zb21i*Zh31*Zt21r*sb^3+4*MW^2*Zb21i*Zh31*Zt21r*sb^5-MW^2*Zb21i*Zh33*Zt21i*s2b^2
< B01692   |B01691+4*MW^2*Zb21r*Zh31*Zt21i*sb^3-4*MW^2*Zb21r*Zh31*Zt21i*sb^5-MW^2*Zb21r*Zh33*Zt21r*s2b^2+4*Mb^2*Zb21i*Zh31*Zt21r*sb^3-4*Mb^2*Zb21i*Zh33*Zt21i*sb^4
< B01693   |B01692-4*Mb^2*Zb21r*Zh31*Zt21i*sb^3-4*Mb^2*Zb21r*Zh33*Zt21r*sb^4+4*Mt^2*Zb21i*Zh32*Zt21r*cb-8*Mt^2*Zb21i*Zh33*Zt21i*sb^2+4*Mt^2*Zb21i*Zh33*Zt21i*sb^4
< B01694   |B01693-4*Mt^2*Zb21r*Zh32*Zt21i*cb-8*Mt^2*Zb21r*Zh33*Zt21r*sb^2+4*Mt^2*Zb21r*Zh33*Zt21r*sb^4-4*MW^2*Zb21i*Zh32*Zt21r*cb*sb^2+4*MW^2*Zb21i*Zh32*Zt21r*cb*sb^4
< B01695   |B01694+2*MW^2*Zb21i*Zh33*Zt21i*s2b^2*sb^2+4*MW^2*Zb21r*Zh32*Zt21i*cb*sb^2-4*MW^2*Zb21r*Zh32*Zt21i*cb*sb^4+2*MW^2*Zb21r*Zh33*Zt21r*s2b^2*sb^2-4*Mt^2*Zb21i*Zh32*Zt21r*cb*sb^2
< B01696   |B01695+4*Mt^2*Zb21r*Zh32*Zt21i*cb*sb^2
< B01697   |4*Mq^2*Zh31*sb^3+4*Mq^2*Zh32*cb^3-4*MW^2*Zh31*cb^2*sb^3-4*MW^2*Zh32*cb^3*sb^2
< B01698   |4*Mq^2*Zh33*c2b-MW^2*Zh33*c2b*s2b^2
< B01699   |cb^4*la1+la2*sb^4+2*cb*la7r*sb^3+cb^2*la3*sb^2+cb^2*la4*sb^2
< B01700   |B01699+2*cb^2*la5r*sb^2+2*cb^3*la6r*sb
< B01701   |2*Zh11*la7i*sb^3-2*Zh12*cb^3*la6i-2*Zh13*cb^2*la6r-6*Zh13*la7r*sb^2+8*Zh13*la7r*sb^4
< B01702   |B01701+4*Zh11*cb*la5i*sb^2+2*Zh11*cb^2*la6i*sb-2*Zh12*cb*la7i*sb^2-4*Zh12*cb^2*la5i*sb-Zh13*c2b*la3*s2b
< B01703   |B01702-Zh13*c2b*la4*s2b-2*Zh13*c2b*la5r*s2b-4*Zh13*cb*la2*sb^3+8*Zh13*cb^2*la6r*sb^2+4*Zh13*cb^3*la1*sb
< B01704   |2*Zh21*la7i*sb^3-2*Zh22*cb^3*la6i-2*Zh23*cb^2*la6r-6*Zh23*la7r*sb^2+8*Zh23*la7r*sb^4
< B01705   |B01704+4*Zh21*cb*la5i*sb^2+2*Zh21*cb^2*la6i*sb-2*Zh22*cb*la7i*sb^2-4*Zh22*cb^2*la5i*sb-Zh23*c2b*la3*s2b
< B01706   |B01705-Zh23*c2b*la4*s2b-2*Zh23*c2b*la5r*s2b-4*Zh23*cb*la2*sb^3+8*Zh23*cb^2*la6r*sb^2+4*Zh23*cb^3*la1*sb
< B01707   |2*Zh31*la7i*sb^3-2*Zh32*cb^3*la6i-2*Zh33*cb^2*la6r-6*Zh33*la7r*sb^2+8*Zh33*la7r*sb^4
< B01708   |B01707+4*Zh31*cb*la5i*sb^2+2*Zh31*cb^2*la6i*sb-2*Zh32*cb*la7i*sb^2-4*Zh32*cb^2*la5i*sb-Zh33*c2b*la3*s2b
< B01709   |B01708-Zh33*c2b*la4*s2b-2*Zh33*c2b*la5r*s2b-4*Zh33*cb*la2*sb^3+8*Zh33*cb^2*la6r*sb^2+4*Zh33*cb^3*la1*sb
< B01710   |Zh13^2*la3+2*Zh11^2*cb^2*la1+Zh11^2*la3*sb^2+Zh11^2*la6r*s2b+Zh12^2*cb^2*la3
< B01711   |B01710+2*Zh12^2*la2*sb^2+Zh12^2*la7r*s2b+2*Zh11*Zh12*cb^2*la6r+Zh11*Zh12*la4*s2b+2*Zh11*Zh12*la5r*s2b
< B01712   |B01711+2*Zh11*Zh12*la7r*sb^2-2*Zh11*Zh13*cb^3*la6i-2*Zh12*Zh13*la7i*sb^3-Zh13^2*c2b*la6r*s2b+Zh13^2*c2b*la7r*s2b
< B01713   |B01712+2*Zh13^2*cb^2*la1*sb^2+2*Zh13^2*cb^2*la2*sb^2-2*Zh13^2*cb^2*la3*sb^2-2*Zh13^2*cb^2*la4*sb^2-4*Zh13^2*cb^2*la5r*sb^2
< B01714   |B01713-2*Zh11*Zh13*cb*la7i*sb^2-4*Zh11*Zh13*cb^2*la5i*sb-4*Zh12*Zh13*cb*la5i*sb^2-2*Zh12*Zh13*cb^2*la6i*sb
< B01715   |2*Zh13*Zh23*la3+4*Zh11*Zh21*cb^2*la1+2*Zh11*Zh21*la3*sb^2+2*Zh11*Zh21*la6r*s2b+2*Zh11*Zh22*cb^2*la6r
< B01716   |B01715+Zh11*Zh22*la4*s2b+2*Zh11*Zh22*la5r*s2b+2*Zh11*Zh22*la7r*sb^2-2*Zh11*Zh23*cb^3*la6i+2*Zh12*Zh21*cb^2*la6r
< B01717   |B01716+Zh12*Zh21*la4*s2b+2*Zh12*Zh21*la5r*s2b+2*Zh12*Zh21*la7r*sb^2+2*Zh12*Zh22*cb^2*la3+4*Zh12*Zh22*la2*sb^2
< B01718   |B01717+2*Zh12*Zh22*la7r*s2b-2*Zh12*Zh23*la7i*sb^3-2*Zh13*Zh21*cb^3*la6i-2*Zh13*Zh22*la7i*sb^3-2*Zh11*Zh23*cb*la7i*sb^2
< B01719   |B01718-4*Zh11*Zh23*cb^2*la5i*sb-4*Zh12*Zh23*cb*la5i*sb^2-2*Zh12*Zh23*cb^2*la6i*sb-2*Zh13*Zh21*cb*la7i*sb^2-4*Zh13*Zh21*cb^2*la5i*sb
< B01720   |B01719-4*Zh13*Zh22*cb*la5i*sb^2-2*Zh13*Zh22*cb^2*la6i*sb-2*Zh13*Zh23*c2b*la6r*s2b+2*Zh13*Zh23*c2b*la7r*s2b+4*Zh13*Zh23*cb^2*la1*sb^2
< B01721   |B01720+4*Zh13*Zh23*cb^2*la2*sb^2-4*Zh13*Zh23*cb^2*la3*sb^2-4*Zh13*Zh23*cb^2*la4*sb^2-8*Zh13*Zh23*cb^2*la5r*sb^2
< B01722   |2*Zh13*Zh33*la3+4*Zh11*Zh31*cb^2*la1+2*Zh11*Zh31*la3*sb^2+2*Zh11*Zh31*la6r*s2b+2*Zh11*Zh32*cb^2*la6r
< B01723   |B01722+Zh11*Zh32*la4*s2b+2*Zh11*Zh32*la5r*s2b+2*Zh11*Zh32*la7r*sb^2-2*Zh11*Zh33*cb^3*la6i+2*Zh12*Zh31*cb^2*la6r
< B01724   |B01723+Zh12*Zh31*la4*s2b+2*Zh12*Zh31*la5r*s2b+2*Zh12*Zh31*la7r*sb^2+2*Zh12*Zh32*cb^2*la3+4*Zh12*Zh32*la2*sb^2
< B01725   |B01724+2*Zh12*Zh32*la7r*s2b-2*Zh12*Zh33*la7i*sb^3-2*Zh13*Zh31*cb^3*la6i-2*Zh13*Zh32*la7i*sb^3-2*Zh11*Zh33*cb*la7i*sb^2
< B01726   |B01725-4*Zh11*Zh33*cb^2*la5i*sb-4*Zh12*Zh33*cb*la5i*sb^2-2*Zh12*Zh33*cb^2*la6i*sb-2*Zh13*Zh31*cb*la7i*sb^2-4*Zh13*Zh31*cb^2*la5i*sb
< B01727   |B01726-4*Zh13*Zh32*cb*la5i*sb^2-2*Zh13*Zh32*cb^2*la6i*sb-2*Zh13*Zh33*c2b*la6r*s2b+2*Zh13*Zh33*c2b*la7r*s2b+4*Zh13*Zh33*cb^2*la1*sb^2
< B01728   |B01727+4*Zh13*Zh33*cb^2*la2*sb^2-4*Zh13*Zh33*cb^2*la3*sb^2-4*Zh13*Zh33*cb^2*la4*sb^2-8*Zh13*Zh33*cb^2*la5r*sb^2
< B01729   |Zh23^2*la3+2*Zh21^2*cb^2*la1+Zh21^2*la3*sb^2+Zh21^2*la6r*s2b+Zh22^2*cb^2*la3
< B01730   |B01729+2*Zh22^2*la2*sb^2+Zh22^2*la7r*s2b+2*Zh21*Zh22*cb^2*la6r+Zh21*Zh22*la4*s2b+2*Zh21*Zh22*la5r*s2b
< B01731   |B01730+2*Zh21*Zh22*la7r*sb^2-2*Zh21*Zh23*cb^3*la6i-2*Zh22*Zh23*la7i*sb^3-Zh23^2*c2b*la6r*s2b+Zh23^2*c2b*la7r*s2b
< B01732   |B01731+2*Zh23^2*cb^2*la1*sb^2+2*Zh23^2*cb^2*la2*sb^2-2*Zh23^2*cb^2*la3*sb^2-2*Zh23^2*cb^2*la4*sb^2-4*Zh23^2*cb^2*la5r*sb^2
< B01733   |B01732-2*Zh21*Zh23*cb*la7i*sb^2-4*Zh21*Zh23*cb^2*la5i*sb-4*Zh22*Zh23*cb*la5i*sb^2-2*Zh22*Zh23*cb^2*la6i*sb
< B01734   |2*Zh23*Zh33*la3+4*Zh21*Zh31*cb^2*la1+2*Zh21*Zh31*la3*sb^2+2*Zh21*Zh31*la6r*s2b+2*Zh21*Zh32*cb^2*la6r
< B01735   |B01734+Zh21*Zh32*la4*s2b+2*Zh21*Zh32*la5r*s2b+2*Zh21*Zh32*la7r*sb^2-2*Zh21*Zh33*cb^3*la6i+2*Zh22*Zh31*cb^2*la6r
< B01736   |B01735+Zh22*Zh31*la4*s2b+2*Zh22*Zh31*la5r*s2b+2*Zh22*Zh31*la7r*sb^2+2*Zh22*Zh32*cb^2*la3+4*Zh22*Zh32*la2*sb^2
< B01737   |B01736+2*Zh22*Zh32*la7r*s2b-2*Zh22*Zh33*la7i*sb^3-2*Zh23*Zh31*cb^3*la6i-2*Zh23*Zh32*la7i*sb^3-2*Zh21*Zh33*cb*la7i*sb^2
< B01738   |B01737-4*Zh21*Zh33*cb^2*la5i*sb-4*Zh22*Zh33*cb*la5i*sb^2-2*Zh22*Zh33*cb^2*la6i*sb-2*Zh23*Zh31*cb*la7i*sb^2-4*Zh23*Zh31*cb^2*la5i*sb
< B01739   |B01738-4*Zh23*Zh32*cb*la5i*sb^2-2*Zh23*Zh32*cb^2*la6i*sb-2*Zh23*Zh33*c2b*la6r*s2b+2*Zh23*Zh33*c2b*la7r*s2b+4*Zh23*Zh33*cb^2*la1*sb^2
< B01740   |B01739+4*Zh23*Zh33*cb^2*la2*sb^2-4*Zh23*Zh33*cb^2*la3*sb^2-4*Zh23*Zh33*cb^2*la4*sb^2-8*Zh23*Zh33*cb^2*la5r*sb^2
< B01741   |Zh33^2*la3+2*Zh31^2*cb^2*la1+Zh31^2*la3*sb^2+Zh31^2*la6r*s2b+Zh32^2*cb^2*la3
< B01742   |B01741+2*Zh32^2*la2*sb^2+Zh32^2*la7r*s2b+2*Zh31*Zh32*cb^2*la6r+Zh31*Zh32*la4*s2b+2*Zh31*Zh32*la5r*s2b
< B01743   |B01742+2*Zh31*Zh32*la7r*sb^2-2*Zh31*Zh33*cb^3*la6i-2*Zh32*Zh33*la7i*sb^3-Zh33^2*c2b*la6r*s2b+Zh33^2*c2b*la7r*s2b
< B01744   |B01743+2*Zh33^2*cb^2*la1*sb^2+2*Zh33^2*cb^2*la2*sb^2-2*Zh33^2*cb^2*la3*sb^2-2*Zh33^2*cb^2*la4*sb^2-4*Zh33^2*cb^2*la5r*sb^2
< B01745   |B01744-2*Zh31*Zh33*cb*la7i*sb^2-4*Zh31*Zh33*cb^2*la5i*sb-4*Zh32*Zh33*cb*la5i*sb^2-2*Zh32*Zh33*cb^2*la6i*sb
< B01746   |6*Mb^2*Zb21i^2+6*Mb^2*Zb21r^2+6*CW^2*Mt^2*Zb11r^2+3*MW^2*Zb11r^2*c2b-6*Mb^2*SW^2*Zb21i^2
< B01747   |B01746-6*Mb^2*SW^2*Zb21r^2-4*MW^2*SW^2*Zb11r^2*c2b-2*MW^2*SW^2*Zb21i^2*c2b-2*MW^2*SW^2*Zb21r^2*c2b
< B01748   |6*CW^2*Mb^2*Zb21r-6*CW^2*Mt^2*Zb21r-3*MW^2*Zb21r*c2b+2*MW^2*SW^2*Zb21r*c2b
< B01749   |6*CW^2*Mb^2*Zb21i-6*CW^2*Mt^2*Zb21i-3*MW^2*Zb21i*c2b+2*MW^2*SW^2*Zb21i*c2b
< B01750   |6*Mt^2*Zb21i^2+6*Mt^2*Zb21r^2+6*CW^2*Mb^2*Zb11r^2+3*MW^2*Zb21i^2*c2b+3*MW^2*Zb21r^2*c2b
< B01751   |B01750-6*Mt^2*SW^2*Zb21i^2-6*Mt^2*SW^2*Zb21r^2-2*MW^2*SW^2*Zb11r^2*c2b-4*MW^2*SW^2*Zb21i^2*c2b-4*MW^2*SW^2*Zb21r^2*c2b
< B01752   |6*CW^2*Mq^2-3*MW^2*c2b+2*MW^2*SW^2*c2b
< B01753   |3*CW^2*Mc^2+2*MW^2*SW^2*c2b
< B01754   |6*CW^2*Mq^2+3*MW^2*c2b-4*MW^2*SW^2*c2b
< B01755   |3*CW^2*Mq^2-MW^2*SW^2*c2b
< B01756   |2*Ml^2*Zl21i^2+2*Ml^2*Zl21r^2+MW^2*Zl11r^2*c2b-2*Ml^2*SW^2*Zl21i^2-2*Ml^2*SW^2*Zl21r^2
< B01757   |B01756-2*MW^2*SW^2*Zl21i^2*c2b-2*MW^2*SW^2*Zl21r^2*c2b
< B01758   |2*CW^2*Ml^2*Zl21r-MW^2*Zl21r*c2b-2*MW^2*SW^2*Zl21r*c2b
< B01759   |2*CW^2*Ml^2*Zl21i-MW^2*Zl21i*c2b-2*MW^2*SW^2*Zl21i*c2b
< B01760   |2*CW^2*Ml^2*Zl11r^2+MW^2*Zl21i^2*c2b+MW^2*Zl21r^2*c2b-2*MW^2*SW^2*Zl11r^2*c2b
< B01761   |2*CW^2*Ml^2-C2W*MW^2*c2b
< B01762   |6*CW^2*Mc^2+3*MW^2*c2b-4*MW^2*SW^2*c2b
< B01763   |6*Mt^2*Zt21i^2+6*Mt^2*Zt21r^2+6*CW^2*Mb^2*Zt11r^2-3*MW^2*Zt11r^2*c2b-6*Mt^2*SW^2*Zt21i^2
< B01764   |B01763-6*Mt^2*SW^2*Zt21r^2+2*MW^2*SW^2*Zt11r^2*c2b+4*MW^2*SW^2*Zt21i^2*c2b+4*MW^2*SW^2*Zt21r^2*c2b
< B01765   |6*CW^2*Mb^2*Zt21r-6*CW^2*Mt^2*Zt21r-3*MW^2*Zt21r*c2b-2*MW^2*SW^2*Zt21r*c2b
< B01766   |6*CW^2*Mb^2*Zt21i-6*CW^2*Mt^2*Zt21i-3*MW^2*Zt21i*c2b-2*MW^2*SW^2*Zt21i*c2b
< B01767   |6*Mb^2*Zt21i^2+6*Mb^2*Zt21r^2+6*CW^2*Mt^2*Zt11r^2-3*MW^2*Zt21i^2*c2b-3*MW^2*Zt21r^2*c2b
< B01768   |B01767-6*Mb^2*SW^2*Zt21i^2-6*Mb^2*SW^2*Zt21r^2+4*MW^2*SW^2*Zt11r^2*c2b+2*MW^2*SW^2*Zt21i^2*c2b+2*MW^2*SW^2*Zt21r^2*c2b
< B01769   |3*CW^2*Mq^2+2*MW^2*SW^2*c2b
< B01770   |Ml^2-MW^2*c2b
< B01771   |Ml^2*Zl21r-MW^2*Zl21r*c2b
< B01772   |Ml^2*Zl21i-MW^2*Zl21i*c2b
< B01773   |Mb^2-Mt^2-MW^2*c2b
< B01774   |Mb^2*Zb21r-Mt^2*Zb21r-MW^2*Zb21r*c2b
< B01775   |Mb^2*Zb21i-Mt^2*Zb21i-MW^2*Zb21i*c2b
< B01776   |Mb^2*Zt21r-Mt^2*Zt21r-MW^2*Zt21r*c2b
< B01777   |Mb^2*Zt21i-Mt^2*Zt21i-MW^2*Zt21i*c2b
< B01778   |MW^2*Zb21i*Zt21i+MW^2*Zb21r*Zt21r-Mb^2*Zb21i*Zt21i-Mb^2*Zb21r*Zt21r+Mt^2*Zb21i*Zt21i
< B01779   |B01778+Mt^2*Zb21r*Zt21r-2*MW^2*Zb21i*Zt21i*sb^2-2*MW^2*Zb21r*Zt21r*sb^2
< B01780   |MW^2*Zb21i*Zt21r-MW^2*Zb21r*Zt21i-Mb^2*Zb21i*Zt21r+Mb^2*Zb21r*Zt21i+Mt^2*Zb21i*Zt21r
< B01781   |B01780-Mt^2*Zb21r*Zt21i-2*MW^2*Zb21i*Zt21r*sb^2+2*MW^2*Zb21r*Zt21i*sb^2
< B01782   |Mc^2*Zh12*cb-Mq^2*Zh11*sb+MW^2*Zh11*cb^2*sb-MW^2*Zh12*cb*sb^2
< B01783   |Mc^2*Zh13*cb^2+Mq^2*Zh13*sb^2-2*MW^2*Zh13*cb^2*sb^2
< B01784   |2*Ml^2*Zh11-2*MW^2*Zh11*cb^2+MW^2*Zh12*s2b
< B01785   |2*Ml^2*Zh13*sb-4*MW^2*Zh13*cb^2*sb
< B01786   |2*Ml^2*Zh11*Zl21r-2*MW^2*Zh11*Zl21r*cb^2+MW^2*Zh12*Zl21r*s2b+2*Ml^2*Zh13*Zl21i*sb-4*MW^2*Zh13*Zl21i*cb^2*sb
< B01787   |2*Ml^2*Zh11*Zl21i-2*MW^2*Zh11*Zl21i*cb^2+MW^2*Zh12*Zl21i*s2b-2*Ml^2*Zh13*Zl21r*sb+4*MW^2*Zh13*Zl21r*cb^2*sb
< B01788   |Mb*Mt*Zb21i*Zh13*Zt21r-Mb*Mt*Zb21r*Zh13*Zt21i-Mb^2*Zb11r*Zh11*Zt11r*sb+Mt^2*Zb11r*Zh12*Zt11r*cb+MW^2*Zb11r*Zh11*Zt11r*cb^2*sb
< B01789   |B01788-MW^2*Zb11r*Zh12*Zt11r*cb*sb^2+Mb*Mt*Zb21i*Zh11*Zt21i*sb-Mb*Mt*Zb21i*Zh12*Zt21i*cb+Mb*Mt*Zb21r*Zh11*Zt21r*sb-Mb*Mt*Zb21r*Zh12*Zt21r*cb
< B01790   |Mb*Mt*Zb21i*Zh13*Zt21i+Mb*Mt*Zb21r*Zh13*Zt21r+Mb^2*Zb11r*Zh13*Zt11r*sb^2+Mt^2*Zb11r*Zh13*Zt11r*cb^2-2*MW^2*Zb11r*Zh13*Zt11r*cb^2*sb^2
< B01791   |B01790-Mb*Mt*Zb21i*Zh11*Zt21r*sb+Mb*Mt*Zb21i*Zh12*Zt21r*cb+Mb*Mt*Zb21r*Zh11*Zt21i*sb-Mb*Mt*Zb21r*Zh12*Zt21i*cb
< B01792   |Mb*Mt*Zb11r*Zh13*Zt21i-Mb^2*Zb21i*Zh13*Zt11r*sb^2-Mb^2*Zb21r*Zh11*Zt11r*sb-Mt^2*Zb21i*Zh13*Zt11r*cb^2+Mt^2*Zb21r*Zh12*Zt11r*cb
< B01793   |B01792+2*MW^2*Zb21i*Zh13*Zt11r*cb^2*sb^2+MW^2*Zb21r*Zh11*Zt11r*cb^2*sb-MW^2*Zb21r*Zh12*Zt11r*cb*sb^2-Mb*Mt*Zb11r*Zh11*Zt21r*sb+Mb*Mt*Zb11r*Zh12*Zt21r*cb
< B01794   |Mb*Mt*Zb11r*Zh13*Zt21r+Mb^2*Zb21i*Zh11*Zt11r*sb-Mb^2*Zb21r*Zh13*Zt11r*sb^2-Mt^2*Zb21i*Zh12*Zt11r*cb-Mt^2*Zb21r*Zh13*Zt11r*cb^2
< B01795   |B01794-MW^2*Zb21i*Zh11*Zt11r*cb^2*sb+MW^2*Zb21i*Zh12*Zt11r*cb*sb^2+2*MW^2*Zb21r*Zh13*Zt11r*cb^2*sb^2+Mb*Mt*Zb11r*Zh11*Zt21i*sb-Mb*Mt*Zb11r*Zh12*Zt21i*cb
< B01796   |Mb*Mt*Zb21i*Zh13*Zt11r+Mb^2*Zb11r*Zh11*Zt21r*sb-Mb^2*Zb11r*Zh13*Zt21i*sb^2-Mt^2*Zb11r*Zh12*Zt21r*cb-Mt^2*Zb11r*Zh13*Zt21i*cb^2
< B01797   |B01796-MW^2*Zb11r*Zh11*Zt21r*cb^2*sb+MW^2*Zb11r*Zh12*Zt21r*cb*sb^2+2*MW^2*Zb11r*Zh13*Zt21i*cb^2*sb^2+Mb*Mt*Zb21r*Zh11*Zt11r*sb-Mb*Mt*Zb21r*Zh12*Zt11r*cb
< B01798   |Mb*Mt*Zb21r*Zh13*Zt11r-Mb^2*Zb11r*Zh11*Zt21i*sb-Mb^2*Zb11r*Zh13*Zt21r*sb^2+Mt^2*Zb11r*Zh12*Zt21i*cb-Mt^2*Zb11r*Zh13*Zt21r*cb^2
< B01799   |B01798+MW^2*Zb11r*Zh11*Zt21i*cb^2*sb-MW^2*Zb11r*Zh12*Zt21i*cb*sb^2+2*MW^2*Zb11r*Zh13*Zt21r*cb^2*sb^2-Mb*Mt*Zb21i*Zh11*Zt11r*sb+Mb*Mt*Zb21i*Zh12*Zt11r*cb
< B01800   |Mt^2*Zb21i*Zh13*Zt21r-Mt^2*Zb21r*Zh13*Zt21i-MW^2*Zb21i*Zh11*Zt21i*sb+MW^2*Zb21i*Zh11*Zt21i*sb^3-2*MW^2*Zb21i*Zh13*Zt21r*sb^2
< B01801   |B01800+2*MW^2*Zb21i*Zh13*Zt21r*sb^4-MW^2*Zb21r*Zh11*Zt21r*sb+MW^2*Zb21r*Zh11*Zt21r*sb^3+2*MW^2*Zb21r*Zh13*Zt21i*sb^2-2*MW^2*Zb21r*Zh13*Zt21i*sb^4
< B01802   |B01801+Mb^2*Zb21i*Zh11*Zt21i*sb+Mb^2*Zb21i*Zh13*Zt21r*sb^2+Mb^2*Zb21r*Zh11*Zt21r*sb-Mb^2*Zb21r*Zh13*Zt21i*sb^2-Mt^2*Zb21i*Zh12*Zt21i*cb
< B01803   |B01802-Mt^2*Zb21i*Zh13*Zt21r*sb^2-Mt^2*Zb21r*Zh12*Zt21r*cb+Mt^2*Zb21r*Zh13*Zt21i*sb^2+MW^2*Zb21i*Zh12*Zt21i*cb*sb^2+MW^2*Zb21r*Zh12*Zt21r*cb*sb^2
< B01804   |B01803-Mb*Mt*Zb11r*Zh11*Zt11r*sb+Mb*Mt*Zb11r*Zh12*Zt11r*cb
< B01805   |Mt^2*Zb21i*Zh13*Zt21i+Mt^2*Zb21r*Zh13*Zt21r+MW^2*Zb21i*Zh11*Zt21r*sb-MW^2*Zb21i*Zh11*Zt21r*sb^3-2*MW^2*Zb21i*Zh13*Zt21i*sb^2
< B01806   |B01805+2*MW^2*Zb21i*Zh13*Zt21i*sb^4-MW^2*Zb21r*Zh11*Zt21i*sb+MW^2*Zb21r*Zh11*Zt21i*sb^3-2*MW^2*Zb21r*Zh13*Zt21r*sb^2+2*MW^2*Zb21r*Zh13*Zt21r*sb^4
< B01807   |B01806+Mb*Mt*Zb11r*Zh13*Zt11r-Mb^2*Zb21i*Zh11*Zt21r*sb+Mb^2*Zb21i*Zh13*Zt21i*sb^2+Mb^2*Zb21r*Zh11*Zt21i*sb+Mb^2*Zb21r*Zh13*Zt21r*sb^2
< B01808   |B01807+Mt^2*Zb21i*Zh12*Zt21r*cb-Mt^2*Zb21i*Zh13*Zt21i*sb^2-Mt^2*Zb21r*Zh12*Zt21i*cb-Mt^2*Zb21r*Zh13*Zt21r*sb^2-MW^2*Zb21i*Zh12*Zt21r*cb*sb^2
< B01809   |B01808+MW^2*Zb21r*Zh12*Zt21i*cb*sb^2
< B01810   |Mq^2*Zh11*sb-Mq^2*Zh12*cb-MW^2*Zh11*cb^2*sb+MW^2*Zh12*cb*sb^2
< B01811   |Mq^2*Zh13-2*MW^2*Zh13*cb^2*sb^2
< B01812   |Mc^2*Zh22*cb-Mq^2*Zh21*sb+MW^2*Zh21*cb^2*sb-MW^2*Zh22*cb*sb^2
< B01813   |Mc^2*Zh23*cb^2+Mq^2*Zh23*sb^2-2*MW^2*Zh23*cb^2*sb^2
< B01814   |2*Ml^2*Zh21-2*MW^2*Zh21*cb^2+MW^2*Zh22*s2b
< B01815   |2*Ml^2*Zh23*sb-4*MW^2*Zh23*cb^2*sb
< B01816   |2*Ml^2*Zh21*Zl21r-2*MW^2*Zh21*Zl21r*cb^2+MW^2*Zh22*Zl21r*s2b+2*Ml^2*Zh23*Zl21i*sb-4*MW^2*Zh23*Zl21i*cb^2*sb
< B01817   |2*Ml^2*Zh21*Zl21i-2*MW^2*Zh21*Zl21i*cb^2+MW^2*Zh22*Zl21i*s2b-2*Ml^2*Zh23*Zl21r*sb+4*MW^2*Zh23*Zl21r*cb^2*sb
< B01818   |Mb*Mt*Zb21i*Zh23*Zt21r-Mb*Mt*Zb21r*Zh23*Zt21i-Mb^2*Zb11r*Zh21*Zt11r*sb+Mt^2*Zb11r*Zh22*Zt11r*cb+MW^2*Zb11r*Zh21*Zt11r*cb^2*sb
< B01819   |B01818-MW^2*Zb11r*Zh22*Zt11r*cb*sb^2+Mb*Mt*Zb21i*Zh21*Zt21i*sb-Mb*Mt*Zb21i*Zh22*Zt21i*cb+Mb*Mt*Zb21r*Zh21*Zt21r*sb-Mb*Mt*Zb21r*Zh22*Zt21r*cb
< B01820   |Mb*Mt*Zb21i*Zh23*Zt21i+Mb*Mt*Zb21r*Zh23*Zt21r+Mb^2*Zb11r*Zh23*Zt11r*sb^2+Mt^2*Zb11r*Zh23*Zt11r*cb^2-2*MW^2*Zb11r*Zh23*Zt11r*cb^2*sb^2
< B01821   |B01820-Mb*Mt*Zb21i*Zh21*Zt21r*sb+Mb*Mt*Zb21i*Zh22*Zt21r*cb+Mb*Mt*Zb21r*Zh21*Zt21i*sb-Mb*Mt*Zb21r*Zh22*Zt21i*cb
< B01822   |Mb*Mt*Zb11r*Zh23*Zt21i-Mb^2*Zb21i*Zh23*Zt11r*sb^2-Mb^2*Zb21r*Zh21*Zt11r*sb-Mt^2*Zb21i*Zh23*Zt11r*cb^2+Mt^2*Zb21r*Zh22*Zt11r*cb
< B01823   |B01822+2*MW^2*Zb21i*Zh23*Zt11r*cb^2*sb^2+MW^2*Zb21r*Zh21*Zt11r*cb^2*sb-MW^2*Zb21r*Zh22*Zt11r*cb*sb^2-Mb*Mt*Zb11r*Zh21*Zt21r*sb+Mb*Mt*Zb11r*Zh22*Zt21r*cb
< B01824   |Mb*Mt*Zb11r*Zh23*Zt21r+Mb^2*Zb21i*Zh21*Zt11r*sb-Mb^2*Zb21r*Zh23*Zt11r*sb^2-Mt^2*Zb21i*Zh22*Zt11r*cb-Mt^2*Zb21r*Zh23*Zt11r*cb^2
< B01825   |B01824-MW^2*Zb21i*Zh21*Zt11r*cb^2*sb+MW^2*Zb21i*Zh22*Zt11r*cb*sb^2+2*MW^2*Zb21r*Zh23*Zt11r*cb^2*sb^2+Mb*Mt*Zb11r*Zh21*Zt21i*sb-Mb*Mt*Zb11r*Zh22*Zt21i*cb
< B01826   |Mb*Mt*Zb21i*Zh23*Zt11r+Mb^2*Zb11r*Zh21*Zt21r*sb-Mb^2*Zb11r*Zh23*Zt21i*sb^2-Mt^2*Zb11r*Zh22*Zt21r*cb-Mt^2*Zb11r*Zh23*Zt21i*cb^2
< B01827   |B01826-MW^2*Zb11r*Zh21*Zt21r*cb^2*sb+MW^2*Zb11r*Zh22*Zt21r*cb*sb^2+2*MW^2*Zb11r*Zh23*Zt21i*cb^2*sb^2+Mb*Mt*Zb21r*Zh21*Zt11r*sb-Mb*Mt*Zb21r*Zh22*Zt11r*cb
< B01828   |Mb*Mt*Zb21r*Zh23*Zt11r-Mb^2*Zb11r*Zh21*Zt21i*sb-Mb^2*Zb11r*Zh23*Zt21r*sb^2+Mt^2*Zb11r*Zh22*Zt21i*cb-Mt^2*Zb11r*Zh23*Zt21r*cb^2
< B01829   |B01828+MW^2*Zb11r*Zh21*Zt21i*cb^2*sb-MW^2*Zb11r*Zh22*Zt21i*cb*sb^2+2*MW^2*Zb11r*Zh23*Zt21r*cb^2*sb^2-Mb*Mt*Zb21i*Zh21*Zt11r*sb+Mb*Mt*Zb21i*Zh22*Zt11r*cb
< B01830   |Mt^2*Zb21i*Zh23*Zt21r-Mt^2*Zb21r*Zh23*Zt21i-MW^2*Zb21i*Zh21*Zt21i*sb+MW^2*Zb21i*Zh21*Zt21i*sb^3-2*MW^2*Zb21i*Zh23*Zt21r*sb^2
< B01831   |B01830+2*MW^2*Zb21i*Zh23*Zt21r*sb^4-MW^2*Zb21r*Zh21*Zt21r*sb+MW^2*Zb21r*Zh21*Zt21r*sb^3+2*MW^2*Zb21r*Zh23*Zt21i*sb^2-2*MW^2*Zb21r*Zh23*Zt21i*sb^4
< B01832   |B01831+Mb^2*Zb21i*Zh21*Zt21i*sb+Mb^2*Zb21i*Zh23*Zt21r*sb^2+Mb^2*Zb21r*Zh21*Zt21r*sb-Mb^2*Zb21r*Zh23*Zt21i*sb^2-Mt^2*Zb21i*Zh22*Zt21i*cb
< B01833   |B01832-Mt^2*Zb21i*Zh23*Zt21r*sb^2-Mt^2*Zb21r*Zh22*Zt21r*cb+Mt^2*Zb21r*Zh23*Zt21i*sb^2+MW^2*Zb21i*Zh22*Zt21i*cb*sb^2+MW^2*Zb21r*Zh22*Zt21r*cb*sb^2
< B01834   |B01833-Mb*Mt*Zb11r*Zh21*Zt11r*sb+Mb*Mt*Zb11r*Zh22*Zt11r*cb
< B01835   |Mt^2*Zb21i*Zh23*Zt21i+Mt^2*Zb21r*Zh23*Zt21r+MW^2*Zb21i*Zh21*Zt21r*sb-MW^2*Zb21i*Zh21*Zt21r*sb^3-2*MW^2*Zb21i*Zh23*Zt21i*sb^2
< B01836   |B01835+2*MW^2*Zb21i*Zh23*Zt21i*sb^4-MW^2*Zb21r*Zh21*Zt21i*sb+MW^2*Zb21r*Zh21*Zt21i*sb^3-2*MW^2*Zb21r*Zh23*Zt21r*sb^2+2*MW^2*Zb21r*Zh23*Zt21r*sb^4
< B01837   |B01836+Mb*Mt*Zb11r*Zh23*Zt11r-Mb^2*Zb21i*Zh21*Zt21r*sb+Mb^2*Zb21i*Zh23*Zt21i*sb^2+Mb^2*Zb21r*Zh21*Zt21i*sb+Mb^2*Zb21r*Zh23*Zt21r*sb^2
< B01838   |B01837+Mt^2*Zb21i*Zh22*Zt21r*cb-Mt^2*Zb21i*Zh23*Zt21i*sb^2-Mt^2*Zb21r*Zh22*Zt21i*cb-Mt^2*Zb21r*Zh23*Zt21r*sb^2-MW^2*Zb21i*Zh22*Zt21r*cb*sb^2
< B01839   |B01838+MW^2*Zb21r*Zh22*Zt21i*cb*sb^2
< B01840   |Mq^2*Zh21*sb-Mq^2*Zh22*cb-MW^2*Zh21*cb^2*sb+MW^2*Zh22*cb*sb^2
< B01841   |Mq^2*Zh23-2*MW^2*Zh23*cb^2*sb^2
< B01842   |Mc^2*Zh32*cb-Mq^2*Zh31*sb+MW^2*Zh31*cb^2*sb-MW^2*Zh32*cb*sb^2
< B01843   |Mc^2*Zh33*cb^2+Mq^2*Zh33*sb^2-2*MW^2*Zh33*cb^2*sb^2
< B01844   |2*Ml^2*Zh31-2*MW^2*Zh31*cb^2+MW^2*Zh32*s2b
< B01845   |2*Ml^2*Zh33*sb-4*MW^2*Zh33*cb^2*sb
< B01846   |2*Ml^2*Zh31*Zl21r-2*MW^2*Zh31*Zl21r*cb^2+MW^2*Zh32*Zl21r*s2b+2*Ml^2*Zh33*Zl21i*sb-4*MW^2*Zh33*Zl21i*cb^2*sb
< B01847   |2*Ml^2*Zh31*Zl21i-2*MW^2*Zh31*Zl21i*cb^2+MW^2*Zh32*Zl21i*s2b-2*Ml^2*Zh33*Zl21r*sb+4*MW^2*Zh33*Zl21r*cb^2*sb
< B01848   |Mb*Mt*Zb21i*Zh33*Zt21r-Mb*Mt*Zb21r*Zh33*Zt21i-Mb^2*Zb11r*Zh31*Zt11r*sb+Mt^2*Zb11r*Zh32*Zt11r*cb+MW^2*Zb11r*Zh31*Zt11r*cb^2*sb
< B01849   |B01848-MW^2*Zb11r*Zh32*Zt11r*cb*sb^2+Mb*Mt*Zb21i*Zh31*Zt21i*sb-Mb*Mt*Zb21i*Zh32*Zt21i*cb+Mb*Mt*Zb21r*Zh31*Zt21r*sb-Mb*Mt*Zb21r*Zh32*Zt21r*cb
< B01850   |Mb*Mt*Zb21i*Zh33*Zt21i+Mb*Mt*Zb21r*Zh33*Zt21r+Mb^2*Zb11r*Zh33*Zt11r*sb^2+Mt^2*Zb11r*Zh33*Zt11r*cb^2-2*MW^2*Zb11r*Zh33*Zt11r*cb^2*sb^2
< B01851   |B01850-Mb*Mt*Zb21i*Zh31*Zt21r*sb+Mb*Mt*Zb21i*Zh32*Zt21r*cb+Mb*Mt*Zb21r*Zh31*Zt21i*sb-Mb*Mt*Zb21r*Zh32*Zt21i*cb
< B01852   |Mb*Mt*Zb11r*Zh33*Zt21i-Mb^2*Zb21i*Zh33*Zt11r*sb^2-Mb^2*Zb21r*Zh31*Zt11r*sb-Mt^2*Zb21i*Zh33*Zt11r*cb^2+Mt^2*Zb21r*Zh32*Zt11r*cb
< B01853   |B01852+2*MW^2*Zb21i*Zh33*Zt11r*cb^2*sb^2+MW^2*Zb21r*Zh31*Zt11r*cb^2*sb-MW^2*Zb21r*Zh32*Zt11r*cb*sb^2-Mb*Mt*Zb11r*Zh31*Zt21r*sb+Mb*Mt*Zb11r*Zh32*Zt21r*cb
< B01854   |Mb*Mt*Zb11r*Zh33*Zt21r+Mb^2*Zb21i*Zh31*Zt11r*sb-Mb^2*Zb21r*Zh33*Zt11r*sb^2-Mt^2*Zb21i*Zh32*Zt11r*cb-Mt^2*Zb21r*Zh33*Zt11r*cb^2
< B01855   |B01854-MW^2*Zb21i*Zh31*Zt11r*cb^2*sb+MW^2*Zb21i*Zh32*Zt11r*cb*sb^2+2*MW^2*Zb21r*Zh33*Zt11r*cb^2*sb^2+Mb*Mt*Zb11r*Zh31*Zt21i*sb-Mb*Mt*Zb11r*Zh32*Zt21i*cb
< B01856   |Mb*Mt*Zb21i*Zh33*Zt11r+Mb^2*Zb11r*Zh31*Zt21r*sb-Mb^2*Zb11r*Zh33*Zt21i*sb^2-Mt^2*Zb11r*Zh32*Zt21r*cb-Mt^2*Zb11r*Zh33*Zt21i*cb^2
< B01857   |B01856-MW^2*Zb11r*Zh31*Zt21r*cb^2*sb+MW^2*Zb11r*Zh32*Zt21r*cb*sb^2+2*MW^2*Zb11r*Zh33*Zt21i*cb^2*sb^2+Mb*Mt*Zb21r*Zh31*Zt11r*sb-Mb*Mt*Zb21r*Zh32*Zt11r*cb
< B01858   |Mb*Mt*Zb21r*Zh33*Zt11r-Mb^2*Zb11r*Zh31*Zt21i*sb-Mb^2*Zb11r*Zh33*Zt21r*sb^2+Mt^2*Zb11r*Zh32*Zt21i*cb-Mt^2*Zb11r*Zh33*Zt21r*cb^2
< B01859   |B01858+MW^2*Zb11r*Zh31*Zt21i*cb^2*sb-MW^2*Zb11r*Zh32*Zt21i*cb*sb^2+2*MW^2*Zb11r*Zh33*Zt21r*cb^2*sb^2-Mb*Mt*Zb21i*Zh31*Zt11r*sb+Mb*Mt*Zb21i*Zh32*Zt11r*cb
< B01860   |Mt^2*Zb21i*Zh33*Zt21r-Mt^2*Zb21r*Zh33*Zt21i-MW^2*Zb21i*Zh31*Zt21i*sb+MW^2*Zb21i*Zh31*Zt21i*sb^3-2*MW^2*Zb21i*Zh33*Zt21r*sb^2
< B01861   |B01860+2*MW^2*Zb21i*Zh33*Zt21r*sb^4-MW^2*Zb21r*Zh31*Zt21r*sb+MW^2*Zb21r*Zh31*Zt21r*sb^3+2*MW^2*Zb21r*Zh33*Zt21i*sb^2-2*MW^2*Zb21r*Zh33*Zt21i*sb^4
< B01862   |B01861+Mb^2*Zb21i*Zh31*Zt21i*sb+Mb^2*Zb21i*Zh33*Zt21r*sb^2+Mb^2*Zb21r*Zh31*Zt21r*sb-Mb^2*Zb21r*Zh33*Zt21i*sb^2-Mt^2*Zb21i*Zh32*Zt21i*cb
< B01863   |B01862-Mt^2*Zb21i*Zh33*Zt21r*sb^2-Mt^2*Zb21r*Zh32*Zt21r*cb+Mt^2*Zb21r*Zh33*Zt21i*sb^2+MW^2*Zb21i*Zh32*Zt21i*cb*sb^2+MW^2*Zb21r*Zh32*Zt21r*cb*sb^2
< B01864   |B01863-Mb*Mt*Zb11r*Zh31*Zt11r*sb+Mb*Mt*Zb11r*Zh32*Zt11r*cb
< B01865   |Mt^2*Zb21i*Zh33*Zt21i+Mt^2*Zb21r*Zh33*Zt21r+MW^2*Zb21i*Zh31*Zt21r*sb-MW^2*Zb21i*Zh31*Zt21r*sb^3-2*MW^2*Zb21i*Zh33*Zt21i*sb^2
< B01866   |B01865+2*MW^2*Zb21i*Zh33*Zt21i*sb^4-MW^2*Zb21r*Zh31*Zt21i*sb+MW^2*Zb21r*Zh31*Zt21i*sb^3-2*MW^2*Zb21r*Zh33*Zt21r*sb^2+2*MW^2*Zb21r*Zh33*Zt21r*sb^4
< B01867   |B01866+Mb*Mt*Zb11r*Zh33*Zt11r-Mb^2*Zb21i*Zh31*Zt21r*sb+Mb^2*Zb21i*Zh33*Zt21i*sb^2+Mb^2*Zb21r*Zh31*Zt21i*sb+Mb^2*Zb21r*Zh33*Zt21r*sb^2
< B01868   |B01867+Mt^2*Zb21i*Zh32*Zt21r*cb-Mt^2*Zb21i*Zh33*Zt21i*sb^2-Mt^2*Zb21r*Zh32*Zt21i*cb-Mt^2*Zb21r*Zh33*Zt21r*sb^2-MW^2*Zb21i*Zh32*Zt21r*cb*sb^2
< B01869   |B01868+MW^2*Zb21r*Zh32*Zt21i*cb*sb^2
< B01870   |Mq^2*Zh31*sb-Mq^2*Zh32*cb-MW^2*Zh31*cb^2*sb+MW^2*Zh32*cb*sb^2
< B01871   |Mq^2*Zh33-2*MW^2*Zh33*cb^2*sb^2
< B01872   |9*Zb11r^2-12*SW^2*Zb11r^2+4*SW^4*Zb11r^2+4*SW^4*Zb21i^2+4*SW^4*Zb21r^2
< B01873   |3*Zb21r-4*SW^2*Zb21r
< B01874   |3*Zb21i-4*SW^2*Zb21i
< B01875   |9*Zb21i^2+9*Zb21r^2-12*SW^2*Zb21i^2-12*SW^2*Zb21r^2+4*SW^4*Zb11r^2
< B01876   |B01875+4*SW^4*Zb21i^2+4*SW^4*Zb21r^2
< B01877   |9-24*SW^2+16*SW^4
< B01878   |9-12*SW^2+4*SW^4
< B01879   |C2W^2*Zl11r^2+4*SW^4*Zl21i^2+4*SW^4*Zl21r^2
< B01880   |Zl21r-4*SW^2*Zl21r
< B01881   |Zl21i-4*SW^2*Zl21i
< B01882   |C2W^2*Zl21i^2+C2W^2*Zl21r^2+4*SW^4*Zl11r^2
< B01883   |9*Zt11r^2-24*SW^2*Zt11r^2+16*SW^4*Zt11r^2+16*SW^4*Zt21i^2+16*SW^4*Zt21r^2
< B01884   |3*Zt21r-8*SW^2*Zt21r
< B01885   |3*Zt21i-8*SW^2*Zt21i
< B01886   |9*Zt21i^2+9*Zt21r^2-24*SW^2*Zt21i^2-24*SW^2*Zt21r^2+16*SW^4*Zt11r^2
< B01887   |B01886+16*SW^4*Zt21i^2+16*SW^4*Zt21r^2
< B01888   |Zh13^2*la3+Zh13^2*la4+2*Zh13^2*la5r+2*Zh11^2*cb^2*la1+Zh11^2*la3*sb^2
< B01889   |B01888+Zh11^2*la4*sb^2-2*Zh11^2*la5r*sb^2+Zh11^2*la6r*s2b+Zh12^2*cb^2*la3+Zh12^2*cb^2*la4
< B01890   |B01889-2*Zh12^2*cb^2*la5r+2*Zh12^2*la2*sb^2+Zh12^2*la7r*s2b+2*Zh11*Zh12*cb^2*la6r+4*Zh11*Zh12*la5r*s2b
< B01891   |B01890+2*Zh11*Zh12*la7r*sb^2-2*Zh11*Zh13*cb*la6i-8*Zh11*Zh13*la5i*sb+12*Zh11*Zh13*la5i*sb^3+4*Zh12*Zh13*cb*la5i
< B01892   |B01891+4*Zh12*Zh13*la7i*sb-6*Zh12*Zh13*la7i*sb^3-3*Zh13^2*c2b*la6r*s2b+3*Zh13^2*c2b*la7r*s2b+6*Zh13^2*cb^2*la1*sb^2
< B01893   |B01892+6*Zh13^2*cb^2*la2*sb^2-6*Zh13^2*cb^2*la3*sb^2-6*Zh13^2*cb^2*la4*sb^2-12*Zh13^2*cb^2*la5r*sb^2+6*Zh11*Zh13*cb*la6i*sb^2
< B01894   |B01893-6*Zh11*Zh13*cb*la7i*sb^2-12*Zh12*Zh13*cb*la5i*sb^2-6*Zh12*Zh13*cb^2*la6i*sb
< B01895   |Zh13*Zh23*la3+Zh13*Zh23*la4+2*Zh13*Zh23*la5r+2*Zh11*Zh21*cb^2*la1+Zh11*Zh21*la3*sb^2
< B01896   |B01895+Zh11*Zh21*la4*sb^2-2*Zh11*Zh21*la5r*sb^2+Zh11*Zh21*la6r*s2b+Zh11*Zh22*cb^2*la6r+2*Zh11*Zh22*la5r*s2b
< B01897   |B01896+Zh11*Zh22*la7r*sb^2-Zh11*Zh23*cb*la6i-4*Zh11*Zh23*la5i*sb+6*Zh11*Zh23*la5i*sb^3+Zh12*Zh21*cb^2*la6r
< B01898   |B01897+2*Zh12*Zh21*la5r*s2b+Zh12*Zh21*la7r*sb^2+Zh12*Zh22*cb^2*la3+Zh12*Zh22*cb^2*la4-2*Zh12*Zh22*cb^2*la5r
< B01899   |B01898+2*Zh12*Zh22*la2*sb^2+Zh12*Zh22*la7r*s2b+2*Zh12*Zh23*cb*la5i+2*Zh12*Zh23*la7i*sb-3*Zh12*Zh23*la7i*sb^3
< B01900   |B01899-Zh13*Zh21*cb*la6i-4*Zh13*Zh21*la5i*sb+6*Zh13*Zh21*la5i*sb^3+2*Zh13*Zh22*cb*la5i+2*Zh13*Zh22*la7i*sb
< B01901   |B01900-3*Zh13*Zh22*la7i*sb^3+3*Zh11*Zh23*cb*la6i*sb^2-3*Zh11*Zh23*cb*la7i*sb^2-6*Zh12*Zh23*cb*la5i*sb^2-3*Zh12*Zh23*cb^2*la6i*sb
< B01902   |B01901+3*Zh13*Zh21*cb*la6i*sb^2-3*Zh13*Zh21*cb*la7i*sb^2-6*Zh13*Zh22*cb*la5i*sb^2-3*Zh13*Zh22*cb^2*la6i*sb-3*Zh13*Zh23*c2b*la6r*s2b
< B01903   |B01902+3*Zh13*Zh23*c2b*la7r*s2b+6*Zh13*Zh23*cb^2*la1*sb^2+6*Zh13*Zh23*cb^2*la2*sb^2-6*Zh13*Zh23*cb^2*la3*sb^2-6*Zh13*Zh23*cb^2*la4*sb^2
< B01904   |B01903-12*Zh13*Zh23*cb^2*la5r*sb^2
< B01905   |Zh13*Zh33*la3+Zh13*Zh33*la4+2*Zh13*Zh33*la5r+2*Zh11*Zh31*cb^2*la1+Zh11*Zh31*la3*sb^2
< B01906   |B01905+Zh11*Zh31*la4*sb^2-2*Zh11*Zh31*la5r*sb^2+Zh11*Zh31*la6r*s2b+Zh11*Zh32*cb^2*la6r+2*Zh11*Zh32*la5r*s2b
< B01907   |B01906+Zh11*Zh32*la7r*sb^2-Zh11*Zh33*cb*la6i-4*Zh11*Zh33*la5i*sb+6*Zh11*Zh33*la5i*sb^3+Zh12*Zh31*cb^2*la6r
< B01908   |B01907+2*Zh12*Zh31*la5r*s2b+Zh12*Zh31*la7r*sb^2+Zh12*Zh32*cb^2*la3+Zh12*Zh32*cb^2*la4-2*Zh12*Zh32*cb^2*la5r
< B01909   |B01908+2*Zh12*Zh32*la2*sb^2+Zh12*Zh32*la7r*s2b+2*Zh12*Zh33*cb*la5i+2*Zh12*Zh33*la7i*sb-3*Zh12*Zh33*la7i*sb^3
< B01910   |B01909-Zh13*Zh31*cb*la6i-4*Zh13*Zh31*la5i*sb+6*Zh13*Zh31*la5i*sb^3+2*Zh13*Zh32*cb*la5i+2*Zh13*Zh32*la7i*sb
< B01911   |B01910-3*Zh13*Zh32*la7i*sb^3+3*Zh11*Zh33*cb*la6i*sb^2-3*Zh11*Zh33*cb*la7i*sb^2-6*Zh12*Zh33*cb*la5i*sb^2-3*Zh12*Zh33*cb^2*la6i*sb
< B01912   |B01911+3*Zh13*Zh31*cb*la6i*sb^2-3*Zh13*Zh31*cb*la7i*sb^2-6*Zh13*Zh32*cb*la5i*sb^2-3*Zh13*Zh32*cb^2*la6i*sb-3*Zh13*Zh33*c2b*la6r*s2b
< B01913   |B01912+3*Zh13*Zh33*c2b*la7r*s2b+6*Zh13*Zh33*cb^2*la1*sb^2+6*Zh13*Zh33*cb^2*la2*sb^2-6*Zh13*Zh33*cb^2*la3*sb^2-6*Zh13*Zh33*cb^2*la4*sb^2
< B01914   |B01913-12*Zh13*Zh33*cb^2*la5r*sb^2
< B01915   |Zh23^2*la3+Zh23^2*la4+2*Zh23^2*la5r+2*Zh21^2*cb^2*la1+Zh21^2*la3*sb^2
< B01916   |B01915+Zh21^2*la4*sb^2-2*Zh21^2*la5r*sb^2+Zh21^2*la6r*s2b+Zh22^2*cb^2*la3+Zh22^2*cb^2*la4
< B01917   |B01916-2*Zh22^2*cb^2*la5r+2*Zh22^2*la2*sb^2+Zh22^2*la7r*s2b+2*Zh21*Zh22*cb^2*la6r+4*Zh21*Zh22*la5r*s2b
< B01918   |B01917+2*Zh21*Zh22*la7r*sb^2-2*Zh21*Zh23*cb*la6i-8*Zh21*Zh23*la5i*sb+12*Zh21*Zh23*la5i*sb^3+4*Zh22*Zh23*cb*la5i
< B01919   |B01918+4*Zh22*Zh23*la7i*sb-6*Zh22*Zh23*la7i*sb^3-3*Zh23^2*c2b*la6r*s2b+3*Zh23^2*c2b*la7r*s2b+6*Zh23^2*cb^2*la1*sb^2
< B01920   |B01919+6*Zh23^2*cb^2*la2*sb^2-6*Zh23^2*cb^2*la3*sb^2-6*Zh23^2*cb^2*la4*sb^2-12*Zh23^2*cb^2*la5r*sb^2+6*Zh21*Zh23*cb*la6i*sb^2
< B01921   |B01920-6*Zh21*Zh23*cb*la7i*sb^2-12*Zh22*Zh23*cb*la5i*sb^2-6*Zh22*Zh23*cb^2*la6i*sb
< B01922   |Zh23*Zh33*la3+Zh23*Zh33*la4+2*Zh23*Zh33*la5r+2*Zh21*Zh31*cb^2*la1+Zh21*Zh31*la3*sb^2
< B01923   |B01922+Zh21*Zh31*la4*sb^2-2*Zh21*Zh31*la5r*sb^2+Zh21*Zh31*la6r*s2b+Zh21*Zh32*cb^2*la6r+2*Zh21*Zh32*la5r*s2b
< B01924   |B01923+Zh21*Zh32*la7r*sb^2-Zh21*Zh33*cb*la6i-4*Zh21*Zh33*la5i*sb+6*Zh21*Zh33*la5i*sb^3+Zh22*Zh31*cb^2*la6r
< B01925   |B01924+2*Zh22*Zh31*la5r*s2b+Zh22*Zh31*la7r*sb^2+Zh22*Zh32*cb^2*la3+Zh22*Zh32*cb^2*la4-2*Zh22*Zh32*cb^2*la5r
< B01926   |B01925+2*Zh22*Zh32*la2*sb^2+Zh22*Zh32*la7r*s2b+2*Zh22*Zh33*cb*la5i+2*Zh22*Zh33*la7i*sb-3*Zh22*Zh33*la7i*sb^3
< B01927   |B01926-Zh23*Zh31*cb*la6i-4*Zh23*Zh31*la5i*sb+6*Zh23*Zh31*la5i*sb^3+2*Zh23*Zh32*cb*la5i+2*Zh23*Zh32*la7i*sb
< B01928   |B01927-3*Zh23*Zh32*la7i*sb^3+3*Zh21*Zh33*cb*la6i*sb^2-3*Zh21*Zh33*cb*la7i*sb^2-6*Zh22*Zh33*cb*la5i*sb^2-3*Zh22*Zh33*cb^2*la6i*sb
< B01929   |B01928+3*Zh23*Zh31*cb*la6i*sb^2-3*Zh23*Zh31*cb*la7i*sb^2-6*Zh23*Zh32*cb*la5i*sb^2-3*Zh23*Zh32*cb^2*la6i*sb-3*Zh23*Zh33*c2b*la6r*s2b
< B01930   |B01929+3*Zh23*Zh33*c2b*la7r*s2b+6*Zh23*Zh33*cb^2*la1*sb^2+6*Zh23*Zh33*cb^2*la2*sb^2-6*Zh23*Zh33*cb^2*la3*sb^2-6*Zh23*Zh33*cb^2*la4*sb^2
< B01931   |B01930-12*Zh23*Zh33*cb^2*la5r*sb^2
< B01932   |Zh33^2*la3+Zh33^2*la4+2*Zh33^2*la5r+2*Zh31^2*cb^2*la1+Zh31^2*la3*sb^2
< B01933   |B01932+Zh31^2*la4*sb^2-2*Zh31^2*la5r*sb^2+Zh31^2*la6r*s2b+Zh32^2*cb^2*la3+Zh32^2*cb^2*la4
< B01934   |B01933-2*Zh32^2*cb^2*la5r+2*Zh32^2*la2*sb^2+Zh32^2*la7r*s2b+2*Zh31*Zh32*cb^2*la6r+4*Zh31*Zh32*la5r*s2b
< B01935   |B01934+2*Zh31*Zh32*la7r*sb^2-2*Zh31*Zh33*cb*la6i-8*Zh31*Zh33*la5i*sb+12*Zh31*Zh33*la5i*sb^3+4*Zh32*Zh33*cb*la5i
< B01936   |B01935+4*Zh32*Zh33*la7i*sb-6*Zh32*Zh33*la7i*sb^3-3*Zh33^2*c2b*la6r*s2b+3*Zh33^2*c2b*la7r*s2b+6*Zh33^2*cb^2*la1*sb^2
< B01937   |B01936+6*Zh33^2*cb^2*la2*sb^2-6*Zh33^2*cb^2*la3*sb^2-6*Zh33^2*cb^2*la4*sb^2-12*Zh33^2*cb^2*la5r*sb^2+6*Zh31*Zh33*cb*la6i*sb^2
< B01938   |B01937-6*Zh31*Zh33*cb*la7i*sb^2-12*Zh32*Zh33*cb*la5i*sb^2-6*Zh32*Zh33*cb^2*la6i*sb
< B01939   |6*CW^2*Mb^2-3*MW^2*Zb11r^2*c2b+2*MW^2*SW^2*Zb11r^2*c2b-2*MW^2*SW^2*Zb21i^2*c2b-2*MW^2*SW^2*Zb21r^2*c2b
< B01940   |6*CW^2*Mb^2-3*MW^2*Zb21i^2*c2b-3*MW^2*Zb21r^2*c2b-2*MW^2*SW^2*Zb11r^2*c2b+2*MW^2*SW^2*Zb21i^2*c2b
< B01941   |B01940+2*MW^2*SW^2*Zb21r^2*c2b
< B01942   |2*CW^2*Ml^2-MW^2*Zl11r^2*c2b+2*MW^2*SW^2*Zl11r^2*c2b-2*MW^2*SW^2*Zl21i^2*c2b-2*MW^2*SW^2*Zl21r^2*c2b
< B01943   |2*CW^2*Ml^2-MW^2*Zl21i^2*c2b-MW^2*Zl21r^2*c2b-2*MW^2*SW^2*Zl11r^2*c2b+2*MW^2*SW^2*Zl21i^2*c2b
< B01944   |B01943+2*MW^2*SW^2*Zl21r^2*c2b
< B01945   |6*CW^2*Mt^2+3*MW^2*Zt11r^2*c2b-4*MW^2*SW^2*Zt11r^2*c2b+4*MW^2*SW^2*Zt21i^2*c2b+4*MW^2*SW^2*Zt21r^2*c2b
< B01946   |6*CW^2*Mt^2+3*MW^2*Zt21i^2*c2b+3*MW^2*Zt21r^2*c2b+4*MW^2*SW^2*Zt11r^2*c2b-4*MW^2*SW^2*Zt21i^2*c2b
< B01947   |B01946-4*MW^2*SW^2*Zt21r^2*c2b
< B01948   |2*Zh11^3*la6i*sb-2*Zh12^3*cb*la7i-2*Zh13^3*cb^2*la7r-6*Zh13^3*la6r*sb^2+8*Zh13^3*la6r*sb^4
< B01949   |B01948-4*Zh11*Zh12^2*cb*la5i+2*Zh11*Zh12^2*la7i*sb+4*Zh11*Zh13^2*cb*la5i-4*Zh11*Zh13^2*la6i*sb+6*Zh11*Zh13^2*la6i*sb^3
< B01950   |B01949-2*Zh11^2*Zh12*cb*la6i+4*Zh11^2*Zh12*la5i*sb-2*Zh11^2*Zh13*c2b*la6r+2*Zh11^2*Zh13*la1*s2b-Zh11^2*Zh13*la3*s2b
< B01951   |B01950-Zh11^2*Zh13*la4*s2b+2*Zh11^2*Zh13*la5r*s2b-2*Zh12*Zh13^2*cb*la7i+8*Zh12*Zh13^2*la5i*sb-12*Zh12*Zh13^2*la5i*sb^3
< B01952   |B01951-2*Zh12^2*Zh13*c2b*la7r-2*Zh12^2*Zh13*la2*s2b+Zh12^2*Zh13*la3*s2b+Zh12^2*Zh13*la4*s2b-2*Zh12^2*Zh13*la5r*s2b
< B01953   |B01952+Zh13^3*c2b*la3*s2b+Zh13^3*c2b*la4*s2b+2*Zh13^3*c2b*la5r*s2b+4*Zh13^3*cb*la1*sb^3+8*Zh13^3*cb^2*la7r*sb^2
< B01954   |B01953-4*Zh13^3*cb^3*la2*sb-8*Zh11*Zh12*Zh13*c2b*la5r+2*Zh11*Zh12*Zh13*la6r*s2b-2*Zh11*Zh12*Zh13*la7r*s2b-12*Zh11*Zh13^2*cb*la5i*sb^2
< B01955   |B01954+6*Zh11*Zh13^2*cb^2*la7i*sb-6*Zh12*Zh13^2*cb*la6i*sb^2+6*Zh12*Zh13^2*cb*la7i*sb^2
< B01956   |6*Zh11^2*Zh21*la6i*sb-2*Zh11^2*Zh22*cb*la6i+4*Zh11^2*Zh22*la5i*sb-2*Zh11^2*Zh23*c2b*la6r+2*Zh11^2*Zh23*la1*s2b
< B01957   |B01956-Zh11^2*Zh23*la3*s2b-Zh11^2*Zh23*la4*s2b+2*Zh11^2*Zh23*la5r*s2b-4*Zh12^2*Zh21*cb*la5i+2*Zh12^2*Zh21*la7i*sb
< B01958   |B01957-6*Zh12^2*Zh22*cb*la7i-2*Zh12^2*Zh23*c2b*la7r-2*Zh12^2*Zh23*la2*s2b+Zh12^2*Zh23*la3*s2b+Zh12^2*Zh23*la4*s2b
< B01959   |B01958-2*Zh12^2*Zh23*la5r*s2b+4*Zh13^2*Zh21*cb*la5i-4*Zh13^2*Zh21*la6i*sb+6*Zh13^2*Zh21*la6i*sb^3-2*Zh13^2*Zh22*cb*la7i
< B01960   |B01959+8*Zh13^2*Zh22*la5i*sb-12*Zh13^2*Zh22*la5i*sb^3-6*Zh13^2*Zh23*cb^2*la7r-18*Zh13^2*Zh23*la6r*sb^2+24*Zh13^2*Zh23*la6r*sb^4
< B01961   |B01960-4*Zh11*Zh12*Zh21*cb*la6i+8*Zh11*Zh12*Zh21*la5i*sb-8*Zh11*Zh12*Zh22*cb*la5i+4*Zh11*Zh12*Zh22*la7i*sb-8*Zh11*Zh12*Zh23*c2b*la5r
< B01962   |B01961+2*Zh11*Zh12*Zh23*la6r*s2b-2*Zh11*Zh12*Zh23*la7r*s2b-4*Zh11*Zh13*Zh21*c2b*la6r+4*Zh11*Zh13*Zh21*la1*s2b-2*Zh11*Zh13*Zh21*la3*s2b
< B01963   |B01962-2*Zh11*Zh13*Zh21*la4*s2b+4*Zh11*Zh13*Zh21*la5r*s2b-8*Zh11*Zh13*Zh22*c2b*la5r+2*Zh11*Zh13*Zh22*la6r*s2b-2*Zh11*Zh13*Zh22*la7r*s2b
< B01964   |B01963+8*Zh11*Zh13*Zh23*cb*la5i-8*Zh11*Zh13*Zh23*la6i*sb+12*Zh11*Zh13*Zh23*la6i*sb^3-8*Zh12*Zh13*Zh21*c2b*la5r+2*Zh12*Zh13*Zh21*la6r*s2b
< B01965   |B01964-2*Zh12*Zh13*Zh21*la7r*s2b-4*Zh12*Zh13*Zh22*c2b*la7r-4*Zh12*Zh13*Zh22*la2*s2b+2*Zh12*Zh13*Zh22*la3*s2b+2*Zh12*Zh13*Zh22*la4*s2b
< B01966   |B01965-4*Zh12*Zh13*Zh22*la5r*s2b-4*Zh12*Zh13*Zh23*cb*la7i+16*Zh12*Zh13*Zh23*la5i*sb-24*Zh12*Zh13*Zh23*la5i*sb^3-12*Zh13^2*Zh21*cb*la5i*sb^2
< B01967   |B01966+6*Zh13^2*Zh21*cb^2*la7i*sb-6*Zh13^2*Zh22*cb*la6i*sb^2+6*Zh13^2*Zh22*cb*la7i*sb^2+3*Zh13^2*Zh23*c2b*la3*s2b+3*Zh13^2*Zh23*c2b*la4*s2b
< B01968   |B01967+6*Zh13^2*Zh23*c2b*la5r*s2b+12*Zh13^2*Zh23*cb*la1*sb^3+24*Zh13^2*Zh23*cb^2*la7r*sb^2-12*Zh13^2*Zh23*cb^3*la2*sb-24*Zh11*Zh13*Zh23*cb*la5i*sb^2
< B01969   |B01968+12*Zh11*Zh13*Zh23*cb^2*la7i*sb-12*Zh12*Zh13*Zh23*cb*la6i*sb^2+12*Zh12*Zh13*Zh23*cb*la7i*sb^2
< B01970   |6*Zh11^2*Zh31*la6i*sb-2*Zh11^2*Zh32*cb*la6i+4*Zh11^2*Zh32*la5i*sb-2*Zh11^2*Zh33*c2b*la6r+2*Zh11^2*Zh33*la1*s2b
< B01971   |B01970-Zh11^2*Zh33*la3*s2b-Zh11^2*Zh33*la4*s2b+2*Zh11^2*Zh33*la5r*s2b-4*Zh12^2*Zh31*cb*la5i+2*Zh12^2*Zh31*la7i*sb
< B01972   |B01971-6*Zh12^2*Zh32*cb*la7i-2*Zh12^2*Zh33*c2b*la7r-2*Zh12^2*Zh33*la2*s2b+Zh12^2*Zh33*la3*s2b+Zh12^2*Zh33*la4*s2b
< B01973   |B01972-2*Zh12^2*Zh33*la5r*s2b+4*Zh13^2*Zh31*cb*la5i-4*Zh13^2*Zh31*la6i*sb+6*Zh13^2*Zh31*la6i*sb^3-2*Zh13^2*Zh32*cb*la7i
< B01974   |B01973+8*Zh13^2*Zh32*la5i*sb-12*Zh13^2*Zh32*la5i*sb^3-6*Zh13^2*Zh33*cb^2*la7r-18*Zh13^2*Zh33*la6r*sb^2+24*Zh13^2*Zh33*la6r*sb^4
< B01975   |B01974-4*Zh11*Zh12*Zh31*cb*la6i+8*Zh11*Zh12*Zh31*la5i*sb-8*Zh11*Zh12*Zh32*cb*la5i+4*Zh11*Zh12*Zh32*la7i*sb-8*Zh11*Zh12*Zh33*c2b*la5r
< B01976   |B01975+2*Zh11*Zh12*Zh33*la6r*s2b-2*Zh11*Zh12*Zh33*la7r*s2b-4*Zh11*Zh13*Zh31*c2b*la6r+4*Zh11*Zh13*Zh31*la1*s2b-2*Zh11*Zh13*Zh31*la3*s2b
< B01977   |B01976-2*Zh11*Zh13*Zh31*la4*s2b+4*Zh11*Zh13*Zh31*la5r*s2b-8*Zh11*Zh13*Zh32*c2b*la5r+2*Zh11*Zh13*Zh32*la6r*s2b-2*Zh11*Zh13*Zh32*la7r*s2b
< B01978   |B01977+8*Zh11*Zh13*Zh33*cb*la5i-8*Zh11*Zh13*Zh33*la6i*sb+12*Zh11*Zh13*Zh33*la6i*sb^3-8*Zh12*Zh13*Zh31*c2b*la5r+2*Zh12*Zh13*Zh31*la6r*s2b
< B01979   |B01978-2*Zh12*Zh13*Zh31*la7r*s2b-4*Zh12*Zh13*Zh32*c2b*la7r-4*Zh12*Zh13*Zh32*la2*s2b+2*Zh12*Zh13*Zh32*la3*s2b+2*Zh12*Zh13*Zh32*la4*s2b
< B01980   |B01979-4*Zh12*Zh13*Zh32*la5r*s2b-4*Zh12*Zh13*Zh33*cb*la7i+16*Zh12*Zh13*Zh33*la5i*sb-24*Zh12*Zh13*Zh33*la5i*sb^3-12*Zh13^2*Zh31*cb*la5i*sb^2
< B01981   |B01980+6*Zh13^2*Zh31*cb^2*la7i*sb-6*Zh13^2*Zh32*cb*la6i*sb^2+6*Zh13^2*Zh32*cb*la7i*sb^2+3*Zh13^2*Zh33*c2b*la3*s2b+3*Zh13^2*Zh33*c2b*la4*s2b
< B01982   |B01981+6*Zh13^2*Zh33*c2b*la5r*s2b+12*Zh13^2*Zh33*cb*la1*sb^3+24*Zh13^2*Zh33*cb^2*la7r*sb^2-12*Zh13^2*Zh33*cb^3*la2*sb-24*Zh11*Zh13*Zh33*cb*la5i*sb^2
< B01983   |B01982+12*Zh11*Zh13*Zh33*cb^2*la7i*sb-12*Zh12*Zh13*Zh33*cb*la6i*sb^2+12*Zh12*Zh13*Zh33*cb*la7i*sb^2
< B01984   |6*Zh11*Zh21^2*la6i*sb-4*Zh11*Zh22^2*cb*la5i+2*Zh11*Zh22^2*la7i*sb+4*Zh11*Zh23^2*cb*la5i-4*Zh11*Zh23^2*la6i*sb
< B01985   |B01984+6*Zh11*Zh23^2*la6i*sb^3-2*Zh12*Zh21^2*cb*la6i+4*Zh12*Zh21^2*la5i*sb-6*Zh12*Zh22^2*cb*la7i-2*Zh12*Zh23^2*cb*la7i
< B01986   |B01985+8*Zh12*Zh23^2*la5i*sb-12*Zh12*Zh23^2*la5i*sb^3-2*Zh13*Zh21^2*c2b*la6r+2*Zh13*Zh21^2*la1*s2b-Zh13*Zh21^2*la3*s2b
< B01987   |B01986-Zh13*Zh21^2*la4*s2b+2*Zh13*Zh21^2*la5r*s2b-2*Zh13*Zh22^2*c2b*la7r-2*Zh13*Zh22^2*la2*s2b+Zh13*Zh22^2*la3*s2b
< B01988   |B01987+Zh13*Zh22^2*la4*s2b-2*Zh13*Zh22^2*la5r*s2b-6*Zh13*Zh23^2*cb^2*la7r-18*Zh13*Zh23^2*la6r*sb^2+24*Zh13*Zh23^2*la6r*sb^4
< B01989   |B01988-4*Zh11*Zh21*Zh22*cb*la6i+8*Zh11*Zh21*Zh22*la5i*sb-4*Zh11*Zh21*Zh23*c2b*la6r+4*Zh11*Zh21*Zh23*la1*s2b-2*Zh11*Zh21*Zh23*la3*s2b
< B01990   |B01989-2*Zh11*Zh21*Zh23*la4*s2b+4*Zh11*Zh21*Zh23*la5r*s2b-8*Zh11*Zh22*Zh23*c2b*la5r+2*Zh11*Zh22*Zh23*la6r*s2b-2*Zh11*Zh22*Zh23*la7r*s2b
< B01991   |B01990-12*Zh11*Zh23^2*cb*la5i*sb^2+6*Zh11*Zh23^2*cb^2*la7i*sb-8*Zh12*Zh21*Zh22*cb*la5i+4*Zh12*Zh21*Zh22*la7i*sb-8*Zh12*Zh21*Zh23*c2b*la5r
< B01992   |B01991+2*Zh12*Zh21*Zh23*la6r*s2b-2*Zh12*Zh21*Zh23*la7r*s2b-4*Zh12*Zh22*Zh23*c2b*la7r-4*Zh12*Zh22*Zh23*la2*s2b+2*Zh12*Zh22*Zh23*la3*s2b
< B01993   |B01992+2*Zh12*Zh22*Zh23*la4*s2b-4*Zh12*Zh22*Zh23*la5r*s2b-6*Zh12*Zh23^2*cb*la6i*sb^2+6*Zh12*Zh23^2*cb*la7i*sb^2-8*Zh13*Zh21*Zh22*c2b*la5r
< B01994   |B01993+2*Zh13*Zh21*Zh22*la6r*s2b-2*Zh13*Zh21*Zh22*la7r*s2b+8*Zh13*Zh21*Zh23*cb*la5i-8*Zh13*Zh21*Zh23*la6i*sb+12*Zh13*Zh21*Zh23*la6i*sb^3
< B01995   |B01994-4*Zh13*Zh22*Zh23*cb*la7i+16*Zh13*Zh22*Zh23*la5i*sb-24*Zh13*Zh22*Zh23*la5i*sb^3+3*Zh13*Zh23^2*c2b*la3*s2b+3*Zh13*Zh23^2*c2b*la4*s2b
< B01996   |B01995+6*Zh13*Zh23^2*c2b*la5r*s2b+12*Zh13*Zh23^2*cb*la1*sb^3+24*Zh13*Zh23^2*cb^2*la7r*sb^2-12*Zh13*Zh23^2*cb^3*la2*sb-24*Zh13*Zh21*Zh23*cb*la5i*sb^2
< B01997   |B01996+12*Zh13*Zh21*Zh23*cb^2*la7i*sb-12*Zh13*Zh22*Zh23*cb*la6i*sb^2+12*Zh13*Zh22*Zh23*cb*la7i*sb^2
< B01998   |6*Zh11*Zh21*Zh31*la6i*sb-2*Zh11*Zh21*Zh32*cb*la6i+4*Zh11*Zh21*Zh32*la5i*sb-2*Zh11*Zh21*Zh33*c2b*la6r+2*Zh11*Zh21*Zh33*la1*s2b
< B01999   |B01998-Zh11*Zh21*Zh33*la3*s2b-Zh11*Zh21*Zh33*la4*s2b+2*Zh11*Zh21*Zh33*la5r*s2b-2*Zh11*Zh22*Zh31*cb*la6i+4*Zh11*Zh22*Zh31*la5i*sb
< B02000   |B01999-4*Zh11*Zh22*Zh32*cb*la5i+2*Zh11*Zh22*Zh32*la7i*sb-4*Zh11*Zh22*Zh33*c2b*la5r+Zh11*Zh22*Zh33*la6r*s2b-Zh11*Zh22*Zh33*la7r*s2b
< B02001   |B02000-2*Zh11*Zh23*Zh31*c2b*la6r+2*Zh11*Zh23*Zh31*la1*s2b-Zh11*Zh23*Zh31*la3*s2b-Zh11*Zh23*Zh31*la4*s2b+2*Zh11*Zh23*Zh31*la5r*s2b
< B02002   |B02001-4*Zh11*Zh23*Zh32*c2b*la5r+Zh11*Zh23*Zh32*la6r*s2b-Zh11*Zh23*Zh32*la7r*s2b+4*Zh11*Zh23*Zh33*cb*la5i-4*Zh11*Zh23*Zh33*la6i*sb
< B02003   |B02002+6*Zh11*Zh23*Zh33*la6i*sb^3-2*Zh12*Zh21*Zh31*cb*la6i+4*Zh12*Zh21*Zh31*la5i*sb-4*Zh12*Zh21*Zh32*cb*la5i+2*Zh12*Zh21*Zh32*la7i*sb
< B02004   |B02003-4*Zh12*Zh21*Zh33*c2b*la5r+Zh12*Zh21*Zh33*la6r*s2b-Zh12*Zh21*Zh33*la7r*s2b-4*Zh12*Zh22*Zh31*cb*la5i+2*Zh12*Zh22*Zh31*la7i*sb
< B02005   |B02004-6*Zh12*Zh22*Zh32*cb*la7i-2*Zh12*Zh22*Zh33*c2b*la7r-2*Zh12*Zh22*Zh33*la2*s2b+Zh12*Zh22*Zh33*la3*s2b+Zh12*Zh22*Zh33*la4*s2b
< B02006   |B02005-2*Zh12*Zh22*Zh33*la5r*s2b-4*Zh12*Zh23*Zh31*c2b*la5r+Zh12*Zh23*Zh31*la6r*s2b-Zh12*Zh23*Zh31*la7r*s2b-2*Zh12*Zh23*Zh32*c2b*la7r
< B02007   |B02006-2*Zh12*Zh23*Zh32*la2*s2b+Zh12*Zh23*Zh32*la3*s2b+Zh12*Zh23*Zh32*la4*s2b-2*Zh12*Zh23*Zh32*la5r*s2b-2*Zh12*Zh23*Zh33*cb*la7i
< B02008   |B02007+8*Zh12*Zh23*Zh33*la5i*sb-12*Zh12*Zh23*Zh33*la5i*sb^3-2*Zh13*Zh21*Zh31*c2b*la6r+2*Zh13*Zh21*Zh31*la1*s2b-Zh13*Zh21*Zh31*la3*s2b
< B02009   |B02008-Zh13*Zh21*Zh31*la4*s2b+2*Zh13*Zh21*Zh31*la5r*s2b-4*Zh13*Zh21*Zh32*c2b*la5r+Zh13*Zh21*Zh32*la6r*s2b-Zh13*Zh21*Zh32*la7r*s2b
< B02010   |B02009+4*Zh13*Zh21*Zh33*cb*la5i-4*Zh13*Zh21*Zh33*la6i*sb+6*Zh13*Zh21*Zh33*la6i*sb^3-4*Zh13*Zh22*Zh31*c2b*la5r+Zh13*Zh22*Zh31*la6r*s2b
< B02011   |B02010-Zh13*Zh22*Zh31*la7r*s2b-2*Zh13*Zh22*Zh32*c2b*la7r-2*Zh13*Zh22*Zh32*la2*s2b+Zh13*Zh22*Zh32*la3*s2b+Zh13*Zh22*Zh32*la4*s2b
< B02012   |B02011-2*Zh13*Zh22*Zh32*la5r*s2b-2*Zh13*Zh22*Zh33*cb*la7i+8*Zh13*Zh22*Zh33*la5i*sb-12*Zh13*Zh22*Zh33*la5i*sb^3+4*Zh13*Zh23*Zh31*cb*la5i
< B02013   |B02012-4*Zh13*Zh23*Zh31*la6i*sb+6*Zh13*Zh23*Zh31*la6i*sb^3-2*Zh13*Zh23*Zh32*cb*la7i+8*Zh13*Zh23*Zh32*la5i*sb-12*Zh13*Zh23*Zh32*la5i*sb^3
< B02014   |B02013-6*Zh13*Zh23*Zh33*cb^2*la7r-18*Zh13*Zh23*Zh33*la6r*sb^2+24*Zh13*Zh23*Zh33*la6r*sb^4-12*Zh11*Zh23*Zh33*cb*la5i*sb^2+6*Zh11*Zh23*Zh33*cb^2*la7i*sb
< B02015   |B02014-6*Zh12*Zh23*Zh33*cb*la6i*sb^2+6*Zh12*Zh23*Zh33*cb*la7i*sb^2-12*Zh13*Zh21*Zh33*cb*la5i*sb^2+6*Zh13*Zh21*Zh33*cb^2*la7i*sb-6*Zh13*Zh22*Zh33*cb*la6i*sb^2
< B02016   |B02015+6*Zh13*Zh22*Zh33*cb*la7i*sb^2-12*Zh13*Zh23*Zh31*cb*la5i*sb^2+6*Zh13*Zh23*Zh31*cb^2*la7i*sb-6*Zh13*Zh23*Zh32*cb*la6i*sb^2+6*Zh13*Zh23*Zh32*cb*la7i*sb^2
< B02017   |B02016+3*Zh13*Zh23*Zh33*c2b*la3*s2b+3*Zh13*Zh23*Zh33*c2b*la4*s2b+6*Zh13*Zh23*Zh33*c2b*la5r*s2b+12*Zh13*Zh23*Zh33*cb*la1*sb^3+24*Zh13*Zh23*Zh33*cb^2*la7r*sb^2
< B02018   |B02017-12*Zh13*Zh23*Zh33*cb^3*la2*sb
< B02019   |6*Zh11*Zh31^2*la6i*sb-4*Zh11*Zh32^2*cb*la5i+2*Zh11*Zh32^2*la7i*sb+4*Zh11*Zh33^2*cb*la5i-4*Zh11*Zh33^2*la6i*sb
< B02020   |B02019+6*Zh11*Zh33^2*la6i*sb^3-2*Zh12*Zh31^2*cb*la6i+4*Zh12*Zh31^2*la5i*sb-6*Zh12*Zh32^2*cb*la7i-2*Zh12*Zh33^2*cb*la7i
< B02021   |B02020+8*Zh12*Zh33^2*la5i*sb-12*Zh12*Zh33^2*la5i*sb^3-2*Zh13*Zh31^2*c2b*la6r+2*Zh13*Zh31^2*la1*s2b-Zh13*Zh31^2*la3*s2b
< B02022   |B02021-Zh13*Zh31^2*la4*s2b+2*Zh13*Zh31^2*la5r*s2b-2*Zh13*Zh32^2*c2b*la7r-2*Zh13*Zh32^2*la2*s2b+Zh13*Zh32^2*la3*s2b
< B02023   |B02022+Zh13*Zh32^2*la4*s2b-2*Zh13*Zh32^2*la5r*s2b-6*Zh13*Zh33^2*cb^2*la7r-18*Zh13*Zh33^2*la6r*sb^2+24*Zh13*Zh33^2*la6r*sb^4
< B02024   |B02023-4*Zh11*Zh31*Zh32*cb*la6i+8*Zh11*Zh31*Zh32*la5i*sb-4*Zh11*Zh31*Zh33*c2b*la6r+4*Zh11*Zh31*Zh33*la1*s2b-2*Zh11*Zh31*Zh33*la3*s2b
< B02025   |B02024-2*Zh11*Zh31*Zh33*la4*s2b+4*Zh11*Zh31*Zh33*la5r*s2b-8*Zh11*Zh32*Zh33*c2b*la5r+2*Zh11*Zh32*Zh33*la6r*s2b-2*Zh11*Zh32*Zh33*la7r*s2b
< B02026   |B02025-12*Zh11*Zh33^2*cb*la5i*sb^2+6*Zh11*Zh33^2*cb^2*la7i*sb-8*Zh12*Zh31*Zh32*cb*la5i+4*Zh12*Zh31*Zh32*la7i*sb-8*Zh12*Zh31*Zh33*c2b*la5r
< B02027   |B02026+2*Zh12*Zh31*Zh33*la6r*s2b-2*Zh12*Zh31*Zh33*la7r*s2b-4*Zh12*Zh32*Zh33*c2b*la7r-4*Zh12*Zh32*Zh33*la2*s2b+2*Zh12*Zh32*Zh33*la3*s2b
< B02028   |B02027+2*Zh12*Zh32*Zh33*la4*s2b-4*Zh12*Zh32*Zh33*la5r*s2b-6*Zh12*Zh33^2*cb*la6i*sb^2+6*Zh12*Zh33^2*cb*la7i*sb^2-8*Zh13*Zh31*Zh32*c2b*la5r
< B02029   |B02028+2*Zh13*Zh31*Zh32*la6r*s2b-2*Zh13*Zh31*Zh32*la7r*s2b+8*Zh13*Zh31*Zh33*cb*la5i-8*Zh13*Zh31*Zh33*la6i*sb+12*Zh13*Zh31*Zh33*la6i*sb^3
< B02030   |B02029-4*Zh13*Zh32*Zh33*cb*la7i+16*Zh13*Zh32*Zh33*la5i*sb-24*Zh13*Zh32*Zh33*la5i*sb^3+3*Zh13*Zh33^2*c2b*la3*s2b+3*Zh13*Zh33^2*c2b*la4*s2b
< B02031   |B02030+6*Zh13*Zh33^2*c2b*la5r*s2b+12*Zh13*Zh33^2*cb*la1*sb^3+24*Zh13*Zh33^2*cb^2*la7r*sb^2-12*Zh13*Zh33^2*cb^3*la2*sb-24*Zh13*Zh31*Zh33*cb*la5i*sb^2
< B02032   |B02031+12*Zh13*Zh31*Zh33*cb^2*la7i*sb-12*Zh13*Zh32*Zh33*cb*la6i*sb^2+12*Zh13*Zh32*Zh33*cb*la7i*sb^2
< B02033   |3*CW^2*Mb^2-3*MW^2*Zb11r^2*cb^2+2*MW^2*SW^2*Zb11r^2*cb^2-2*MW^2*SW^2*Zb21i^2*cb^2-2*MW^2*SW^2*Zb21r^2*cb^2
< B02034   |3*CW^2*Mb^2-3*MW^2*Zb21i^2*cb^2-3*MW^2*Zb21r^2*cb^2-2*MW^2*SW^2*Zb11r^2*cb^2+2*MW^2*SW^2*Zb21i^2*cb^2
< B02035   |B02034+2*MW^2*SW^2*Zb21r^2*cb^2
< B02036   |CW^2*Ml^2-MW^2*Zl11r^2*cb^2+2*MW^2*SW^2*Zl11r^2*cb^2-2*MW^2*SW^2*Zl21i^2*cb^2-2*MW^2*SW^2*Zl21r^2*cb^2
< B02037   |CW^2*Ml^2-MW^2*Zl21i^2*cb^2-MW^2*Zl21r^2*cb^2-2*MW^2*SW^2*Zl11r^2*cb^2+2*MW^2*SW^2*Zl21i^2*cb^2
< B02038   |B02037+2*MW^2*SW^2*Zl21r^2*cb^2
< B02039   |3*CW^2*Mt^2-3*MW^2*Zt11r^2*sb^2+4*MW^2*SW^2*Zt11r^2*sb^2-4*MW^2*SW^2*Zt21i^2*sb^2-4*MW^2*SW^2*Zt21r^2*sb^2
< B02040   |3*CW^2*Mt^2-3*MW^2*Zt21i^2*sb^2-3*MW^2*Zt21r^2*sb^2-4*MW^2*SW^2*Zt11r^2*sb^2+4*MW^2*SW^2*Zt21i^2*sb^2
< B02041   |B02040+4*MW^2*SW^2*Zt21r^2*sb^2
< B02042   |2*Zh21^3*la6i*sb-2*Zh22^3*cb*la7i-2*Zh23^3*cb^2*la7r-6*Zh23^3*la6r*sb^2+8*Zh23^3*la6r*sb^4
< B02043   |B02042-4*Zh21*Zh22^2*cb*la5i+2*Zh21*Zh22^2*la7i*sb+4*Zh21*Zh23^2*cb*la5i-4*Zh21*Zh23^2*la6i*sb+6*Zh21*Zh23^2*la6i*sb^3
< B02044   |B02043-2*Zh21^2*Zh22*cb*la6i+4*Zh21^2*Zh22*la5i*sb-2*Zh21^2*Zh23*c2b*la6r+2*Zh21^2*Zh23*la1*s2b-Zh21^2*Zh23*la3*s2b
< B02045   |B02044-Zh21^2*Zh23*la4*s2b+2*Zh21^2*Zh23*la5r*s2b-2*Zh22*Zh23^2*cb*la7i+8*Zh22*Zh23^2*la5i*sb-12*Zh22*Zh23^2*la5i*sb^3
< B02046   |B02045-2*Zh22^2*Zh23*c2b*la7r-2*Zh22^2*Zh23*la2*s2b+Zh22^2*Zh23*la3*s2b+Zh22^2*Zh23*la4*s2b-2*Zh22^2*Zh23*la5r*s2b
< B02047   |B02046+Zh23^3*c2b*la3*s2b+Zh23^3*c2b*la4*s2b+2*Zh23^3*c2b*la5r*s2b+4*Zh23^3*cb*la1*sb^3+8*Zh23^3*cb^2*la7r*sb^2
< B02048   |B02047-4*Zh23^3*cb^3*la2*sb-8*Zh21*Zh22*Zh23*c2b*la5r+2*Zh21*Zh22*Zh23*la6r*s2b-2*Zh21*Zh22*Zh23*la7r*s2b-12*Zh21*Zh23^2*cb*la5i*sb^2
< B02049   |B02048+6*Zh21*Zh23^2*cb^2*la7i*sb-6*Zh22*Zh23^2*cb*la6i*sb^2+6*Zh22*Zh23^2*cb*la7i*sb^2
< B02050   |6*Zh21^2*Zh31*la6i*sb-2*Zh21^2*Zh32*cb*la6i+4*Zh21^2*Zh32*la5i*sb-2*Zh21^2*Zh33*c2b*la6r+2*Zh21^2*Zh33*la1*s2b
< B02051   |B02050-Zh21^2*Zh33*la3*s2b-Zh21^2*Zh33*la4*s2b+2*Zh21^2*Zh33*la5r*s2b-4*Zh22^2*Zh31*cb*la5i+2*Zh22^2*Zh31*la7i*sb
< B02052   |B02051-6*Zh22^2*Zh32*cb*la7i-2*Zh22^2*Zh33*c2b*la7r-2*Zh22^2*Zh33*la2*s2b+Zh22^2*Zh33*la3*s2b+Zh22^2*Zh33*la4*s2b
< B02053   |B02052-2*Zh22^2*Zh33*la5r*s2b+4*Zh23^2*Zh31*cb*la5i-4*Zh23^2*Zh31*la6i*sb+6*Zh23^2*Zh31*la6i*sb^3-2*Zh23^2*Zh32*cb*la7i
< B02054   |B02053+8*Zh23^2*Zh32*la5i*sb-12*Zh23^2*Zh32*la5i*sb^3-6*Zh23^2*Zh33*cb^2*la7r-18*Zh23^2*Zh33*la6r*sb^2+24*Zh23^2*Zh33*la6r*sb^4
< B02055   |B02054-4*Zh21*Zh22*Zh31*cb*la6i+8*Zh21*Zh22*Zh31*la5i*sb-8*Zh21*Zh22*Zh32*cb*la5i+4*Zh21*Zh22*Zh32*la7i*sb-8*Zh21*Zh22*Zh33*c2b*la5r
< B02056   |B02055+2*Zh21*Zh22*Zh33*la6r*s2b-2*Zh21*Zh22*Zh33*la7r*s2b-4*Zh21*Zh23*Zh31*c2b*la6r+4*Zh21*Zh23*Zh31*la1*s2b-2*Zh21*Zh23*Zh31*la3*s2b
< B02057   |B02056-2*Zh21*Zh23*Zh31*la4*s2b+4*Zh21*Zh23*Zh31*la5r*s2b-8*Zh21*Zh23*Zh32*c2b*la5r+2*Zh21*Zh23*Zh32*la6r*s2b-2*Zh21*Zh23*Zh32*la7r*s2b
< B02058   |B02057+8*Zh21*Zh23*Zh33*cb*la5i-8*Zh21*Zh23*Zh33*la6i*sb+12*Zh21*Zh23*Zh33*la6i*sb^3-8*Zh22*Zh23*Zh31*c2b*la5r+2*Zh22*Zh23*Zh31*la6r*s2b
< B02059   |B02058-2*Zh22*Zh23*Zh31*la7r*s2b-4*Zh22*Zh23*Zh32*c2b*la7r-4*Zh22*Zh23*Zh32*la2*s2b+2*Zh22*Zh23*Zh32*la3*s2b+2*Zh22*Zh23*Zh32*la4*s2b
< B02060   |B02059-4*Zh22*Zh23*Zh32*la5r*s2b-4*Zh22*Zh23*Zh33*cb*la7i+16*Zh22*Zh23*Zh33*la5i*sb-24*Zh22*Zh23*Zh33*la5i*sb^3-12*Zh23^2*Zh31*cb*la5i*sb^2
< B02061   |B02060+6*Zh23^2*Zh31*cb^2*la7i*sb-6*Zh23^2*Zh32*cb*la6i*sb^2+6*Zh23^2*Zh32*cb*la7i*sb^2+3*Zh23^2*Zh33*c2b*la3*s2b+3*Zh23^2*Zh33*c2b*la4*s2b
< B02062   |B02061+6*Zh23^2*Zh33*c2b*la5r*s2b+12*Zh23^2*Zh33*cb*la1*sb^3+24*Zh23^2*Zh33*cb^2*la7r*sb^2-12*Zh23^2*Zh33*cb^3*la2*sb-24*Zh21*Zh23*Zh33*cb*la5i*sb^2
< B02063   |B02062+12*Zh21*Zh23*Zh33*cb^2*la7i*sb-12*Zh22*Zh23*Zh33*cb*la6i*sb^2+12*Zh22*Zh23*Zh33*cb*la7i*sb^2
< B02064   |6*Zh21*Zh31^2*la6i*sb-4*Zh21*Zh32^2*cb*la5i+2*Zh21*Zh32^2*la7i*sb+4*Zh21*Zh33^2*cb*la5i-4*Zh21*Zh33^2*la6i*sb
< B02065   |B02064+6*Zh21*Zh33^2*la6i*sb^3-2*Zh22*Zh31^2*cb*la6i+4*Zh22*Zh31^2*la5i*sb-6*Zh22*Zh32^2*cb*la7i-2*Zh22*Zh33^2*cb*la7i
< B02066   |B02065+8*Zh22*Zh33^2*la5i*sb-12*Zh22*Zh33^2*la5i*sb^3-2*Zh23*Zh31^2*c2b*la6r+2*Zh23*Zh31^2*la1*s2b-Zh23*Zh31^2*la3*s2b
< B02067   |B02066-Zh23*Zh31^2*la4*s2b+2*Zh23*Zh31^2*la5r*s2b-2*Zh23*Zh32^2*c2b*la7r-2*Zh23*Zh32^2*la2*s2b+Zh23*Zh32^2*la3*s2b
< B02068   |B02067+Zh23*Zh32^2*la4*s2b-2*Zh23*Zh32^2*la5r*s2b-6*Zh23*Zh33^2*cb^2*la7r-18*Zh23*Zh33^2*la6r*sb^2+24*Zh23*Zh33^2*la6r*sb^4
< B02069   |B02068-4*Zh21*Zh31*Zh32*cb*la6i+8*Zh21*Zh31*Zh32*la5i*sb-4*Zh21*Zh31*Zh33*c2b*la6r+4*Zh21*Zh31*Zh33*la1*s2b-2*Zh21*Zh31*Zh33*la3*s2b
< B02070   |B02069-2*Zh21*Zh31*Zh33*la4*s2b+4*Zh21*Zh31*Zh33*la5r*s2b-8*Zh21*Zh32*Zh33*c2b*la5r+2*Zh21*Zh32*Zh33*la6r*s2b-2*Zh21*Zh32*Zh33*la7r*s2b
< B02071   |B02070-12*Zh21*Zh33^2*cb*la5i*sb^2+6*Zh21*Zh33^2*cb^2*la7i*sb-8*Zh22*Zh31*Zh32*cb*la5i+4*Zh22*Zh31*Zh32*la7i*sb-8*Zh22*Zh31*Zh33*c2b*la5r
< B02072   |B02071+2*Zh22*Zh31*Zh33*la6r*s2b-2*Zh22*Zh31*Zh33*la7r*s2b-4*Zh22*Zh32*Zh33*c2b*la7r-4*Zh22*Zh32*Zh33*la2*s2b+2*Zh22*Zh32*Zh33*la3*s2b
< B02073   |B02072+2*Zh22*Zh32*Zh33*la4*s2b-4*Zh22*Zh32*Zh33*la5r*s2b-6*Zh22*Zh33^2*cb*la6i*sb^2+6*Zh22*Zh33^2*cb*la7i*sb^2-8*Zh23*Zh31*Zh32*c2b*la5r
< B02074   |B02073+2*Zh23*Zh31*Zh32*la6r*s2b-2*Zh23*Zh31*Zh32*la7r*s2b+8*Zh23*Zh31*Zh33*cb*la5i-8*Zh23*Zh31*Zh33*la6i*sb+12*Zh23*Zh31*Zh33*la6i*sb^3
< B02075   |B02074-4*Zh23*Zh32*Zh33*cb*la7i+16*Zh23*Zh32*Zh33*la5i*sb-24*Zh23*Zh32*Zh33*la5i*sb^3+3*Zh23*Zh33^2*c2b*la3*s2b+3*Zh23*Zh33^2*c2b*la4*s2b
< B02076   |B02075+6*Zh23*Zh33^2*c2b*la5r*s2b+12*Zh23*Zh33^2*cb*la1*sb^3+24*Zh23*Zh33^2*cb^2*la7r*sb^2-12*Zh23*Zh33^2*cb^3*la2*sb-24*Zh23*Zh31*Zh33*cb*la5i*sb^2
< B02077   |B02076+12*Zh23*Zh31*Zh33*cb^2*la7i*sb-12*Zh23*Zh32*Zh33*cb*la6i*sb^2+12*Zh23*Zh32*Zh33*cb*la7i*sb^2
< B02078   |2*Zh31^3*la6i*sb-2*Zh32^3*cb*la7i-2*Zh33^3*cb^2*la7r-6*Zh33^3*la6r*sb^2+8*Zh33^3*la6r*sb^4
< B02079   |B02078-4*Zh31*Zh32^2*cb*la5i+2*Zh31*Zh32^2*la7i*sb+4*Zh31*Zh33^2*cb*la5i-4*Zh31*Zh33^2*la6i*sb+6*Zh31*Zh33^2*la6i*sb^3
< B02080   |B02079-2*Zh31^2*Zh32*cb*la6i+4*Zh31^2*Zh32*la5i*sb-2*Zh31^2*Zh33*c2b*la6r+2*Zh31^2*Zh33*la1*s2b-Zh31^2*Zh33*la3*s2b
< B02081   |B02080-Zh31^2*Zh33*la4*s2b+2*Zh31^2*Zh33*la5r*s2b-2*Zh32*Zh33^2*cb*la7i+8*Zh32*Zh33^2*la5i*sb-12*Zh32*Zh33^2*la5i*sb^3
< B02082   |B02081-2*Zh32^2*Zh33*c2b*la7r-2*Zh32^2*Zh33*la2*s2b+Zh32^2*Zh33*la3*s2b+Zh32^2*Zh33*la4*s2b-2*Zh32^2*Zh33*la5r*s2b
< B02083   |B02082+Zh33^3*c2b*la3*s2b+Zh33^3*c2b*la4*s2b+2*Zh33^3*c2b*la5r*s2b+4*Zh33^3*cb*la1*sb^3+8*Zh33^3*cb^2*la7r*sb^2
< B02084   |B02083-4*Zh33^3*cb^3*la2*sb-8*Zh31*Zh32*Zh33*c2b*la5r+2*Zh31*Zh32*Zh33*la6r*s2b-2*Zh31*Zh32*Zh33*la7r*s2b-12*Zh31*Zh33^2*cb*la5i*sb^2
< B02085   |B02084+6*Zh31*Zh33^2*cb^2*la7i*sb-6*Zh32*Zh33^2*cb*la6i*sb^2+6*Zh32*Zh33^2*cb*la7i*sb^2
< B02086   |Zh11^4*la1+Zh12^4*la2+2*Zh11*Zh12^3*la7r+Zh11^2*Zh12^2*la3+Zh11^2*Zh12^2*la4
< B02087   |B02086+2*Zh11^2*Zh12^2*la5r+2*Zh11^3*Zh12*la6r+Zh13^4*cb^4*la2+Zh13^4*la1*sb^4-2*Zh11*Zh13^3*cb^3*la7i
< B02088   |B02087+Zh11^2*Zh13^2*cb^2*la3+Zh11^2*Zh13^2*cb^2*la4-2*Zh11^2*Zh13^2*cb^2*la5r+2*Zh11^2*Zh13^2*la1*sb^2-Zh11^2*Zh13^2*la6r*s2b
< B02089   |B02088-2*Zh11^3*Zh13*cb*la6i-2*Zh12*Zh13^3*la6i*sb^3+2*Zh12^2*Zh13^2*cb^2*la2+Zh12^2*Zh13^2*la3*sb^2+Zh12^2*Zh13^2*la4*sb^2
< B02090   |B02089-2*Zh12^2*Zh13^2*la5r*sb^2-Zh12^2*Zh13^2*la7r*s2b-2*Zh12^3*Zh13*la7i*sb-2*Zh13^4*cb*la6r*sb^3+Zh13^4*cb^2*la3*sb^2
< B02091   |B02090+Zh13^4*cb^2*la4*sb^2+2*Zh13^4*cb^2*la5r*sb^2-2*Zh13^4*cb^3*la7r*sb+2*Zh11*Zh12*Zh13^2*cb^2*la7r-4*Zh11*Zh12*Zh13^2*la5r*s2b
< B02092   |B02091+2*Zh11*Zh12*Zh13^2*la6r*sb^2-2*Zh11*Zh12^2*Zh13*cb*la7i-4*Zh11*Zh12^2*Zh13*la5i*sb-2*Zh11*Zh13^3*cb*la6i*sb^2+4*Zh11*Zh13^3*cb^2*la5i*sb
< B02093   |B02092-4*Zh11^2*Zh12*Zh13*cb*la5i-2*Zh11^2*Zh12*Zh13*la6i*sb+4*Zh12*Zh13^3*cb*la5i*sb^2-2*Zh12*Zh13^3*cb^2*la7i*sb
< B02094   |2*Zh11^3*Zh21*la1+Zh11^3*Zh22*la6r+Zh12^3*Zh21*la7r+2*Zh12^3*Zh22*la2+Zh11*Zh12^2*Zh21*la3
< B02095   |B02094+Zh11*Zh12^2*Zh21*la4+2*Zh11*Zh12^2*Zh21*la5r+3*Zh11*Zh12^2*Zh22*la7r+3*Zh11^2*Zh12*Zh21*la6r+Zh11^2*Zh12*Zh22*la3
< B02096   |B02095+Zh11^2*Zh12*Zh22*la4+2*Zh11^2*Zh12*Zh22*la5r-Zh11^3*Zh23*cb*la6i-Zh12^3*Zh23*la7i*sb-Zh13^3*Zh21*cb^3*la7i
< B02097   |B02096-Zh13^3*Zh22*la6i*sb^3+2*Zh13^3*Zh23*cb^4*la2+2*Zh13^3*Zh23*la1*sb^4-Zh11*Zh12^2*Zh23*cb*la7i-2*Zh11*Zh12^2*Zh23*la5i*sb
< B02098   |B02097+Zh11*Zh13^2*Zh21*cb^2*la3+Zh11*Zh13^2*Zh21*cb^2*la4-2*Zh11*Zh13^2*Zh21*cb^2*la5r+2*Zh11*Zh13^2*Zh21*la1*sb^2-Zh11*Zh13^2*Zh21*la6r*s2b
< B02099   |B02098+Zh11*Zh13^2*Zh22*cb^2*la7r-2*Zh11*Zh13^2*Zh22*la5r*s2b+Zh11*Zh13^2*Zh22*la6r*sb^2-3*Zh11*Zh13^2*Zh23*cb^3*la7i-2*Zh11^2*Zh12*Zh23*cb*la5i
< B02100   |B02099-Zh11^2*Zh12*Zh23*la6i*sb-3*Zh11^2*Zh13*Zh21*cb*la6i-2*Zh11^2*Zh13*Zh22*cb*la5i-Zh11^2*Zh13*Zh22*la6i*sb+Zh11^2*Zh13*Zh23*cb^2*la3
< B02101   |B02100+Zh11^2*Zh13*Zh23*cb^2*la4-2*Zh11^2*Zh13*Zh23*cb^2*la5r+2*Zh11^2*Zh13*Zh23*la1*sb^2-Zh11^2*Zh13*Zh23*la6r*s2b+Zh12*Zh13^2*Zh21*cb^2*la7r
< B02102   |B02101-2*Zh12*Zh13^2*Zh21*la5r*s2b+Zh12*Zh13^2*Zh21*la6r*sb^2+2*Zh12*Zh13^2*Zh22*cb^2*la2+Zh12*Zh13^2*Zh22*la3*sb^2+Zh12*Zh13^2*Zh22*la4*sb^2
< B02103   |B02102-2*Zh12*Zh13^2*Zh22*la5r*sb^2-Zh12*Zh13^2*Zh22*la7r*s2b-3*Zh12*Zh13^2*Zh23*la6i*sb^3-Zh12^2*Zh13*Zh21*cb*la7i-2*Zh12^2*Zh13*Zh21*la5i*sb
< B02104   |B02103-3*Zh12^2*Zh13*Zh22*la7i*sb+2*Zh12^2*Zh13*Zh23*cb^2*la2+Zh12^2*Zh13*Zh23*la3*sb^2+Zh12^2*Zh13*Zh23*la4*sb^2-2*Zh12^2*Zh13*Zh23*la5r*sb^2
< B02105   |B02104-Zh12^2*Zh13*Zh23*la7r*s2b-Zh13^3*Zh21*cb*la6i*sb^2+2*Zh13^3*Zh21*cb^2*la5i*sb+2*Zh13^3*Zh22*cb*la5i*sb^2-Zh13^3*Zh22*cb^2*la7i*sb
< B02106   |B02105-4*Zh13^3*Zh23*cb*la6r*sb^3+2*Zh13^3*Zh23*cb^2*la3*sb^2+2*Zh13^3*Zh23*cb^2*la4*sb^2+4*Zh13^3*Zh23*cb^2*la5r*sb^2-4*Zh13^3*Zh23*cb^3*la7r*sb
< B02107   |B02106-4*Zh11*Zh12*Zh13*Zh21*cb*la5i-2*Zh11*Zh12*Zh13*Zh21*la6i*sb-2*Zh11*Zh12*Zh13*Zh22*cb*la7i-4*Zh11*Zh12*Zh13*Zh22*la5i*sb+2*Zh11*Zh12*Zh13*Zh23*cb^2*la7r
< B02108   |B02107-4*Zh11*Zh12*Zh13*Zh23*la5r*s2b+2*Zh11*Zh12*Zh13*Zh23*la6r*sb^2-3*Zh11*Zh13^2*Zh23*cb*la6i*sb^2+6*Zh11*Zh13^2*Zh23*cb^2*la5i*sb+6*Zh12*Zh13^2*Zh23*cb*la5i*sb^2
< B02109   |B02108-3*Zh12*Zh13^2*Zh23*cb^2*la7i*sb
< B02110   |2*Zh11^3*Zh31*la1+Zh11^3*Zh32*la6r+Zh12^3*Zh31*la7r+2*Zh12^3*Zh32*la2+Zh11*Zh12^2*Zh31*la3
< B02111   |B02110+Zh11*Zh12^2*Zh31*la4+2*Zh11*Zh12^2*Zh31*la5r+3*Zh11*Zh12^2*Zh32*la7r+3*Zh11^2*Zh12*Zh31*la6r+Zh11^2*Zh12*Zh32*la3
< B02112   |B02111+Zh11^2*Zh12*Zh32*la4+2*Zh11^2*Zh12*Zh32*la5r-Zh11^3*Zh33*cb*la6i-Zh12^3*Zh33*la7i*sb-Zh13^3*Zh31*cb^3*la7i
< B02113   |B02112-Zh13^3*Zh32*la6i*sb^3+2*Zh13^3*Zh33*cb^4*la2+2*Zh13^3*Zh33*la1*sb^4-Zh11*Zh12^2*Zh33*cb*la7i-2*Zh11*Zh12^2*Zh33*la5i*sb
< B02114   |B02113+Zh11*Zh13^2*Zh31*cb^2*la3+Zh11*Zh13^2*Zh31*cb^2*la4-2*Zh11*Zh13^2*Zh31*cb^2*la5r+2*Zh11*Zh13^2*Zh31*la1*sb^2-Zh11*Zh13^2*Zh31*la6r*s2b
< B02115   |B02114+Zh11*Zh13^2*Zh32*cb^2*la7r-2*Zh11*Zh13^2*Zh32*la5r*s2b+Zh11*Zh13^2*Zh32*la6r*sb^2-3*Zh11*Zh13^2*Zh33*cb^3*la7i-2*Zh11^2*Zh12*Zh33*cb*la5i
< B02116   |B02115-Zh11^2*Zh12*Zh33*la6i*sb-3*Zh11^2*Zh13*Zh31*cb*la6i-2*Zh11^2*Zh13*Zh32*cb*la5i-Zh11^2*Zh13*Zh32*la6i*sb+Zh11^2*Zh13*Zh33*cb^2*la3
< B02117   |B02116+Zh11^2*Zh13*Zh33*cb^2*la4-2*Zh11^2*Zh13*Zh33*cb^2*la5r+2*Zh11^2*Zh13*Zh33*la1*sb^2-Zh11^2*Zh13*Zh33*la6r*s2b+Zh12*Zh13^2*Zh31*cb^2*la7r
< B02118   |B02117-2*Zh12*Zh13^2*Zh31*la5r*s2b+Zh12*Zh13^2*Zh31*la6r*sb^2+2*Zh12*Zh13^2*Zh32*cb^2*la2+Zh12*Zh13^2*Zh32*la3*sb^2+Zh12*Zh13^2*Zh32*la4*sb^2
< B02119   |B02118-2*Zh12*Zh13^2*Zh32*la5r*sb^2-Zh12*Zh13^2*Zh32*la7r*s2b-3*Zh12*Zh13^2*Zh33*la6i*sb^3-Zh12^2*Zh13*Zh31*cb*la7i-2*Zh12^2*Zh13*Zh31*la5i*sb
< B02120   |B02119-3*Zh12^2*Zh13*Zh32*la7i*sb+2*Zh12^2*Zh13*Zh33*cb^2*la2+Zh12^2*Zh13*Zh33*la3*sb^2+Zh12^2*Zh13*Zh33*la4*sb^2-2*Zh12^2*Zh13*Zh33*la5r*sb^2
< B02121   |B02120-Zh12^2*Zh13*Zh33*la7r*s2b-Zh13^3*Zh31*cb*la6i*sb^2+2*Zh13^3*Zh31*cb^2*la5i*sb+2*Zh13^3*Zh32*cb*la5i*sb^2-Zh13^3*Zh32*cb^2*la7i*sb
< B02122   |B02121-4*Zh13^3*Zh33*cb*la6r*sb^3+2*Zh13^3*Zh33*cb^2*la3*sb^2+2*Zh13^3*Zh33*cb^2*la4*sb^2+4*Zh13^3*Zh33*cb^2*la5r*sb^2-4*Zh13^3*Zh33*cb^3*la7r*sb
< B02123   |B02122-4*Zh11*Zh12*Zh13*Zh31*cb*la5i-2*Zh11*Zh12*Zh13*Zh31*la6i*sb-2*Zh11*Zh12*Zh13*Zh32*cb*la7i-4*Zh11*Zh12*Zh13*Zh32*la5i*sb+2*Zh11*Zh12*Zh13*Zh33*cb^2*la7r
< B02124   |B02123-4*Zh11*Zh12*Zh13*Zh33*la5r*s2b+2*Zh11*Zh12*Zh13*Zh33*la6r*sb^2-3*Zh11*Zh13^2*Zh33*cb*la6i*sb^2+6*Zh11*Zh13^2*Zh33*cb^2*la5i*sb+6*Zh12*Zh13^2*Zh33*cb*la5i*sb^2
< B02125   |B02124-3*Zh12*Zh13^2*Zh33*cb^2*la7i*sb
< B02126   |6*Zh11^2*Zh21^2*la1+Zh11^2*Zh22^2*la3+Zh11^2*Zh22^2*la4+2*Zh11^2*Zh22^2*la5r+Zh12^2*Zh21^2*la3
< B02127   |B02126+Zh12^2*Zh21^2*la4+2*Zh12^2*Zh21^2*la5r+6*Zh12^2*Zh22^2*la2+6*Zh11*Zh12*Zh21^2*la6r+6*Zh11*Zh12*Zh22^2*la7r
< B02128   |B02127+6*Zh11^2*Zh21*Zh22*la6r+Zh11^2*Zh23^2*cb^2*la3+Zh11^2*Zh23^2*cb^2*la4-2*Zh11^2*Zh23^2*cb^2*la5r+2*Zh11^2*Zh23^2*la1*sb^2
< B02129   |B02128-Zh11^2*Zh23^2*la6r*s2b+6*Zh12^2*Zh21*Zh22*la7r+2*Zh12^2*Zh23^2*cb^2*la2+Zh12^2*Zh23^2*la3*sb^2+Zh12^2*Zh23^2*la4*sb^2
< B02130   |B02129-2*Zh12^2*Zh23^2*la5r*sb^2-Zh12^2*Zh23^2*la7r*s2b+Zh13^2*Zh21^2*cb^2*la3+Zh13^2*Zh21^2*cb^2*la4-2*Zh13^2*Zh21^2*cb^2*la5r
< B02131   |B02130+2*Zh13^2*Zh21^2*la1*sb^2-Zh13^2*Zh21^2*la6r*s2b+2*Zh13^2*Zh22^2*cb^2*la2+Zh13^2*Zh22^2*la3*sb^2+Zh13^2*Zh22^2*la4*sb^2
< B02132   |B02131-2*Zh13^2*Zh22^2*la5r*sb^2-Zh13^2*Zh22^2*la7r*s2b+6*Zh13^2*Zh23^2*cb^4*la2+6*Zh13^2*Zh23^2*la1*sb^4+4*Zh11*Zh12*Zh21*Zh22*la3
< B02133   |B02132+4*Zh11*Zh12*Zh21*Zh22*la4+8*Zh11*Zh12*Zh21*Zh22*la5r+2*Zh11*Zh12*Zh23^2*cb^2*la7r-4*Zh11*Zh12*Zh23^2*la5r*s2b+2*Zh11*Zh12*Zh23^2*la6r*sb^2
< B02134   |B02133-6*Zh11*Zh13*Zh21^2*cb*la6i-2*Zh11*Zh13*Zh22^2*cb*la7i-4*Zh11*Zh13*Zh22^2*la5i*sb-6*Zh11*Zh13*Zh23^2*cb^3*la7i-6*Zh11^2*Zh21*Zh23*cb*la6i
< B02135   |B02134-4*Zh11^2*Zh22*Zh23*cb*la5i-2*Zh11^2*Zh22*Zh23*la6i*sb-4*Zh12*Zh13*Zh21^2*cb*la5i-2*Zh12*Zh13*Zh21^2*la6i*sb-6*Zh12*Zh13*Zh22^2*la7i*sb
< B02136   |B02135-6*Zh12*Zh13*Zh23^2*la6i*sb^3-2*Zh12^2*Zh21*Zh23*cb*la7i-4*Zh12^2*Zh21*Zh23*la5i*sb-6*Zh12^2*Zh22*Zh23*la7i*sb+2*Zh13^2*Zh21*Zh22*cb^2*la7r
< B02137   |B02136-4*Zh13^2*Zh21*Zh22*la5r*s2b+2*Zh13^2*Zh21*Zh22*la6r*sb^2-6*Zh13^2*Zh21*Zh23*cb^3*la7i-6*Zh13^2*Zh22*Zh23*la6i*sb^3-12*Zh13^2*Zh23^2*cb*la6r*sb^3
< B02138   |B02137+6*Zh13^2*Zh23^2*cb^2*la3*sb^2+6*Zh13^2*Zh23^2*cb^2*la4*sb^2+12*Zh13^2*Zh23^2*cb^2*la5r*sb^2-12*Zh13^2*Zh23^2*cb^3*la7r*sb-8*Zh11*Zh12*Zh21*Zh23*cb*la5i
< B02139   |B02138-4*Zh11*Zh12*Zh21*Zh23*la6i*sb-4*Zh11*Zh12*Zh22*Zh23*cb*la7i-8*Zh11*Zh12*Zh22*Zh23*la5i*sb-8*Zh11*Zh13*Zh21*Zh22*cb*la5i-4*Zh11*Zh13*Zh21*Zh22*la6i*sb
< B02140   |B02139+4*Zh11*Zh13*Zh21*Zh23*cb^2*la3+4*Zh11*Zh13*Zh21*Zh23*cb^2*la4-8*Zh11*Zh13*Zh21*Zh23*cb^2*la5r+8*Zh11*Zh13*Zh21*Zh23*la1*sb^2-4*Zh11*Zh13*Zh21*Zh23*la6r*s2b
< B02141   |B02140+4*Zh11*Zh13*Zh22*Zh23*cb^2*la7r-8*Zh11*Zh13*Zh22*Zh23*la5r*s2b+4*Zh11*Zh13*Zh22*Zh23*la6r*sb^2-6*Zh11*Zh13*Zh23^2*cb*la6i*sb^2+12*Zh11*Zh13*Zh23^2*cb^2*la5i*sb
< B02142   |B02141-4*Zh12*Zh13*Zh21*Zh22*cb*la7i-8*Zh12*Zh13*Zh21*Zh22*la5i*sb+4*Zh12*Zh13*Zh21*Zh23*cb^2*la7r-8*Zh12*Zh13*Zh21*Zh23*la5r*s2b+4*Zh12*Zh13*Zh21*Zh23*la6r*sb^2
< B02143   |B02142+8*Zh12*Zh13*Zh22*Zh23*cb^2*la2+4*Zh12*Zh13*Zh22*Zh23*la3*sb^2+4*Zh12*Zh13*Zh22*Zh23*la4*sb^2-8*Zh12*Zh13*Zh22*Zh23*la5r*sb^2-4*Zh12*Zh13*Zh22*Zh23*la7r*s2b
< B02144   |B02143+12*Zh12*Zh13*Zh23^2*cb*la5i*sb^2-6*Zh12*Zh13*Zh23^2*cb^2*la7i*sb-6*Zh13^2*Zh21*Zh23*cb*la6i*sb^2+12*Zh13^2*Zh21*Zh23*cb^2*la5i*sb+12*Zh13^2*Zh22*Zh23*cb*la5i*sb^2
< B02145   |B02144-6*Zh13^2*Zh22*Zh23*cb^2*la7i*sb
< B02146   |6*Zh11^2*Zh21*Zh31*la1+3*Zh11^2*Zh21*Zh32*la6r+3*Zh11^2*Zh22*Zh31*la6r+Zh11^2*Zh22*Zh32*la3+Zh11^2*Zh22*Zh32*la4
< B02147   |B02146+2*Zh11^2*Zh22*Zh32*la5r+Zh12^2*Zh21*Zh31*la3+Zh12^2*Zh21*Zh31*la4+2*Zh12^2*Zh21*Zh31*la5r+3*Zh12^2*Zh21*Zh32*la7r
< B02148   |B02147+3*Zh12^2*Zh22*Zh31*la7r+6*Zh12^2*Zh22*Zh32*la2+6*Zh11*Zh12*Zh21*Zh31*la6r+2*Zh11*Zh12*Zh21*Zh32*la3+2*Zh11*Zh12*Zh21*Zh32*la4
< B02149   |B02148+4*Zh11*Zh12*Zh21*Zh32*la5r+2*Zh11*Zh12*Zh22*Zh31*la3+2*Zh11*Zh12*Zh22*Zh31*la4+4*Zh11*Zh12*Zh22*Zh31*la5r+6*Zh11*Zh12*Zh22*Zh32*la7r
< B02150   |B02149-3*Zh11^2*Zh21*Zh33*cb*la6i-2*Zh11^2*Zh22*Zh33*cb*la5i-Zh11^2*Zh22*Zh33*la6i*sb-3*Zh11^2*Zh23*Zh31*cb*la6i-2*Zh11^2*Zh23*Zh32*cb*la5i
< B02151   |B02150-Zh11^2*Zh23*Zh32*la6i*sb+Zh11^2*Zh23*Zh33*cb^2*la3+Zh11^2*Zh23*Zh33*cb^2*la4-2*Zh11^2*Zh23*Zh33*cb^2*la5r+2*Zh11^2*Zh23*Zh33*la1*sb^2
< B02152   |B02151-Zh11^2*Zh23*Zh33*la6r*s2b-Zh12^2*Zh21*Zh33*cb*la7i-2*Zh12^2*Zh21*Zh33*la5i*sb-3*Zh12^2*Zh22*Zh33*la7i*sb-Zh12^2*Zh23*Zh31*cb*la7i
< B02153   |B02152-2*Zh12^2*Zh23*Zh31*la5i*sb-3*Zh12^2*Zh23*Zh32*la7i*sb+2*Zh12^2*Zh23*Zh33*cb^2*la2+Zh12^2*Zh23*Zh33*la3*sb^2+Zh12^2*Zh23*Zh33*la4*sb^2
< B02154   |B02153-2*Zh12^2*Zh23*Zh33*la5r*sb^2-Zh12^2*Zh23*Zh33*la7r*s2b+Zh13^2*Zh21*Zh31*cb^2*la3+Zh13^2*Zh21*Zh31*cb^2*la4-2*Zh13^2*Zh21*Zh31*cb^2*la5r
< B02155   |B02154+2*Zh13^2*Zh21*Zh31*la1*sb^2-Zh13^2*Zh21*Zh31*la6r*s2b+Zh13^2*Zh21*Zh32*cb^2*la7r-2*Zh13^2*Zh21*Zh32*la5r*s2b+Zh13^2*Zh21*Zh32*la6r*sb^2
< B02156   |B02155-3*Zh13^2*Zh21*Zh33*cb^3*la7i+Zh13^2*Zh22*Zh31*cb^2*la7r-2*Zh13^2*Zh22*Zh31*la5r*s2b+Zh13^2*Zh22*Zh31*la6r*sb^2+2*Zh13^2*Zh22*Zh32*cb^2*la2
< B02157   |B02156+Zh13^2*Zh22*Zh32*la3*sb^2+Zh13^2*Zh22*Zh32*la4*sb^2-2*Zh13^2*Zh22*Zh32*la5r*sb^2-Zh13^2*Zh22*Zh32*la7r*s2b-3*Zh13^2*Zh22*Zh33*la6i*sb^3
< B02158   |B02157-3*Zh13^2*Zh23*Zh31*cb^3*la7i-3*Zh13^2*Zh23*Zh32*la6i*sb^3+6*Zh13^2*Zh23*Zh33*cb^4*la2+6*Zh13^2*Zh23*Zh33*la1*sb^4-4*Zh11*Zh12*Zh21*Zh33*cb*la5i
< B02159   |B02158-2*Zh11*Zh12*Zh21*Zh33*la6i*sb-2*Zh11*Zh12*Zh22*Zh33*cb*la7i-4*Zh11*Zh12*Zh22*Zh33*la5i*sb-4*Zh11*Zh12*Zh23*Zh31*cb*la5i-2*Zh11*Zh12*Zh23*Zh31*la6i*sb
< B02160   |B02159-2*Zh11*Zh12*Zh23*Zh32*cb*la7i-4*Zh11*Zh12*Zh23*Zh32*la5i*sb+2*Zh11*Zh12*Zh23*Zh33*cb^2*la7r-4*Zh11*Zh12*Zh23*Zh33*la5r*s2b+2*Zh11*Zh12*Zh23*Zh33*la6r*sb^2
< B02161   |B02160-6*Zh11*Zh13*Zh21*Zh31*cb*la6i-4*Zh11*Zh13*Zh21*Zh32*cb*la5i-2*Zh11*Zh13*Zh21*Zh32*la6i*sb+2*Zh11*Zh13*Zh21*Zh33*cb^2*la3+2*Zh11*Zh13*Zh21*Zh33*cb^2*la4
< B02162   |B02161-4*Zh11*Zh13*Zh21*Zh33*cb^2*la5r+4*Zh11*Zh13*Zh21*Zh33*la1*sb^2-2*Zh11*Zh13*Zh21*Zh33*la6r*s2b-4*Zh11*Zh13*Zh22*Zh31*cb*la5i-2*Zh11*Zh13*Zh22*Zh31*la6i*sb
< B02163   |B02162-2*Zh11*Zh13*Zh22*Zh32*cb*la7i-4*Zh11*Zh13*Zh22*Zh32*la5i*sb+2*Zh11*Zh13*Zh22*Zh33*cb^2*la7r-4*Zh11*Zh13*Zh22*Zh33*la5r*s2b+2*Zh11*Zh13*Zh22*Zh33*la6r*sb^2
< B02164   |B02163+2*Zh11*Zh13*Zh23*Zh31*cb^2*la3+2*Zh11*Zh13*Zh23*Zh31*cb^2*la4-4*Zh11*Zh13*Zh23*Zh31*cb^2*la5r+4*Zh11*Zh13*Zh23*Zh31*la1*sb^2-2*Zh11*Zh13*Zh23*Zh31*la6r*s2b
< B02165   |B02164+2*Zh11*Zh13*Zh23*Zh32*cb^2*la7r-4*Zh11*Zh13*Zh23*Zh32*la5r*s2b+2*Zh11*Zh13*Zh23*Zh32*la6r*sb^2-6*Zh11*Zh13*Zh23*Zh33*cb^3*la7i-4*Zh12*Zh13*Zh21*Zh31*cb*la5i
< B02166   |B02165-2*Zh12*Zh13*Zh21*Zh31*la6i*sb-2*Zh12*Zh13*Zh21*Zh32*cb*la7i-4*Zh12*Zh13*Zh21*Zh32*la5i*sb+2*Zh12*Zh13*Zh21*Zh33*cb^2*la7r-4*Zh12*Zh13*Zh21*Zh33*la5r*s2b
< B02167   |B02166+2*Zh12*Zh13*Zh21*Zh33*la6r*sb^2-2*Zh12*Zh13*Zh22*Zh31*cb*la7i-4*Zh12*Zh13*Zh22*Zh31*la5i*sb-6*Zh12*Zh13*Zh22*Zh32*la7i*sb+4*Zh12*Zh13*Zh22*Zh33*cb^2*la2
< B02168   |B02167+2*Zh12*Zh13*Zh22*Zh33*la3*sb^2+2*Zh12*Zh13*Zh22*Zh33*la4*sb^2-4*Zh12*Zh13*Zh22*Zh33*la5r*sb^2-2*Zh12*Zh13*Zh22*Zh33*la7r*s2b+2*Zh12*Zh13*Zh23*Zh31*cb^2*la7r
< B02169   |B02168-4*Zh12*Zh13*Zh23*Zh31*la5r*s2b+2*Zh12*Zh13*Zh23*Zh31*la6r*sb^2+4*Zh12*Zh13*Zh23*Zh32*cb^2*la2+2*Zh12*Zh13*Zh23*Zh32*la3*sb^2+2*Zh12*Zh13*Zh23*Zh32*la4*sb^2
< B02170   |B02169-4*Zh12*Zh13*Zh23*Zh32*la5r*sb^2-2*Zh12*Zh13*Zh23*Zh32*la7r*s2b-6*Zh12*Zh13*Zh23*Zh33*la6i*sb^3-3*Zh13^2*Zh21*Zh33*cb*la6i*sb^2+6*Zh13^2*Zh21*Zh33*cb^2*la5i*sb
< B02171   |B02170+6*Zh13^2*Zh22*Zh33*cb*la5i*sb^2-3*Zh13^2*Zh22*Zh33*cb^2*la7i*sb-3*Zh13^2*Zh23*Zh31*cb*la6i*sb^2+6*Zh13^2*Zh23*Zh31*cb^2*la5i*sb+6*Zh13^2*Zh23*Zh32*cb*la5i*sb^2
< B02172   |B02171-3*Zh13^2*Zh23*Zh32*cb^2*la7i*sb-12*Zh13^2*Zh23*Zh33*cb*la6r*sb^3+6*Zh13^2*Zh23*Zh33*cb^2*la3*sb^2+6*Zh13^2*Zh23*Zh33*cb^2*la4*sb^2+12*Zh13^2*Zh23*Zh33*cb^2*la5r*sb^2
< B02173   |B02172-12*Zh13^2*Zh23*Zh33*cb^3*la7r*sb-6*Zh11*Zh13*Zh23*Zh33*cb*la6i*sb^2+12*Zh11*Zh13*Zh23*Zh33*cb^2*la5i*sb+12*Zh12*Zh13*Zh23*Zh33*cb*la5i*sb^2-6*Zh12*Zh13*Zh23*Zh33*cb^2*la7i*sb
< B02174   |6*Zh11^2*Zh31^2*la1+Zh11^2*Zh32^2*la3+Zh11^2*Zh32^2*la4+2*Zh11^2*Zh32^2*la5r+Zh12^2*Zh31^2*la3
< B02175   |B02174+Zh12^2*Zh31^2*la4+2*Zh12^2*Zh31^2*la5r+6*Zh12^2*Zh32^2*la2+6*Zh11*Zh12*Zh31^2*la6r+6*Zh11*Zh12*Zh32^2*la7r
< B02176   |B02175+6*Zh11^2*Zh31*Zh32*la6r+Zh11^2*Zh33^2*cb^2*la3+Zh11^2*Zh33^2*cb^2*la4-2*Zh11^2*Zh33^2*cb^2*la5r+2*Zh11^2*Zh33^2*la1*sb^2
< B02177   |B02176-Zh11^2*Zh33^2*la6r*s2b+6*Zh12^2*Zh31*Zh32*la7r+2*Zh12^2*Zh33^2*cb^2*la2+Zh12^2*Zh33^2*la3*sb^2+Zh12^2*Zh33^2*la4*sb^2
< B02178   |B02177-2*Zh12^2*Zh33^2*la5r*sb^2-Zh12^2*Zh33^2*la7r*s2b+Zh13^2*Zh31^2*cb^2*la3+Zh13^2*Zh31^2*cb^2*la4-2*Zh13^2*Zh31^2*cb^2*la5r
< B02179   |B02178+2*Zh13^2*Zh31^2*la1*sb^2-Zh13^2*Zh31^2*la6r*s2b+2*Zh13^2*Zh32^2*cb^2*la2+Zh13^2*Zh32^2*la3*sb^2+Zh13^2*Zh32^2*la4*sb^2
< B02180   |B02179-2*Zh13^2*Zh32^2*la5r*sb^2-Zh13^2*Zh32^2*la7r*s2b+6*Zh13^2*Zh33^2*cb^4*la2+6*Zh13^2*Zh33^2*la1*sb^4+4*Zh11*Zh12*Zh31*Zh32*la3
< B02181   |B02180+4*Zh11*Zh12*Zh31*Zh32*la4+8*Zh11*Zh12*Zh31*Zh32*la5r+2*Zh11*Zh12*Zh33^2*cb^2*la7r-4*Zh11*Zh12*Zh33^2*la5r*s2b+2*Zh11*Zh12*Zh33^2*la6r*sb^2
< B02182   |B02181-6*Zh11*Zh13*Zh31^2*cb*la6i-2*Zh11*Zh13*Zh32^2*cb*la7i-4*Zh11*Zh13*Zh32^2*la5i*sb-6*Zh11*Zh13*Zh33^2*cb^3*la7i-6*Zh11^2*Zh31*Zh33*cb*la6i
< B02183   |B02182-4*Zh11^2*Zh32*Zh33*cb*la5i-2*Zh11^2*Zh32*Zh33*la6i*sb-4*Zh12*Zh13*Zh31^2*cb*la5i-2*Zh12*Zh13*Zh31^2*la6i*sb-6*Zh12*Zh13*Zh32^2*la7i*sb
< B02184   |B02183-6*Zh12*Zh13*Zh33^2*la6i*sb^3-2*Zh12^2*Zh31*Zh33*cb*la7i-4*Zh12^2*Zh31*Zh33*la5i*sb-6*Zh12^2*Zh32*Zh33*la7i*sb+2*Zh13^2*Zh31*Zh32*cb^2*la7r
< B02185   |B02184-4*Zh13^2*Zh31*Zh32*la5r*s2b+2*Zh13^2*Zh31*Zh32*la6r*sb^2-6*Zh13^2*Zh31*Zh33*cb^3*la7i-6*Zh13^2*Zh32*Zh33*la6i*sb^3-12*Zh13^2*Zh33^2*cb*la6r*sb^3
< B02186   |B02185+6*Zh13^2*Zh33^2*cb^2*la3*sb^2+6*Zh13^2*Zh33^2*cb^2*la4*sb^2+12*Zh13^2*Zh33^2*cb^2*la5r*sb^2-12*Zh13^2*Zh33^2*cb^3*la7r*sb-8*Zh11*Zh12*Zh31*Zh33*cb*la5i
< B02187   |B02186-4*Zh11*Zh12*Zh31*Zh33*la6i*sb-4*Zh11*Zh12*Zh32*Zh33*cb*la7i-8*Zh11*Zh12*Zh32*Zh33*la5i*sb-8*Zh11*Zh13*Zh31*Zh32*cb*la5i-4*Zh11*Zh13*Zh31*Zh32*la6i*sb
< B02188   |B02187+4*Zh11*Zh13*Zh31*Zh33*cb^2*la3+4*Zh11*Zh13*Zh31*Zh33*cb^2*la4-8*Zh11*Zh13*Zh31*Zh33*cb^2*la5r+8*Zh11*Zh13*Zh31*Zh33*la1*sb^2-4*Zh11*Zh13*Zh31*Zh33*la6r*s2b
< B02189   |B02188+4*Zh11*Zh13*Zh32*Zh33*cb^2*la7r-8*Zh11*Zh13*Zh32*Zh33*la5r*s2b+4*Zh11*Zh13*Zh32*Zh33*la6r*sb^2-6*Zh11*Zh13*Zh33^2*cb*la6i*sb^2+12*Zh11*Zh13*Zh33^2*cb^2*la5i*sb
< B02190   |B02189-4*Zh12*Zh13*Zh31*Zh32*cb*la7i-8*Zh12*Zh13*Zh31*Zh32*la5i*sb+4*Zh12*Zh13*Zh31*Zh33*cb^2*la7r-8*Zh12*Zh13*Zh31*Zh33*la5r*s2b+4*Zh12*Zh13*Zh31*Zh33*la6r*sb^2
< B02191   |B02190+8*Zh12*Zh13*Zh32*Zh33*cb^2*la2+4*Zh12*Zh13*Zh32*Zh33*la3*sb^2+4*Zh12*Zh13*Zh32*Zh33*la4*sb^2-8*Zh12*Zh13*Zh32*Zh33*la5r*sb^2-4*Zh12*Zh13*Zh32*Zh33*la7r*s2b
< B02192   |B02191+12*Zh12*Zh13*Zh33^2*cb*la5i*sb^2-6*Zh12*Zh13*Zh33^2*cb^2*la7i*sb-6*Zh13^2*Zh31*Zh33*cb*la6i*sb^2+12*Zh13^2*Zh31*Zh33*cb^2*la5i*sb+12*Zh13^2*Zh32*Zh33*cb*la5i*sb^2
< B02193   |B02192-6*Zh13^2*Zh32*Zh33*cb^2*la7i*sb
< B02194   |6*CW^2*Mb^2*Zh11^2+6*CW^2*Mb^2*Zh13^2*sb^2-3*MW^2*Zb11r^2*Zh11^2*cb^2+3*MW^2*Zb11r^2*Zh12^2*cb^2+2*MW^2*SW^2*Zb11r^2*Zh11^2*cb^2
< B02195   |B02194-2*MW^2*SW^2*Zb11r^2*Zh12^2*cb^2-2*MW^2*SW^2*Zb21i^2*Zh11^2*cb^2+2*MW^2*SW^2*Zb21i^2*Zh12^2*cb^2-2*MW^2*SW^2*Zb21r^2*Zh11^2*cb^2+2*MW^2*SW^2*Zb21r^2*Zh12^2*cb^2
< B02196   |B02195+3*MW^2*Zb11r^2*Zh13^2*c2b*cb^2-2*MW^2*SW^2*Zb11r^2*Zh13^2*c2b*cb^2+2*MW^2*SW^2*Zb21i^2*Zh13^2*c2b*cb^2+2*MW^2*SW^2*Zb21r^2*Zh13^2*c2b*cb^2
< B02197   |3*Zb21r*Zh11^2-3*Zb21r*Zh12^2-4*SW^2*Zb21r*Zh11^2+4*SW^2*Zb21r*Zh12^2-3*Zb21r*Zh13^2*c2b
< B02198   |B02197+4*SW^2*Zb21r*Zh13^2*c2b
< B02199   |3*Zb21i*Zh11^2-3*Zb21i*Zh12^2-4*SW^2*Zb21i*Zh11^2+4*SW^2*Zb21i*Zh12^2-3*Zb21i*Zh13^2*c2b
< B02200   |B02199+4*SW^2*Zb21i*Zh13^2*c2b
< B02201   |6*CW^2*Mb^2*Zh11^2+6*CW^2*Mb^2*Zh13^2*sb^2-3*MW^2*Zb21i^2*Zh11^2*cb^2+3*MW^2*Zb21i^2*Zh12^2*cb^2-3*MW^2*Zb21r^2*Zh11^2*cb^2
< B02202   |B02201+3*MW^2*Zb21r^2*Zh12^2*cb^2-2*MW^2*SW^2*Zb11r^2*Zh11^2*cb^2+2*MW^2*SW^2*Zb11r^2*Zh12^2*cb^2+2*MW^2*SW^2*Zb21i^2*Zh11^2*cb^2-2*MW^2*SW^2*Zb21i^2*Zh12^2*cb^2
< B02203   |B02202+2*MW^2*SW^2*Zb21r^2*Zh11^2*cb^2-2*MW^2*SW^2*Zb21r^2*Zh12^2*cb^2+3*MW^2*Zb21i^2*Zh13^2*c2b*cb^2+3*MW^2*Zb21r^2*Zh13^2*c2b*cb^2+2*MW^2*SW^2*Zb11r^2*Zh13^2*c2b*cb^2
< B02204   |B02203-2*MW^2*SW^2*Zb21i^2*Zh13^2*c2b*cb^2-2*MW^2*SW^2*Zb21r^2*Zh13^2*c2b*cb^2
< B02205   |6*CW^2*Mc^2*Zh12^2+3*MW^2*Zh11^2*sb^2-3*MW^2*Zh12^2*sb^2+6*CW^2*Mc^2*Zh13^2*cb^2-4*MW^2*SW^2*Zh11^2*sb^2
< B02206   |B02205+4*MW^2*SW^2*Zh12^2*sb^2-3*MW^2*Zh13^2*c2b*sb^2+4*MW^2*SW^2*Zh13^2*c2b*sb^2
< B02207   |3*CW^2*Mc^2*Zh12^2+3*CW^2*Mc^2*Zh13^2*cb^2+2*MW^2*SW^2*Zh11^2*sb^2-2*MW^2*SW^2*Zh12^2*sb^2-2*MW^2*SW^2*Zh13^2*c2b*sb^2
< B02208   |6*CW^2*Mq^2*Zh11^2-3*MW^2*Zh11^2*cb^2+3*MW^2*Zh12^2*cb^2+6*CW^2*Mq^2*Zh13^2*sb^2+2*MW^2*SW^2*Zh11^2*cb^2
< B02209   |B02208-2*MW^2*SW^2*Zh12^2*cb^2+3*MW^2*Zh13^2*c2b*cb^2-2*MW^2*SW^2*Zh13^2*c2b*cb^2
< B02210   |3*CW^2*Mq^2*Zh11^2+3*CW^2*Mq^2*Zh13^2*sb^2-MW^2*SW^2*Zh11^2*cb^2+MW^2*SW^2*Zh12^2*cb^2+MW^2*SW^2*Zh13^2*c2b*cb^2
< B02211   |Zh11^2-Zh12^2-Zh13^2*c2b
< B02212   |2*CW^2*Ml^2*Zh11^2+2*CW^2*Ml^2*Zh13^2*sb^2-MW^2*Zh11^2*Zl11r^2*cb^2+MW^2*Zh12^2*Zl11r^2*cb^2+2*MW^2*SW^2*Zh11^2*Zl11r^2*cb^2
< B02213   |B02212-2*MW^2*SW^2*Zh11^2*Zl21i^2*cb^2-2*MW^2*SW^2*Zh11^2*Zl21r^2*cb^2-2*MW^2*SW^2*Zh12^2*Zl11r^2*cb^2+2*MW^2*SW^2*Zh12^2*Zl21i^2*cb^2+2*MW^2*SW^2*Zh12^2*Zl21r^2*cb^2
< B02214   |B02213+MW^2*Zh13^2*Zl11r^2*c2b*cb^2-2*MW^2*SW^2*Zh13^2*Zl11r^2*c2b*cb^2+2*MW^2*SW^2*Zh13^2*Zl21i^2*c2b*cb^2+2*MW^2*SW^2*Zh13^2*Zl21r^2*c2b*cb^2
< B02215   |Zh11^2*Zl21r-Zh12^2*Zl21r-4*SW^2*Zh11^2*Zl21r+4*SW^2*Zh12^2*Zl21r-Zh13^2*Zl21r*c2b
< B02216   |B02215+4*SW^2*Zh13^2*Zl21r*c2b
< B02217   |Zh11^2*Zl21i-Zh12^2*Zl21i-4*SW^2*Zh11^2*Zl21i+4*SW^2*Zh12^2*Zl21i-Zh13^2*Zl21i*c2b
< B02218   |B02217+4*SW^2*Zh13^2*Zl21i*c2b
< B02219   |2*CW^2*Ml^2*Zh11^2+2*CW^2*Ml^2*Zh13^2*sb^2-MW^2*Zh11^2*Zl21i^2*cb^2-MW^2*Zh11^2*Zl21r^2*cb^2+MW^2*Zh12^2*Zl21i^2*cb^2
< B02220   |B02219+MW^2*Zh12^2*Zl21r^2*cb^2-2*MW^2*SW^2*Zh11^2*Zl11r^2*cb^2+2*MW^2*SW^2*Zh11^2*Zl21i^2*cb^2+2*MW^2*SW^2*Zh11^2*Zl21r^2*cb^2+2*MW^2*SW^2*Zh12^2*Zl11r^2*cb^2
< B02221   |B02220-2*MW^2*SW^2*Zh12^2*Zl21i^2*cb^2-2*MW^2*SW^2*Zh12^2*Zl21r^2*cb^2+MW^2*Zh13^2*Zl21i^2*c2b*cb^2+MW^2*Zh13^2*Zl21r^2*c2b*cb^2+2*MW^2*SW^2*Zh13^2*Zl11r^2*c2b*cb^2
< B02222   |B02221-2*MW^2*SW^2*Zh13^2*Zl21i^2*c2b*cb^2-2*MW^2*SW^2*Zh13^2*Zl21r^2*c2b*cb^2
< B02223   |6*CW^2*Mt^2*Zh12^2+6*CW^2*Mt^2*Zh13^2*cb^2+3*MW^2*Zh11^2*Zt11r^2*sb^2-3*MW^2*Zh12^2*Zt11r^2*sb^2-3*MW^2*Zh13^2*Zt11r^2*sb^2
< B02224   |B02223+6*MW^2*Zh13^2*Zt11r^2*sb^4-4*MW^2*SW^2*Zh11^2*Zt11r^2*sb^2+4*MW^2*SW^2*Zh11^2*Zt21i^2*sb^2+4*MW^2*SW^2*Zh11^2*Zt21r^2*sb^2+4*MW^2*SW^2*Zh12^2*Zt11r^2*sb^2
< B02225   |B02224-4*MW^2*SW^2*Zh12^2*Zt21i^2*sb^2-4*MW^2*SW^2*Zh12^2*Zt21r^2*sb^2+4*MW^2*SW^2*Zh13^2*Zt11r^2*sb^2-8*MW^2*SW^2*Zh13^2*Zt11r^2*sb^4-4*MW^2*SW^2*Zh13^2*Zt21i^2*sb^2
< B02226   |B02225+8*MW^2*SW^2*Zh13^2*Zt21i^2*sb^4-4*MW^2*SW^2*Zh13^2*Zt21r^2*sb^2+8*MW^2*SW^2*Zh13^2*Zt21r^2*sb^4
< B02227   |3*Zh11^2*Zt21r-3*Zh12^2*Zt21r-8*SW^2*Zh11^2*Zt21r+8*SW^2*Zh12^2*Zt21r-3*Zh13^2*Zt21r*c2b
< B02228   |B02227+8*SW^2*Zh13^2*Zt21r*c2b
< B02229   |3*Zh11^2*Zt21i-3*Zh12^2*Zt21i-8*SW^2*Zh11^2*Zt21i+8*SW^2*Zh12^2*Zt21i-3*Zh13^2*Zt21i*c2b
< B02230   |B02229+8*SW^2*Zh13^2*Zt21i*c2b
< B02231   |6*CW^2*Mt^2*Zh12^2+6*CW^2*Mt^2*Zh13^2*cb^2+3*MW^2*Zh11^2*Zt21i^2*sb^2+3*MW^2*Zh11^2*Zt21r^2*sb^2-3*MW^2*Zh12^2*Zt21i^2*sb^2
< B02232   |B02231-3*MW^2*Zh12^2*Zt21r^2*sb^2-3*MW^2*Zh13^2*Zt21i^2*sb^2+6*MW^2*Zh13^2*Zt21i^2*sb^4-3*MW^2*Zh13^2*Zt21r^2*sb^2+6*MW^2*Zh13^2*Zt21r^2*sb^4
< B02233   |B02232+4*MW^2*SW^2*Zh11^2*Zt11r^2*sb^2-4*MW^2*SW^2*Zh11^2*Zt21i^2*sb^2-4*MW^2*SW^2*Zh11^2*Zt21r^2*sb^2-4*MW^2*SW^2*Zh12^2*Zt11r^2*sb^2+4*MW^2*SW^2*Zh12^2*Zt21i^2*sb^2
< B02234   |B02233+4*MW^2*SW^2*Zh12^2*Zt21r^2*sb^2-4*MW^2*SW^2*Zh13^2*Zt11r^2*sb^2+8*MW^2*SW^2*Zh13^2*Zt11r^2*sb^4+4*MW^2*SW^2*Zh13^2*Zt21i^2*sb^2-8*MW^2*SW^2*Zh13^2*Zt21i^2*sb^4
< B02235   |B02234+4*MW^2*SW^2*Zh13^2*Zt21r^2*sb^2-8*MW^2*SW^2*Zh13^2*Zt21r^2*sb^4
< B02236   |6*CW^2*Mq^2*Zh12^2+3*MW^2*Zh11^2*sb^2-3*MW^2*Zh12^2*sb^2+6*CW^2*Mq^2*Zh13^2*cb^2-4*MW^2*SW^2*Zh11^2*sb^2
< B02237   |B02236+4*MW^2*SW^2*Zh12^2*sb^2-3*MW^2*Zh13^2*c2b*sb^2+4*MW^2*SW^2*Zh13^2*c2b*sb^2
< B02238   |3*CW^2*Mq^2*Zh12^2+3*CW^2*Mq^2*Zh13^2*cb^2+2*MW^2*SW^2*Zh11^2*sb^2-2*MW^2*SW^2*Zh12^2*sb^2-2*MW^2*SW^2*Zh13^2*c2b*sb^2
< B02239   |2*Zh11*Zh21^3*la1+Zh11*Zh22^3*la7r+Zh12*Zh21^3*la6r+2*Zh12*Zh22^3*la2+Zh11*Zh21*Zh22^2*la3
< B02240   |B02239+Zh11*Zh21*Zh22^2*la4+2*Zh11*Zh21*Zh22^2*la5r+3*Zh11*Zh21^2*Zh22*la6r-Zh11*Zh23^3*cb^3*la7i+3*Zh12*Zh21*Zh22^2*la7r
< B02241   |B02240+Zh12*Zh21^2*Zh22*la3+Zh12*Zh21^2*Zh22*la4+2*Zh12*Zh21^2*Zh22*la5r-Zh12*Zh23^3*la6i*sb^3-Zh13*Zh21^3*cb*la6i
< B02242   |B02241-Zh13*Zh22^3*la7i*sb+2*Zh13*Zh23^3*cb^4*la2+2*Zh13*Zh23^3*la1*sb^4+Zh11*Zh21*Zh23^2*cb^2*la3+Zh11*Zh21*Zh23^2*cb^2*la4
< B02243   |B02242-2*Zh11*Zh21*Zh23^2*cb^2*la5r+2*Zh11*Zh21*Zh23^2*la1*sb^2-Zh11*Zh21*Zh23^2*la6r*s2b-3*Zh11*Zh21^2*Zh23*cb*la6i+Zh11*Zh22*Zh23^2*cb^2*la7r
< B02244   |B02243-2*Zh11*Zh22*Zh23^2*la5r*s2b+Zh11*Zh22*Zh23^2*la6r*sb^2-Zh11*Zh22^2*Zh23*cb*la7i-2*Zh11*Zh22^2*Zh23*la5i*sb-Zh11*Zh23^3*cb*la6i*sb^2
< B02245   |B02244+2*Zh11*Zh23^3*cb^2*la5i*sb+Zh12*Zh21*Zh23^2*cb^2*la7r-2*Zh12*Zh21*Zh23^2*la5r*s2b+Zh12*Zh21*Zh23^2*la6r*sb^2-2*Zh12*Zh21^2*Zh23*cb*la5i
< B02246   |B02245-Zh12*Zh21^2*Zh23*la6i*sb+2*Zh12*Zh22*Zh23^2*cb^2*la2+Zh12*Zh22*Zh23^2*la3*sb^2+Zh12*Zh22*Zh23^2*la4*sb^2-2*Zh12*Zh22*Zh23^2*la5r*sb^2
< B02247   |B02246-Zh12*Zh22*Zh23^2*la7r*s2b-3*Zh12*Zh22^2*Zh23*la7i*sb+2*Zh12*Zh23^3*cb*la5i*sb^2-Zh12*Zh23^3*cb^2*la7i*sb-Zh13*Zh21*Zh22^2*cb*la7i
< B02248   |B02247-2*Zh13*Zh21*Zh22^2*la5i*sb-3*Zh13*Zh21*Zh23^2*cb^3*la7i-2*Zh13*Zh21^2*Zh22*cb*la5i-Zh13*Zh21^2*Zh22*la6i*sb+Zh13*Zh21^2*Zh23*cb^2*la3
< B02249   |B02248+Zh13*Zh21^2*Zh23*cb^2*la4-2*Zh13*Zh21^2*Zh23*cb^2*la5r+2*Zh13*Zh21^2*Zh23*la1*sb^2-Zh13*Zh21^2*Zh23*la6r*s2b-3*Zh13*Zh22*Zh23^2*la6i*sb^3
< B02250   |B02249+2*Zh13*Zh22^2*Zh23*cb^2*la2+Zh13*Zh22^2*Zh23*la3*sb^2+Zh13*Zh22^2*Zh23*la4*sb^2-2*Zh13*Zh22^2*Zh23*la5r*sb^2-Zh13*Zh22^2*Zh23*la7r*s2b
< B02251   |B02250-4*Zh13*Zh23^3*cb*la6r*sb^3+2*Zh13*Zh23^3*cb^2*la3*sb^2+2*Zh13*Zh23^3*cb^2*la4*sb^2+4*Zh13*Zh23^3*cb^2*la5r*sb^2-4*Zh13*Zh23^3*cb^3*la7r*sb
< B02252   |B02251-4*Zh11*Zh21*Zh22*Zh23*cb*la5i-2*Zh11*Zh21*Zh22*Zh23*la6i*sb-2*Zh12*Zh21*Zh22*Zh23*cb*la7i-4*Zh12*Zh21*Zh22*Zh23*la5i*sb+2*Zh13*Zh21*Zh22*Zh23*cb^2*la7r
< B02253   |B02252-4*Zh13*Zh21*Zh22*Zh23*la5r*s2b+2*Zh13*Zh21*Zh22*Zh23*la6r*sb^2-3*Zh13*Zh21*Zh23^2*cb*la6i*sb^2+6*Zh13*Zh21*Zh23^2*cb^2*la5i*sb+6*Zh13*Zh22*Zh23^2*cb*la5i*sb^2
< B02254   |B02253-3*Zh13*Zh22*Zh23^2*cb^2*la7i*sb
< B02255   |6*Zh11*Zh21^2*Zh31*la1+3*Zh11*Zh21^2*Zh32*la6r+Zh11*Zh22^2*Zh31*la3+Zh11*Zh22^2*Zh31*la4+2*Zh11*Zh22^2*Zh31*la5r
< B02256   |B02255+3*Zh11*Zh22^2*Zh32*la7r+3*Zh12*Zh21^2*Zh31*la6r+Zh12*Zh21^2*Zh32*la3+Zh12*Zh21^2*Zh32*la4+2*Zh12*Zh21^2*Zh32*la5r
< B02257   |B02256+3*Zh12*Zh22^2*Zh31*la7r+6*Zh12*Zh22^2*Zh32*la2+6*Zh11*Zh21*Zh22*Zh31*la6r+2*Zh11*Zh21*Zh22*Zh32*la3+2*Zh11*Zh21*Zh22*Zh32*la4
< B02258   |B02257+4*Zh11*Zh21*Zh22*Zh32*la5r-3*Zh11*Zh21^2*Zh33*cb*la6i-Zh11*Zh22^2*Zh33*cb*la7i-2*Zh11*Zh22^2*Zh33*la5i*sb+Zh11*Zh23^2*Zh31*cb^2*la3
< B02259   |B02258+Zh11*Zh23^2*Zh31*cb^2*la4-2*Zh11*Zh23^2*Zh31*cb^2*la5r+2*Zh11*Zh23^2*Zh31*la1*sb^2-Zh11*Zh23^2*Zh31*la6r*s2b+Zh11*Zh23^2*Zh32*cb^2*la7r
< B02260   |B02259-2*Zh11*Zh23^2*Zh32*la5r*s2b+Zh11*Zh23^2*Zh32*la6r*sb^2-3*Zh11*Zh23^2*Zh33*cb^3*la7i+2*Zh12*Zh21*Zh22*Zh31*la3+2*Zh12*Zh21*Zh22*Zh31*la4
< B02261   |B02260+4*Zh12*Zh21*Zh22*Zh31*la5r+6*Zh12*Zh21*Zh22*Zh32*la7r-2*Zh12*Zh21^2*Zh33*cb*la5i-Zh12*Zh21^2*Zh33*la6i*sb-3*Zh12*Zh22^2*Zh33*la7i*sb
< B02262   |B02261+Zh12*Zh23^2*Zh31*cb^2*la7r-2*Zh12*Zh23^2*Zh31*la5r*s2b+Zh12*Zh23^2*Zh31*la6r*sb^2+2*Zh12*Zh23^2*Zh32*cb^2*la2+Zh12*Zh23^2*Zh32*la3*sb^2
< B02263   |B02262+Zh12*Zh23^2*Zh32*la4*sb^2-2*Zh12*Zh23^2*Zh32*la5r*sb^2-Zh12*Zh23^2*Zh32*la7r*s2b-3*Zh12*Zh23^2*Zh33*la6i*sb^3-3*Zh13*Zh21^2*Zh31*cb*la6i
< B02264   |B02263-2*Zh13*Zh21^2*Zh32*cb*la5i-Zh13*Zh21^2*Zh32*la6i*sb+Zh13*Zh21^2*Zh33*cb^2*la3+Zh13*Zh21^2*Zh33*cb^2*la4-2*Zh13*Zh21^2*Zh33*cb^2*la5r
< B02265   |B02264+2*Zh13*Zh21^2*Zh33*la1*sb^2-Zh13*Zh21^2*Zh33*la6r*s2b-Zh13*Zh22^2*Zh31*cb*la7i-2*Zh13*Zh22^2*Zh31*la5i*sb-3*Zh13*Zh22^2*Zh32*la7i*sb
< B02266   |B02265+2*Zh13*Zh22^2*Zh33*cb^2*la2+Zh13*Zh22^2*Zh33*la3*sb^2+Zh13*Zh22^2*Zh33*la4*sb^2-2*Zh13*Zh22^2*Zh33*la5r*sb^2-Zh13*Zh22^2*Zh33*la7r*s2b
< B02267   |B02266-3*Zh13*Zh23^2*Zh31*cb^3*la7i-3*Zh13*Zh23^2*Zh32*la6i*sb^3+6*Zh13*Zh23^2*Zh33*cb^4*la2+6*Zh13*Zh23^2*Zh33*la1*sb^4-4*Zh11*Zh21*Zh22*Zh33*cb*la5i
< B02268   |B02267-2*Zh11*Zh21*Zh22*Zh33*la6i*sb-6*Zh11*Zh21*Zh23*Zh31*cb*la6i-4*Zh11*Zh21*Zh23*Zh32*cb*la5i-2*Zh11*Zh21*Zh23*Zh32*la6i*sb+2*Zh11*Zh21*Zh23*Zh33*cb^2*la3
< B02269   |B02268+2*Zh11*Zh21*Zh23*Zh33*cb^2*la4-4*Zh11*Zh21*Zh23*Zh33*cb^2*la5r+4*Zh11*Zh21*Zh23*Zh33*la1*sb^2-2*Zh11*Zh21*Zh23*Zh33*la6r*s2b-4*Zh11*Zh22*Zh23*Zh31*cb*la5i
< B02270   |B02269-2*Zh11*Zh22*Zh23*Zh31*la6i*sb-2*Zh11*Zh22*Zh23*Zh32*cb*la7i-4*Zh11*Zh22*Zh23*Zh32*la5i*sb+2*Zh11*Zh22*Zh23*Zh33*cb^2*la7r-4*Zh11*Zh22*Zh23*Zh33*la5r*s2b
< B02271   |B02270+2*Zh11*Zh22*Zh23*Zh33*la6r*sb^2-3*Zh11*Zh23^2*Zh33*cb*la6i*sb^2+6*Zh11*Zh23^2*Zh33*cb^2*la5i*sb-2*Zh12*Zh21*Zh22*Zh33*cb*la7i-4*Zh12*Zh21*Zh22*Zh33*la5i*sb
< B02272   |B02271-4*Zh12*Zh21*Zh23*Zh31*cb*la5i-2*Zh12*Zh21*Zh23*Zh31*la6i*sb-2*Zh12*Zh21*Zh23*Zh32*cb*la7i-4*Zh12*Zh21*Zh23*Zh32*la5i*sb+2*Zh12*Zh21*Zh23*Zh33*cb^2*la7r
< B02273   |B02272-4*Zh12*Zh21*Zh23*Zh33*la5r*s2b+2*Zh12*Zh21*Zh23*Zh33*la6r*sb^2-2*Zh12*Zh22*Zh23*Zh31*cb*la7i-4*Zh12*Zh22*Zh23*Zh31*la5i*sb-6*Zh12*Zh22*Zh23*Zh32*la7i*sb
< B02274   |B02273+4*Zh12*Zh22*Zh23*Zh33*cb^2*la2+2*Zh12*Zh22*Zh23*Zh33*la3*sb^2+2*Zh12*Zh22*Zh23*Zh33*la4*sb^2-4*Zh12*Zh22*Zh23*Zh33*la5r*sb^2-2*Zh12*Zh22*Zh23*Zh33*la7r*s2b
< B02275   |B02274+6*Zh12*Zh23^2*Zh33*cb*la5i*sb^2-3*Zh12*Zh23^2*Zh33*cb^2*la7i*sb-4*Zh13*Zh21*Zh22*Zh31*cb*la5i-2*Zh13*Zh21*Zh22*Zh31*la6i*sb-2*Zh13*Zh21*Zh22*Zh32*cb*la7i
< B02276   |B02275-4*Zh13*Zh21*Zh22*Zh32*la5i*sb+2*Zh13*Zh21*Zh22*Zh33*cb^2*la7r-4*Zh13*Zh21*Zh22*Zh33*la5r*s2b+2*Zh13*Zh21*Zh22*Zh33*la6r*sb^2+2*Zh13*Zh21*Zh23*Zh31*cb^2*la3
< B02277   |B02276+2*Zh13*Zh21*Zh23*Zh31*cb^2*la4-4*Zh13*Zh21*Zh23*Zh31*cb^2*la5r+4*Zh13*Zh21*Zh23*Zh31*la1*sb^2-2*Zh13*Zh21*Zh23*Zh31*la6r*s2b+2*Zh13*Zh21*Zh23*Zh32*cb^2*la7r
< B02278   |B02277-4*Zh13*Zh21*Zh23*Zh32*la5r*s2b+2*Zh13*Zh21*Zh23*Zh32*la6r*sb^2-6*Zh13*Zh21*Zh23*Zh33*cb^3*la7i+2*Zh13*Zh22*Zh23*Zh31*cb^2*la7r-4*Zh13*Zh22*Zh23*Zh31*la5r*s2b
< B02279   |B02278+2*Zh13*Zh22*Zh23*Zh31*la6r*sb^2+4*Zh13*Zh22*Zh23*Zh32*cb^2*la2+2*Zh13*Zh22*Zh23*Zh32*la3*sb^2+2*Zh13*Zh22*Zh23*Zh32*la4*sb^2-4*Zh13*Zh22*Zh23*Zh32*la5r*sb^2
< B02280   |B02279-2*Zh13*Zh22*Zh23*Zh32*la7r*s2b-6*Zh13*Zh22*Zh23*Zh33*la6i*sb^3-3*Zh13*Zh23^2*Zh31*cb*la6i*sb^2+6*Zh13*Zh23^2*Zh31*cb^2*la5i*sb+6*Zh13*Zh23^2*Zh32*cb*la5i*sb^2
< B02281   |B02280-3*Zh13*Zh23^2*Zh32*cb^2*la7i*sb-12*Zh13*Zh23^2*Zh33*cb*la6r*sb^3+6*Zh13*Zh23^2*Zh33*cb^2*la3*sb^2+6*Zh13*Zh23^2*Zh33*cb^2*la4*sb^2+12*Zh13*Zh23^2*Zh33*cb^2*la5r*sb^2
< B02282   |B02281-12*Zh13*Zh23^2*Zh33*cb^3*la7r*sb-6*Zh13*Zh21*Zh23*Zh33*cb*la6i*sb^2+12*Zh13*Zh21*Zh23*Zh33*cb^2*la5i*sb+12*Zh13*Zh22*Zh23*Zh33*cb*la5i*sb^2-6*Zh13*Zh22*Zh23*Zh33*cb^2*la7i*sb
< B02283   |6*Zh11*Zh21*Zh31^2*la1+Zh11*Zh21*Zh32^2*la3+Zh11*Zh21*Zh32^2*la4+2*Zh11*Zh21*Zh32^2*la5r+3*Zh11*Zh22*Zh31^2*la6r
< B02284   |B02283+3*Zh11*Zh22*Zh32^2*la7r+3*Zh12*Zh21*Zh31^2*la6r+3*Zh12*Zh21*Zh32^2*la7r+Zh12*Zh22*Zh31^2*la3+Zh12*Zh22*Zh31^2*la4
< B02285   |B02284+2*Zh12*Zh22*Zh31^2*la5r+6*Zh12*Zh22*Zh32^2*la2+6*Zh11*Zh21*Zh31*Zh32*la6r+Zh11*Zh21*Zh33^2*cb^2*la3+Zh11*Zh21*Zh33^2*cb^2*la4
< B02286   |B02285-2*Zh11*Zh21*Zh33^2*cb^2*la5r+2*Zh11*Zh21*Zh33^2*la1*sb^2-Zh11*Zh21*Zh33^2*la6r*s2b+2*Zh11*Zh22*Zh31*Zh32*la3+2*Zh11*Zh22*Zh31*Zh32*la4
< B02287   |B02286+4*Zh11*Zh22*Zh31*Zh32*la5r+Zh11*Zh22*Zh33^2*cb^2*la7r-2*Zh11*Zh22*Zh33^2*la5r*s2b+Zh11*Zh22*Zh33^2*la6r*sb^2-3*Zh11*Zh23*Zh31^2*cb*la6i
< B02288   |B02287-Zh11*Zh23*Zh32^2*cb*la7i-2*Zh11*Zh23*Zh32^2*la5i*sb-3*Zh11*Zh23*Zh33^2*cb^3*la7i+2*Zh12*Zh21*Zh31*Zh32*la3+2*Zh12*Zh21*Zh31*Zh32*la4
< B02289   |B02288+4*Zh12*Zh21*Zh31*Zh32*la5r+Zh12*Zh21*Zh33^2*cb^2*la7r-2*Zh12*Zh21*Zh33^2*la5r*s2b+Zh12*Zh21*Zh33^2*la6r*sb^2+6*Zh12*Zh22*Zh31*Zh32*la7r
< B02290   |B02289+2*Zh12*Zh22*Zh33^2*cb^2*la2+Zh12*Zh22*Zh33^2*la3*sb^2+Zh12*Zh22*Zh33^2*la4*sb^2-2*Zh12*Zh22*Zh33^2*la5r*sb^2-Zh12*Zh22*Zh33^2*la7r*s2b
< B02291   |B02290-2*Zh12*Zh23*Zh31^2*cb*la5i-Zh12*Zh23*Zh31^2*la6i*sb-3*Zh12*Zh23*Zh32^2*la7i*sb-3*Zh12*Zh23*Zh33^2*la6i*sb^3-3*Zh13*Zh21*Zh31^2*cb*la6i
< B02292   |B02291-Zh13*Zh21*Zh32^2*cb*la7i-2*Zh13*Zh21*Zh32^2*la5i*sb-3*Zh13*Zh21*Zh33^2*cb^3*la7i-2*Zh13*Zh22*Zh31^2*cb*la5i-Zh13*Zh22*Zh31^2*la6i*sb
< B02293   |B02292-3*Zh13*Zh22*Zh32^2*la7i*sb-3*Zh13*Zh22*Zh33^2*la6i*sb^3+Zh13*Zh23*Zh31^2*cb^2*la3+Zh13*Zh23*Zh31^2*cb^2*la4-2*Zh13*Zh23*Zh31^2*cb^2*la5r
< B02294   |B02293+2*Zh13*Zh23*Zh31^2*la1*sb^2-Zh13*Zh23*Zh31^2*la6r*s2b+2*Zh13*Zh23*Zh32^2*cb^2*la2+Zh13*Zh23*Zh32^2*la3*sb^2+Zh13*Zh23*Zh32^2*la4*sb^2
< B02295   |B02294-2*Zh13*Zh23*Zh32^2*la5r*sb^2-Zh13*Zh23*Zh32^2*la7r*s2b+6*Zh13*Zh23*Zh33^2*cb^4*la2+6*Zh13*Zh23*Zh33^2*la1*sb^4-6*Zh11*Zh21*Zh31*Zh33*cb*la6i
< B02296   |B02295-4*Zh11*Zh21*Zh32*Zh33*cb*la5i-2*Zh11*Zh21*Zh32*Zh33*la6i*sb-4*Zh11*Zh22*Zh31*Zh33*cb*la5i-2*Zh11*Zh22*Zh31*Zh33*la6i*sb-2*Zh11*Zh22*Zh32*Zh33*cb*la7i
< B02297   |B02296-4*Zh11*Zh22*Zh32*Zh33*la5i*sb-4*Zh11*Zh23*Zh31*Zh32*cb*la5i-2*Zh11*Zh23*Zh31*Zh32*la6i*sb+2*Zh11*Zh23*Zh31*Zh33*cb^2*la3+2*Zh11*Zh23*Zh31*Zh33*cb^2*la4
< B02298   |B02297-4*Zh11*Zh23*Zh31*Zh33*cb^2*la5r+4*Zh11*Zh23*Zh31*Zh33*la1*sb^2-2*Zh11*Zh23*Zh31*Zh33*la6r*s2b+2*Zh11*Zh23*Zh32*Zh33*cb^2*la7r-4*Zh11*Zh23*Zh32*Zh33*la5r*s2b
< B02299   |B02298+2*Zh11*Zh23*Zh32*Zh33*la6r*sb^2-3*Zh11*Zh23*Zh33^2*cb*la6i*sb^2+6*Zh11*Zh23*Zh33^2*cb^2*la5i*sb-4*Zh12*Zh21*Zh31*Zh33*cb*la5i-2*Zh12*Zh21*Zh31*Zh33*la6i*sb
< B02300   |B02299-2*Zh12*Zh21*Zh32*Zh33*cb*la7i-4*Zh12*Zh21*Zh32*Zh33*la5i*sb-2*Zh12*Zh22*Zh31*Zh33*cb*la7i-4*Zh12*Zh22*Zh31*Zh33*la5i*sb-6*Zh12*Zh22*Zh32*Zh33*la7i*sb
< B02301   |B02300-2*Zh12*Zh23*Zh31*Zh32*cb*la7i-4*Zh12*Zh23*Zh31*Zh32*la5i*sb+2*Zh12*Zh23*Zh31*Zh33*cb^2*la7r-4*Zh12*Zh23*Zh31*Zh33*la5r*s2b+2*Zh12*Zh23*Zh31*Zh33*la6r*sb^2
< B02302   |B02301+4*Zh12*Zh23*Zh32*Zh33*cb^2*la2+2*Zh12*Zh23*Zh32*Zh33*la3*sb^2+2*Zh12*Zh23*Zh32*Zh33*la4*sb^2-4*Zh12*Zh23*Zh32*Zh33*la5r*sb^2-2*Zh12*Zh23*Zh32*Zh33*la7r*s2b
< B02303   |B02302+6*Zh12*Zh23*Zh33^2*cb*la5i*sb^2-3*Zh12*Zh23*Zh33^2*cb^2*la7i*sb-4*Zh13*Zh21*Zh31*Zh32*cb*la5i-2*Zh13*Zh21*Zh31*Zh32*la6i*sb+2*Zh13*Zh21*Zh31*Zh33*cb^2*la3
< B02304   |B02303+2*Zh13*Zh21*Zh31*Zh33*cb^2*la4-4*Zh13*Zh21*Zh31*Zh33*cb^2*la5r+4*Zh13*Zh21*Zh31*Zh33*la1*sb^2-2*Zh13*Zh21*Zh31*Zh33*la6r*s2b+2*Zh13*Zh21*Zh32*Zh33*cb^2*la7r
< B02305   |B02304-4*Zh13*Zh21*Zh32*Zh33*la5r*s2b+2*Zh13*Zh21*Zh32*Zh33*la6r*sb^2-3*Zh13*Zh21*Zh33^2*cb*la6i*sb^2+6*Zh13*Zh21*Zh33^2*cb^2*la5i*sb-2*Zh13*Zh22*Zh31*Zh32*cb*la7i
< B02306   |B02305-4*Zh13*Zh22*Zh31*Zh32*la5i*sb+2*Zh13*Zh22*Zh31*Zh33*cb^2*la7r-4*Zh13*Zh22*Zh31*Zh33*la5r*s2b+2*Zh13*Zh22*Zh31*Zh33*la6r*sb^2+4*Zh13*Zh22*Zh32*Zh33*cb^2*la2
< B02307   |B02306+2*Zh13*Zh22*Zh32*Zh33*la3*sb^2+2*Zh13*Zh22*Zh32*Zh33*la4*sb^2-4*Zh13*Zh22*Zh32*Zh33*la5r*sb^2-2*Zh13*Zh22*Zh32*Zh33*la7r*s2b+6*Zh13*Zh22*Zh33^2*cb*la5i*sb^2
< B02308   |B02307-3*Zh13*Zh22*Zh33^2*cb^2*la7i*sb+2*Zh13*Zh23*Zh31*Zh32*cb^2*la7r-4*Zh13*Zh23*Zh31*Zh32*la5r*s2b+2*Zh13*Zh23*Zh31*Zh32*la6r*sb^2-6*Zh13*Zh23*Zh31*Zh33*cb^3*la7i
< B02309   |B02308-6*Zh13*Zh23*Zh32*Zh33*la6i*sb^3-12*Zh13*Zh23*Zh33^2*cb*la6r*sb^3+6*Zh13*Zh23*Zh33^2*cb^2*la3*sb^2+6*Zh13*Zh23*Zh33^2*cb^2*la4*sb^2+12*Zh13*Zh23*Zh33^2*cb^2*la5r*sb^2
< B02310   |B02309-12*Zh13*Zh23*Zh33^2*cb^3*la7r*sb-6*Zh13*Zh23*Zh31*Zh33*cb*la6i*sb^2+12*Zh13*Zh23*Zh31*Zh33*cb^2*la5i*sb+12*Zh13*Zh23*Zh32*Zh33*cb*la5i*sb^2-6*Zh13*Zh23*Zh32*Zh33*cb^2*la7i*sb
< B02311   |6*CW^2*Mb^2*Zh11*Zh21+6*CW^2*Mb^2*Zh13*Zh23*sb^2-3*MW^2*Zb11r^2*Zh11*Zh21*cb^2+3*MW^2*Zb11r^2*Zh12*Zh22*cb^2+2*MW^2*SW^2*Zb11r^2*Zh11*Zh21*cb^2
< B02312   |B02311-2*MW^2*SW^2*Zb11r^2*Zh12*Zh22*cb^2-2*MW^2*SW^2*Zb21i^2*Zh11*Zh21*cb^2+2*MW^2*SW^2*Zb21i^2*Zh12*Zh22*cb^2-2*MW^2*SW^2*Zb21r^2*Zh11*Zh21*cb^2+2*MW^2*SW^2*Zb21r^2*Zh12*Zh22*cb^2
< B02313   |B02312+3*MW^2*Zb11r^2*Zh13*Zh23*c2b*cb^2-2*MW^2*SW^2*Zb11r^2*Zh13*Zh23*c2b*cb^2+2*MW^2*SW^2*Zb21i^2*Zh13*Zh23*c2b*cb^2+2*MW^2*SW^2*Zb21r^2*Zh13*Zh23*c2b*cb^2
< B02314   |3*Zb21r*Zh11*Zh21-3*Zb21r*Zh12*Zh22-4*SW^2*Zb21r*Zh11*Zh21+4*SW^2*Zb21r*Zh12*Zh22-3*Zb21r*Zh13*Zh23*c2b
< B02315   |B02314+4*SW^2*Zb21r*Zh13*Zh23*c2b
< B02316   |3*Zb21i*Zh11*Zh21-3*Zb21i*Zh12*Zh22-4*SW^2*Zb21i*Zh11*Zh21+4*SW^2*Zb21i*Zh12*Zh22-3*Zb21i*Zh13*Zh23*c2b
< B02317   |B02316+4*SW^2*Zb21i*Zh13*Zh23*c2b
< B02318   |6*CW^2*Mb^2*Zh11*Zh21+6*CW^2*Mb^2*Zh13*Zh23*sb^2-3*MW^2*Zb21i^2*Zh11*Zh21*cb^2+3*MW^2*Zb21i^2*Zh12*Zh22*cb^2-3*MW^2*Zb21r^2*Zh11*Zh21*cb^2
< B02319   |B02318+3*MW^2*Zb21r^2*Zh12*Zh22*cb^2-2*MW^2*SW^2*Zb11r^2*Zh11*Zh21*cb^2+2*MW^2*SW^2*Zb11r^2*Zh12*Zh22*cb^2+2*MW^2*SW^2*Zb21i^2*Zh11*Zh21*cb^2-2*MW^2*SW^2*Zb21i^2*Zh12*Zh22*cb^2
< B02320   |B02319+2*MW^2*SW^2*Zb21r^2*Zh11*Zh21*cb^2-2*MW^2*SW^2*Zb21r^2*Zh12*Zh22*cb^2+3*MW^2*Zb21i^2*Zh13*Zh23*c2b*cb^2+3*MW^2*Zb21r^2*Zh13*Zh23*c2b*cb^2+2*MW^2*SW^2*Zb11r^2*Zh13*Zh23*c2b*cb^2
< B02321   |B02320-2*MW^2*SW^2*Zb21i^2*Zh13*Zh23*c2b*cb^2-2*MW^2*SW^2*Zb21r^2*Zh13*Zh23*c2b*cb^2
< B02322   |6*CW^2*Mc^2*Zh12*Zh22+3*MW^2*Zh11*Zh21*sb^2-3*MW^2*Zh12*Zh22*sb^2+6*CW^2*Mc^2*Zh13*Zh23*cb^2-4*MW^2*SW^2*Zh11*Zh21*sb^2
< B02323   |B02322+4*MW^2*SW^2*Zh12*Zh22*sb^2-3*MW^2*Zh13*Zh23*c2b*sb^2+4*MW^2*SW^2*Zh13*Zh23*c2b*sb^2
< B02324   |3*CW^2*Mc^2*Zh12*Zh22+3*CW^2*Mc^2*Zh13*Zh23*cb^2+2*MW^2*SW^2*Zh11*Zh21*sb^2-2*MW^2*SW^2*Zh12*Zh22*sb^2-2*MW^2*SW^2*Zh13*Zh23*c2b*sb^2
< B02325   |6*CW^2*Mq^2*Zh11*Zh21-3*MW^2*Zh11*Zh21*cb^2+3*MW^2*Zh12*Zh22*cb^2+6*CW^2*Mq^2*Zh13*Zh23*sb^2+2*MW^2*SW^2*Zh11*Zh21*cb^2
< B02326   |B02325-2*MW^2*SW^2*Zh12*Zh22*cb^2+3*MW^2*Zh13*Zh23*c2b*cb^2-2*MW^2*SW^2*Zh13*Zh23*c2b*cb^2
< B02327   |3*CW^2*Mq^2*Zh11*Zh21+3*CW^2*Mq^2*Zh13*Zh23*sb^2-MW^2*SW^2*Zh11*Zh21*cb^2+MW^2*SW^2*Zh12*Zh22*cb^2+MW^2*SW^2*Zh13*Zh23*c2b*cb^2
< B02328   |Zh11*Zh21-Zh12*Zh22-Zh13*Zh23*c2b
< B02329   |2*CW^2*Ml^2*Zh11*Zh21+2*CW^2*Ml^2*Zh13*Zh23*sb^2-MW^2*Zh11*Zh21*Zl11r^2*cb^2+MW^2*Zh12*Zh22*Zl11r^2*cb^2+2*MW^2*SW^2*Zh11*Zh21*Zl11r^2*cb^2
< B02330   |B02329-2*MW^2*SW^2*Zh11*Zh21*Zl21i^2*cb^2-2*MW^2*SW^2*Zh11*Zh21*Zl21r^2*cb^2-2*MW^2*SW^2*Zh12*Zh22*Zl11r^2*cb^2+2*MW^2*SW^2*Zh12*Zh22*Zl21i^2*cb^2+2*MW^2*SW^2*Zh12*Zh22*Zl21r^2*cb^2
< B02331   |B02330+MW^2*Zh13*Zh23*Zl11r^2*c2b*cb^2-2*MW^2*SW^2*Zh13*Zh23*Zl11r^2*c2b*cb^2+2*MW^2*SW^2*Zh13*Zh23*Zl21i^2*c2b*cb^2+2*MW^2*SW^2*Zh13*Zh23*Zl21r^2*c2b*cb^2
< B02332   |Zh11*Zh21*Zl21r-Zh12*Zh22*Zl21r-4*SW^2*Zh11*Zh21*Zl21r+4*SW^2*Zh12*Zh22*Zl21r-Zh13*Zh23*Zl21r*c2b
< B02333   |B02332+4*SW^2*Zh13*Zh23*Zl21r*c2b
< B02334   |Zh11*Zh21*Zl21i-Zh12*Zh22*Zl21i-4*SW^2*Zh11*Zh21*Zl21i+4*SW^2*Zh12*Zh22*Zl21i-Zh13*Zh23*Zl21i*c2b
< B02335   |B02334+4*SW^2*Zh13*Zh23*Zl21i*c2b
< B02336   |2*CW^2*Ml^2*Zh11*Zh21+2*CW^2*Ml^2*Zh13*Zh23*sb^2-MW^2*Zh11*Zh21*Zl21i^2*cb^2-MW^2*Zh11*Zh21*Zl21r^2*cb^2+MW^2*Zh12*Zh22*Zl21i^2*cb^2
< B02337   |B02336+MW^2*Zh12*Zh22*Zl21r^2*cb^2-2*MW^2*SW^2*Zh11*Zh21*Zl11r^2*cb^2+2*MW^2*SW^2*Zh11*Zh21*Zl21i^2*cb^2+2*MW^2*SW^2*Zh11*Zh21*Zl21r^2*cb^2+2*MW^2*SW^2*Zh12*Zh22*Zl11r^2*cb^2
< B02338   |B02337-2*MW^2*SW^2*Zh12*Zh22*Zl21i^2*cb^2-2*MW^2*SW^2*Zh12*Zh22*Zl21r^2*cb^2+MW^2*Zh13*Zh23*Zl21i^2*c2b*cb^2+MW^2*Zh13*Zh23*Zl21r^2*c2b*cb^2+2*MW^2*SW^2*Zh13*Zh23*Zl11r^2*c2b*cb^2
< B02339   |B02338-2*MW^2*SW^2*Zh13*Zh23*Zl21i^2*c2b*cb^2-2*MW^2*SW^2*Zh13*Zh23*Zl21r^2*c2b*cb^2
< B02340   |6*CW^2*Mt^2*Zh12*Zh22+6*CW^2*Mt^2*Zh13*Zh23*cb^2+3*MW^2*Zh11*Zh21*Zt11r^2*sb^2-3*MW^2*Zh12*Zh22*Zt11r^2*sb^2-3*MW^2*Zh13*Zh23*Zt11r^2*sb^2
< B02341   |B02340+6*MW^2*Zh13*Zh23*Zt11r^2*sb^4-4*MW^2*SW^2*Zh11*Zh21*Zt11r^2*sb^2+4*MW^2*SW^2*Zh11*Zh21*Zt21i^2*sb^2+4*MW^2*SW^2*Zh11*Zh21*Zt21r^2*sb^2+4*MW^2*SW^2*Zh12*Zh22*Zt11r^2*sb^2
< B02342   |B02341-4*MW^2*SW^2*Zh12*Zh22*Zt21i^2*sb^2-4*MW^2*SW^2*Zh12*Zh22*Zt21r^2*sb^2+4*MW^2*SW^2*Zh13*Zh23*Zt11r^2*sb^2-8*MW^2*SW^2*Zh13*Zh23*Zt11r^2*sb^4-4*MW^2*SW^2*Zh13*Zh23*Zt21i^2*sb^2
< B02343   |B02342+8*MW^2*SW^2*Zh13*Zh23*Zt21i^2*sb^4-4*MW^2*SW^2*Zh13*Zh23*Zt21r^2*sb^2+8*MW^2*SW^2*Zh13*Zh23*Zt21r^2*sb^4
< B02344   |3*Zh11*Zh21*Zt21r-3*Zh12*Zh22*Zt21r-8*SW^2*Zh11*Zh21*Zt21r+8*SW^2*Zh12*Zh22*Zt21r-3*Zh13*Zh23*Zt21r*c2b
< B02345   |B02344+8*SW^2*Zh13*Zh23*Zt21r*c2b
< B02346   |3*Zh11*Zh21*Zt21i-3*Zh12*Zh22*Zt21i-8*SW^2*Zh11*Zh21*Zt21i+8*SW^2*Zh12*Zh22*Zt21i-3*Zh13*Zh23*Zt21i*c2b
< B02347   |B02346+8*SW^2*Zh13*Zh23*Zt21i*c2b
< B02348   |6*CW^2*Mt^2*Zh12*Zh22+6*CW^2*Mt^2*Zh13*Zh23*cb^2+3*MW^2*Zh11*Zh21*Zt21i^2*sb^2+3*MW^2*Zh11*Zh21*Zt21r^2*sb^2-3*MW^2*Zh12*Zh22*Zt21i^2*sb^2
< B02349   |B02348-3*MW^2*Zh12*Zh22*Zt21r^2*sb^2-3*MW^2*Zh13*Zh23*Zt21i^2*sb^2+6*MW^2*Zh13*Zh23*Zt21i^2*sb^4-3*MW^2*Zh13*Zh23*Zt21r^2*sb^2+6*MW^2*Zh13*Zh23*Zt21r^2*sb^4
< B02350   |B02349+4*MW^2*SW^2*Zh11*Zh21*Zt11r^2*sb^2-4*MW^2*SW^2*Zh11*Zh21*Zt21i^2*sb^2-4*MW^2*SW^2*Zh11*Zh21*Zt21r^2*sb^2-4*MW^2*SW^2*Zh12*Zh22*Zt11r^2*sb^2+4*MW^2*SW^2*Zh12*Zh22*Zt21i^2*sb^2
< B02351   |B02350+4*MW^2*SW^2*Zh12*Zh22*Zt21r^2*sb^2-4*MW^2*SW^2*Zh13*Zh23*Zt11r^2*sb^2+8*MW^2*SW^2*Zh13*Zh23*Zt11r^2*sb^4+4*MW^2*SW^2*Zh13*Zh23*Zt21i^2*sb^2-8*MW^2*SW^2*Zh13*Zh23*Zt21i^2*sb^4
< B02352   |B02351+4*MW^2*SW^2*Zh13*Zh23*Zt21r^2*sb^2-8*MW^2*SW^2*Zh13*Zh23*Zt21r^2*sb^4
< B02353   |6*CW^2*Mq^2*Zh12*Zh22+3*MW^2*Zh11*Zh21*sb^2-3*MW^2*Zh12*Zh22*sb^2+6*CW^2*Mq^2*Zh13*Zh23*cb^2-4*MW^2*SW^2*Zh11*Zh21*sb^2
< B02354   |B02353+4*MW^2*SW^2*Zh12*Zh22*sb^2-3*MW^2*Zh13*Zh23*c2b*sb^2+4*MW^2*SW^2*Zh13*Zh23*c2b*sb^2
< B02355   |3*CW^2*Mq^2*Zh12*Zh22+3*CW^2*Mq^2*Zh13*Zh23*cb^2+2*MW^2*SW^2*Zh11*Zh21*sb^2-2*MW^2*SW^2*Zh12*Zh22*sb^2-2*MW^2*SW^2*Zh13*Zh23*c2b*sb^2
< B02356   |2*Zh11*Zh31^3*la1+Zh11*Zh32^3*la7r+Zh12*Zh31^3*la6r+2*Zh12*Zh32^3*la2+Zh11*Zh31*Zh32^2*la3
< B02357   |B02356+Zh11*Zh31*Zh32^2*la4+2*Zh11*Zh31*Zh32^2*la5r+3*Zh11*Zh31^2*Zh32*la6r-Zh11*Zh33^3*cb^3*la7i+3*Zh12*Zh31*Zh32^2*la7r
< B02358   |B02357+Zh12*Zh31^2*Zh32*la3+Zh12*Zh31^2*Zh32*la4+2*Zh12*Zh31^2*Zh32*la5r-Zh12*Zh33^3*la6i*sb^3-Zh13*Zh31^3*cb*la6i
< B02359   |B02358-Zh13*Zh32^3*la7i*sb+2*Zh13*Zh33^3*cb^4*la2+2*Zh13*Zh33^3*la1*sb^4+Zh11*Zh31*Zh33^2*cb^2*la3+Zh11*Zh31*Zh33^2*cb^2*la4
< B02360   |B02359-2*Zh11*Zh31*Zh33^2*cb^2*la5r+2*Zh11*Zh31*Zh33^2*la1*sb^2-Zh11*Zh31*Zh33^2*la6r*s2b-3*Zh11*Zh31^2*Zh33*cb*la6i+Zh11*Zh32*Zh33^2*cb^2*la7r
< B02361   |B02360-2*Zh11*Zh32*Zh33^2*la5r*s2b+Zh11*Zh32*Zh33^2*la6r*sb^2-Zh11*Zh32^2*Zh33*cb*la7i-2*Zh11*Zh32^2*Zh33*la5i*sb-Zh11*Zh33^3*cb*la6i*sb^2
< B02362   |B02361+2*Zh11*Zh33^3*cb^2*la5i*sb+Zh12*Zh31*Zh33^2*cb^2*la7r-2*Zh12*Zh31*Zh33^2*la5r*s2b+Zh12*Zh31*Zh33^2*la6r*sb^2-2*Zh12*Zh31^2*Zh33*cb*la5i
< B02363   |B02362-Zh12*Zh31^2*Zh33*la6i*sb+2*Zh12*Zh32*Zh33^2*cb^2*la2+Zh12*Zh32*Zh33^2*la3*sb^2+Zh12*Zh32*Zh33^2*la4*sb^2-2*Zh12*Zh32*Zh33^2*la5r*sb^2
< B02364   |B02363-Zh12*Zh32*Zh33^2*la7r*s2b-3*Zh12*Zh32^2*Zh33*la7i*sb+2*Zh12*Zh33^3*cb*la5i*sb^2-Zh12*Zh33^3*cb^2*la7i*sb-Zh13*Zh31*Zh32^2*cb*la7i
< B02365   |B02364-2*Zh13*Zh31*Zh32^2*la5i*sb-3*Zh13*Zh31*Zh33^2*cb^3*la7i-2*Zh13*Zh31^2*Zh32*cb*la5i-Zh13*Zh31^2*Zh32*la6i*sb+Zh13*Zh31^2*Zh33*cb^2*la3
< B02366   |B02365+Zh13*Zh31^2*Zh33*cb^2*la4-2*Zh13*Zh31^2*Zh33*cb^2*la5r+2*Zh13*Zh31^2*Zh33*la1*sb^2-Zh13*Zh31^2*Zh33*la6r*s2b-3*Zh13*Zh32*Zh33^2*la6i*sb^3
< B02367   |B02366+2*Zh13*Zh32^2*Zh33*cb^2*la2+Zh13*Zh32^2*Zh33*la3*sb^2+Zh13*Zh32^2*Zh33*la4*sb^2-2*Zh13*Zh32^2*Zh33*la5r*sb^2-Zh13*Zh32^2*Zh33*la7r*s2b
< B02368   |B02367-4*Zh13*Zh33^3*cb*la6r*sb^3+2*Zh13*Zh33^3*cb^2*la3*sb^2+2*Zh13*Zh33^3*cb^2*la4*sb^2+4*Zh13*Zh33^3*cb^2*la5r*sb^2-4*Zh13*Zh33^3*cb^3*la7r*sb
< B02369   |B02368-4*Zh11*Zh31*Zh32*Zh33*cb*la5i-2*Zh11*Zh31*Zh32*Zh33*la6i*sb-2*Zh12*Zh31*Zh32*Zh33*cb*la7i-4*Zh12*Zh31*Zh32*Zh33*la5i*sb+2*Zh13*Zh31*Zh32*Zh33*cb^2*la7r
< B02370   |B02369-4*Zh13*Zh31*Zh32*Zh33*la5r*s2b+2*Zh13*Zh31*Zh32*Zh33*la6r*sb^2-3*Zh13*Zh31*Zh33^2*cb*la6i*sb^2+6*Zh13*Zh31*Zh33^2*cb^2*la5i*sb+6*Zh13*Zh32*Zh33^2*cb*la5i*sb^2
< B02371   |B02370-3*Zh13*Zh32*Zh33^2*cb^2*la7i*sb
< B02372   |6*CW^2*Mb^2*Zh11*Zh31+6*CW^2*Mb^2*Zh13*Zh33*sb^2-3*MW^2*Zb11r^2*Zh11*Zh31*cb^2+3*MW^2*Zb11r^2*Zh12*Zh32*cb^2+2*MW^2*SW^2*Zb11r^2*Zh11*Zh31*cb^2
< B02373   |B02372-2*MW^2*SW^2*Zb11r^2*Zh12*Zh32*cb^2-2*MW^2*SW^2*Zb21i^2*Zh11*Zh31*cb^2+2*MW^2*SW^2*Zb21i^2*Zh12*Zh32*cb^2-2*MW^2*SW^2*Zb21r^2*Zh11*Zh31*cb^2+2*MW^2*SW^2*Zb21r^2*Zh12*Zh32*cb^2
< B02374   |B02373+3*MW^2*Zb11r^2*Zh13*Zh33*c2b*cb^2-2*MW^2*SW^2*Zb11r^2*Zh13*Zh33*c2b*cb^2+2*MW^2*SW^2*Zb21i^2*Zh13*Zh33*c2b*cb^2+2*MW^2*SW^2*Zb21r^2*Zh13*Zh33*c2b*cb^2
< B02375   |3*Zb21r*Zh11*Zh31-3*Zb21r*Zh12*Zh32-4*SW^2*Zb21r*Zh11*Zh31+4*SW^2*Zb21r*Zh12*Zh32-3*Zb21r*Zh13*Zh33*c2b
< B02376   |B02375+4*SW^2*Zb21r*Zh13*Zh33*c2b
< B02377   |3*Zb21i*Zh11*Zh31-3*Zb21i*Zh12*Zh32-4*SW^2*Zb21i*Zh11*Zh31+4*SW^2*Zb21i*Zh12*Zh32-3*Zb21i*Zh13*Zh33*c2b
< B02378   |B02377+4*SW^2*Zb21i*Zh13*Zh33*c2b
< B02379   |6*CW^2*Mb^2*Zh11*Zh31+6*CW^2*Mb^2*Zh13*Zh33*sb^2-3*MW^2*Zb21i^2*Zh11*Zh31*cb^2+3*MW^2*Zb21i^2*Zh12*Zh32*cb^2-3*MW^2*Zb21r^2*Zh11*Zh31*cb^2
< B02380   |B02379+3*MW^2*Zb21r^2*Zh12*Zh32*cb^2-2*MW^2*SW^2*Zb11r^2*Zh11*Zh31*cb^2+2*MW^2*SW^2*Zb11r^2*Zh12*Zh32*cb^2+2*MW^2*SW^2*Zb21i^2*Zh11*Zh31*cb^2-2*MW^2*SW^2*Zb21i^2*Zh12*Zh32*cb^2
< B02381   |B02380+2*MW^2*SW^2*Zb21r^2*Zh11*Zh31*cb^2-2*MW^2*SW^2*Zb21r^2*Zh12*Zh32*cb^2+3*MW^2*Zb21i^2*Zh13*Zh33*c2b*cb^2+3*MW^2*Zb21r^2*Zh13*Zh33*c2b*cb^2+2*MW^2*SW^2*Zb11r^2*Zh13*Zh33*c2b*cb^2
< B02382   |B02381-2*MW^2*SW^2*Zb21i^2*Zh13*Zh33*c2b*cb^2-2*MW^2*SW^2*Zb21r^2*Zh13*Zh33*c2b*cb^2
< B02383   |6*CW^2*Mc^2*Zh12*Zh32+3*MW^2*Zh11*Zh31*sb^2-3*MW^2*Zh12*Zh32*sb^2+6*CW^2*Mc^2*Zh13*Zh33*cb^2-4*MW^2*SW^2*Zh11*Zh31*sb^2
< B02384   |B02383+4*MW^2*SW^2*Zh12*Zh32*sb^2-3*MW^2*Zh13*Zh33*c2b*sb^2+4*MW^2*SW^2*Zh13*Zh33*c2b*sb^2
< B02385   |3*CW^2*Mc^2*Zh12*Zh32+3*CW^2*Mc^2*Zh13*Zh33*cb^2+2*MW^2*SW^2*Zh11*Zh31*sb^2-2*MW^2*SW^2*Zh12*Zh32*sb^2-2*MW^2*SW^2*Zh13*Zh33*c2b*sb^2
< B02386   |6*CW^2*Mq^2*Zh11*Zh31-3*MW^2*Zh11*Zh31*cb^2+3*MW^2*Zh12*Zh32*cb^2+6*CW^2*Mq^2*Zh13*Zh33*sb^2+2*MW^2*SW^2*Zh11*Zh31*cb^2
< B02387   |B02386-2*MW^2*SW^2*Zh12*Zh32*cb^2+3*MW^2*Zh13*Zh33*c2b*cb^2-2*MW^2*SW^2*Zh13*Zh33*c2b*cb^2
< B02388   |3*CW^2*Mq^2*Zh11*Zh31+3*CW^2*Mq^2*Zh13*Zh33*sb^2-MW^2*SW^2*Zh11*Zh31*cb^2+MW^2*SW^2*Zh12*Zh32*cb^2+MW^2*SW^2*Zh13*Zh33*c2b*cb^2
< B02389   |Zh11*Zh31-Zh12*Zh32-Zh13*Zh33*c2b
< B02390   |2*CW^2*Ml^2*Zh11*Zh31+2*CW^2*Ml^2*Zh13*Zh33*sb^2-MW^2*Zh11*Zh31*Zl11r^2*cb^2+MW^2*Zh12*Zh32*Zl11r^2*cb^2+2*MW^2*SW^2*Zh11*Zh31*Zl11r^2*cb^2
< B02391   |B02390-2*MW^2*SW^2*Zh11*Zh31*Zl21i^2*cb^2-2*MW^2*SW^2*Zh11*Zh31*Zl21r^2*cb^2-2*MW^2*SW^2*Zh12*Zh32*Zl11r^2*cb^2+2*MW^2*SW^2*Zh12*Zh32*Zl21i^2*cb^2+2*MW^2*SW^2*Zh12*Zh32*Zl21r^2*cb^2
< B02392   |B02391+MW^2*Zh13*Zh33*Zl11r^2*c2b*cb^2-2*MW^2*SW^2*Zh13*Zh33*Zl11r^2*c2b*cb^2+2*MW^2*SW^2*Zh13*Zh33*Zl21i^2*c2b*cb^2+2*MW^2*SW^2*Zh13*Zh33*Zl21r^2*c2b*cb^2
< B02393   |Zh11*Zh31*Zl21r-Zh12*Zh32*Zl21r-4*SW^2*Zh11*Zh31*Zl21r+4*SW^2*Zh12*Zh32*Zl21r-Zh13*Zh33*Zl21r*c2b
< B02394   |B02393+4*SW^2*Zh13*Zh33*Zl21r*c2b
< B02395   |Zh11*Zh31*Zl21i-Zh12*Zh32*Zl21i-4*SW^2*Zh11*Zh31*Zl21i+4*SW^2*Zh12*Zh32*Zl21i-Zh13*Zh33*Zl21i*c2b
< B02396   |B02395+4*SW^2*Zh13*Zh33*Zl21i*c2b
< B02397   |2*CW^2*Ml^2*Zh11*Zh31+2*CW^2*Ml^2*Zh13*Zh33*sb^2-MW^2*Zh11*Zh31*Zl21i^2*cb^2-MW^2*Zh11*Zh31*Zl21r^2*cb^2+MW^2*Zh12*Zh32*Zl21i^2*cb^2
< B02398   |B02397+MW^2*Zh12*Zh32*Zl21r^2*cb^2-2*MW^2*SW^2*Zh11*Zh31*Zl11r^2*cb^2+2*MW^2*SW^2*Zh11*Zh31*Zl21i^2*cb^2+2*MW^2*SW^2*Zh11*Zh31*Zl21r^2*cb^2+2*MW^2*SW^2*Zh12*Zh32*Zl11r^2*cb^2
< B02399   |B02398-2*MW^2*SW^2*Zh12*Zh32*Zl21i^2*cb^2-2*MW^2*SW^2*Zh12*Zh32*Zl21r^2*cb^2+MW^2*Zh13*Zh33*Zl21i^2*c2b*cb^2+MW^2*Zh13*Zh33*Zl21r^2*c2b*cb^2+2*MW^2*SW^2*Zh13*Zh33*Zl11r^2*c2b*cb^2
< B02400   |B02399-2*MW^2*SW^2*Zh13*Zh33*Zl21i^2*c2b*cb^2-2*MW^2*SW^2*Zh13*Zh33*Zl21r^2*c2b*cb^2
< B02401   |6*CW^2*Mt^2*Zh12*Zh32+6*CW^2*Mt^2*Zh13*Zh33*cb^2+3*MW^2*Zh11*Zh31*Zt11r^2*sb^2-3*MW^2*Zh12*Zh32*Zt11r^2*sb^2-3*MW^2*Zh13*Zh33*Zt11r^2*sb^2
< B02402   |B02401+6*MW^2*Zh13*Zh33*Zt11r^2*sb^4-4*MW^2*SW^2*Zh11*Zh31*Zt11r^2*sb^2+4*MW^2*SW^2*Zh11*Zh31*Zt21i^2*sb^2+4*MW^2*SW^2*Zh11*Zh31*Zt21r^2*sb^2+4*MW^2*SW^2*Zh12*Zh32*Zt11r^2*sb^2
< B02403   |B02402-4*MW^2*SW^2*Zh12*Zh32*Zt21i^2*sb^2-4*MW^2*SW^2*Zh12*Zh32*Zt21r^2*sb^2+4*MW^2*SW^2*Zh13*Zh33*Zt11r^2*sb^2-8*MW^2*SW^2*Zh13*Zh33*Zt11r^2*sb^4-4*MW^2*SW^2*Zh13*Zh33*Zt21i^2*sb^2
< B02404   |B02403+8*MW^2*SW^2*Zh13*Zh33*Zt21i^2*sb^4-4*MW^2*SW^2*Zh13*Zh33*Zt21r^2*sb^2+8*MW^2*SW^2*Zh13*Zh33*Zt21r^2*sb^4
< B02405   |3*Zh11*Zh31*Zt21r-3*Zh12*Zh32*Zt21r-8*SW^2*Zh11*Zh31*Zt21r+8*SW^2*Zh12*Zh32*Zt21r-3*Zh13*Zh33*Zt21r*c2b
< B02406   |B02405+8*SW^2*Zh13*Zh33*Zt21r*c2b
< B02407   |3*Zh11*Zh31*Zt21i-3*Zh12*Zh32*Zt21i-8*SW^2*Zh11*Zh31*Zt21i+8*SW^2*Zh12*Zh32*Zt21i-3*Zh13*Zh33*Zt21i*c2b
< B02408   |B02407+8*SW^2*Zh13*Zh33*Zt21i*c2b
< B02409   |6*CW^2*Mt^2*Zh12*Zh32+6*CW^2*Mt^2*Zh13*Zh33*cb^2+3*MW^2*Zh11*Zh31*Zt21i^2*sb^2+3*MW^2*Zh11*Zh31*Zt21r^2*sb^2-3*MW^2*Zh12*Zh32*Zt21i^2*sb^2
< B02410   |B02409-3*MW^2*Zh12*Zh32*Zt21r^2*sb^2-3*MW^2*Zh13*Zh33*Zt21i^2*sb^2+6*MW^2*Zh13*Zh33*Zt21i^2*sb^4-3*MW^2*Zh13*Zh33*Zt21r^2*sb^2+6*MW^2*Zh13*Zh33*Zt21r^2*sb^4
< B02411   |B02410+4*MW^2*SW^2*Zh11*Zh31*Zt11r^2*sb^2-4*MW^2*SW^2*Zh11*Zh31*Zt21i^2*sb^2-4*MW^2*SW^2*Zh11*Zh31*Zt21r^2*sb^2-4*MW^2*SW^2*Zh12*Zh32*Zt11r^2*sb^2+4*MW^2*SW^2*Zh12*Zh32*Zt21i^2*sb^2
< B02412   |B02411+4*MW^2*SW^2*Zh12*Zh32*Zt21r^2*sb^2-4*MW^2*SW^2*Zh13*Zh33*Zt11r^2*sb^2+8*MW^2*SW^2*Zh13*Zh33*Zt11r^2*sb^4+4*MW^2*SW^2*Zh13*Zh33*Zt21i^2*sb^2-8*MW^2*SW^2*Zh13*Zh33*Zt21i^2*sb^4
< B02413   |B02412+4*MW^2*SW^2*Zh13*Zh33*Zt21r^2*sb^2-8*MW^2*SW^2*Zh13*Zh33*Zt21r^2*sb^4
< B02414   |6*CW^2*Mq^2*Zh12*Zh32+3*MW^2*Zh11*Zh31*sb^2-3*MW^2*Zh12*Zh32*sb^2+6*CW^2*Mq^2*Zh13*Zh33*cb^2-4*MW^2*SW^2*Zh11*Zh31*sb^2
< B02415   |B02414+4*MW^2*SW^2*Zh12*Zh32*sb^2-3*MW^2*Zh13*Zh33*c2b*sb^2+4*MW^2*SW^2*Zh13*Zh33*c2b*sb^2
< B02416   |3*CW^2*Mq^2*Zh12*Zh32+3*CW^2*Mq^2*Zh13*Zh33*cb^2+2*MW^2*SW^2*Zh11*Zh31*sb^2-2*MW^2*SW^2*Zh12*Zh32*sb^2-2*MW^2*SW^2*Zh13*Zh33*c2b*sb^2
< B02417   |Zh21^4*la1+Zh22^4*la2+2*Zh21*Zh22^3*la7r+Zh21^2*Zh22^2*la3+Zh21^2*Zh22^2*la4
< B02418   |B02417+2*Zh21^2*Zh22^2*la5r+2*Zh21^3*Zh22*la6r+Zh23^4*cb^4*la2+Zh23^4*la1*sb^4-2*Zh21*Zh23^3*cb^3*la7i
< B02419   |B02418+Zh21^2*Zh23^2*cb^2*la3+Zh21^2*Zh23^2*cb^2*la4-2*Zh21^2*Zh23^2*cb^2*la5r+2*Zh21^2*Zh23^2*la1*sb^2-Zh21^2*Zh23^2*la6r*s2b
< B02420   |B02419-2*Zh21^3*Zh23*cb*la6i-2*Zh22*Zh23^3*la6i*sb^3+2*Zh22^2*Zh23^2*cb^2*la2+Zh22^2*Zh23^2*la3*sb^2+Zh22^2*Zh23^2*la4*sb^2
< B02421   |B02420-2*Zh22^2*Zh23^2*la5r*sb^2-Zh22^2*Zh23^2*la7r*s2b-2*Zh22^3*Zh23*la7i*sb-2*Zh23^4*cb*la6r*sb^3+Zh23^4*cb^2*la3*sb^2
< B02422   |B02421+Zh23^4*cb^2*la4*sb^2+2*Zh23^4*cb^2*la5r*sb^2-2*Zh23^4*cb^3*la7r*sb+2*Zh21*Zh22*Zh23^2*cb^2*la7r-4*Zh21*Zh22*Zh23^2*la5r*s2b
< B02423   |B02422+2*Zh21*Zh22*Zh23^2*la6r*sb^2-2*Zh21*Zh22^2*Zh23*cb*la7i-4*Zh21*Zh22^2*Zh23*la5i*sb-2*Zh21*Zh23^3*cb*la6i*sb^2+4*Zh21*Zh23^3*cb^2*la5i*sb
< B02424   |B02423-4*Zh21^2*Zh22*Zh23*cb*la5i-2*Zh21^2*Zh22*Zh23*la6i*sb+4*Zh22*Zh23^3*cb*la5i*sb^2-2*Zh22*Zh23^3*cb^2*la7i*sb
< B02425   |2*Zh21^3*Zh31*la1+Zh21^3*Zh32*la6r+Zh22^3*Zh31*la7r+2*Zh22^3*Zh32*la2+Zh21*Zh22^2*Zh31*la3
< B02426   |B02425+Zh21*Zh22^2*Zh31*la4+2*Zh21*Zh22^2*Zh31*la5r+3*Zh21*Zh22^2*Zh32*la7r+3*Zh21^2*Zh22*Zh31*la6r+Zh21^2*Zh22*Zh32*la3
< B02427   |B02426+Zh21^2*Zh22*Zh32*la4+2*Zh21^2*Zh22*Zh32*la5r-Zh21^3*Zh33*cb*la6i-Zh22^3*Zh33*la7i*sb-Zh23^3*Zh31*cb^3*la7i
< B02428   |B02427-Zh23^3*Zh32*la6i*sb^3+2*Zh23^3*Zh33*cb^4*la2+2*Zh23^3*Zh33*la1*sb^4-Zh21*Zh22^2*Zh33*cb*la7i-2*Zh21*Zh22^2*Zh33*la5i*sb
< B02429   |B02428+Zh21*Zh23^2*Zh31*cb^2*la3+Zh21*Zh23^2*Zh31*cb^2*la4-2*Zh21*Zh23^2*Zh31*cb^2*la5r+2*Zh21*Zh23^2*Zh31*la1*sb^2-Zh21*Zh23^2*Zh31*la6r*s2b
< B02430   |B02429+Zh21*Zh23^2*Zh32*cb^2*la7r-2*Zh21*Zh23^2*Zh32*la5r*s2b+Zh21*Zh23^2*Zh32*la6r*sb^2-3*Zh21*Zh23^2*Zh33*cb^3*la7i-2*Zh21^2*Zh22*Zh33*cb*la5i
< B02431   |B02430-Zh21^2*Zh22*Zh33*la6i*sb-3*Zh21^2*Zh23*Zh31*cb*la6i-2*Zh21^2*Zh23*Zh32*cb*la5i-Zh21^2*Zh23*Zh32*la6i*sb+Zh21^2*Zh23*Zh33*cb^2*la3
< B02432   |B02431+Zh21^2*Zh23*Zh33*cb^2*la4-2*Zh21^2*Zh23*Zh33*cb^2*la5r+2*Zh21^2*Zh23*Zh33*la1*sb^2-Zh21^2*Zh23*Zh33*la6r*s2b+Zh22*Zh23^2*Zh31*cb^2*la7r
< B02433   |B02432-2*Zh22*Zh23^2*Zh31*la5r*s2b+Zh22*Zh23^2*Zh31*la6r*sb^2+2*Zh22*Zh23^2*Zh32*cb^2*la2+Zh22*Zh23^2*Zh32*la3*sb^2+Zh22*Zh23^2*Zh32*la4*sb^2
< B02434   |B02433-2*Zh22*Zh23^2*Zh32*la5r*sb^2-Zh22*Zh23^2*Zh32*la7r*s2b-3*Zh22*Zh23^2*Zh33*la6i*sb^3-Zh22^2*Zh23*Zh31*cb*la7i-2*Zh22^2*Zh23*Zh31*la5i*sb
< B02435   |B02434-3*Zh22^2*Zh23*Zh32*la7i*sb+2*Zh22^2*Zh23*Zh33*cb^2*la2+Zh22^2*Zh23*Zh33*la3*sb^2+Zh22^2*Zh23*Zh33*la4*sb^2-2*Zh22^2*Zh23*Zh33*la5r*sb^2
< B02436   |B02435-Zh22^2*Zh23*Zh33*la7r*s2b-Zh23^3*Zh31*cb*la6i*sb^2+2*Zh23^3*Zh31*cb^2*la5i*sb+2*Zh23^3*Zh32*cb*la5i*sb^2-Zh23^3*Zh32*cb^2*la7i*sb
< B02437   |B02436-4*Zh23^3*Zh33*cb*la6r*sb^3+2*Zh23^3*Zh33*cb^2*la3*sb^2+2*Zh23^3*Zh33*cb^2*la4*sb^2+4*Zh23^3*Zh33*cb^2*la5r*sb^2-4*Zh23^3*Zh33*cb^3*la7r*sb
< B02438   |B02437-4*Zh21*Zh22*Zh23*Zh31*cb*la5i-2*Zh21*Zh22*Zh23*Zh31*la6i*sb-2*Zh21*Zh22*Zh23*Zh32*cb*la7i-4*Zh21*Zh22*Zh23*Zh32*la5i*sb+2*Zh21*Zh22*Zh23*Zh33*cb^2*la7r
< B02439   |B02438-4*Zh21*Zh22*Zh23*Zh33*la5r*s2b+2*Zh21*Zh22*Zh23*Zh33*la6r*sb^2-3*Zh21*Zh23^2*Zh33*cb*la6i*sb^2+6*Zh21*Zh23^2*Zh33*cb^2*la5i*sb+6*Zh22*Zh23^2*Zh33*cb*la5i*sb^2
< B02440   |B02439-3*Zh22*Zh23^2*Zh33*cb^2*la7i*sb
< B02441   |6*Zh21^2*Zh31^2*la1+Zh21^2*Zh32^2*la3+Zh21^2*Zh32^2*la4+2*Zh21^2*Zh32^2*la5r+Zh22^2*Zh31^2*la3
< B02442   |B02441+Zh22^2*Zh31^2*la4+2*Zh22^2*Zh31^2*la5r+6*Zh22^2*Zh32^2*la2+6*Zh21*Zh22*Zh31^2*la6r+6*Zh21*Zh22*Zh32^2*la7r
< B02443   |B02442+6*Zh21^2*Zh31*Zh32*la6r+Zh21^2*Zh33^2*cb^2*la3+Zh21^2*Zh33^2*cb^2*la4-2*Zh21^2*Zh33^2*cb^2*la5r+2*Zh21^2*Zh33^2*la1*sb^2
< B02444   |B02443-Zh21^2*Zh33^2*la6r*s2b+6*Zh22^2*Zh31*Zh32*la7r+2*Zh22^2*Zh33^2*cb^2*la2+Zh22^2*Zh33^2*la3*sb^2+Zh22^2*Zh33^2*la4*sb^2
< B02445   |B02444-2*Zh22^2*Zh33^2*la5r*sb^2-Zh22^2*Zh33^2*la7r*s2b+Zh23^2*Zh31^2*cb^2*la3+Zh23^2*Zh31^2*cb^2*la4-2*Zh23^2*Zh31^2*cb^2*la5r
< B02446   |B02445+2*Zh23^2*Zh31^2*la1*sb^2-Zh23^2*Zh31^2*la6r*s2b+2*Zh23^2*Zh32^2*cb^2*la2+Zh23^2*Zh32^2*la3*sb^2+Zh23^2*Zh32^2*la4*sb^2
< B02447   |B02446-2*Zh23^2*Zh32^2*la5r*sb^2-Zh23^2*Zh32^2*la7r*s2b+6*Zh23^2*Zh33^2*cb^4*la2+6*Zh23^2*Zh33^2*la1*sb^4+4*Zh21*Zh22*Zh31*Zh32*la3
< B02448   |B02447+4*Zh21*Zh22*Zh31*Zh32*la4+8*Zh21*Zh22*Zh31*Zh32*la5r+2*Zh21*Zh22*Zh33^2*cb^2*la7r-4*Zh21*Zh22*Zh33^2*la5r*s2b+2*Zh21*Zh22*Zh33^2*la6r*sb^2
< B02449   |B02448-6*Zh21*Zh23*Zh31^2*cb*la6i-2*Zh21*Zh23*Zh32^2*cb*la7i-4*Zh21*Zh23*Zh32^2*la5i*sb-6*Zh21*Zh23*Zh33^2*cb^3*la7i-6*Zh21^2*Zh31*Zh33*cb*la6i
< B02450   |B02449-4*Zh21^2*Zh32*Zh33*cb*la5i-2*Zh21^2*Zh32*Zh33*la6i*sb-4*Zh22*Zh23*Zh31^2*cb*la5i-2*Zh22*Zh23*Zh31^2*la6i*sb-6*Zh22*Zh23*Zh32^2*la7i*sb
< B02451   |B02450-6*Zh22*Zh23*Zh33^2*la6i*sb^3-2*Zh22^2*Zh31*Zh33*cb*la7i-4*Zh22^2*Zh31*Zh33*la5i*sb-6*Zh22^2*Zh32*Zh33*la7i*sb+2*Zh23^2*Zh31*Zh32*cb^2*la7r
< B02452   |B02451-4*Zh23^2*Zh31*Zh32*la5r*s2b+2*Zh23^2*Zh31*Zh32*la6r*sb^2-6*Zh23^2*Zh31*Zh33*cb^3*la7i-6*Zh23^2*Zh32*Zh33*la6i*sb^3-12*Zh23^2*Zh33^2*cb*la6r*sb^3
< B02453   |B02452+6*Zh23^2*Zh33^2*cb^2*la3*sb^2+6*Zh23^2*Zh33^2*cb^2*la4*sb^2+12*Zh23^2*Zh33^2*cb^2*la5r*sb^2-12*Zh23^2*Zh33^2*cb^3*la7r*sb-8*Zh21*Zh22*Zh31*Zh33*cb*la5i
< B02454   |B02453-4*Zh21*Zh22*Zh31*Zh33*la6i*sb-4*Zh21*Zh22*Zh32*Zh33*cb*la7i-8*Zh21*Zh22*Zh32*Zh33*la5i*sb-8*Zh21*Zh23*Zh31*Zh32*cb*la5i-4*Zh21*Zh23*Zh31*Zh32*la6i*sb
< B02455   |B02454+4*Zh21*Zh23*Zh31*Zh33*cb^2*la3+4*Zh21*Zh23*Zh31*Zh33*cb^2*la4-8*Zh21*Zh23*Zh31*Zh33*cb^2*la5r+8*Zh21*Zh23*Zh31*Zh33*la1*sb^2-4*Zh21*Zh23*Zh31*Zh33*la6r*s2b
< B02456   |B02455+4*Zh21*Zh23*Zh32*Zh33*cb^2*la7r-8*Zh21*Zh23*Zh32*Zh33*la5r*s2b+4*Zh21*Zh23*Zh32*Zh33*la6r*sb^2-6*Zh21*Zh23*Zh33^2*cb*la6i*sb^2+12*Zh21*Zh23*Zh33^2*cb^2*la5i*sb
< B02457   |B02456-4*Zh22*Zh23*Zh31*Zh32*cb*la7i-8*Zh22*Zh23*Zh31*Zh32*la5i*sb+4*Zh22*Zh23*Zh31*Zh33*cb^2*la7r-8*Zh22*Zh23*Zh31*Zh33*la5r*s2b+4*Zh22*Zh23*Zh31*Zh33*la6r*sb^2
< B02458   |B02457+8*Zh22*Zh23*Zh32*Zh33*cb^2*la2+4*Zh22*Zh23*Zh32*Zh33*la3*sb^2+4*Zh22*Zh23*Zh32*Zh33*la4*sb^2-8*Zh22*Zh23*Zh32*Zh33*la5r*sb^2-4*Zh22*Zh23*Zh32*Zh33*la7r*s2b
< B02459   |B02458+12*Zh22*Zh23*Zh33^2*cb*la5i*sb^2-6*Zh22*Zh23*Zh33^2*cb^2*la7i*sb-6*Zh23^2*Zh31*Zh33*cb*la6i*sb^2+12*Zh23^2*Zh31*Zh33*cb^2*la5i*sb+12*Zh23^2*Zh32*Zh33*cb*la5i*sb^2
< B02460   |B02459-6*Zh23^2*Zh32*Zh33*cb^2*la7i*sb
< B02461   |6*CW^2*Mb^2*Zh21^2+6*CW^2*Mb^2*Zh23^2*sb^2-3*MW^2*Zb11r^2*Zh21^2*cb^2+3*MW^2*Zb11r^2*Zh22^2*cb^2+2*MW^2*SW^2*Zb11r^2*Zh21^2*cb^2
< B02462   |B02461-2*MW^2*SW^2*Zb11r^2*Zh22^2*cb^2-2*MW^2*SW^2*Zb21i^2*Zh21^2*cb^2+2*MW^2*SW^2*Zb21i^2*Zh22^2*cb^2-2*MW^2*SW^2*Zb21r^2*Zh21^2*cb^2+2*MW^2*SW^2*Zb21r^2*Zh22^2*cb^2
< B02463   |B02462+3*MW^2*Zb11r^2*Zh23^2*c2b*cb^2-2*MW^2*SW^2*Zb11r^2*Zh23^2*c2b*cb^2+2*MW^2*SW^2*Zb21i^2*Zh23^2*c2b*cb^2+2*MW^2*SW^2*Zb21r^2*Zh23^2*c2b*cb^2
< B02464   |3*Zb21r*Zh21^2-3*Zb21r*Zh22^2-4*SW^2*Zb21r*Zh21^2+4*SW^2*Zb21r*Zh22^2-3*Zb21r*Zh23^2*c2b
< B02465   |B02464+4*SW^2*Zb21r*Zh23^2*c2b
< B02466   |3*Zb21i*Zh21^2-3*Zb21i*Zh22^2-4*SW^2*Zb21i*Zh21^2+4*SW^2*Zb21i*Zh22^2-3*Zb21i*Zh23^2*c2b
< B02467   |B02466+4*SW^2*Zb21i*Zh23^2*c2b
< B02468   |6*CW^2*Mb^2*Zh21^2+6*CW^2*Mb^2*Zh23^2*sb^2-3*MW^2*Zb21i^2*Zh21^2*cb^2+3*MW^2*Zb21i^2*Zh22^2*cb^2-3*MW^2*Zb21r^2*Zh21^2*cb^2
< B02469   |B02468+3*MW^2*Zb21r^2*Zh22^2*cb^2-2*MW^2*SW^2*Zb11r^2*Zh21^2*cb^2+2*MW^2*SW^2*Zb11r^2*Zh22^2*cb^2+2*MW^2*SW^2*Zb21i^2*Zh21^2*cb^2-2*MW^2*SW^2*Zb21i^2*Zh22^2*cb^2
< B02470   |B02469+2*MW^2*SW^2*Zb21r^2*Zh21^2*cb^2-2*MW^2*SW^2*Zb21r^2*Zh22^2*cb^2+3*MW^2*Zb21i^2*Zh23^2*c2b*cb^2+3*MW^2*Zb21r^2*Zh23^2*c2b*cb^2+2*MW^2*SW^2*Zb11r^2*Zh23^2*c2b*cb^2
< B02471   |B02470-2*MW^2*SW^2*Zb21i^2*Zh23^2*c2b*cb^2-2*MW^2*SW^2*Zb21r^2*Zh23^2*c2b*cb^2
< B02472   |6*CW^2*Mc^2*Zh22^2+3*MW^2*Zh21^2*sb^2-3*MW^2*Zh22^2*sb^2+6*CW^2*Mc^2*Zh23^2*cb^2-4*MW^2*SW^2*Zh21^2*sb^2
< B02473   |B02472+4*MW^2*SW^2*Zh22^2*sb^2-3*MW^2*Zh23^2*c2b*sb^2+4*MW^2*SW^2*Zh23^2*c2b*sb^2
< B02474   |3*CW^2*Mc^2*Zh22^2+3*CW^2*Mc^2*Zh23^2*cb^2+2*MW^2*SW^2*Zh21^2*sb^2-2*MW^2*SW^2*Zh22^2*sb^2-2*MW^2*SW^2*Zh23^2*c2b*sb^2
< B02475   |6*CW^2*Mq^2*Zh21^2-3*MW^2*Zh21^2*cb^2+3*MW^2*Zh22^2*cb^2+6*CW^2*Mq^2*Zh23^2*sb^2+2*MW^2*SW^2*Zh21^2*cb^2
< B02476   |B02475-2*MW^2*SW^2*Zh22^2*cb^2+3*MW^2*Zh23^2*c2b*cb^2-2*MW^2*SW^2*Zh23^2*c2b*cb^2
< B02477   |3*CW^2*Mq^2*Zh21^2+3*CW^2*Mq^2*Zh23^2*sb^2-MW^2*SW^2*Zh21^2*cb^2+MW^2*SW^2*Zh22^2*cb^2+MW^2*SW^2*Zh23^2*c2b*cb^2
< B02478   |Zh21^2-Zh22^2-Zh23^2*c2b
< B02479   |2*CW^2*Ml^2*Zh21^2+2*CW^2*Ml^2*Zh23^2*sb^2-MW^2*Zh21^2*Zl11r^2*cb^2+MW^2*Zh22^2*Zl11r^2*cb^2+2*MW^2*SW^2*Zh21^2*Zl11r^2*cb^2
< B02480   |B02479-2*MW^2*SW^2*Zh21^2*Zl21i^2*cb^2-2*MW^2*SW^2*Zh21^2*Zl21r^2*cb^2-2*MW^2*SW^2*Zh22^2*Zl11r^2*cb^2+2*MW^2*SW^2*Zh22^2*Zl21i^2*cb^2+2*MW^2*SW^2*Zh22^2*Zl21r^2*cb^2
< B02481   |B02480+MW^2*Zh23^2*Zl11r^2*c2b*cb^2-2*MW^2*SW^2*Zh23^2*Zl11r^2*c2b*cb^2+2*MW^2*SW^2*Zh23^2*Zl21i^2*c2b*cb^2+2*MW^2*SW^2*Zh23^2*Zl21r^2*c2b*cb^2
< B02482   |Zh21^2*Zl21r-Zh22^2*Zl21r-4*SW^2*Zh21^2*Zl21r+4*SW^2*Zh22^2*Zl21r-Zh23^2*Zl21r*c2b
< B02483   |B02482+4*SW^2*Zh23^2*Zl21r*c2b
< B02484   |Zh21^2*Zl21i-Zh22^2*Zl21i-4*SW^2*Zh21^2*Zl21i+4*SW^2*Zh22^2*Zl21i-Zh23^2*Zl21i*c2b
< B02485   |B02484+4*SW^2*Zh23^2*Zl21i*c2b
< B02486   |2*CW^2*Ml^2*Zh21^2+2*CW^2*Ml^2*Zh23^2*sb^2-MW^2*Zh21^2*Zl21i^2*cb^2-MW^2*Zh21^2*Zl21r^2*cb^2+MW^2*Zh22^2*Zl21i^2*cb^2
< B02487   |B02486+MW^2*Zh22^2*Zl21r^2*cb^2-2*MW^2*SW^2*Zh21^2*Zl11r^2*cb^2+2*MW^2*SW^2*Zh21^2*Zl21i^2*cb^2+2*MW^2*SW^2*Zh21^2*Zl21r^2*cb^2+2*MW^2*SW^2*Zh22^2*Zl11r^2*cb^2
< B02488   |B02487-2*MW^2*SW^2*Zh22^2*Zl21i^2*cb^2-2*MW^2*SW^2*Zh22^2*Zl21r^2*cb^2+MW^2*Zh23^2*Zl21i^2*c2b*cb^2+MW^2*Zh23^2*Zl21r^2*c2b*cb^2+2*MW^2*SW^2*Zh23^2*Zl11r^2*c2b*cb^2
< B02489   |B02488-2*MW^2*SW^2*Zh23^2*Zl21i^2*c2b*cb^2-2*MW^2*SW^2*Zh23^2*Zl21r^2*c2b*cb^2
< B02490   |6*CW^2*Mt^2*Zh22^2+6*CW^2*Mt^2*Zh23^2*cb^2+3*MW^2*Zh21^2*Zt11r^2*sb^2-3*MW^2*Zh22^2*Zt11r^2*sb^2-3*MW^2*Zh23^2*Zt11r^2*sb^2
< B02491   |B02490+6*MW^2*Zh23^2*Zt11r^2*sb^4-4*MW^2*SW^2*Zh21^2*Zt11r^2*sb^2+4*MW^2*SW^2*Zh21^2*Zt21i^2*sb^2+4*MW^2*SW^2*Zh21^2*Zt21r^2*sb^2+4*MW^2*SW^2*Zh22^2*Zt11r^2*sb^2
< B02492   |B02491-4*MW^2*SW^2*Zh22^2*Zt21i^2*sb^2-4*MW^2*SW^2*Zh22^2*Zt21r^2*sb^2+4*MW^2*SW^2*Zh23^2*Zt11r^2*sb^2-8*MW^2*SW^2*Zh23^2*Zt11r^2*sb^4-4*MW^2*SW^2*Zh23^2*Zt21i^2*sb^2
< B02493   |B02492+8*MW^2*SW^2*Zh23^2*Zt21i^2*sb^4-4*MW^2*SW^2*Zh23^2*Zt21r^2*sb^2+8*MW^2*SW^2*Zh23^2*Zt21r^2*sb^4
< B02494   |3*Zh21^2*Zt21r-3*Zh22^2*Zt21r-8*SW^2*Zh21^2*Zt21r+8*SW^2*Zh22^2*Zt21r-3*Zh23^2*Zt21r*c2b
< B02495   |B02494+8*SW^2*Zh23^2*Zt21r*c2b
< B02496   |3*Zh21^2*Zt21i-3*Zh22^2*Zt21i-8*SW^2*Zh21^2*Zt21i+8*SW^2*Zh22^2*Zt21i-3*Zh23^2*Zt21i*c2b
< B02497   |B02496+8*SW^2*Zh23^2*Zt21i*c2b
< B02498   |6*CW^2*Mt^2*Zh22^2+6*CW^2*Mt^2*Zh23^2*cb^2+3*MW^2*Zh21^2*Zt21i^2*sb^2+3*MW^2*Zh21^2*Zt21r^2*sb^2-3*MW^2*Zh22^2*Zt21i^2*sb^2
< B02499   |B02498-3*MW^2*Zh22^2*Zt21r^2*sb^2-3*MW^2*Zh23^2*Zt21i^2*sb^2+6*MW^2*Zh23^2*Zt21i^2*sb^4-3*MW^2*Zh23^2*Zt21r^2*sb^2+6*MW^2*Zh23^2*Zt21r^2*sb^4
< B02500   |B02499+4*MW^2*SW^2*Zh21^2*Zt11r^2*sb^2-4*MW^2*SW^2*Zh21^2*Zt21i^2*sb^2-4*MW^2*SW^2*Zh21^2*Zt21r^2*sb^2-4*MW^2*SW^2*Zh22^2*Zt11r^2*sb^2+4*MW^2*SW^2*Zh22^2*Zt21i^2*sb^2
< B02501   |B02500+4*MW^2*SW^2*Zh22^2*Zt21r^2*sb^2-4*MW^2*SW^2*Zh23^2*Zt11r^2*sb^2+8*MW^2*SW^2*Zh23^2*Zt11r^2*sb^4+4*MW^2*SW^2*Zh23^2*Zt21i^2*sb^2-8*MW^2*SW^2*Zh23^2*Zt21i^2*sb^4
< B02502   |B02501+4*MW^2*SW^2*Zh23^2*Zt21r^2*sb^2-8*MW^2*SW^2*Zh23^2*Zt21r^2*sb^4
< B02503   |6*CW^2*Mq^2*Zh22^2+3*MW^2*Zh21^2*sb^2-3*MW^2*Zh22^2*sb^2+6*CW^2*Mq^2*Zh23^2*cb^2-4*MW^2*SW^2*Zh21^2*sb^2
< B02504   |B02503+4*MW^2*SW^2*Zh22^2*sb^2-3*MW^2*Zh23^2*c2b*sb^2+4*MW^2*SW^2*Zh23^2*c2b*sb^2
< B02505   |3*CW^2*Mq^2*Zh22^2+3*CW^2*Mq^2*Zh23^2*cb^2+2*MW^2*SW^2*Zh21^2*sb^2-2*MW^2*SW^2*Zh22^2*sb^2-2*MW^2*SW^2*Zh23^2*c2b*sb^2
< B02506   |2*Zh21*Zh31^3*la1+Zh21*Zh32^3*la7r+Zh22*Zh31^3*la6r+2*Zh22*Zh32^3*la2+Zh21*Zh31*Zh32^2*la3
< B02507   |B02506+Zh21*Zh31*Zh32^2*la4+2*Zh21*Zh31*Zh32^2*la5r+3*Zh21*Zh31^2*Zh32*la6r-Zh21*Zh33^3*cb^3*la7i+3*Zh22*Zh31*Zh32^2*la7r
< B02508   |B02507+Zh22*Zh31^2*Zh32*la3+Zh22*Zh31^2*Zh32*la4+2*Zh22*Zh31^2*Zh32*la5r-Zh22*Zh33^3*la6i*sb^3-Zh23*Zh31^3*cb*la6i
< B02509   |B02508-Zh23*Zh32^3*la7i*sb+2*Zh23*Zh33^3*cb^4*la2+2*Zh23*Zh33^3*la1*sb^4+Zh21*Zh31*Zh33^2*cb^2*la3+Zh21*Zh31*Zh33^2*cb^2*la4
< B02510   |B02509-2*Zh21*Zh31*Zh33^2*cb^2*la5r+2*Zh21*Zh31*Zh33^2*la1*sb^2-Zh21*Zh31*Zh33^2*la6r*s2b-3*Zh21*Zh31^2*Zh33*cb*la6i+Zh21*Zh32*Zh33^2*cb^2*la7r
< B02511   |B02510-2*Zh21*Zh32*Zh33^2*la5r*s2b+Zh21*Zh32*Zh33^2*la6r*sb^2-Zh21*Zh32^2*Zh33*cb*la7i-2*Zh21*Zh32^2*Zh33*la5i*sb-Zh21*Zh33^3*cb*la6i*sb^2
< B02512   |B02511+2*Zh21*Zh33^3*cb^2*la5i*sb+Zh22*Zh31*Zh33^2*cb^2*la7r-2*Zh22*Zh31*Zh33^2*la5r*s2b+Zh22*Zh31*Zh33^2*la6r*sb^2-2*Zh22*Zh31^2*Zh33*cb*la5i
< B02513   |B02512-Zh22*Zh31^2*Zh33*la6i*sb+2*Zh22*Zh32*Zh33^2*cb^2*la2+Zh22*Zh32*Zh33^2*la3*sb^2+Zh22*Zh32*Zh33^2*la4*sb^2-2*Zh22*Zh32*Zh33^2*la5r*sb^2
< B02514   |B02513-Zh22*Zh32*Zh33^2*la7r*s2b-3*Zh22*Zh32^2*Zh33*la7i*sb+2*Zh22*Zh33^3*cb*la5i*sb^2-Zh22*Zh33^3*cb^2*la7i*sb-Zh23*Zh31*Zh32^2*cb*la7i
< B02515   |B02514-2*Zh23*Zh31*Zh32^2*la5i*sb-3*Zh23*Zh31*Zh33^2*cb^3*la7i-2*Zh23*Zh31^2*Zh32*cb*la5i-Zh23*Zh31^2*Zh32*la6i*sb+Zh23*Zh31^2*Zh33*cb^2*la3
< B02516   |B02515+Zh23*Zh31^2*Zh33*cb^2*la4-2*Zh23*Zh31^2*Zh33*cb^2*la5r+2*Zh23*Zh31^2*Zh33*la1*sb^2-Zh23*Zh31^2*Zh33*la6r*s2b-3*Zh23*Zh32*Zh33^2*la6i*sb^3
< B02517   |B02516+2*Zh23*Zh32^2*Zh33*cb^2*la2+Zh23*Zh32^2*Zh33*la3*sb^2+Zh23*Zh32^2*Zh33*la4*sb^2-2*Zh23*Zh32^2*Zh33*la5r*sb^2-Zh23*Zh32^2*Zh33*la7r*s2b
< B02518   |B02517-4*Zh23*Zh33^3*cb*la6r*sb^3+2*Zh23*Zh33^3*cb^2*la3*sb^2+2*Zh23*Zh33^3*cb^2*la4*sb^2+4*Zh23*Zh33^3*cb^2*la5r*sb^2-4*Zh23*Zh33^3*cb^3*la7r*sb
< B02519   |B02518-4*Zh21*Zh31*Zh32*Zh33*cb*la5i-2*Zh21*Zh31*Zh32*Zh33*la6i*sb-2*Zh22*Zh31*Zh32*Zh33*cb*la7i-4*Zh22*Zh31*Zh32*Zh33*la5i*sb+2*Zh23*Zh31*Zh32*Zh33*cb^2*la7r
< B02520   |B02519-4*Zh23*Zh31*Zh32*Zh33*la5r*s2b+2*Zh23*Zh31*Zh32*Zh33*la6r*sb^2-3*Zh23*Zh31*Zh33^2*cb*la6i*sb^2+6*Zh23*Zh31*Zh33^2*cb^2*la5i*sb+6*Zh23*Zh32*Zh33^2*cb*la5i*sb^2
< B02521   |B02520-3*Zh23*Zh32*Zh33^2*cb^2*la7i*sb
< B02522   |6*CW^2*Mb^2*Zh21*Zh31+6*CW^2*Mb^2*Zh23*Zh33*sb^2-3*MW^2*Zb11r^2*Zh21*Zh31*cb^2+3*MW^2*Zb11r^2*Zh22*Zh32*cb^2+2*MW^2*SW^2*Zb11r^2*Zh21*Zh31*cb^2
< B02523   |B02522-2*MW^2*SW^2*Zb11r^2*Zh22*Zh32*cb^2-2*MW^2*SW^2*Zb21i^2*Zh21*Zh31*cb^2+2*MW^2*SW^2*Zb21i^2*Zh22*Zh32*cb^2-2*MW^2*SW^2*Zb21r^2*Zh21*Zh31*cb^2+2*MW^2*SW^2*Zb21r^2*Zh22*Zh32*cb^2
< B02524   |B02523+3*MW^2*Zb11r^2*Zh23*Zh33*c2b*cb^2-2*MW^2*SW^2*Zb11r^2*Zh23*Zh33*c2b*cb^2+2*MW^2*SW^2*Zb21i^2*Zh23*Zh33*c2b*cb^2+2*MW^2*SW^2*Zb21r^2*Zh23*Zh33*c2b*cb^2
< B02525   |3*Zb21r*Zh21*Zh31-3*Zb21r*Zh22*Zh32-4*SW^2*Zb21r*Zh21*Zh31+4*SW^2*Zb21r*Zh22*Zh32-3*Zb21r*Zh23*Zh33*c2b
< B02526   |B02525+4*SW^2*Zb21r*Zh23*Zh33*c2b
< B02527   |3*Zb21i*Zh21*Zh31-3*Zb21i*Zh22*Zh32-4*SW^2*Zb21i*Zh21*Zh31+4*SW^2*Zb21i*Zh22*Zh32-3*Zb21i*Zh23*Zh33*c2b
< B02528   |B02527+4*SW^2*Zb21i*Zh23*Zh33*c2b
< B02529   |6*CW^2*Mb^2*Zh21*Zh31+6*CW^2*Mb^2*Zh23*Zh33*sb^2-3*MW^2*Zb21i^2*Zh21*Zh31*cb^2+3*MW^2*Zb21i^2*Zh22*Zh32*cb^2-3*MW^2*Zb21r^2*Zh21*Zh31*cb^2
< B02530   |B02529+3*MW^2*Zb21r^2*Zh22*Zh32*cb^2-2*MW^2*SW^2*Zb11r^2*Zh21*Zh31*cb^2+2*MW^2*SW^2*Zb11r^2*Zh22*Zh32*cb^2+2*MW^2*SW^2*Zb21i^2*Zh21*Zh31*cb^2-2*MW^2*SW^2*Zb21i^2*Zh22*Zh32*cb^2
< B02531   |B02530+2*MW^2*SW^2*Zb21r^2*Zh21*Zh31*cb^2-2*MW^2*SW^2*Zb21r^2*Zh22*Zh32*cb^2+3*MW^2*Zb21i^2*Zh23*Zh33*c2b*cb^2+3*MW^2*Zb21r^2*Zh23*Zh33*c2b*cb^2+2*MW^2*SW^2*Zb11r^2*Zh23*Zh33*c2b*cb^2
< B02532   |B02531-2*MW^2*SW^2*Zb21i^2*Zh23*Zh33*c2b*cb^2-2*MW^2*SW^2*Zb21r^2*Zh23*Zh33*c2b*cb^2
< B02533   |6*CW^2*Mc^2*Zh22*Zh32+3*MW^2*Zh21*Zh31*sb^2-3*MW^2*Zh22*Zh32*sb^2+6*CW^2*Mc^2*Zh23*Zh33*cb^2-4*MW^2*SW^2*Zh21*Zh31*sb^2
< B02534   |B02533+4*MW^2*SW^2*Zh22*Zh32*sb^2-3*MW^2*Zh23*Zh33*c2b*sb^2+4*MW^2*SW^2*Zh23*Zh33*c2b*sb^2
< B02535   |3*CW^2*Mc^2*Zh22*Zh32+3*CW^2*Mc^2*Zh23*Zh33*cb^2+2*MW^2*SW^2*Zh21*Zh31*sb^2-2*MW^2*SW^2*Zh22*Zh32*sb^2-2*MW^2*SW^2*Zh23*Zh33*c2b*sb^2
< B02536   |6*CW^2*Mq^2*Zh21*Zh31-3*MW^2*Zh21*Zh31*cb^2+3*MW^2*Zh22*Zh32*cb^2+6*CW^2*Mq^2*Zh23*Zh33*sb^2+2*MW^2*SW^2*Zh21*Zh31*cb^2
< B02537   |B02536-2*MW^2*SW^2*Zh22*Zh32*cb^2+3*MW^2*Zh23*Zh33*c2b*cb^2-2*MW^2*SW^2*Zh23*Zh33*c2b*cb^2
< B02538   |3*CW^2*Mq^2*Zh21*Zh31+3*CW^2*Mq^2*Zh23*Zh33*sb^2-MW^2*SW^2*Zh21*Zh31*cb^2+MW^2*SW^2*Zh22*Zh32*cb^2+MW^2*SW^2*Zh23*Zh33*c2b*cb^2
< B02539   |Zh21*Zh31-Zh22*Zh32-Zh23*Zh33*c2b
< B02540   |2*CW^2*Ml^2*Zh21*Zh31+2*CW^2*Ml^2*Zh23*Zh33*sb^2-MW^2*Zh21*Zh31*Zl11r^2*cb^2+MW^2*Zh22*Zh32*Zl11r^2*cb^2+2*MW^2*SW^2*Zh21*Zh31*Zl11r^2*cb^2
< B02541   |B02540-2*MW^2*SW^2*Zh21*Zh31*Zl21i^2*cb^2-2*MW^2*SW^2*Zh21*Zh31*Zl21r^2*cb^2-2*MW^2*SW^2*Zh22*Zh32*Zl11r^2*cb^2+2*MW^2*SW^2*Zh22*Zh32*Zl21i^2*cb^2+2*MW^2*SW^2*Zh22*Zh32*Zl21r^2*cb^2
< B02542   |B02541+MW^2*Zh23*Zh33*Zl11r^2*c2b*cb^2-2*MW^2*SW^2*Zh23*Zh33*Zl11r^2*c2b*cb^2+2*MW^2*SW^2*Zh23*Zh33*Zl21i^2*c2b*cb^2+2*MW^2*SW^2*Zh23*Zh33*Zl21r^2*c2b*cb^2
< B02543   |Zh21*Zh31*Zl21r-Zh22*Zh32*Zl21r-4*SW^2*Zh21*Zh31*Zl21r+4*SW^2*Zh22*Zh32*Zl21r-Zh23*Zh33*Zl21r*c2b
< B02544   |B02543+4*SW^2*Zh23*Zh33*Zl21r*c2b
< B02545   |Zh21*Zh31*Zl21i-Zh22*Zh32*Zl21i-4*SW^2*Zh21*Zh31*Zl21i+4*SW^2*Zh22*Zh32*Zl21i-Zh23*Zh33*Zl21i*c2b
< B02546   |B02545+4*SW^2*Zh23*Zh33*Zl21i*c2b
< B02547   |2*CW^2*Ml^2*Zh21*Zh31+2*CW^2*Ml^2*Zh23*Zh33*sb^2-MW^2*Zh21*Zh31*Zl21i^2*cb^2-MW^2*Zh21*Zh31*Zl21r^2*cb^2+MW^2*Zh22*Zh32*Zl21i^2*cb^2
< B02548   |B02547+MW^2*Zh22*Zh32*Zl21r^2*cb^2-2*MW^2*SW^2*Zh21*Zh31*Zl11r^2*cb^2+2*MW^2*SW^2*Zh21*Zh31*Zl21i^2*cb^2+2*MW^2*SW^2*Zh21*Zh31*Zl21r^2*cb^2+2*MW^2*SW^2*Zh22*Zh32*Zl11r^2*cb^2
< B02549   |B02548-2*MW^2*SW^2*Zh22*Zh32*Zl21i^2*cb^2-2*MW^2*SW^2*Zh22*Zh32*Zl21r^2*cb^2+MW^2*Zh23*Zh33*Zl21i^2*c2b*cb^2+MW^2*Zh23*Zh33*Zl21r^2*c2b*cb^2+2*MW^2*SW^2*Zh23*Zh33*Zl11r^2*c2b*cb^2
< B02550   |B02549-2*MW^2*SW^2*Zh23*Zh33*Zl21i^2*c2b*cb^2-2*MW^2*SW^2*Zh23*Zh33*Zl21r^2*c2b*cb^2
< B02551   |6*CW^2*Mt^2*Zh22*Zh32+6*CW^2*Mt^2*Zh23*Zh33*cb^2+3*MW^2*Zh21*Zh31*Zt11r^2*sb^2-3*MW^2*Zh22*Zh32*Zt11r^2*sb^2-3*MW^2*Zh23*Zh33*Zt11r^2*sb^2
< B02552   |B02551+6*MW^2*Zh23*Zh33*Zt11r^2*sb^4-4*MW^2*SW^2*Zh21*Zh31*Zt11r^2*sb^2+4*MW^2*SW^2*Zh21*Zh31*Zt21i^2*sb^2+4*MW^2*SW^2*Zh21*Zh31*Zt21r^2*sb^2+4*MW^2*SW^2*Zh22*Zh32*Zt11r^2*sb^2
< B02553   |B02552-4*MW^2*SW^2*Zh22*Zh32*Zt21i^2*sb^2-4*MW^2*SW^2*Zh22*Zh32*Zt21r^2*sb^2+4*MW^2*SW^2*Zh23*Zh33*Zt11r^2*sb^2-8*MW^2*SW^2*Zh23*Zh33*Zt11r^2*sb^4-4*MW^2*SW^2*Zh23*Zh33*Zt21i^2*sb^2
< B02554   |B02553+8*MW^2*SW^2*Zh23*Zh33*Zt21i^2*sb^4-4*MW^2*SW^2*Zh23*Zh33*Zt21r^2*sb^2+8*MW^2*SW^2*Zh23*Zh33*Zt21r^2*sb^4
< B02555   |3*Zh21*Zh31*Zt21r-3*Zh22*Zh32*Zt21r-8*SW^2*Zh21*Zh31*Zt21r+8*SW^2*Zh22*Zh32*Zt21r-3*Zh23*Zh33*Zt21r*c2b
< B02556   |B02555+8*SW^2*Zh23*Zh33*Zt21r*c2b
< B02557   |3*Zh21*Zh31*Zt21i-3*Zh22*Zh32*Zt21i-8*SW^2*Zh21*Zh31*Zt21i+8*SW^2*Zh22*Zh32*Zt21i-3*Zh23*Zh33*Zt21i*c2b
< B02558   |B02557+8*SW^2*Zh23*Zh33*Zt21i*c2b
< B02559   |6*CW^2*Mt^2*Zh22*Zh32+6*CW^2*Mt^2*Zh23*Zh33*cb^2+3*MW^2*Zh21*Zh31*Zt21i^2*sb^2+3*MW^2*Zh21*Zh31*Zt21r^2*sb^2-3*MW^2*Zh22*Zh32*Zt21i^2*sb^2
< B02560   |B02559-3*MW^2*Zh22*Zh32*Zt21r^2*sb^2-3*MW^2*Zh23*Zh33*Zt21i^2*sb^2+6*MW^2*Zh23*Zh33*Zt21i^2*sb^4-3*MW^2*Zh23*Zh33*Zt21r^2*sb^2+6*MW^2*Zh23*Zh33*Zt21r^2*sb^4
< B02561   |B02560+4*MW^2*SW^2*Zh21*Zh31*Zt11r^2*sb^2-4*MW^2*SW^2*Zh21*Zh31*Zt21i^2*sb^2-4*MW^2*SW^2*Zh21*Zh31*Zt21r^2*sb^2-4*MW^2*SW^2*Zh22*Zh32*Zt11r^2*sb^2+4*MW^2*SW^2*Zh22*Zh32*Zt21i^2*sb^2
< B02562   |B02561+4*MW^2*SW^2*Zh22*Zh32*Zt21r^2*sb^2-4*MW^2*SW^2*Zh23*Zh33*Zt11r^2*sb^2+8*MW^2*SW^2*Zh23*Zh33*Zt11r^2*sb^4+4*MW^2*SW^2*Zh23*Zh33*Zt21i^2*sb^2-8*MW^2*SW^2*Zh23*Zh33*Zt21i^2*sb^4
< B02563   |B02562+4*MW^2*SW^2*Zh23*Zh33*Zt21r^2*sb^2-8*MW^2*SW^2*Zh23*Zh33*Zt21r^2*sb^4
< B02564   |6*CW^2*Mq^2*Zh22*Zh32+3*MW^2*Zh21*Zh31*sb^2-3*MW^2*Zh22*Zh32*sb^2+6*CW^2*Mq^2*Zh23*Zh33*cb^2-4*MW^2*SW^2*Zh21*Zh31*sb^2
< B02565   |B02564+4*MW^2*SW^2*Zh22*Zh32*sb^2-3*MW^2*Zh23*Zh33*c2b*sb^2+4*MW^2*SW^2*Zh23*Zh33*c2b*sb^2
< B02566   |3*CW^2*Mq^2*Zh22*Zh32+3*CW^2*Mq^2*Zh23*Zh33*cb^2+2*MW^2*SW^2*Zh21*Zh31*sb^2-2*MW^2*SW^2*Zh22*Zh32*sb^2-2*MW^2*SW^2*Zh23*Zh33*c2b*sb^2
< B02567   |Zh31^4*la1+Zh32^4*la2+2*Zh31*Zh32^3*la7r+Zh31^2*Zh32^2*la3+Zh31^2*Zh32^2*la4
< B02568   |B02567+2*Zh31^2*Zh32^2*la5r+2*Zh31^3*Zh32*la6r+Zh33^4*cb^4*la2+Zh33^4*la1*sb^4-2*Zh31*Zh33^3*cb^3*la7i
< B02569   |B02568+Zh31^2*Zh33^2*cb^2*la3+Zh31^2*Zh33^2*cb^2*la4-2*Zh31^2*Zh33^2*cb^2*la5r+2*Zh31^2*Zh33^2*la1*sb^2-Zh31^2*Zh33^2*la6r*s2b
< B02570   |B02569-2*Zh31^3*Zh33*cb*la6i-2*Zh32*Zh33^3*la6i*sb^3+2*Zh32^2*Zh33^2*cb^2*la2+Zh32^2*Zh33^2*la3*sb^2+Zh32^2*Zh33^2*la4*sb^2
< B02571   |B02570-2*Zh32^2*Zh33^2*la5r*sb^2-Zh32^2*Zh33^2*la7r*s2b-2*Zh32^3*Zh33*la7i*sb-2*Zh33^4*cb*la6r*sb^3+Zh33^4*cb^2*la3*sb^2
< B02572   |B02571+Zh33^4*cb^2*la4*sb^2+2*Zh33^4*cb^2*la5r*sb^2-2*Zh33^4*cb^3*la7r*sb+2*Zh31*Zh32*Zh33^2*cb^2*la7r-4*Zh31*Zh32*Zh33^2*la5r*s2b
< B02573   |B02572+2*Zh31*Zh32*Zh33^2*la6r*sb^2-2*Zh31*Zh32^2*Zh33*cb*la7i-4*Zh31*Zh32^2*Zh33*la5i*sb-2*Zh31*Zh33^3*cb*la6i*sb^2+4*Zh31*Zh33^3*cb^2*la5i*sb
< B02574   |B02573-4*Zh31^2*Zh32*Zh33*cb*la5i-2*Zh31^2*Zh32*Zh33*la6i*sb+4*Zh32*Zh33^3*cb*la5i*sb^2-2*Zh32*Zh33^3*cb^2*la7i*sb
< B02575   |6*CW^2*Mb^2*Zh31^2+6*CW^2*Mb^2*Zh33^2*sb^2-3*MW^2*Zb11r^2*Zh31^2*cb^2+3*MW^2*Zb11r^2*Zh32^2*cb^2+2*MW^2*SW^2*Zb11r^2*Zh31^2*cb^2
< B02576   |B02575-2*MW^2*SW^2*Zb11r^2*Zh32^2*cb^2-2*MW^2*SW^2*Zb21i^2*Zh31^2*cb^2+2*MW^2*SW^2*Zb21i^2*Zh32^2*cb^2-2*MW^2*SW^2*Zb21r^2*Zh31^2*cb^2+2*MW^2*SW^2*Zb21r^2*Zh32^2*cb^2
< B02577   |B02576+3*MW^2*Zb11r^2*Zh33^2*c2b*cb^2-2*MW^2*SW^2*Zb11r^2*Zh33^2*c2b*cb^2+2*MW^2*SW^2*Zb21i^2*Zh33^2*c2b*cb^2+2*MW^2*SW^2*Zb21r^2*Zh33^2*c2b*cb^2
< B02578   |3*Zb21r*Zh31^2-3*Zb21r*Zh32^2-4*SW^2*Zb21r*Zh31^2+4*SW^2*Zb21r*Zh32^2-3*Zb21r*Zh33^2*c2b
< B02579   |B02578+4*SW^2*Zb21r*Zh33^2*c2b
< B02580   |3*Zb21i*Zh31^2-3*Zb21i*Zh32^2-4*SW^2*Zb21i*Zh31^2+4*SW^2*Zb21i*Zh32^2-3*Zb21i*Zh33^2*c2b
< B02581   |B02580+4*SW^2*Zb21i*Zh33^2*c2b
< B02582   |6*CW^2*Mb^2*Zh31^2+6*CW^2*Mb^2*Zh33^2*sb^2-3*MW^2*Zb21i^2*Zh31^2*cb^2+3*MW^2*Zb21i^2*Zh32^2*cb^2-3*MW^2*Zb21r^2*Zh31^2*cb^2
< B02583   |B02582+3*MW^2*Zb21r^2*Zh32^2*cb^2-2*MW^2*SW^2*Zb11r^2*Zh31^2*cb^2+2*MW^2*SW^2*Zb11r^2*Zh32^2*cb^2+2*MW^2*SW^2*Zb21i^2*Zh31^2*cb^2-2*MW^2*SW^2*Zb21i^2*Zh32^2*cb^2
< B02584   |B02583+2*MW^2*SW^2*Zb21r^2*Zh31^2*cb^2-2*MW^2*SW^2*Zb21r^2*Zh32^2*cb^2+3*MW^2*Zb21i^2*Zh33^2*c2b*cb^2+3*MW^2*Zb21r^2*Zh33^2*c2b*cb^2+2*MW^2*SW^2*Zb11r^2*Zh33^2*c2b*cb^2
< B02585   |B02584-2*MW^2*SW^2*Zb21i^2*Zh33^2*c2b*cb^2-2*MW^2*SW^2*Zb21r^2*Zh33^2*c2b*cb^2
< B02586   |6*CW^2*Mc^2*Zh32^2+3*MW^2*Zh31^2*sb^2-3*MW^2*Zh32^2*sb^2+6*CW^2*Mc^2*Zh33^2*cb^2-4*MW^2*SW^2*Zh31^2*sb^2
< B02587   |B02586+4*MW^2*SW^2*Zh32^2*sb^2-3*MW^2*Zh33^2*c2b*sb^2+4*MW^2*SW^2*Zh33^2*c2b*sb^2
< B02588   |3*CW^2*Mc^2*Zh32^2+3*CW^2*Mc^2*Zh33^2*cb^2+2*MW^2*SW^2*Zh31^2*sb^2-2*MW^2*SW^2*Zh32^2*sb^2-2*MW^2*SW^2*Zh33^2*c2b*sb^2
< B02589   |6*CW^2*Mq^2*Zh31^2-3*MW^2*Zh31^2*cb^2+3*MW^2*Zh32^2*cb^2+6*CW^2*Mq^2*Zh33^2*sb^2+2*MW^2*SW^2*Zh31^2*cb^2
< B02590   |B02589-2*MW^2*SW^2*Zh32^2*cb^2+3*MW^2*Zh33^2*c2b*cb^2-2*MW^2*SW^2*Zh33^2*c2b*cb^2
< B02591   |3*CW^2*Mq^2*Zh31^2+3*CW^2*Mq^2*Zh33^2*sb^2-MW^2*SW^2*Zh31^2*cb^2+MW^2*SW^2*Zh32^2*cb^2+MW^2*SW^2*Zh33^2*c2b*cb^2
< B02592   |Zh31^2-Zh32^2-Zh33^2*c2b
< B02593   |2*CW^2*Ml^2*Zh31^2+2*CW^2*Ml^2*Zh33^2*sb^2-MW^2*Zh31^2*Zl11r^2*cb^2+MW^2*Zh32^2*Zl11r^2*cb^2+2*MW^2*SW^2*Zh31^2*Zl11r^2*cb^2
< B02594   |B02593-2*MW^2*SW^2*Zh31^2*Zl21i^2*cb^2-2*MW^2*SW^2*Zh31^2*Zl21r^2*cb^2-2*MW^2*SW^2*Zh32^2*Zl11r^2*cb^2+2*MW^2*SW^2*Zh32^2*Zl21i^2*cb^2+2*MW^2*SW^2*Zh32^2*Zl21r^2*cb^2
< B02595   |B02594+MW^2*Zh33^2*Zl11r^2*c2b*cb^2-2*MW^2*SW^2*Zh33^2*Zl11r^2*c2b*cb^2+2*MW^2*SW^2*Zh33^2*Zl21i^2*c2b*cb^2+2*MW^2*SW^2*Zh33^2*Zl21r^2*c2b*cb^2
< B02596   |Zh31^2*Zl21r-Zh32^2*Zl21r-4*SW^2*Zh31^2*Zl21r+4*SW^2*Zh32^2*Zl21r-Zh33^2*Zl21r*c2b
< B02597   |B02596+4*SW^2*Zh33^2*Zl21r*c2b
< B02598   |Zh31^2*Zl21i-Zh32^2*Zl21i-4*SW^2*Zh31^2*Zl21i+4*SW^2*Zh32^2*Zl21i-Zh33^2*Zl21i*c2b
< B02599   |B02598+4*SW^2*Zh33^2*Zl21i*c2b
< B02600   |2*CW^2*Ml^2*Zh31^2+2*CW^2*Ml^2*Zh33^2*sb^2-MW^2*Zh31^2*Zl21i^2*cb^2-MW^2*Zh31^2*Zl21r^2*cb^2+MW^2*Zh32^2*Zl21i^2*cb^2
< B02601   |B02600+MW^2*Zh32^2*Zl21r^2*cb^2-2*MW^2*SW^2*Zh31^2*Zl11r^2*cb^2+2*MW^2*SW^2*Zh31^2*Zl21i^2*cb^2+2*MW^2*SW^2*Zh31^2*Zl21r^2*cb^2+2*MW^2*SW^2*Zh32^2*Zl11r^2*cb^2
< B02602   |B02601-2*MW^2*SW^2*Zh32^2*Zl21i^2*cb^2-2*MW^2*SW^2*Zh32^2*Zl21r^2*cb^2+MW^2*Zh33^2*Zl21i^2*c2b*cb^2+MW^2*Zh33^2*Zl21r^2*c2b*cb^2+2*MW^2*SW^2*Zh33^2*Zl11r^2*c2b*cb^2
< B02603   |B02602-2*MW^2*SW^2*Zh33^2*Zl21i^2*c2b*cb^2-2*MW^2*SW^2*Zh33^2*Zl21r^2*c2b*cb^2
< B02604   |6*CW^2*Mt^2*Zh32^2+6*CW^2*Mt^2*Zh33^2*cb^2+3*MW^2*Zh31^2*Zt11r^2*sb^2-3*MW^2*Zh32^2*Zt11r^2*sb^2-3*MW^2*Zh33^2*Zt11r^2*sb^2
< B02605   |B02604+6*MW^2*Zh33^2*Zt11r^2*sb^4-4*MW^2*SW^2*Zh31^2*Zt11r^2*sb^2+4*MW^2*SW^2*Zh31^2*Zt21i^2*sb^2+4*MW^2*SW^2*Zh31^2*Zt21r^2*sb^2+4*MW^2*SW^2*Zh32^2*Zt11r^2*sb^2
< B02606   |B02605-4*MW^2*SW^2*Zh32^2*Zt21i^2*sb^2-4*MW^2*SW^2*Zh32^2*Zt21r^2*sb^2+4*MW^2*SW^2*Zh33^2*Zt11r^2*sb^2-8*MW^2*SW^2*Zh33^2*Zt11r^2*sb^4-4*MW^2*SW^2*Zh33^2*Zt21i^2*sb^2
< B02607   |B02606+8*MW^2*SW^2*Zh33^2*Zt21i^2*sb^4-4*MW^2*SW^2*Zh33^2*Zt21r^2*sb^2+8*MW^2*SW^2*Zh33^2*Zt21r^2*sb^4
< B02608   |3*Zh31^2*Zt21r-3*Zh32^2*Zt21r-8*SW^2*Zh31^2*Zt21r+8*SW^2*Zh32^2*Zt21r-3*Zh33^2*Zt21r*c2b
< B02609   |B02608+8*SW^2*Zh33^2*Zt21r*c2b
< B02610   |3*Zh31^2*Zt21i-3*Zh32^2*Zt21i-8*SW^2*Zh31^2*Zt21i+8*SW^2*Zh32^2*Zt21i-3*Zh33^2*Zt21i*c2b
< B02611   |B02610+8*SW^2*Zh33^2*Zt21i*c2b
< B02612   |6*CW^2*Mt^2*Zh32^2+6*CW^2*Mt^2*Zh33^2*cb^2+3*MW^2*Zh31^2*Zt21i^2*sb^2+3*MW^2*Zh31^2*Zt21r^2*sb^2-3*MW^2*Zh32^2*Zt21i^2*sb^2
< B02613   |B02612-3*MW^2*Zh32^2*Zt21r^2*sb^2-3*MW^2*Zh33^2*Zt21i^2*sb^2+6*MW^2*Zh33^2*Zt21i^2*sb^4-3*MW^2*Zh33^2*Zt21r^2*sb^2+6*MW^2*Zh33^2*Zt21r^2*sb^4
< B02614   |B02613+4*MW^2*SW^2*Zh31^2*Zt11r^2*sb^2-4*MW^2*SW^2*Zh31^2*Zt21i^2*sb^2-4*MW^2*SW^2*Zh31^2*Zt21r^2*sb^2-4*MW^2*SW^2*Zh32^2*Zt11r^2*sb^2+4*MW^2*SW^2*Zh32^2*Zt21i^2*sb^2
< B02615   |B02614+4*MW^2*SW^2*Zh32^2*Zt21r^2*sb^2-4*MW^2*SW^2*Zh33^2*Zt11r^2*sb^2+8*MW^2*SW^2*Zh33^2*Zt11r^2*sb^4+4*MW^2*SW^2*Zh33^2*Zt21i^2*sb^2-8*MW^2*SW^2*Zh33^2*Zt21i^2*sb^4
< B02616   |B02615+4*MW^2*SW^2*Zh33^2*Zt21r^2*sb^2-8*MW^2*SW^2*Zh33^2*Zt21r^2*sb^4
< B02617   |6*CW^2*Mq^2*Zh32^2+3*MW^2*Zh31^2*sb^2-3*MW^2*Zh32^2*sb^2+6*CW^2*Mq^2*Zh33^2*cb^2-4*MW^2*SW^2*Zh31^2*sb^2
< B02618   |B02617+4*MW^2*SW^2*Zh32^2*sb^2-3*MW^2*Zh33^2*c2b*sb^2+4*MW^2*SW^2*Zh33^2*c2b*sb^2
< B02619   |3*CW^2*Mq^2*Zh32^2+3*CW^2*Mq^2*Zh33^2*cb^2+2*MW^2*SW^2*Zh31^2*sb^2-2*MW^2*SW^2*Zh32^2*sb^2-2*MW^2*SW^2*Zh33^2*c2b*sb^2
---
> B00033   |-Zb21i*cfi3+Zb21r*sfi3
> B00034   |3*CW*MW*Zb11r*Zn12r*cb-MW*SW*Zb11r*Zn11r*cb+3*CW*Mb*Zb21r*Zn13r-3*CW*Mb*Zb21i*Zn13i
> B00035   |3*CW*MW*Zb11r*Zn12i*cb-MW*SW*Zb11r*Zn11i*cb+3*CW*Mb*Zb21r*Zn13i+3*CW*Mb*Zb21i*Zn13r
> B00036   |2*MW*SW*Zb21r*Zn11r*cb+2*MW*SW*Zb21i*Zn11i*cb-3*CW*Mb*Zb11r*Zn13r
> B00037   |2*MW*SW*Zb21i*Zn11r*cb-2*MW*SW*Zb21r*Zn11i*cb+3*CW*Mb*Zb11r*Zn13i
> B00038   |3*CW*MW*Zb21r*Zn12r*cb+3*CW*MW*Zb21i*Zn12i*cb-MW*SW*Zb21r*Zn11r*cb-MW*SW*Zb21i*Zn11i*cb-3*CW*Mb*Zb11r*Zn13r
> B00039   |3*CW*MW*Zb21r*Zn12i*cb-3*CW*MW*Zb21i*Zn12r*cb+MW*SW*Zb21i*Zn11r*cb-MW*SW*Zb21r*Zn11i*cb-3*CW*Mb*Zb11r*Zn13i
> B00040   |-2*MW*SW*Zb11r*Zn11r*cb-3*CW*Mb*Zb21r*Zn13r+3*CW*Mb*Zb21i*Zn13i
> B00041   |2*MW*SW*Zb11r*Zn11i*cb+3*CW*Mb*Zb21i*Zn13r+3*CW*Mb*Zb21r*Zn13i
> B00042   |3*CW*MW*Zb11r*Zn22r*cb-MW*SW*Zb11r*Zn21r*cb+3*CW*Mb*Zb21r*Zn23r-3*CW*Mb*Zb21i*Zn23i
> B00043   |3*CW*MW*Zb11r*Zn22i*cb-MW*SW*Zb11r*Zn21i*cb+3*CW*Mb*Zb21r*Zn23i+3*CW*Mb*Zb21i*Zn23r
> B00044   |2*MW*SW*Zb21r*Zn21r*cb+2*MW*SW*Zb21i*Zn21i*cb-3*CW*Mb*Zb11r*Zn23r
> B00045   |2*MW*SW*Zb21i*Zn21r*cb-2*MW*SW*Zb21r*Zn21i*cb+3*CW*Mb*Zb11r*Zn23i
> B00046   |3*CW*MW*Zb21r*Zn22r*cb+3*CW*MW*Zb21i*Zn22i*cb-MW*SW*Zb21r*Zn21r*cb-MW*SW*Zb21i*Zn21i*cb-3*CW*Mb*Zb11r*Zn23r
> B00047   |3*CW*MW*Zb21r*Zn22i*cb-3*CW*MW*Zb21i*Zn22r*cb+MW*SW*Zb21i*Zn21r*cb-MW*SW*Zb21r*Zn21i*cb-3*CW*Mb*Zb11r*Zn23i
> B00048   |-2*MW*SW*Zb11r*Zn21r*cb-3*CW*Mb*Zb21r*Zn23r+3*CW*Mb*Zb21i*Zn23i
> B00049   |2*MW*SW*Zb11r*Zn21i*cb+3*CW*Mb*Zb21i*Zn23r+3*CW*Mb*Zb21r*Zn23i
> B00050   |3*CW*MW*Zb11r*Zn32r*cb-MW*SW*Zb11r*Zn31r*cb+3*CW*Mb*Zb21r*Zn33r-3*CW*Mb*Zb21i*Zn33i
> B00051   |3*CW*MW*Zb11r*Zn32i*cb-MW*SW*Zb11r*Zn31i*cb+3*CW*Mb*Zb21r*Zn33i+3*CW*Mb*Zb21i*Zn33r
> B00052   |2*MW*SW*Zb21r*Zn31r*cb+2*MW*SW*Zb21i*Zn31i*cb-3*CW*Mb*Zb11r*Zn33r
> B00053   |2*MW*SW*Zb21i*Zn31r*cb-2*MW*SW*Zb21r*Zn31i*cb+3*CW*Mb*Zb11r*Zn33i
> B00054   |3*CW*MW*Zb21r*Zn32r*cb+3*CW*MW*Zb21i*Zn32i*cb-MW*SW*Zb21r*Zn31r*cb-MW*SW*Zb21i*Zn31i*cb-3*CW*Mb*Zb11r*Zn33r
> B00055   |3*CW*MW*Zb21r*Zn32i*cb-3*CW*MW*Zb21i*Zn32r*cb+MW*SW*Zb21i*Zn31r*cb-MW*SW*Zb21r*Zn31i*cb-3*CW*Mb*Zb11r*Zn33i
> B00056   |-2*MW*SW*Zb11r*Zn31r*cb-3*CW*Mb*Zb21r*Zn33r+3*CW*Mb*Zb21i*Zn33i
> B00057   |2*MW*SW*Zb11r*Zn31i*cb+3*CW*Mb*Zb21i*Zn33r+3*CW*Mb*Zb21r*Zn33i
> B00058   |3*CW*MW*Zb11r*Zn42r*cb-MW*SW*Zb11r*Zn41r*cb+3*CW*Mb*Zb21r*Zn43r-3*CW*Mb*Zb21i*Zn43i
> B00059   |3*CW*MW*Zb11r*Zn42i*cb-MW*SW*Zb11r*Zn41i*cb+3*CW*Mb*Zb21r*Zn43i+3*CW*Mb*Zb21i*Zn43r
> B00060   |2*MW*SW*Zb21r*Zn41r*cb+2*MW*SW*Zb21i*Zn41i*cb-3*CW*Mb*Zb11r*Zn43r
> B00061   |2*MW*SW*Zb21i*Zn41r*cb-2*MW*SW*Zb21r*Zn41i*cb+3*CW*Mb*Zb11r*Zn43i
> B00062   |3*CW*MW*Zb21r*Zn42r*cb+3*CW*MW*Zb21i*Zn42i*cb-MW*SW*Zb21r*Zn41r*cb-MW*SW*Zb21i*Zn41i*cb-3*CW*Mb*Zb11r*Zn43r
> B00063   |3*CW*MW*Zb21r*Zn42i*cb-3*CW*MW*Zb21i*Zn42r*cb+MW*SW*Zb21i*Zn41r*cb-MW*SW*Zb21r*Zn41i*cb-3*CW*Mb*Zb11r*Zn43i
> B00064   |-2*MW*SW*Zb11r*Zn41r*cb-3*CW*Mb*Zb21r*Zn43r+3*CW*Mb*Zb21i*Zn43i
> B00065   |2*MW*SW*Zb11r*Zn41i*cb+3*CW*Mb*Zb21i*Zn43r+3*CW*Mb*Zb21r*Zn43i
> B00066   |3*CW*MW*Zn12r*sb+MW*SW*Zn11r*sb
> B00067   |3*CW*MW*Zn12i*sb+MW*SW*Zn11i*sb
> B00068   |3*CW*MW*Zn22r*sb+MW*SW*Zn21r*sb
> B00069   |3*CW*MW*Zn22i*sb+MW*SW*Zn21i*sb
> B00070   |3*CW*MW*Zn32r*sb+MW*SW*Zn31r*sb
> B00071   |3*CW*MW*Zn32i*sb+MW*SW*Zn31i*sb
> B00072   |3*CW*MW*Zn42r*sb+MW*SW*Zn41r*sb
> B00073   |3*CW*MW*Zn42i*sb+MW*SW*Zn41i*sb
> B00074   |3*CW*MW*Zn12r*cb-MW*SW*Zn11r*cb
> B00075   |3*CW*MW*Zn12i*cb-MW*SW*Zn11i*cb
> B00076   |3*CW*MW*Zn22r*cb-MW*SW*Zn21r*cb
> B00077   |3*CW*MW*Zn22i*cb-MW*SW*Zn21i*cb
> B00078   |3*CW*MW*Zn32r*cb-MW*SW*Zn31r*cb
> B00079   |3*CW*MW*Zn32i*cb-MW*SW*Zn31i*cb
> B00080   |3*CW*MW*Zn42r*cb-MW*SW*Zn41r*cb
> B00081   |3*CW*MW*Zn42i*cb-MW*SW*Zn41i*cb
> B00082   |CW*Zn12r+SW*Zn11r
> B00083   |CW*Zn12i+SW*Zn11i
> B00084   |CW*Zn22r+SW*Zn21r
> B00085   |CW*Zn22i+SW*Zn21i
> B00086   |CW*Zn32r+SW*Zn31r
> B00087   |CW*Zn32i+SW*Zn31i
> B00088   |CW*Zn42r+SW*Zn41r
> B00089   |CW*Zn42i+SW*Zn41i
> B00090   |2*Zh11*cb*la1*sb^2+2*Zh12*cb^2*la2*sb+Zh11*cb^3*la3+Zh12*la3*sb^3-Zh12*cb^2*la4*sb
> B00091   |B00090-Zh11*cb*la4*sb^2-2*Zh12*cb^2*la5r*sb-2*Zh11*cb*la5r*sb^2+Zh13*la5i*s2b+3*Zh11*la6r*sb^3
> B00092   |B00091-2*Zh11*la6r*sb+Zh12*cb*la6r*sb^2-Zh13*la6i*sb^2-3*Zh12*cb*la7r*sb^2+Zh12*cb*la7r
> B00093   |B00092+Zh11*cb^2*la7r*sb-Zh13*cb^2*la7i
> B00094   |2*Zh21*cb*la1*sb^2+2*Zh22*cb^2*la2*sb+Zh21*cb^3*la3+Zh22*la3*sb^3-Zh22*cb^2*la4*sb
> B00095   |B00094-Zh21*cb*la4*sb^2-2*Zh22*cb^2*la5r*sb-2*Zh21*cb*la5r*sb^2+Zh23*la5i*s2b+3*Zh21*la6r*sb^3
> B00096   |B00095-2*Zh21*la6r*sb+Zh22*cb*la6r*sb^2-Zh23*la6i*sb^2-3*Zh22*cb*la7r*sb^2+Zh22*cb*la7r
> B00097   |B00096+Zh21*cb^2*la7r*sb-Zh23*cb^2*la7i
> B00098   |2*Zh31*cb*la1*sb^2+2*Zh32*cb^2*la2*sb+Zh31*cb^3*la3+Zh32*la3*sb^3-Zh32*cb^2*la4*sb
> B00099   |B00098-Zh31*cb*la4*sb^2-2*Zh32*cb^2*la5r*sb-2*Zh31*cb*la5r*sb^2+Zh33*la5i*s2b+3*Zh31*la6r*sb^3
> B00100   |B00099-2*Zh31*la6r*sb+Zh32*cb*la6r*sb^2-Zh33*la6i*sb^2-3*Zh32*cb*la7r*sb^2+Zh32*cb*la7r
> B00101   |B00100+Zh31*cb^2*la7r*sb-Zh33*cb^2*la7i
> B00102   |Zh11*sb-Zh12*cb
> B00103   |-Zh11*sb+Zh12*cb
> B00104   |Zh21*sb-Zh22*cb
> B00105   |-Zh21*sb+Zh22*cb
> B00106   |Zh31*sb-Zh32*cb
> B00107   |-Zh31*sb+Zh32*cb
> B00108   |4*Zh11*cb^2*la1*sb-4*Zh12*cb*la2*sb^2-2*Zh11*cb^2*la3*sb+2*Zh12*cb*la3*sb^2-Zh12*c2b*cb*la4
> B00109   |B00108-Zh11*c2b*la4*sb-2*Zh12*c2b*cb*la5r-2*Zh11*c2b*la5r*sb+2*Zh13*c2b*la5i+6*Zh11*cb*la6r*sb^2
> B00110   |B00109-2*Zh11*cb*la6r+2*Zh12*cb^2*la6r*sb-Zh13*la6i*s2b+6*Zh12*la7r*sb^3-4*Zh12*la7r*sb
> B00111   |B00110-2*Zh11*cb*la7r*sb^2+Zh13*la7i*s2b
> B00112   |Zh13*la4-2*Zh13*la5r-2*Zh12*cb*la5i-2*Zh11*la5i*sb-2*Zh11*cb*la6i
> B00113   |B00112-2*Zh12*la7i*sb
> B00114   |4*Zh21*cb^2*la1*sb-4*Zh22*cb*la2*sb^2-2*Zh21*cb^2*la3*sb+2*Zh22*cb*la3*sb^2-Zh22*c2b*cb*la4
> B00115   |B00114-Zh21*c2b*la4*sb-2*Zh22*c2b*cb*la5r-2*Zh21*c2b*la5r*sb+2*Zh23*c2b*la5i+6*Zh21*cb*la6r*sb^2
> B00116   |B00115-2*Zh21*cb*la6r+2*Zh22*cb^2*la6r*sb-Zh23*la6i*s2b+6*Zh22*la7r*sb^3-4*Zh22*la7r*sb
> B00117   |B00116-2*Zh21*cb*la7r*sb^2+Zh23*la7i*s2b
> B00118   |Zh23*la4-2*Zh23*la5r-2*Zh22*cb*la5i-2*Zh21*la5i*sb-2*Zh21*cb*la6i
> B00119   |B00118-2*Zh22*la7i*sb
> B00120   |4*Zh31*cb^2*la1*sb-4*Zh32*cb*la2*sb^2-2*Zh31*cb^2*la3*sb+2*Zh32*cb*la3*sb^2-Zh32*c2b*cb*la4
> B00121   |B00120-Zh31*c2b*la4*sb-2*Zh32*c2b*cb*la5r-2*Zh31*c2b*la5r*sb+2*Zh33*c2b*la5i+6*Zh31*cb*la6r*sb^2
> B00122   |B00121-2*Zh31*cb*la6r+2*Zh32*cb^2*la6r*sb-Zh33*la6i*s2b+6*Zh32*la7r*sb^3-4*Zh32*la7r*sb
> B00123   |B00122-2*Zh31*cb*la7r*sb^2+Zh33*la7i*s2b
> B00124   |Zh33*la4-2*Zh33*la5r-2*Zh32*cb*la5i-2*Zh31*la5i*sb-2*Zh31*cb*la6i
> B00125   |B00124-2*Zh32*la7i*sb
> B00126   |2*MW^2*cb^2*sb^2-Mc^2*cb^2-Mq^2*sb^2
> B00127   |cb*mur+Adr*sb
> B00128   |cb*mui-Adi*sb
> B00129   |mur*sb+Aur*cb
> B00130   |-mui*sb+Aui*cb
> B00131   |2*MW^2*Zl11r*cb^2*sb+Ml*Zl21r*cb*mur-Ml*Zl21i*cb*mui-Ml^2*Zl11r*sb+Alr*Ml*Zl21r*sb
> B00132   |B00131+Ali*Ml*Zl21i*sb
> B00133   |Ml*Zl21i*cb*mur+Ml*Zl21r*cb*mui+Alr*Ml*Zl21i*sb-Ali*Ml*Zl21r*sb
> B00134   |2*MW^2*Zl21r*cb^2*sb-Ml*Zl11r*cb*mur-Ml^2*Zl21r*sb-Alr*Ml*Zl11r*sb
> B00135   |-2*MW^2*Zl21i*cb^2*sb-Ml*Zl11r*cb*mui+Ml^2*Zl21i*sb+Ali*Ml*Zl11r*sb
> B00136   |4*MW^2*Zb11r*Zt11r*cb^2*sb^2+Mb*Zb21r*Zt11r*mur*s2b-Mb*Zb21i*Zt11r*mui*s2b+Mt*Zb11r*Zt21r*mur*s2b-Mt*Zb11r*Zt21i*mui*s2b
> B00137   |B00136-2*Mb*Mt*Zb21i*Zt21i-2*Mb*Mt*Zb21r*Zt21r-2*Mt^2*Zb11r*Zt11r*cb^2-2*Mb^2*Zb11r*Zt11r*sb^2+2*Atr*Mt*Zb11r*Zt21r*cb^2
> B00138   |B00137+2*Ati*Mt*Zb11r*Zt21i*cb^2+2*Abr*Mb*Zb21r*Zt11r*sb^2+2*Abi*Mb*Zb21i*Zt11r*sb^2
> B00139   |Mb*Zb21i*Zt11r*mur*s2b+Mb*Zb21r*Zt11r*mui*s2b-Mt*Zb11r*Zt21i*mur*s2b-Mt*Zb11r*Zt21r*mui*s2b-2*Mb*Mt*Zb21i*Zt21r
> B00140   |B00139+2*Mb*Mt*Zb21r*Zt21i-2*Atr*Mt*Zb11r*Zt21i*cb^2+2*Ati*Mt*Zb11r*Zt21r*cb^2+2*Abr*Mb*Zb21i*Zt11r*sb^2-2*Abi*Mb*Zb21r*Zt11r*sb^2
> B00141   |4*MW^2*Zb21r*Zt11r*cb^2*sb^2-Mb*Zb11r*Zt11r*mur*s2b-2*Mt*Zb21i*Zt21i*cb*mur*sb+2*Mt*Zb21r*Zt21r*cb*mur*sb-2*Mt*Zb21i*Zt21r*cb*mui*sb
> B00142   |B00141-2*Mt*Zb21r*Zt21i*cb*mui*sb+2*Mb*Mt*Zb11r*Zt21r-2*Mt^2*Zb21r*Zt11r*cb^2-2*Mb^2*Zb21r*Zt11r*sb^2-2*Atr*Mt*Zb21i*Zt21i
> B00143   |B00142+2*Atr*Mt*Zb21r*Zt21r+2*Atr*Mt*Zb21i*Zt21i*sb^2-2*Atr*Mt*Zb21r*Zt21r*sb^2+2*Ati*Mt*Zb21i*Zt21r+2*Ati*Mt*Zb21r*Zt21i
> B00144   |B00143-2*Ati*Mt*Zb21i*Zt21r*sb^2-2*Ati*Mt*Zb21r*Zt21i*sb^2-2*Abr*Mb*Zb11r*Zt11r*sb^2
> B00145   |-4*MW^2*Zb21i*Zt11r*cb^2*sb^2-Mb*Zb11r*Zt11r*mui*s2b-2*Mt*Zb21i*Zt21r*cb*mur*sb-2*Mt*Zb21r*Zt21i*cb*mur*sb+2*Mt*Zb21i*Zt21i*cb*mui*sb
> B00146   |B00145-2*Mt*Zb21r*Zt21r*cb*mui*sb-2*Mb*Mt*Zb11r*Zt21i+2*Mt^2*Zb21i*Zt11r*cb^2+2*Mb^2*Zb21i*Zt11r*sb^2-2*Atr*Mt*Zb21i*Zt21r
> B00147   |B00146-2*Atr*Mt*Zb21r*Zt21i+2*Atr*Mt*Zb21i*Zt21r*sb^2+2*Atr*Mt*Zb21r*Zt21i*sb^2-2*Ati*Mt*Zb21i*Zt21i+2*Ati*Mt*Zb21r*Zt21r
> B00148   |B00147+2*Ati*Mt*Zb21i*Zt21i*sb^2-2*Ati*Mt*Zb21r*Zt21r*sb^2+2*Abi*Mb*Zb11r*Zt11r*sb^2
> B00149   |4*MW^2*Zb11r*Zt21r*cb^2*sb^2-2*Mb*Zb21i*Zt21i*cb*mur*sb+2*Mb*Zb21r*Zt21r*cb*mur*sb-2*Mb*Zb21i*Zt21r*cb*mui*sb-2*Mb*Zb21r*Zt21i*cb*mui*sb
> B00150   |B00149-Mt*Zb11r*Zt11r*mur*s2b+2*Mb*Mt*Zb21r*Zt11r-2*Mt^2*Zb11r*Zt21r*cb^2-2*Mb^2*Zb11r*Zt21r*sb^2-2*Atr*Mt*Zb11r*Zt11r*cb^2
> B00151   |B00150-2*Abr*Mb*Zb21i*Zt21i*sb^2+2*Abr*Mb*Zb21r*Zt21r*sb^2+2*Abi*Mb*Zb21i*Zt21r*sb^2+2*Abi*Mb*Zb21r*Zt21i*sb^2
> B00152   |4*MW^2*Zb11r*Zt21i*cb^2*sb^2+2*Mb*Zb21i*Zt21r*cb*mur*sb+2*Mb*Zb21r*Zt21i*cb*mur*sb-2*Mb*Zb21i*Zt21i*cb*mui*sb+2*Mb*Zb21r*Zt21r*cb*mui*sb
> B00153   |B00152+Mt*Zb11r*Zt11r*mui*s2b+2*Mb*Mt*Zb21i*Zt11r-2*Mt^2*Zb11r*Zt21i*cb^2-2*Mb^2*Zb11r*Zt21i*sb^2-2*Ati*Mt*Zb11r*Zt11r*cb^2
> B00154   |B00153+2*Abr*Mb*Zb21i*Zt21r*sb^2+2*Abr*Mb*Zb21r*Zt21i*sb^2+2*Abi*Mb*Zb21i*Zt21i*sb^2-2*Abi*Mb*Zb21r*Zt21r*sb^2
> B00155   |4*MW^2*Zb21i*Zt21i*sb^2-4*MW^2*Zb21i*Zt21i*sb^4+4*MW^2*Zb21r*Zt21r*sb^2-4*MW^2*Zb21r*Zt21r*sb^4-Mb*Zb11r*Zt21r*mur*s2b
> B00156   |B00155+Mb*Zb11r*Zt21i*mui*s2b-Mt*Zb21r*Zt11r*mur*s2b+Mt*Zb21i*Zt11r*mui*s2b-2*Mb*Mt*Zb11r*Zt11r-2*Mt^2*Zb21i*Zt21i
> B00157   |B00156-2*Mt^2*Zb21r*Zt21r+2*Mt^2*Zb21i*Zt21i*sb^2+2*Mt^2*Zb21r*Zt21r*sb^2-2*Mb^2*Zb21i*Zt21i*sb^2-2*Mb^2*Zb21r*Zt21r*sb^2
> B00158   |B00157-2*Atr*Mt*Zb21r*Zt11r*cb^2-2*Ati*Mt*Zb21i*Zt11r*cb^2-2*Abr*Mb*Zb11r*Zt21r*sb^2-2*Abi*Mb*Zb11r*Zt21i*sb^2
> B00159   |-4*MW^2*Zb21i*Zt21r*sb^2+4*MW^2*Zb21i*Zt21r*sb^4+4*MW^2*Zb21r*Zt21i*sb^2-4*MW^2*Zb21r*Zt21i*sb^4-Mb*Zb11r*Zt21i*mur*s2b
> B00160   |B00159-Mb*Zb11r*Zt21r*mui*s2b+Mt*Zb21i*Zt11r*mur*s2b+Mt*Zb21r*Zt11r*mui*s2b+2*Mt^2*Zb21i*Zt21r-2*Mt^2*Zb21r*Zt21i
> B00161   |B00160-2*Mt^2*Zb21i*Zt21r*sb^2+2*Mt^2*Zb21r*Zt21i*sb^2+2*Mb^2*Zb21i*Zt21r*sb^2-2*Mb^2*Zb21r*Zt21i*sb^2+2*Atr*Mt*Zb21i*Zt11r*cb^2
> B00162   |B00161-2*Ati*Mt*Zb21r*Zt11r*cb^2-2*Abr*Mb*Zb11r*Zt21i*sb^2+2*Abi*Mb*Zb11r*Zt21r*sb^2
> B00163   |2*MW^2*cb^2*sb^2-Mq^2
> B00164   |-Zh13*la4+2*Zh13*la5r+2*Zh12*cb*la5i+2*Zh11*la5i*sb+2*Zh11*cb*la6i
> B00165   |B00164+2*Zh12*la7i*sb
> B00166   |-Zh23*la4+2*Zh23*la5r+2*Zh22*cb*la5i+2*Zh21*la5i*sb+2*Zh21*cb*la6i
> B00167   |B00166+2*Zh22*la7i*sb
> B00168   |-Zh33*la4+2*Zh33*la5r+2*Zh32*cb*la5i+2*Zh31*la5i*sb+2*Zh31*cb*la6i
> B00169   |B00168+2*Zh32*la7i*sb
> B00170   |-Mb*Zb21i*Zt11r*mur*s2b-Mb*Zb21r*Zt11r*mui*s2b+Mt*Zb11r*Zt21i*mur*s2b+Mt*Zb11r*Zt21r*mui*s2b+2*Mb*Mt*Zb21i*Zt21r
> B00171   |B00170-2*Mb*Mt*Zb21r*Zt21i+2*Atr*Mt*Zb11r*Zt21i*cb^2-2*Ati*Mt*Zb11r*Zt21r*cb^2-2*Abr*Mb*Zb21i*Zt11r*sb^2+2*Abi*Mb*Zb21r*Zt11r*sb^2
> B00172   |-4*MW^2*Zb11r*Zt21i*cb^2*sb^2-2*Mb*Zb21i*Zt21r*cb*mur*sb-2*Mb*Zb21r*Zt21i*cb*mur*sb+2*Mb*Zb21i*Zt21i*cb*mui*sb-2*Mb*Zb21r*Zt21r*cb*mui*sb
> B00173   |B00172-Mt*Zb11r*Zt11r*mui*s2b-2*Mb*Mt*Zb21i*Zt11r+2*Mt^2*Zb11r*Zt21i*cb^2+2*Mb^2*Zb11r*Zt21i*sb^2+2*Ati*Mt*Zb11r*Zt11r*cb^2
> B00174   |B00173-2*Abr*Mb*Zb21i*Zt21r*sb^2-2*Abr*Mb*Zb21r*Zt21i*sb^2-2*Abi*Mb*Zb21i*Zt21i*sb^2+2*Abi*Mb*Zb21r*Zt21r*sb^2
> B00175   |4*MW^2*Zb21i*Zt11r*cb^2*sb^2+Mb*Zb11r*Zt11r*mui*s2b+2*Mt*Zb21i*Zt21r*cb*mur*sb+2*Mt*Zb21r*Zt21i*cb*mur*sb-2*Mt*Zb21i*Zt21i*cb*mui*sb
> B00176   |B00175+2*Mt*Zb21r*Zt21r*cb*mui*sb+2*Mb*Mt*Zb11r*Zt21i-2*Mt^2*Zb21i*Zt11r*cb^2-2*Mb^2*Zb21i*Zt11r*sb^2+2*Atr*Mt*Zb21i*Zt21r
> B00177   |B00176+2*Atr*Mt*Zb21r*Zt21i-2*Atr*Mt*Zb21i*Zt21r*sb^2-2*Atr*Mt*Zb21r*Zt21i*sb^2+2*Ati*Mt*Zb21i*Zt21i-2*Ati*Mt*Zb21r*Zt21r
> B00178   |B00177-2*Ati*Mt*Zb21i*Zt21i*sb^2+2*Ati*Mt*Zb21r*Zt21r*sb^2-2*Abi*Mb*Zb11r*Zt11r*sb^2
> B00179   |4*MW^2*Zb21i*Zt21r*sb^2-4*MW^2*Zb21i*Zt21r*sb^4-4*MW^2*Zb21r*Zt21i*sb^2+4*MW^2*Zb21r*Zt21i*sb^4+Mb*Zb11r*Zt21i*mur*s2b
> B00180   |B00179+Mb*Zb11r*Zt21r*mui*s2b-Mt*Zb21i*Zt11r*mur*s2b-Mt*Zb21r*Zt11r*mui*s2b-2*Mt^2*Zb21i*Zt21r+2*Mt^2*Zb21r*Zt21i
> B00181   |B00180+2*Mt^2*Zb21i*Zt21r*sb^2-2*Mt^2*Zb21r*Zt21i*sb^2-2*Mb^2*Zb21i*Zt21r*sb^2+2*Mb^2*Zb21r*Zt21i*sb^2-2*Atr*Mt*Zb21i*Zt11r*cb^2
> B00182   |B00181+2*Ati*Mt*Zb21r*Zt11r*cb^2+2*Abr*Mb*Zb11r*Zt21i*sb^2-2*Abi*Mb*Zb11r*Zt21r*sb^2
> B00183   |mui*sb-Aui*cb
> B00184   |-cb*mui+Adi*sb
> B00185   |-Ml*Zl21i*cb*mur-Ml*Zl21r*cb*mui-Alr*Ml*Zl21i*sb+Ali*Ml*Zl21r*sb
> B00186   |2*MW^2*Zl21i*cb^2*sb+Ml*Zl11r*cb*mui-Ml^2*Zl21i*sb-Ali*Ml*Zl11r*sb
> B00187   |CW*MW*Zl11r*Zn12r*cb+MW*SW*Zl11r*Zn11r*cb+CW*Ml*Zl21r*Zn13r-CW*Ml*Zl21i*Zn13i
> B00188   |CW*MW*Zl11r*Zn12i*cb+MW*SW*Zl11r*Zn11i*cb+CW*Ml*Zl21r*Zn13i+CW*Ml*Zl21i*Zn13r
> B00189   |2*MW*SW*Zl21r*Zn11r*cb+2*MW*SW*Zl21i*Zn11i*cb-CW*Ml*Zl11r*Zn13r
> B00190   |2*MW*SW*Zl21i*Zn11r*cb-2*MW*SW*Zl21r*Zn11i*cb+CW*Ml*Zl11r*Zn13i
> B00191   |CW*MW*Zl21r*Zn12r*cb+CW*MW*Zl21i*Zn12i*cb+MW*SW*Zl21r*Zn11r*cb+MW*SW*Zl21i*Zn11i*cb-CW*Ml*Zl11r*Zn13r
> B00192   |CW*MW*Zl21r*Zn12i*cb-CW*MW*Zl21i*Zn12r*cb-MW*SW*Zl21i*Zn11r*cb+MW*SW*Zl21r*Zn11i*cb-CW*Ml*Zl11r*Zn13i
> B00193   |-2*MW*SW*Zl11r*Zn11r*cb-CW*Ml*Zl21r*Zn13r+CW*Ml*Zl21i*Zn13i
> B00194   |2*MW*SW*Zl11r*Zn11i*cb+CW*Ml*Zl21i*Zn13r+CW*Ml*Zl21r*Zn13i
> B00195   |CW*MW*Zl11r*Zn22r*cb+MW*SW*Zl11r*Zn21r*cb+CW*Ml*Zl21r*Zn23r-CW*Ml*Zl21i*Zn23i
> B00196   |CW*MW*Zl11r*Zn22i*cb+MW*SW*Zl11r*Zn21i*cb+CW*Ml*Zl21r*Zn23i+CW*Ml*Zl21i*Zn23r
> B00197   |2*MW*SW*Zl21r*Zn21r*cb+2*MW*SW*Zl21i*Zn21i*cb-CW*Ml*Zl11r*Zn23r
> B00198   |2*MW*SW*Zl21i*Zn21r*cb-2*MW*SW*Zl21r*Zn21i*cb+CW*Ml*Zl11r*Zn23i
> B00199   |CW*MW*Zl21r*Zn22r*cb+CW*MW*Zl21i*Zn22i*cb+MW*SW*Zl21r*Zn21r*cb+MW*SW*Zl21i*Zn21i*cb-CW*Ml*Zl11r*Zn23r
> B00200   |CW*MW*Zl21r*Zn22i*cb-CW*MW*Zl21i*Zn22r*cb-MW*SW*Zl21i*Zn21r*cb+MW*SW*Zl21r*Zn21i*cb-CW*Ml*Zl11r*Zn23i
> B00201   |-2*MW*SW*Zl11r*Zn21r*cb-CW*Ml*Zl21r*Zn23r+CW*Ml*Zl21i*Zn23i
> B00202   |2*MW*SW*Zl11r*Zn21i*cb+CW*Ml*Zl21i*Zn23r+CW*Ml*Zl21r*Zn23i
> B00203   |CW*MW*Zl11r*Zn32r*cb+MW*SW*Zl11r*Zn31r*cb+CW*Ml*Zl21r*Zn33r-CW*Ml*Zl21i*Zn33i
> B00204   |CW*MW*Zl11r*Zn32i*cb+MW*SW*Zl11r*Zn31i*cb+CW*Ml*Zl21r*Zn33i+CW*Ml*Zl21i*Zn33r
> B00205   |2*MW*SW*Zl21r*Zn31r*cb+2*MW*SW*Zl21i*Zn31i*cb-CW*Ml*Zl11r*Zn33r
> B00206   |2*MW*SW*Zl21i*Zn31r*cb-2*MW*SW*Zl21r*Zn31i*cb+CW*Ml*Zl11r*Zn33i
> B00207   |CW*MW*Zl21r*Zn32r*cb+CW*MW*Zl21i*Zn32i*cb+MW*SW*Zl21r*Zn31r*cb+MW*SW*Zl21i*Zn31i*cb-CW*Ml*Zl11r*Zn33r
> B00208   |CW*MW*Zl21r*Zn32i*cb-CW*MW*Zl21i*Zn32r*cb-MW*SW*Zl21i*Zn31r*cb+MW*SW*Zl21r*Zn31i*cb-CW*Ml*Zl11r*Zn33i
> B00209   |-2*MW*SW*Zl11r*Zn31r*cb-CW*Ml*Zl21r*Zn33r+CW*Ml*Zl21i*Zn33i
> B00210   |2*MW*SW*Zl11r*Zn31i*cb+CW*Ml*Zl21i*Zn33r+CW*Ml*Zl21r*Zn33i
> B00211   |CW*MW*Zl11r*Zn42r*cb+MW*SW*Zl11r*Zn41r*cb+CW*Ml*Zl21r*Zn43r-CW*Ml*Zl21i*Zn43i
> B00212   |CW*MW*Zl11r*Zn42i*cb+MW*SW*Zl11r*Zn41i*cb+CW*Ml*Zl21r*Zn43i+CW*Ml*Zl21i*Zn43r
> B00213   |2*MW*SW*Zl21r*Zn41r*cb+2*MW*SW*Zl21i*Zn41i*cb-CW*Ml*Zl11r*Zn43r
> B00214   |2*MW*SW*Zl21i*Zn41r*cb-2*MW*SW*Zl21r*Zn41i*cb+CW*Ml*Zl11r*Zn43i
> B00215   |CW*MW*Zl21r*Zn42r*cb+CW*MW*Zl21i*Zn42i*cb+MW*SW*Zl21r*Zn41r*cb+MW*SW*Zl21i*Zn41i*cb-CW*Ml*Zl11r*Zn43r
> B00216   |CW*MW*Zl21r*Zn42i*cb-CW*MW*Zl21i*Zn42r*cb-MW*SW*Zl21i*Zn41r*cb+MW*SW*Zl21r*Zn41i*cb-CW*Ml*Zl11r*Zn43i
> B00217   |-2*MW*SW*Zl11r*Zn41r*cb-CW*Ml*Zl21r*Zn43r+CW*Ml*Zl21i*Zn43i
> B00218   |2*MW*SW*Zl11r*Zn41i*cb+CW*Ml*Zl21i*Zn43r+CW*Ml*Zl21r*Zn43i
> B00219   |CW*Zn12r-SW*Zn11r
> B00220   |CW*Zn12i-SW*Zn11i
> B00221   |CW*Zn22r-SW*Zn21r
> B00222   |CW*Zn22i-SW*Zn21i
> B00223   |CW*Zn32r-SW*Zn31r
> B00224   |CW*Zn32i-SW*Zn31i
> B00225   |CW*Zn42r-SW*Zn41r
> B00226   |CW*Zn42i-SW*Zn41i
> B00227   |2*MW*Zl11r*Zu11r*cb+Ml*Sqrt2*Zl21r*Zu12r-Ml*Sqrt2*Zl21i*Zu12i
> B00228   |2*MW*Zl11r*Zu11i*cb+Ml*Sqrt2*Zl21r*Zu12i+Ml*Sqrt2*Zl21i*Zu12r
> B00229   |2*MW*Zl21r*Zu11r*cb+2*MW*Zl21i*Zu11i*cb-Ml*Sqrt2*Zl11r*Zu12r
> B00230   |2*MW*Zl21r*Zu11i*cb-2*MW*Zl21i*Zu11r*cb-Ml*Sqrt2*Zl11r*Zu12i
> B00231   |2*MW*Zl11r*Zu21r*cb+Ml*Sqrt2*Zl21r*Zu22r-Ml*Sqrt2*Zl21i*Zu22i
> B00232   |2*MW*Zl11r*Zu21i*cb+Ml*Sqrt2*Zl21r*Zu22i+Ml*Sqrt2*Zl21i*Zu22r
> B00233   |2*MW*Zl21r*Zu21r*cb+2*MW*Zl21i*Zu21i*cb-Ml*Sqrt2*Zl11r*Zu22r
> B00234   |2*MW*Zl21r*Zu21i*cb-2*MW*Zl21i*Zu21r*cb-Ml*Sqrt2*Zl11r*Zu22i
> B00235   |MW*Zb11r*Zu11r*s2b+Mb*Sqrt2*Zb21r*Zu12r*sb-Mb*Sqrt2*Zb21i*Zu12i*sb
> B00236   |MW*Zb11r*Zu11i*s2b+Mb*Sqrt2*Zb21r*Zu12i*sb+Mb*Sqrt2*Zb21i*Zu12r*sb
> B00237   |MW*Zb21r*Zu11r*s2b+MW*Zb21i*Zu11i*s2b-Mb*Sqrt2*Zb11r*Zu12r*sb
> B00238   |MW*Zb21r*Zu11i*s2b-MW*Zb21i*Zu11r*s2b-Mb*Sqrt2*Zb11r*Zu12i*sb
> B00239   |-Mt*Sqrt2*Zb21r*Zv12r*cb-Mt*Sqrt2*Zb21i*Zv12i*cb
> B00240   |Mt*Sqrt2*Zb21i*Zv12r*cb-Mt*Sqrt2*Zb21r*Zv12i*cb
> B00241   |MW*Zb11r*Zu21r*s2b+Mb*Sqrt2*Zb21r*Zu22r*sb-Mb*Sqrt2*Zb21i*Zu22i*sb
> B00242   |MW*Zb11r*Zu21i*s2b+Mb*Sqrt2*Zb21r*Zu22i*sb+Mb*Sqrt2*Zb21i*Zu22r*sb
> B00243   |MW*Zb21r*Zu21r*s2b+MW*Zb21i*Zu21i*s2b-Mb*Sqrt2*Zb11r*Zu22r*sb
> B00244   |MW*Zb21r*Zu21i*s2b-MW*Zb21i*Zu21r*s2b-Mb*Sqrt2*Zb11r*Zu22i*sb
> B00245   |-Mt*Sqrt2*Zb21r*Zv22r*cb-Mt*Sqrt2*Zb21i*Zv22i*cb
> B00246   |Mt*Sqrt2*Zb21i*Zv22r*cb-Mt*Sqrt2*Zb21r*Zv22i*cb
> B00247   |Zt21r*cfi3+Zt21i*sfi3
> B00248   |Zt21i*cfi3-Zt21r*sfi3
> B00249   |-Zt21i*cfi3+Zt21r*sfi3
> B00250   |3*CW*MW*Zn12r*Zt11r*sb+MW*SW*Zn11r*Zt11r*sb-3*CW*Mt*Zn14r*Zt21r+3*CW*Mt*Zn14i*Zt21i
> B00251   |3*CW*MW*Zn12i*Zt11r*sb+MW*SW*Zn11i*Zt11r*sb-3*CW*Mt*Zn14i*Zt21r-3*CW*Mt*Zn14r*Zt21i
> B00252   |4*MW*SW*Zn11r*Zt21r*sb+4*MW*SW*Zn11i*Zt21i*sb+3*CW*Mt*Zn14r*Zt11r
> B00253   |4*MW*SW*Zn11r*Zt21i*sb-4*MW*SW*Zn11i*Zt21r*sb-3*CW*Mt*Zn14i*Zt11r
> B00254   |3*CW*MW*Zn12r*Zt21r*sb+3*CW*MW*Zn12i*Zt21i*sb+MW*SW*Zn11r*Zt21r*sb+MW*SW*Zn11i*Zt21i*sb+3*CW*Mt*Zn14r*Zt11r
> B00255   |3*CW*MW*Zn12i*Zt21r*sb-3*CW*MW*Zn12r*Zt21i*sb-MW*SW*Zn11r*Zt21i*sb+MW*SW*Zn11i*Zt21r*sb+3*CW*Mt*Zn14i*Zt11r
> B00256   |-4*MW*SW*Zn11r*Zt11r*sb+3*CW*Mt*Zn14r*Zt21r-3*CW*Mt*Zn14i*Zt21i
> B00257   |4*MW*SW*Zn11i*Zt11r*sb-3*CW*Mt*Zn14r*Zt21i-3*CW*Mt*Zn14i*Zt21r
> B00258   |3*CW*MW*Zn22r*Zt11r*sb+MW*SW*Zn21r*Zt11r*sb-3*CW*Mt*Zn24r*Zt21r+3*CW*Mt*Zn24i*Zt21i
> B00259   |3*CW*MW*Zn22i*Zt11r*sb+MW*SW*Zn21i*Zt11r*sb-3*CW*Mt*Zn24i*Zt21r-3*CW*Mt*Zn24r*Zt21i
> B00260   |4*MW*SW*Zn21r*Zt21r*sb+4*MW*SW*Zn21i*Zt21i*sb+3*CW*Mt*Zn24r*Zt11r
> B00261   |4*MW*SW*Zn21r*Zt21i*sb-4*MW*SW*Zn21i*Zt21r*sb-3*CW*Mt*Zn24i*Zt11r
> B00262   |3*CW*MW*Zn22r*Zt21r*sb+3*CW*MW*Zn22i*Zt21i*sb+MW*SW*Zn21r*Zt21r*sb+MW*SW*Zn21i*Zt21i*sb+3*CW*Mt*Zn24r*Zt11r
> B00263   |3*CW*MW*Zn22i*Zt21r*sb-3*CW*MW*Zn22r*Zt21i*sb-MW*SW*Zn21r*Zt21i*sb+MW*SW*Zn21i*Zt21r*sb+3*CW*Mt*Zn24i*Zt11r
> B00264   |-4*MW*SW*Zn21r*Zt11r*sb+3*CW*Mt*Zn24r*Zt21r-3*CW*Mt*Zn24i*Zt21i
> B00265   |4*MW*SW*Zn21i*Zt11r*sb-3*CW*Mt*Zn24r*Zt21i-3*CW*Mt*Zn24i*Zt21r
> B00266   |3*CW*MW*Zn32r*Zt11r*sb+MW*SW*Zn31r*Zt11r*sb-3*CW*Mt*Zn34r*Zt21r+3*CW*Mt*Zn34i*Zt21i
> B00267   |3*CW*MW*Zn32i*Zt11r*sb+MW*SW*Zn31i*Zt11r*sb-3*CW*Mt*Zn34i*Zt21r-3*CW*Mt*Zn34r*Zt21i
> B00268   |4*MW*SW*Zn31r*Zt21r*sb+4*MW*SW*Zn31i*Zt21i*sb+3*CW*Mt*Zn34r*Zt11r
> B00269   |4*MW*SW*Zn31r*Zt21i*sb-4*MW*SW*Zn31i*Zt21r*sb-3*CW*Mt*Zn34i*Zt11r
> B00270   |3*CW*MW*Zn32r*Zt21r*sb+3*CW*MW*Zn32i*Zt21i*sb+MW*SW*Zn31r*Zt21r*sb+MW*SW*Zn31i*Zt21i*sb+3*CW*Mt*Zn34r*Zt11r
> B00271   |3*CW*MW*Zn32i*Zt21r*sb-3*CW*MW*Zn32r*Zt21i*sb-MW*SW*Zn31r*Zt21i*sb+MW*SW*Zn31i*Zt21r*sb+3*CW*Mt*Zn34i*Zt11r
> B00272   |-4*MW*SW*Zn31r*Zt11r*sb+3*CW*Mt*Zn34r*Zt21r-3*CW*Mt*Zn34i*Zt21i
> B00273   |4*MW*SW*Zn31i*Zt11r*sb-3*CW*Mt*Zn34r*Zt21i-3*CW*Mt*Zn34i*Zt21r
> B00274   |3*CW*MW*Zn42r*Zt11r*sb+MW*SW*Zn41r*Zt11r*sb-3*CW*Mt*Zn44r*Zt21r+3*CW*Mt*Zn44i*Zt21i
> B00275   |3*CW*MW*Zn42i*Zt11r*sb+MW*SW*Zn41i*Zt11r*sb-3*CW*Mt*Zn44i*Zt21r-3*CW*Mt*Zn44r*Zt21i
> B00276   |4*MW*SW*Zn41r*Zt21r*sb+4*MW*SW*Zn41i*Zt21i*sb+3*CW*Mt*Zn44r*Zt11r
> B00277   |4*MW*SW*Zn41r*Zt21i*sb-4*MW*SW*Zn41i*Zt21r*sb-3*CW*Mt*Zn44i*Zt11r
> B00278   |3*CW*MW*Zn42r*Zt21r*sb+3*CW*MW*Zn42i*Zt21i*sb+MW*SW*Zn41r*Zt21r*sb+MW*SW*Zn41i*Zt21i*sb+3*CW*Mt*Zn44r*Zt11r
> B00279   |3*CW*MW*Zn42i*Zt21r*sb-3*CW*MW*Zn42r*Zt21i*sb-MW*SW*Zn41r*Zt21i*sb+MW*SW*Zn41i*Zt21r*sb+3*CW*Mt*Zn44i*Zt11r
> B00280   |-4*MW*SW*Zn41r*Zt11r*sb+3*CW*Mt*Zn44r*Zt21r-3*CW*Mt*Zn44i*Zt21i
> B00281   |4*MW*SW*Zn41i*Zt11r*sb-3*CW*Mt*Zn44r*Zt21i-3*CW*Mt*Zn44i*Zt21r
> B00282   |Zh11*cb+Zh12*sb
> B00283   |Zh21*cb+Zh22*sb
> B00284   |Zh31*cb+Zh32*sb
> B00285   |-Zh11*cb-Zh12*sb
> B00286   |-Zh21*cb-Zh22*sb
> B00287   |-Zh31*cb-Zh32*sb
> B00288   |Zb21i*Zt21i+Zb21r*Zt21r
> B00289   |-Zb21i*Zt21r+Zb21r*Zt21i
> B00290   |-Zb21i*Zt21i-Zb21r*Zt21r
> B00291   |Zb21i*Zt21r-Zb21r*Zt21i
> B00292   |2*Zh11*cb^3*la1+2*Zh12*la2*sb^3+Zh11*cb*la3*sb^2+Zh12*cb^2*la3*sb+Zh12*cb^2*la4*sb
> B00293   |B00292+Zh11*cb*la4*sb^2+2*Zh12*cb^2*la5r*sb+2*Zh11*cb*la5r*sb^2-Zh13*la5i*s2b+3*Zh11*cb^2*la6r*sb
> B00294   |B00293+Zh12*cb^3*la6r-Zh13*cb^2*la6i+3*Zh12*cb*la7r*sb^2+Zh11*la7r*sb^3-Zh13*la7i*sb^2
> B00295   |2*Zh21*cb^3*la1+2*Zh22*la2*sb^3+Zh21*cb*la3*sb^2+Zh22*cb^2*la3*sb+Zh22*cb^2*la4*sb
> B00296   |B00295+Zh21*cb*la4*sb^2+2*Zh22*cb^2*la5r*sb+2*Zh21*cb*la5r*sb^2-Zh23*la5i*s2b+3*Zh21*cb^2*la6r*sb
> B00297   |B00296+Zh22*cb^3*la6r-Zh23*cb^2*la6i+3*Zh22*cb*la7r*sb^2+Zh21*la7r*sb^3-Zh23*la7i*sb^2
> B00298   |2*Zh31*cb^3*la1+2*Zh32*la2*sb^3+Zh31*cb*la3*sb^2+Zh32*cb^2*la3*sb+Zh32*cb^2*la4*sb
> B00299   |B00298+Zh31*cb*la4*sb^2+2*Zh32*cb^2*la5r*sb+2*Zh31*cb*la5r*sb^2-Zh33*la5i*s2b+3*Zh31*cb^2*la6r*sb
> B00300   |B00299+Zh32*cb^3*la6r-Zh33*cb^2*la6i+3*Zh32*cb*la7r*sb^2+Zh31*la7r*sb^3-Zh33*la7i*sb^2
> B00301   |MW^2*c2b+Mc^2-Mq^2
> B00302   |mur*sb-Adr*cb
> B00303   |mui*sb+Adi*cb
> B00304   |cb*mur-Aur*sb
> B00305   |-cb*mui-Aui*sb
> B00306   |MW^2*Zl11r*c2b*cb-Ml*Zl21r*mur*sb+Ml*Zl21i*mui*sb-Ml^2*Zl11r*cb+Alr*Ml*Zl21r*cb
> B00307   |B00306+Ali*Ml*Zl21i*cb
> B00308   |-Ml*Zl21i*mur*sb-Ml*Zl21r*mui*sb+Alr*Ml*Zl21i*cb-Ali*Ml*Zl21r*cb
> B00309   |MW^2*Zl21r*c2b*cb+Ml*Zl11r*mur*sb-Ml^2*Zl21r*cb-Alr*Ml*Zl11r*cb
> B00310   |-MW^2*Zl21i*c2b*cb+Ml*Zl11r*mui*sb+Ml^2*Zl21i*cb+Ali*Ml*Zl11r*cb
> B00311   |MW^2*Zb11r*Zt11r*c2b*s2b-2*Mb*Zb21r*Zt11r*mur*sb^2+2*Mb*Zb21i*Zt11r*mui*sb^2+2*Mt*Zb11r*Zt21r*cb^2*mur-2*Mt*Zb11r*Zt21i*cb^2*mui
> B00312   |B00311+Mt^2*Zb11r*Zt11r*s2b-Mb^2*Zb11r*Zt11r*s2b-Atr*Mt*Zb11r*Zt21r*s2b-Ati*Mt*Zb11r*Zt21i*s2b+Abr*Mb*Zb21r*Zt11r*s2b
> B00313   |B00312+Abi*Mb*Zb21i*Zt11r*s2b
> B00314   |-2*Mb*Zb21i*Zt11r*mur*sb^2-2*Mb*Zb21r*Zt11r*mui*sb^2-2*Mt*Zb11r*Zt21i*cb^2*mur-2*Mt*Zb11r*Zt21r*cb^2*mui+Atr*Mt*Zb11r*Zt21i*s2b
> B00315   |B00314-Ati*Mt*Zb11r*Zt21r*s2b+Abr*Mb*Zb21i*Zt11r*s2b-Abi*Mb*Zb21r*Zt11r*s2b
> B00316   |MW^2*Zb21r*Zt11r*c2b*s2b+2*Mb*Zb11r*Zt11r*mur*sb^2-2*Mt*Zb21i*Zt21i*mur+2*Mt*Zb21r*Zt21r*mur+2*Mt*Zb21i*Zt21i*mur*sb^2
> B00317   |B00316-2*Mt*Zb21r*Zt21r*mur*sb^2-2*Mt*Zb21i*Zt21r*mui-2*Mt*Zb21r*Zt21i*mui+2*Mt*Zb21i*Zt21r*mui*sb^2+2*Mt*Zb21r*Zt21i*mui*sb^2
> B00318   |B00317+Mt^2*Zb21r*Zt11r*s2b-Mb^2*Zb21r*Zt11r*s2b+2*Atr*Mt*Zb21i*Zt21i*cb*sb-2*Atr*Mt*Zb21r*Zt21r*cb*sb-2*Ati*Mt*Zb21i*Zt21r*cb*sb
> B00319   |B00318-2*Ati*Mt*Zb21r*Zt21i*cb*sb-Abr*Mb*Zb11r*Zt11r*s2b
> B00320   |-MW^2*Zb21i*Zt11r*c2b*s2b+2*Mb*Zb11r*Zt11r*mui*sb^2-2*Mt*Zb21i*Zt21r*mur-2*Mt*Zb21r*Zt21i*mur+2*Mt*Zb21i*Zt21r*mur*sb^2
> B00321   |B00320+2*Mt*Zb21r*Zt21i*mur*sb^2+2*Mt*Zb21i*Zt21i*mui-2*Mt*Zb21r*Zt21r*mui-2*Mt*Zb21i*Zt21i*mui*sb^2+2*Mt*Zb21r*Zt21r*mui*sb^2
> B00322   |B00321-Mt^2*Zb21i*Zt11r*s2b+Mb^2*Zb21i*Zt11r*s2b+2*Atr*Mt*Zb21i*Zt21r*cb*sb+2*Atr*Mt*Zb21r*Zt21i*cb*sb+2*Ati*Mt*Zb21i*Zt21i*cb*sb
> B00323   |B00322-2*Ati*Mt*Zb21r*Zt21r*cb*sb+Abi*Mb*Zb11r*Zt11r*s2b
> B00324   |MW^2*Zb11r*Zt21r*c2b*s2b+2*Mb*Zb21i*Zt21i*mur*sb^2-2*Mb*Zb21r*Zt21r*mur*sb^2+2*Mb*Zb21i*Zt21r*mui*sb^2+2*Mb*Zb21r*Zt21i*mui*sb^2
> B00325   |B00324-2*Mt*Zb11r*Zt11r*cb^2*mur+Mt^2*Zb11r*Zt21r*s2b-Mb^2*Zb11r*Zt21r*s2b+Atr*Mt*Zb11r*Zt11r*s2b-2*Abr*Mb*Zb21i*Zt21i*cb*sb
> B00326   |B00325+2*Abr*Mb*Zb21r*Zt21r*cb*sb+2*Abi*Mb*Zb21i*Zt21r*cb*sb+2*Abi*Mb*Zb21r*Zt21i*cb*sb
> B00327   |MW^2*Zb11r*Zt21i*c2b*s2b-2*Mb*Zb21i*Zt21r*mur*sb^2-2*Mb*Zb21r*Zt21i*mur*sb^2+2*Mb*Zb21i*Zt21i*mui*sb^2-2*Mb*Zb21r*Zt21r*mui*sb^2
> B00328   |B00327+2*Mt*Zb11r*Zt11r*cb^2*mui+Mt^2*Zb11r*Zt21i*s2b-Mb^2*Zb11r*Zt21i*s2b+Ati*Mt*Zb11r*Zt11r*s2b+2*Abr*Mb*Zb21i*Zt21r*cb*sb
> B00329   |B00328+2*Abr*Mb*Zb21r*Zt21i*cb*sb+2*Abi*Mb*Zb21i*Zt21i*cb*sb-2*Abi*Mb*Zb21r*Zt21r*cb*sb
> B00330   |2*MW^2*Zb21r*Zt21r*s2b*sb^2-MW^2*Zb21i*Zt21i*s2b-MW^2*Zb21r*Zt21r*s2b+2*MW^2*Zb21i*Zt21i*s2b*sb^2-2*Mb*Zb11r*Zt21r*mur*sb^2
> B00331   |B00330+2*Mb*Zb11r*Zt21i*mui*sb^2+2*Mt*Zb21r*Zt11r*cb^2*mur-2*Mt*Zb21i*Zt11r*cb^2*mui-2*Mt^2*Zb21i*Zt21i*cb*sb-2*Mt^2*Zb21r*Zt21r*cb*sb
> B00332   |B00331+2*Mb^2*Zb21i*Zt21i*cb*sb+2*Mb^2*Zb21r*Zt21r*cb*sb-Atr*Mt*Zb21r*Zt11r*s2b-Ati*Mt*Zb21i*Zt11r*s2b+Abr*Mb*Zb11r*Zt21r*s2b
> B00333   |B00332+Abi*Mb*Zb11r*Zt21i*s2b
> B00334   |2*MW^2*Zb21r*Zt21i*s2b*sb^2+MW^2*Zb21i*Zt21r*s2b-MW^2*Zb21r*Zt21i*s2b-2*MW^2*Zb21i*Zt21r*s2b*sb^2-2*Mb*Zb11r*Zt21i*mur*sb^2
> B00335   |B00334-2*Mb*Zb11r*Zt21r*mui*sb^2-2*Mt*Zb21i*Zt11r*cb^2*mur-2*Mt*Zb21r*Zt11r*cb^2*mui+2*Mt^2*Zb21i*Zt21r*cb*sb-2*Mt^2*Zb21r*Zt21i*cb*sb
> B00336   |B00335-2*Mb^2*Zb21i*Zt21r*cb*sb+2*Mb^2*Zb21r*Zt21i*cb*sb+Atr*Mt*Zb21i*Zt11r*s2b-Ati*Mt*Zb21r*Zt11r*s2b+Abr*Mb*Zb11r*Zt21i*s2b
> B00337   |B00336-Abi*Mb*Zb11r*Zt21r*s2b
> B00338   |2*Mb*Zb21i*Zt11r*mur*sb^2+2*Mb*Zb21r*Zt11r*mui*sb^2+2*Mt*Zb11r*Zt21i*cb^2*mur+2*Mt*Zb11r*Zt21r*cb^2*mui-Atr*Mt*Zb11r*Zt21i*s2b
> B00339   |B00338+Ati*Mt*Zb11r*Zt21r*s2b-Abr*Mb*Zb21i*Zt11r*s2b+Abi*Mb*Zb21r*Zt11r*s2b
> B00340   |-MW^2*Zb11r*Zt21i*c2b*s2b+2*Mb*Zb21i*Zt21r*mur*sb^2+2*Mb*Zb21r*Zt21i*mur*sb^2-2*Mb*Zb21i*Zt21i*mui*sb^2+2*Mb*Zb21r*Zt21r*mui*sb^2
> B00341   |B00340-2*Mt*Zb11r*Zt11r*cb^2*mui-Mt^2*Zb11r*Zt21i*s2b+Mb^2*Zb11r*Zt21i*s2b-Ati*Mt*Zb11r*Zt11r*s2b-2*Abr*Mb*Zb21i*Zt21r*cb*sb
> B00342   |B00341-2*Abr*Mb*Zb21r*Zt21i*cb*sb-2*Abi*Mb*Zb21i*Zt21i*cb*sb+2*Abi*Mb*Zb21r*Zt21r*cb*sb
> B00343   |MW^2*Zb21i*Zt11r*c2b*s2b-2*Mb*Zb11r*Zt11r*mui*sb^2+2*Mt*Zb21i*Zt21r*mur+2*Mt*Zb21r*Zt21i*mur-2*Mt*Zb21i*Zt21r*mur*sb^2
> B00344   |B00343-2*Mt*Zb21r*Zt21i*mur*sb^2-2*Mt*Zb21i*Zt21i*mui+2*Mt*Zb21r*Zt21r*mui+2*Mt*Zb21i*Zt21i*mui*sb^2-2*Mt*Zb21r*Zt21r*mui*sb^2
> B00345   |B00344+Mt^2*Zb21i*Zt11r*s2b-Mb^2*Zb21i*Zt11r*s2b-2*Atr*Mt*Zb21i*Zt21r*cb*sb-2*Atr*Mt*Zb21r*Zt21i*cb*sb-2*Ati*Mt*Zb21i*Zt21i*cb*sb
> B00346   |B00345+2*Ati*Mt*Zb21r*Zt21r*cb*sb-Abi*Mb*Zb11r*Zt11r*s2b
> B00347   |-2*MW^2*Zb21r*Zt21i*s2b*sb^2-MW^2*Zb21i*Zt21r*s2b+MW^2*Zb21r*Zt21i*s2b+2*MW^2*Zb21i*Zt21r*s2b*sb^2+2*Mb*Zb11r*Zt21i*mur*sb^2
> B00348   |B00347+2*Mb*Zb11r*Zt21r*mui*sb^2+2*Mt*Zb21i*Zt11r*cb^2*mur+2*Mt*Zb21r*Zt11r*cb^2*mui-2*Mt^2*Zb21i*Zt21r*cb*sb+2*Mt^2*Zb21r*Zt21i*cb*sb
> B00349   |B00348+2*Mb^2*Zb21i*Zt21r*cb*sb-2*Mb^2*Zb21r*Zt21i*cb*sb-Atr*Mt*Zb21i*Zt11r*s2b+Ati*Mt*Zb21r*Zt11r*s2b-Abr*Mb*Zb11r*Zt21i*s2b
> B00350   |B00349+Abi*Mb*Zb11r*Zt21r*s2b
> B00351   |cb*mui+Aui*sb
> B00352   |-mui*sb-Adi*cb
> B00353   |Ml*Zl21i*mur*sb+Ml*Zl21r*mui*sb-Alr*Ml*Zl21i*cb+Ali*Ml*Zl21r*cb
> B00354   |MW^2*Zl21i*c2b*cb-Ml*Zl11r*mui*sb-Ml^2*Zl21i*cb-Ali*Ml*Zl11r*cb
> B00355   |Zh11*Zh23*sb-Zh13*Zh21*sb-Zh12*Zh23*cb+Zh13*Zh22*cb
> B00356   |Zh13*Zh21*sb-Zh11*Zh23*sb-Zh13*Zh22*cb+Zh12*Zh23*cb
> B00357   |Zh11*Zh33*sb-Zh13*Zh31*sb-Zh12*Zh33*cb+Zh13*Zh32*cb
> B00358   |Zh13*Zh31*sb-Zh11*Zh33*sb-Zh13*Zh32*cb+Zh12*Zh33*cb
> B00359   |Zh21*Zh33*sb-Zh23*Zh31*sb-Zh22*Zh33*cb+Zh23*Zh32*cb
> B00360   |Zh23*Zh31*sb-Zh21*Zh33*sb-Zh23*Zh32*cb+Zh22*Zh33*cb
> B00361   |2*SW^2*Zb21r^2-3*Zb11r^2+2*SW^2*Zb11r^2+2*SW^2*Zb21i^2
> B00362   |-2*SW^2*Zb21r^2+3*Zb11r^2-2*SW^2*Zb11r^2-2*SW^2*Zb21i^2
> B00363   |2*SW^2*Zb21r^2-3*Zb21i^2-3*Zb21r^2+2*SW^2*Zb11r^2+2*SW^2*Zb21i^2
> B00364   |-2*SW^2*Zb21r^2+3*Zb21i^2+3*Zb21r^2-2*SW^2*Zb11r^2-2*SW^2*Zb21i^2
> B00365   |4*SW^2-3
> B00366   |-4*SW^2+3
> B00367   |2*SW^2-3
> B00368   |-2*SW^2+3
> B00369   |2*SW^2*Zl21r^2-Zl11r^2+2*SW^2*Zl11r^2+2*SW^2*Zl21i^2
> B00370   |-2*SW^2*Zl21r^2+Zl11r^2-2*SW^2*Zl11r^2-2*SW^2*Zl21i^2
> B00371   |2*SW^2*Zl21r^2-Zl21i^2-Zl21r^2+2*SW^2*Zl11r^2+2*SW^2*Zl21i^2
> B00372   |-2*SW^2*Zl21r^2+Zl21i^2+Zl21r^2-2*SW^2*Zl11r^2-2*SW^2*Zl21i^2
> B00373   |4*SW^2*Zt21r^2-3*Zt11r^2+4*SW^2*Zt11r^2+4*SW^2*Zt21i^2
> B00374   |-4*SW^2*Zt21r^2+3*Zt11r^2-4*SW^2*Zt11r^2-4*SW^2*Zt21i^2
> B00375   |4*SW^2*Zt21r^2-3*Zt21i^2-3*Zt21r^2+4*SW^2*Zt11r^2+4*SW^2*Zt21i^2
> B00376   |-4*SW^2*Zt21r^2+3*Zt21i^2+3*Zt21r^2-4*SW^2*Zt11r^2-4*SW^2*Zt21i^2
> B00377   |2*Zh11*cb^3*la1+2*Zh12*la2*sb^3+Zh11*cb*la3*sb^2+Zh12*cb^2*la3*sb+Zh11*cb*la4*sb^2
> B00378   |B00377+Zh12*cb^2*la4*sb+2*Zh12*cb^2*la5r*sb+2*Zh11*cb*la5r*sb^2-Zh13*la5i*s2b+3*Zh11*cb^2*la6r*sb
> B00379   |B00378+Zh12*cb^3*la6r-Zh13*cb^2*la6i+3*Zh12*cb*la7r*sb^2+Zh11*la7r*sb^3-Zh13*la7i*sb^2
> B00380   |2*Zh21*cb^3*la1+2*Zh22*la2*sb^3+Zh21*cb*la3*sb^2+Zh22*cb^2*la3*sb+Zh21*cb*la4*sb^2
> B00381   |B00380+Zh22*cb^2*la4*sb+2*Zh22*cb^2*la5r*sb+2*Zh21*cb*la5r*sb^2-Zh23*la5i*s2b+3*Zh21*cb^2*la6r*sb
> B00382   |B00381+Zh22*cb^3*la6r-Zh23*cb^2*la6i+3*Zh22*cb*la7r*sb^2+Zh21*la7r*sb^3-Zh23*la7i*sb^2
> B00383   |2*Zh31*cb^3*la1+2*Zh32*la2*sb^3+Zh31*cb*la3*sb^2+Zh32*cb^2*la3*sb+Zh31*cb*la4*sb^2
> B00384   |B00383+Zh32*cb^2*la4*sb+2*Zh32*cb^2*la5r*sb+2*Zh31*cb*la5r*sb^2-Zh33*la5i*s2b+3*Zh31*cb^2*la6r*sb
> B00385   |B00384+Zh32*cb^3*la6r-Zh33*cb^2*la6i+3*Zh32*cb*la7r*sb^2+Zh31*la7r*sb^3-Zh33*la7i*sb^2
> B00386   |4*Zh11*Zh13*cb^2*la1*sb-4*Zh12*Zh13*cb*la2*sb^2-2*Zh11*Zh13*cb^2*la3*sb+2*Zh12*Zh13*cb*la3*sb^2-2*Zh11*Zh13*cb^2*la4*sb
> B00387   |B00386+2*Zh12*Zh13*cb*la4*sb^2-4*Zh12*Zh13*cb^3*la5r+4*Zh11*Zh13*la5r*sb^3-2*Zh12^2*cb^2*la5i+2*Zh13^2*c2b*la5i
> B00388   |B00387+2*Zh11^2*la5i*sb^2+2*Zh12*Zh13*cb^2*la6r*sb+6*Zh11*Zh13*cb*la6r*sb^2-2*Zh11*Zh13*cb*la6r+Zh11^2*la6i*s2b
> B00389   |B00388-Zh13^2*la6i*s2b-2*Zh11*Zh12*cb^2*la6i-2*Zh11*Zh13*cb*la7r*sb^2+6*Zh12*Zh13*la7r*sb^3-4*Zh12*Zh13*la7r*sb
> B00390   |B00389-Zh12^2*la7i*s2b+Zh13^2*la7i*s2b+2*Zh11*Zh12*la7i*sb^2
> B00391   |2*Zh11*Zh23*cb^2*la1*sb+2*Zh13*Zh21*cb^2*la1*sb-2*Zh12*Zh23*cb*la2*sb^2-2*Zh13*Zh22*cb*la2*sb^2-Zh11*Zh23*cb^2*la3*sb
> B00392   |B00391-Zh13*Zh21*cb^2*la3*sb+Zh13*Zh22*cb*la3*sb^2+Zh12*Zh23*cb*la3*sb^2-Zh13*Zh21*cb^2*la4*sb-Zh11*Zh23*cb^2*la4*sb
> B00393   |B00392+Zh13*Zh22*cb*la4*sb^2+Zh12*Zh23*cb*la4*sb^2-2*Zh12*Zh23*cb^3*la5r-2*Zh13*Zh22*cb^3*la5r+2*Zh11*Zh23*la5r*sb^3
> B00394   |B00393+2*Zh13*Zh21*la5r*sb^3-2*Zh12*Zh22*cb^2*la5i+2*Zh13*Zh23*c2b*la5i+2*Zh11*Zh21*la5i*sb^2+Zh13*Zh22*cb^2*la6r*sb
> B00395   |B00394+Zh12*Zh23*cb^2*la6r*sb+3*Zh11*Zh23*cb*la6r*sb^2-Zh11*Zh23*cb*la6r+3*Zh13*Zh21*cb*la6r*sb^2-Zh13*Zh21*cb*la6r
> B00396   |B00395+Zh11*Zh21*la6i*s2b-Zh13*Zh23*la6i*s2b-Zh11*Zh22*cb^2*la6i-Zh12*Zh21*cb^2*la6i-Zh13*Zh21*cb*la7r*sb^2
> B00397   |B00396-Zh11*Zh23*cb*la7r*sb^2+3*Zh12*Zh23*la7r*sb^3-2*Zh12*Zh23*la7r*sb+3*Zh13*Zh22*la7r*sb^3-2*Zh13*Zh22*la7r*sb
> B00398   |B00397-Zh12*Zh22*la7i*s2b+Zh13*Zh23*la7i*s2b+Zh11*Zh22*la7i*sb^2+Zh12*Zh21*la7i*sb^2
> B00399   |2*Zh11*Zh33*cb^2*la1*sb+2*Zh13*Zh31*cb^2*la1*sb-2*Zh12*Zh33*cb*la2*sb^2-2*Zh13*Zh32*cb*la2*sb^2-Zh11*Zh33*cb^2*la3*sb
> B00400   |B00399-Zh13*Zh31*cb^2*la3*sb+Zh13*Zh32*cb*la3*sb^2+Zh12*Zh33*cb*la3*sb^2-Zh13*Zh31*cb^2*la4*sb-Zh11*Zh33*cb^2*la4*sb
> B00401   |B00400+Zh13*Zh32*cb*la4*sb^2+Zh12*Zh33*cb*la4*sb^2-2*Zh12*Zh33*cb^3*la5r-2*Zh13*Zh32*cb^3*la5r+2*Zh11*Zh33*la5r*sb^3
> B00402   |B00401+2*Zh13*Zh31*la5r*sb^3-2*Zh12*Zh32*cb^2*la5i+2*Zh13*Zh33*c2b*la5i+2*Zh11*Zh31*la5i*sb^2+Zh13*Zh32*cb^2*la6r*sb
> B00403   |B00402+Zh12*Zh33*cb^2*la6r*sb+3*Zh11*Zh33*cb*la6r*sb^2-Zh11*Zh33*cb*la6r+3*Zh13*Zh31*cb*la6r*sb^2-Zh13*Zh31*cb*la6r
> B00404   |B00403+Zh11*Zh31*la6i*s2b-Zh13*Zh33*la6i*s2b-Zh11*Zh32*cb^2*la6i-Zh12*Zh31*cb^2*la6i-Zh13*Zh31*cb*la7r*sb^2
> B00405   |B00404-Zh11*Zh33*cb*la7r*sb^2+3*Zh12*Zh33*la7r*sb^3-2*Zh12*Zh33*la7r*sb+3*Zh13*Zh32*la7r*sb^3-2*Zh13*Zh32*la7r*sb
> B00406   |B00405-Zh12*Zh32*la7i*s2b+Zh13*Zh33*la7i*s2b+Zh11*Zh32*la7i*sb^2+Zh12*Zh31*la7i*sb^2
> B00407   |4*Zh21*Zh23*cb^2*la1*sb-4*Zh22*Zh23*cb*la2*sb^2-2*Zh21*Zh23*cb^2*la3*sb+2*Zh22*Zh23*cb*la3*sb^2-2*Zh21*Zh23*cb^2*la4*sb
> B00408   |B00407+2*Zh22*Zh23*cb*la4*sb^2-4*Zh22*Zh23*cb^3*la5r+4*Zh21*Zh23*la5r*sb^3-2*Zh22^2*cb^2*la5i+2*Zh23^2*c2b*la5i
> B00409   |B00408+2*Zh21^2*la5i*sb^2+2*Zh22*Zh23*cb^2*la6r*sb+6*Zh21*Zh23*cb*la6r*sb^2-2*Zh21*Zh23*cb*la6r+Zh21^2*la6i*s2b
> B00410   |B00409-Zh23^2*la6i*s2b-2*Zh21*Zh22*cb^2*la6i-2*Zh21*Zh23*cb*la7r*sb^2+6*Zh22*Zh23*la7r*sb^3-4*Zh22*Zh23*la7r*sb
> B00411   |B00410-Zh22^2*la7i*s2b+Zh23^2*la7i*s2b+2*Zh21*Zh22*la7i*sb^2
> B00412   |2*Zh21*Zh33*cb^2*la1*sb+2*Zh23*Zh31*cb^2*la1*sb-2*Zh22*Zh33*cb*la2*sb^2-2*Zh23*Zh32*cb*la2*sb^2-Zh21*Zh33*cb^2*la3*sb
> B00413   |B00412-Zh23*Zh31*cb^2*la3*sb+Zh23*Zh32*cb*la3*sb^2+Zh22*Zh33*cb*la3*sb^2-Zh23*Zh31*cb^2*la4*sb-Zh21*Zh33*cb^2*la4*sb
> B00414   |B00413+Zh23*Zh32*cb*la4*sb^2+Zh22*Zh33*cb*la4*sb^2-2*Zh22*Zh33*cb^3*la5r-2*Zh23*Zh32*cb^3*la5r+2*Zh21*Zh33*la5r*sb^3
> B00415   |B00414+2*Zh23*Zh31*la5r*sb^3-2*Zh22*Zh32*cb^2*la5i+2*Zh23*Zh33*c2b*la5i+2*Zh21*Zh31*la5i*sb^2+Zh23*Zh32*cb^2*la6r*sb
> B00416   |B00415+Zh22*Zh33*cb^2*la6r*sb+3*Zh21*Zh33*cb*la6r*sb^2-Zh21*Zh33*cb*la6r+3*Zh23*Zh31*cb*la6r*sb^2-Zh23*Zh31*cb*la6r
> B00417   |B00416+Zh21*Zh31*la6i*s2b-Zh23*Zh33*la6i*s2b-Zh21*Zh32*cb^2*la6i-Zh22*Zh31*cb^2*la6i-Zh23*Zh31*cb*la7r*sb^2
> B00418   |B00417-Zh21*Zh33*cb*la7r*sb^2+3*Zh22*Zh33*la7r*sb^3-2*Zh22*Zh33*la7r*sb+3*Zh23*Zh32*la7r*sb^3-2*Zh23*Zh32*la7r*sb
> B00419   |B00418-Zh22*Zh32*la7i*s2b+Zh23*Zh33*la7i*s2b+Zh21*Zh32*la7i*sb^2+Zh22*Zh31*la7i*sb^2
> B00420   |4*Zh31*Zh33*cb^2*la1*sb-4*Zh32*Zh33*cb*la2*sb^2-2*Zh31*Zh33*cb^2*la3*sb+2*Zh32*Zh33*cb*la3*sb^2-2*Zh31*Zh33*cb^2*la4*sb
> B00421   |B00420+2*Zh32*Zh33*cb*la4*sb^2-4*Zh32*Zh33*cb^3*la5r+4*Zh31*Zh33*la5r*sb^3-2*Zh32^2*cb^2*la5i+2*Zh33^2*c2b*la5i
> B00422   |B00421+2*Zh31^2*la5i*sb^2+2*Zh32*Zh33*cb^2*la6r*sb+6*Zh31*Zh33*cb*la6r*sb^2-2*Zh31*Zh33*cb*la6r+Zh31^2*la6i*s2b
> B00423   |B00422-Zh33^2*la6i*s2b-2*Zh31*Zh32*cb^2*la6i-2*Zh31*Zh33*cb*la7r*sb^2+6*Zh32*Zh33*la7r*sb^3-4*Zh32*Zh33*la7r*sb
> B00424   |B00423-Zh32^2*la7i*s2b+Zh33^2*la7i*s2b+2*Zh31*Zh32*la7i*sb^2
> B00425   |Zb21i*mur*sb+Zb21r*mui*sb-Abr*Zb21i*cb+Abi*Zb21r*cb
> B00426   |Zb11r^2*mur*sb-Zb21i^2*mur*sb+Zb21r^2*mur*sb-2*Zb21i*Zb21r*mui*sb-Abr*Zb11r^2*cb
> B00427   |B00426+Abr*Zb21i^2*cb-Abr*Zb21r^2*cb-2*Abi*Zb21i*Zb21r*cb
> B00428   |-Zb11r^2*mui*sb-Zb21i^2*mui*sb+Zb21r^2*mui*sb+2*Zb21i*Zb21r*mur*sb-2*Abr*Zb21i*Zb21r*cb
> B00429   |B00428-Abi*Zb11r^2*cb-Abi*Zb21i^2*cb+Abi*Zb21r^2*cb
> B00430   |-2*Zb21i*Zb21r*mur*sb+Zb11r^2*mui*sb+Zb21i^2*mui*sb-Zb21r^2*mui*sb+Abi*Zb11r^2*cb
> B00431   |B00430+Abi*Zb21i^2*cb-Abi*Zb21r^2*cb+2*Abr*Zb21i*Zb21r*cb
> B00432   |Zl21i*mur*sb+Zl21r*mui*sb-Alr*Zl21i*cb+Ali*Zl21r*cb
> B00433   |Zl11r^2*mur*sb-Zl21i^2*mur*sb+Zl21r^2*mur*sb-2*Zl21i*Zl21r*mui*sb-Alr*Zl11r^2*cb
> B00434   |B00433+Alr*Zl21i^2*cb-Alr*Zl21r^2*cb-2*Ali*Zl21i*Zl21r*cb
> B00435   |-Zl11r^2*mui*sb-Zl21i^2*mui*sb+Zl21r^2*mui*sb+2*Zl21i*Zl21r*mur*sb-2*Alr*Zl21i*Zl21r*cb
> B00436   |B00435-Ali*Zl11r^2*cb-Ali*Zl21i^2*cb+Ali*Zl21r^2*cb
> B00437   |-2*Zl21i*Zl21r*mur*sb+Zl11r^2*mui*sb+Zl21i^2*mui*sb-Zl21r^2*mui*sb+Ali*Zl11r^2*cb
> B00438   |B00437+Ali*Zl21i^2*cb-Ali*Zl21r^2*cb+2*Alr*Zl21i*Zl21r*cb
> B00439   |Zt21i*cb*mur+Zt21r*cb*mui-Atr*Zt21i*sb+Ati*Zt21r*sb
> B00440   |Zt11r^2*cb*mur-Zt21i^2*cb*mur+Zt21r^2*cb*mur-2*Zt21i*Zt21r*cb*mui-Atr*Zt11r^2*sb
> B00441   |B00440+Atr*Zt21i^2*sb-Atr*Zt21r^2*sb-2*Ati*Zt21i*Zt21r*sb
> B00442   |-Zt11r^2*cb*mui-Zt21i^2*cb*mui+Zt21r^2*cb*mui+2*Zt21i*Zt21r*cb*mur-2*Atr*Zt21i*Zt21r*sb
> B00443   |B00442-Ati*Zt11r^2*sb-Ati*Zt21i^2*sb+Ati*Zt21r^2*sb
> B00444   |-2*Zt21i*Zt21r*cb*mur+Zt11r^2*cb*mui+Zt21i^2*cb*mui-Zt21r^2*cb*mui+Ati*Zt11r^2*sb
> B00445   |B00444+Ati*Zt21i^2*sb-Ati*Zt21r^2*sb+2*Atr*Zt21i*Zt21r*sb
> B00446   |MW*Zt11r*Zv11i*s2b+Mt*Sqrt2*Zt21r*Zv12i*cb-Mt*Sqrt2*Zt21i*Zv12r*cb
> B00447   |MW*Zt21r*Zv11i*s2b+MW*Zt21i*Zv11r*s2b-Mt*Sqrt2*Zt11r*Zv12i*cb
> B00448   |-Mb*Sqrt2*Zt21i*Zu12r*sb-Mb*Sqrt2*Zt21r*Zu12i*sb
> B00449   |MW*Zt11r*Zv21i*s2b+Mt*Sqrt2*Zt21r*Zv22i*cb-Mt*Sqrt2*Zt21i*Zv22r*cb
> B00450   |MW*Zt21r*Zv21i*s2b+MW*Zt21i*Zv21r*s2b-Mt*Sqrt2*Zt11r*Zv22i*cb
> B00451   |-Mb*Sqrt2*Zt21i*Zu22r*sb-Mb*Sqrt2*Zt21r*Zu22i*sb
> B00452   |-3*CW*MW*Zb11r*Zn12i*cb+MW*SW*Zb11r*Zn11i*cb-3*CW*Mb*Zb21r*Zn13i-3*CW*Mb*Zb21i*Zn13r
> B00453   |-2*MW*SW*Zb21i*Zn11r*cb+2*MW*SW*Zb21r*Zn11i*cb-3*CW*Mb*Zb11r*Zn13i
> B00454   |-3*CW*MW*Zb21r*Zn12i*cb+3*CW*MW*Zb21i*Zn12r*cb-MW*SW*Zb21i*Zn11r*cb+MW*SW*Zb21r*Zn11i*cb+3*CW*Mb*Zb11r*Zn13i
> B00455   |-2*MW*SW*Zb11r*Zn11i*cb-3*CW*Mb*Zb21i*Zn13r-3*CW*Mb*Zb21r*Zn13i
> B00456   |-3*CW*MW*Zb11r*Zn22i*cb+MW*SW*Zb11r*Zn21i*cb-3*CW*Mb*Zb21r*Zn23i-3*CW*Mb*Zb21i*Zn23r
> B00457   |-2*MW*SW*Zb21i*Zn21r*cb+2*MW*SW*Zb21r*Zn21i*cb-3*CW*Mb*Zb11r*Zn23i
> B00458   |-3*CW*MW*Zb21r*Zn22i*cb+3*CW*MW*Zb21i*Zn22r*cb-MW*SW*Zb21i*Zn21r*cb+MW*SW*Zb21r*Zn21i*cb+3*CW*Mb*Zb11r*Zn23i
> B00459   |-2*MW*SW*Zb11r*Zn21i*cb-3*CW*Mb*Zb21i*Zn23r-3*CW*Mb*Zb21r*Zn23i
> B00460   |-3*CW*MW*Zb11r*Zn32i*cb+MW*SW*Zb11r*Zn31i*cb-3*CW*Mb*Zb21r*Zn33i-3*CW*Mb*Zb21i*Zn33r
> B00461   |-2*MW*SW*Zb21i*Zn31r*cb+2*MW*SW*Zb21r*Zn31i*cb-3*CW*Mb*Zb11r*Zn33i
> B00462   |-3*CW*MW*Zb21r*Zn32i*cb+3*CW*MW*Zb21i*Zn32r*cb-MW*SW*Zb21i*Zn31r*cb+MW*SW*Zb21r*Zn31i*cb+3*CW*Mb*Zb11r*Zn33i
> B00463   |-2*MW*SW*Zb11r*Zn31i*cb-3*CW*Mb*Zb21i*Zn33r-3*CW*Mb*Zb21r*Zn33i
> B00464   |-3*CW*MW*Zb11r*Zn42i*cb+MW*SW*Zb11r*Zn41i*cb-3*CW*Mb*Zb21r*Zn43i-3*CW*Mb*Zb21i*Zn43r
> B00465   |-2*MW*SW*Zb21i*Zn41r*cb+2*MW*SW*Zb21r*Zn41i*cb-3*CW*Mb*Zb11r*Zn43i
> B00466   |-3*CW*MW*Zb21r*Zn42i*cb+3*CW*MW*Zb21i*Zn42r*cb-MW*SW*Zb21i*Zn41r*cb+MW*SW*Zb21r*Zn41i*cb+3*CW*Mb*Zb11r*Zn43i
> B00467   |-2*MW*SW*Zb11r*Zn41i*cb-3*CW*Mb*Zb21i*Zn43r-3*CW*Mb*Zb21r*Zn43i
> B00468   |-3*CW*MW*Zn12i*sb-MW*SW*Zn11i*sb
> B00469   |-3*CW*MW*Zn22i*sb-MW*SW*Zn21i*sb
> B00470   |-3*CW*MW*Zn32i*sb-MW*SW*Zn31i*sb
> B00471   |-3*CW*MW*Zn42i*sb-MW*SW*Zn41i*sb
> B00472   |-3*CW*MW*Zn12i*cb+MW*SW*Zn11i*cb
> B00473   |-3*CW*MW*Zn22i*cb+MW*SW*Zn21i*cb
> B00474   |-3*CW*MW*Zn32i*cb+MW*SW*Zn31i*cb
> B00475   |-3*CW*MW*Zn42i*cb+MW*SW*Zn41i*cb
> B00476   |-CW*Zn12i-SW*Zn11i
> B00477   |-CW*Zn22i-SW*Zn21i
> B00478   |-CW*Zn32i-SW*Zn31i
> B00479   |-CW*Zn42i-SW*Zn41i
> B00480   |2*Zh11^3*cb*la1+2*Zh11*Zh13^2*cb*la1*sb^2+2*Zh12^3*la2*sb+2*Zh12*Zh13^2*cb^2*la2*sb+Zh11*Zh12^2*cb*la3
> B00481   |B00480+Zh11*Zh13^2*cb^3*la3+Zh11^2*Zh12*la3*sb+Zh12*Zh13^2*la3*sb^3+Zh11*Zh12^2*cb*la4+Zh11*Zh13^2*cb^3*la4
> B00482   |B00481+Zh11^2*Zh12*la4*sb+Zh12*Zh13^2*la4*sb^3+2*Zh11*Zh12^2*cb*la5r+2*Zh12*Zh13^2*la5r*sb^3-4*Zh12*Zh13^2*la5r*sb
> B00483   |B00482-2*Zh11*Zh13^2*cb*la5r*sb^2-2*Zh11*Zh13^2*cb*la5r+2*Zh11^2*Zh12*la5r*sb-4*Zh11*Zh12*Zh13*la5i-Zh12^2*Zh13*la5i*s2b
> B00484   |B00483+Zh13^3*la5i*s2b-Zh11^2*Zh13*la5i*s2b+3*Zh11^2*Zh12*cb*la6r+Zh11^3*la6r*sb+3*Zh11*Zh13^2*la6r*sb^3
> B00485   |B00484-2*Zh11*Zh13^2*la6r*sb+Zh12*Zh13^2*cb*la6r*sb^2+2*Zh11^2*Zh13*la6i*sb^2-3*Zh11^2*Zh13*la6i-Zh11*Zh12*Zh13*la6i*s2b
> B00486   |B00485-Zh13^3*la6i*sb^2+3*Zh11*Zh12^2*la7r*sb+Zh12^3*cb*la7r-3*Zh12*Zh13^2*cb*la7r*sb^2+Zh12*Zh13^2*cb*la7r
> B00487   |B00486+Zh11*Zh13^2*cb^2*la7r*sb-2*Zh12^2*Zh13*la7i*sb^2-Zh12^2*Zh13*la7i-Zh11*Zh12*Zh13*la7i*s2b-Zh13^3*cb^2*la7i
> B00488   |6*Zh11^2*Zh21*cb*la1+4*Zh11*Zh13*Zh23*cb*la1*sb^2+2*Zh13^2*Zh21*cb*la1*sb^2+6*Zh12^2*Zh22*la2*sb+4*Zh12*Zh13*Zh23*cb^2*la2*sb
> B00489   |B00488+2*Zh13^2*Zh22*cb^2*la2*sb+2*Zh11*Zh12*Zh22*cb*la3+2*Zh11*Zh13*Zh23*cb^3*la3+Zh12^2*Zh21*cb*la3+Zh13^2*Zh21*cb^3*la3
> B00490   |B00489+Zh11^2*Zh22*la3*sb+2*Zh11*Zh12*Zh21*la3*sb+Zh13^2*Zh22*la3*sb^3+2*Zh12*Zh13*Zh23*la3*sb^3+2*Zh11*Zh12*Zh22*cb*la4
> B00491   |B00490+Zh12^2*Zh21*cb*la4+2*Zh11*Zh13*Zh23*cb^3*la4+Zh13^2*Zh21*cb^3*la4+Zh11^2*Zh22*la4*sb+2*Zh11*Zh12*Zh21*la4*sb
> B00492   |B00491+Zh13^2*Zh22*la4*sb^3+2*Zh12*Zh13*Zh23*la4*sb^3+4*Zh11*Zh12*Zh22*cb*la5r+2*Zh12^2*Zh21*cb*la5r+4*Zh12*Zh13*Zh23*la5r*sb^3
> B00493   |B00492-8*Zh12*Zh13*Zh23*la5r*sb+2*Zh13^2*Zh22*la5r*sb^3-4*Zh13^2*Zh22*la5r*sb-4*Zh11*Zh13*Zh23*cb*la5r*sb^2-4*Zh11*Zh13*Zh23*cb*la5r
> B00494   |B00493-2*Zh13^2*Zh21*cb*la5r*sb^2-2*Zh13^2*Zh21*cb*la5r+2*Zh11^2*Zh22*la5r*sb+4*Zh11*Zh12*Zh21*la5r*sb-4*Zh11*Zh12*Zh23*la5i
> B00495   |B00494-4*Zh12*Zh13*Zh21*la5i-2*Zh12*Zh13*Zh22*la5i*s2b-Zh12^2*Zh23*la5i*s2b-4*Zh11*Zh13*Zh22*la5i+3*Zh13^2*Zh23*la5i*s2b
> B00496   |B00495-Zh11^2*Zh23*la5i*s2b-2*Zh11*Zh13*Zh21*la5i*s2b+3*Zh11^2*Zh22*cb*la6r+6*Zh11*Zh12*Zh21*cb*la6r+2*Zh12*Zh13*Zh23*cb*la6r*sb^2
> B00497   |B00496+3*Zh11^2*Zh21*la6r*sb+6*Zh11*Zh13*Zh23*la6r*sb^3-4*Zh11*Zh13*Zh23*la6r*sb+3*Zh13^2*Zh21*la6r*sb^3-2*Zh13^2*Zh21*la6r*sb
> B00498   |B00497+Zh13^2*Zh22*cb*la6r*sb^2+2*Zh11^2*Zh23*la6i*sb^2-3*Zh11^2*Zh23*la6i+4*Zh11*Zh13*Zh21*la6i*sb^2-6*Zh11*Zh13*Zh21*la6i
> B00499   |B00498-3*Zh13^2*Zh23*la6i*sb^2-Zh11*Zh13*Zh22*la6i*s2b-Zh12*Zh13*Zh21*la6i*s2b-Zh11*Zh12*Zh23*la6i*s2b+6*Zh11*Zh12*Zh22*la7r*sb
> B00500   |B00499+3*Zh12^2*Zh21*la7r*sb+2*Zh11*Zh13*Zh23*cb^2*la7r*sb+3*Zh12^2*Zh22*cb*la7r-6*Zh12*Zh13*Zh23*cb*la7r*sb^2+2*Zh12*Zh13*Zh23*cb*la7r
> B00501   |B00500-3*Zh13^2*Zh22*cb*la7r*sb^2+Zh13^2*Zh22*cb*la7r+Zh13^2*Zh21*cb^2*la7r*sb-4*Zh12*Zh13*Zh22*la7i*sb^2-2*Zh12*Zh13*Zh22*la7i
> B00502   |B00501-2*Zh12^2*Zh23*la7i*sb^2-Zh12^2*Zh23*la7i-3*Zh13^2*Zh23*cb^2*la7i-Zh11*Zh13*Zh22*la7i*s2b-Zh12*Zh13*Zh21*la7i*s2b
> B00503   |B00502-Zh11*Zh12*Zh23*la7i*s2b
> B00504   |6*Zh11^2*Zh31*cb*la1+4*Zh11*Zh13*Zh33*cb*la1*sb^2+2*Zh13^2*Zh31*cb*la1*sb^2+6*Zh12^2*Zh32*la2*sb+4*Zh12*Zh13*Zh33*cb^2*la2*sb
> B00505   |B00504+2*Zh13^2*Zh32*cb^2*la2*sb+2*Zh11*Zh12*Zh32*cb*la3+2*Zh11*Zh13*Zh33*cb^3*la3+Zh12^2*Zh31*cb*la3+Zh13^2*Zh31*cb^3*la3
> B00506   |B00505+Zh11^2*Zh32*la3*sb+2*Zh11*Zh12*Zh31*la3*sb+Zh13^2*Zh32*la3*sb^3+2*Zh12*Zh13*Zh33*la3*sb^3+2*Zh11*Zh12*Zh32*cb*la4
> B00507   |B00506+Zh12^2*Zh31*cb*la4+2*Zh11*Zh13*Zh33*cb^3*la4+Zh13^2*Zh31*cb^3*la4+Zh11^2*Zh32*la4*sb+2*Zh11*Zh12*Zh31*la4*sb
> B00508   |B00507+Zh13^2*Zh32*la4*sb^3+2*Zh12*Zh13*Zh33*la4*sb^3+4*Zh11*Zh12*Zh32*cb*la5r+2*Zh12^2*Zh31*cb*la5r+4*Zh12*Zh13*Zh33*la5r*sb^3
> B00509   |B00508-8*Zh12*Zh13*Zh33*la5r*sb+2*Zh13^2*Zh32*la5r*sb^3-4*Zh13^2*Zh32*la5r*sb-4*Zh11*Zh13*Zh33*cb*la5r*sb^2-4*Zh11*Zh13*Zh33*cb*la5r
> B00510   |B00509-2*Zh13^2*Zh31*cb*la5r*sb^2-2*Zh13^2*Zh31*cb*la5r+2*Zh11^2*Zh32*la5r*sb+4*Zh11*Zh12*Zh31*la5r*sb-4*Zh11*Zh12*Zh33*la5i
> B00511   |B00510-4*Zh12*Zh13*Zh31*la5i-2*Zh12*Zh13*Zh32*la5i*s2b-Zh12^2*Zh33*la5i*s2b-4*Zh11*Zh13*Zh32*la5i+3*Zh13^2*Zh33*la5i*s2b
> B00512   |B00511-Zh11^2*Zh33*la5i*s2b-2*Zh11*Zh13*Zh31*la5i*s2b+3*Zh11^2*Zh32*cb*la6r+6*Zh11*Zh12*Zh31*cb*la6r+2*Zh12*Zh13*Zh33*cb*la6r*sb^2
> B00513   |B00512+3*Zh11^2*Zh31*la6r*sb+6*Zh11*Zh13*Zh33*la6r*sb^3-4*Zh11*Zh13*Zh33*la6r*sb+3*Zh13^2*Zh31*la6r*sb^3-2*Zh13^2*Zh31*la6r*sb
> B00514   |B00513+Zh13^2*Zh32*cb*la6r*sb^2+2*Zh11^2*Zh33*la6i*sb^2-3*Zh11^2*Zh33*la6i+4*Zh11*Zh13*Zh31*la6i*sb^2-6*Zh11*Zh13*Zh31*la6i
> B00515   |B00514-3*Zh13^2*Zh33*la6i*sb^2-Zh11*Zh13*Zh32*la6i*s2b-Zh12*Zh13*Zh31*la6i*s2b-Zh11*Zh12*Zh33*la6i*s2b+6*Zh11*Zh12*Zh32*la7r*sb
> B00516   |B00515+3*Zh12^2*Zh31*la7r*sb+2*Zh11*Zh13*Zh33*cb^2*la7r*sb+3*Zh12^2*Zh32*cb*la7r-6*Zh12*Zh13*Zh33*cb*la7r*sb^2+2*Zh12*Zh13*Zh33*cb*la7r
> B00517   |B00516-3*Zh13^2*Zh32*cb*la7r*sb^2+Zh13^2*Zh32*cb*la7r+Zh13^2*Zh31*cb^2*la7r*sb-4*Zh12*Zh13*Zh32*la7i*sb^2-2*Zh12*Zh13*Zh32*la7i
> B00518   |B00517-2*Zh12^2*Zh33*la7i*sb^2-Zh12^2*Zh33*la7i-3*Zh13^2*Zh33*cb^2*la7i-Zh11*Zh13*Zh32*la7i*s2b-Zh12*Zh13*Zh31*la7i*s2b
> B00519   |B00518-Zh11*Zh12*Zh33*la7i*s2b
> B00520   |6*Zh11*Zh21^2*cb*la1+4*Zh13*Zh21*Zh23*cb*la1*sb^2+2*Zh11*Zh23^2*cb*la1*sb^2+6*Zh12*Zh22^2*la2*sb+4*Zh13*Zh22*Zh23*cb^2*la2*sb
> B00521   |B00520+2*Zh12*Zh23^2*cb^2*la2*sb+Zh11*Zh22^2*cb*la3+Zh11*Zh23^2*cb^3*la3+2*Zh12*Zh21*Zh22*cb*la3+2*Zh13*Zh21*Zh23*cb^3*la3
> B00522   |B00521+2*Zh11*Zh21*Zh22*la3*sb+Zh12*Zh21^2*la3*sb+2*Zh13*Zh22*Zh23*la3*sb^3+Zh12*Zh23^2*la3*sb^3+2*Zh12*Zh21*Zh22*cb*la4
> B00523   |B00522+Zh11*Zh22^2*cb*la4+2*Zh13*Zh21*Zh23*cb^3*la4+Zh11*Zh23^2*cb^3*la4+2*Zh11*Zh21*Zh22*la4*sb+Zh12*Zh21^2*la4*sb
> B00524   |B00523+2*Zh13*Zh22*Zh23*la4*sb^3+Zh12*Zh23^2*la4*sb^3+4*Zh12*Zh21*Zh22*cb*la5r+2*Zh12*Zh23^2*la5r*sb^3-4*Zh12*Zh23^2*la5r*sb
> B00525   |B00524+2*Zh11*Zh22^2*cb*la5r+4*Zh13*Zh22*Zh23*la5r*sb^3-8*Zh13*Zh22*Zh23*la5r*sb-4*Zh13*Zh21*Zh23*cb*la5r*sb^2-4*Zh13*Zh21*Zh23*cb*la5r
> B00526   |B00525-2*Zh11*Zh23^2*cb*la5r*sb^2-2*Zh11*Zh23^2*cb*la5r+4*Zh11*Zh21*Zh22*la5r*sb+2*Zh12*Zh21^2*la5r*sb-4*Zh12*Zh21*Zh23*la5i
> B00527   |B00526-2*Zh12*Zh22*Zh23*la5i*s2b-4*Zh11*Zh22*Zh23*la5i-4*Zh13*Zh21*Zh22*la5i-Zh13*Zh22^2*la5i*s2b+3*Zh13*Zh23^2*la5i*s2b
> B00528   |B00527-2*Zh11*Zh21*Zh23*la5i*s2b-Zh13*Zh21^2*la5i*s2b+6*Zh11*Zh21*Zh22*cb*la6r+3*Zh12*Zh21^2*cb*la6r+2*Zh13*Zh22*Zh23*cb*la6r*sb^2
> B00529   |B00528+3*Zh11*Zh21^2*la6r*sb+6*Zh13*Zh21*Zh23*la6r*sb^3-4*Zh13*Zh21*Zh23*la6r*sb+3*Zh11*Zh23^2*la6r*sb^3-2*Zh11*Zh23^2*la6r*sb
> B00530   |B00529+Zh12*Zh23^2*cb*la6r*sb^2+4*Zh11*Zh21*Zh23*la6i*sb^2-6*Zh11*Zh21*Zh23*la6i+2*Zh13*Zh21^2*la6i*sb^2-3*Zh13*Zh21^2*la6i
> B00531   |B00530-3*Zh13*Zh23^2*la6i*sb^2-Zh13*Zh21*Zh22*la6i*s2b-Zh11*Zh22*Zh23*la6i*s2b-Zh12*Zh21*Zh23*la6i*s2b+6*Zh12*Zh21*Zh22*la7r*sb
> B00532   |B00531+3*Zh11*Zh22^2*la7r*sb+2*Zh13*Zh21*Zh23*cb^2*la7r*sb+3*Zh12*Zh22^2*cb*la7r-6*Zh13*Zh22*Zh23*cb*la7r*sb^2+2*Zh13*Zh22*Zh23*cb*la7r
> B00533   |B00532-3*Zh12*Zh23^2*cb*la7r*sb^2+Zh12*Zh23^2*cb*la7r+Zh11*Zh23^2*cb^2*la7r*sb-4*Zh12*Zh22*Zh23*la7i*sb^2-2*Zh12*Zh22*Zh23*la7i
> B00534   |B00533-2*Zh13*Zh22^2*la7i*sb^2-Zh13*Zh22^2*la7i-3*Zh13*Zh23^2*cb^2*la7i-Zh13*Zh21*Zh22*la7i*s2b-Zh11*Zh22*Zh23*la7i*s2b
> B00535   |B00534-Zh12*Zh21*Zh23*la7i*s2b
> B00536   |12*Zh11*Zh21*Zh31*cb*la1+4*Zh11*Zh23*Zh33*cb*la1*sb^2+4*Zh13*Zh21*Zh33*cb*la1*sb^2+4*Zh13*Zh23*Zh31*cb*la1*sb^2+12*Zh12*Zh22*Zh32*la2*sb
> B00537   |B00536+4*Zh12*Zh23*Zh33*cb^2*la2*sb+4*Zh13*Zh22*Zh33*cb^2*la2*sb+4*Zh13*Zh23*Zh32*cb^2*la2*sb+2*Zh11*Zh22*Zh32*cb*la3+2*Zh11*Zh23*Zh33*cb^3*la3
> B00538   |B00537+2*Zh12*Zh21*Zh32*cb*la3+2*Zh13*Zh21*Zh33*cb^3*la3+2*Zh12*Zh22*Zh31*cb*la3+2*Zh13*Zh23*Zh31*cb^3*la3+2*Zh11*Zh21*Zh32*la3*sb
> B00539   |B00538+2*Zh11*Zh22*Zh31*la3*sb+2*Zh12*Zh21*Zh31*la3*sb+2*Zh13*Zh23*Zh32*la3*sb^3+2*Zh13*Zh22*Zh33*la3*sb^3+2*Zh12*Zh23*Zh33*la3*sb^3
> B00540   |B00539+2*Zh12*Zh21*Zh32*cb*la4+2*Zh12*Zh22*Zh31*cb*la4+2*Zh11*Zh22*Zh32*cb*la4+2*Zh13*Zh21*Zh33*cb^3*la4+2*Zh13*Zh23*Zh31*cb^3*la4
> B00541   |B00540+2*Zh11*Zh23*Zh33*cb^3*la4+2*Zh11*Zh21*Zh32*la4*sb+2*Zh11*Zh22*Zh31*la4*sb+2*Zh12*Zh21*Zh31*la4*sb+2*Zh13*Zh23*Zh32*la4*sb^3
> B00542   |B00541+2*Zh13*Zh22*Zh33*la4*sb^3+2*Zh12*Zh23*Zh33*la4*sb^3+4*Zh12*Zh21*Zh32*cb*la5r+4*Zh12*Zh22*Zh31*cb*la5r+4*Zh12*Zh23*Zh33*la5r*sb^3
> B00543   |B00542-8*Zh12*Zh23*Zh33*la5r*sb+4*Zh11*Zh22*Zh32*cb*la5r+4*Zh13*Zh22*Zh33*la5r*sb^3-8*Zh13*Zh22*Zh33*la5r*sb+4*Zh13*Zh23*Zh32*la5r*sb^3
> B00544   |B00543-8*Zh13*Zh23*Zh32*la5r*sb-4*Zh13*Zh21*Zh33*cb*la5r*sb^2-4*Zh13*Zh21*Zh33*cb*la5r-4*Zh13*Zh23*Zh31*cb*la5r*sb^2-4*Zh13*Zh23*Zh31*cb*la5r
> B00545   |B00544-4*Zh11*Zh23*Zh33*cb*la5r*sb^2-4*Zh11*Zh23*Zh33*cb*la5r+4*Zh11*Zh21*Zh32*la5r*sb+4*Zh11*Zh22*Zh31*la5r*sb+4*Zh12*Zh21*Zh31*la5r*sb
> B00546   |B00545-4*Zh12*Zh21*Zh33*la5i-4*Zh12*Zh23*Zh31*la5i-2*Zh12*Zh23*Zh32*la5i*s2b-2*Zh12*Zh22*Zh33*la5i*s2b-4*Zh11*Zh22*Zh33*la5i
> B00547   |B00546-4*Zh13*Zh22*Zh31*la5i-2*Zh13*Zh22*Zh32*la5i*s2b-4*Zh11*Zh23*Zh32*la5i-4*Zh13*Zh21*Zh32*la5i+6*Zh13*Zh23*Zh33*la5i*s2b
> B00548   |B00547-2*Zh11*Zh21*Zh33*la5i*s2b-2*Zh11*Zh23*Zh31*la5i*s2b-2*Zh13*Zh21*Zh31*la5i*s2b+6*Zh11*Zh21*Zh32*cb*la6r+6*Zh11*Zh22*Zh31*cb*la6r
> B00549   |B00548+6*Zh12*Zh21*Zh31*cb*la6r+2*Zh13*Zh23*Zh32*cb*la6r*sb^2+2*Zh13*Zh22*Zh33*cb*la6r*sb^2+2*Zh12*Zh23*Zh33*cb*la6r*sb^2+6*Zh11*Zh21*Zh31*la6r*sb
> B00550   |B00549+6*Zh11*Zh23*Zh33*la6r*sb^3-4*Zh11*Zh23*Zh33*la6r*sb+6*Zh13*Zh21*Zh33*la6r*sb^3-4*Zh13*Zh21*Zh33*la6r*sb+6*Zh13*Zh23*Zh31*la6r*sb^3
> B00551   |B00550-4*Zh13*Zh23*Zh31*la6r*sb+4*Zh11*Zh21*Zh33*la6i*sb^2-6*Zh11*Zh21*Zh33*la6i+4*Zh11*Zh23*Zh31*la6i*sb^2-6*Zh11*Zh23*Zh31*la6i
> B00552   |B00551+4*Zh13*Zh21*Zh31*la6i*sb^2-6*Zh13*Zh21*Zh31*la6i-6*Zh13*Zh23*Zh33*la6i*sb^2-Zh13*Zh21*Zh32*la6i*s2b-Zh13*Zh22*Zh31*la6i*s2b
> B00553   |B00552-Zh11*Zh23*Zh32*la6i*s2b-Zh12*Zh23*Zh31*la6i*s2b-Zh11*Zh22*Zh33*la6i*s2b-Zh12*Zh21*Zh33*la6i*s2b+6*Zh12*Zh21*Zh32*la7r*sb
> B00554   |B00553+6*Zh12*Zh22*Zh31*la7r*sb+6*Zh11*Zh22*Zh32*la7r*sb+2*Zh13*Zh21*Zh33*cb^2*la7r*sb+2*Zh13*Zh23*Zh31*cb^2*la7r*sb+2*Zh11*Zh23*Zh33*cb^2*la7r*sb
> B00555   |B00554+6*Zh12*Zh22*Zh32*cb*la7r-6*Zh12*Zh23*Zh33*cb*la7r*sb^2+2*Zh12*Zh23*Zh33*cb*la7r-6*Zh13*Zh22*Zh33*cb*la7r*sb^2+2*Zh13*Zh22*Zh33*cb*la7r
> B00556   |B00555-6*Zh13*Zh23*Zh32*cb*la7r*sb^2+2*Zh13*Zh23*Zh32*cb*la7r-4*Zh12*Zh23*Zh32*la7i*sb^2-2*Zh12*Zh23*Zh32*la7i-4*Zh12*Zh22*Zh33*la7i*sb^2
> B00557   |B00556-2*Zh12*Zh22*Zh33*la7i-4*Zh13*Zh22*Zh32*la7i*sb^2-2*Zh13*Zh22*Zh32*la7i-6*Zh13*Zh23*Zh33*cb^2*la7i-Zh13*Zh21*Zh32*la7i*s2b
> B00558   |B00557-Zh13*Zh22*Zh31*la7i*s2b-Zh11*Zh23*Zh32*la7i*s2b-Zh12*Zh23*Zh31*la7i*s2b-Zh11*Zh22*Zh33*la7i*s2b-Zh12*Zh21*Zh33*la7i*s2b
> B00559   |6*Zh11*Zh31^2*cb*la1+4*Zh13*Zh31*Zh33*cb*la1*sb^2+2*Zh11*Zh33^2*cb*la1*sb^2+6*Zh12*Zh32^2*la2*sb+4*Zh13*Zh32*Zh33*cb^2*la2*sb
> B00560   |B00559+2*Zh12*Zh33^2*cb^2*la2*sb+Zh11*Zh32^2*cb*la3+Zh11*Zh33^2*cb^3*la3+2*Zh12*Zh31*Zh32*cb*la3+2*Zh13*Zh31*Zh33*cb^3*la3
> B00561   |B00560+2*Zh11*Zh31*Zh32*la3*sb+Zh12*Zh31^2*la3*sb+2*Zh13*Zh32*Zh33*la3*sb^3+Zh12*Zh33^2*la3*sb^3+2*Zh12*Zh31*Zh32*cb*la4
> B00562   |B00561+Zh11*Zh32^2*cb*la4+2*Zh13*Zh31*Zh33*cb^3*la4+Zh11*Zh33^2*cb^3*la4+2*Zh11*Zh31*Zh32*la4*sb+Zh12*Zh31^2*la4*sb
> B00563   |B00562+2*Zh13*Zh32*Zh33*la4*sb^3+Zh12*Zh33^2*la4*sb^3+4*Zh12*Zh31*Zh32*cb*la5r+2*Zh12*Zh33^2*la5r*sb^3-4*Zh12*Zh33^2*la5r*sb
> B00564   |B00563+2*Zh11*Zh32^2*cb*la5r+4*Zh13*Zh32*Zh33*la5r*sb^3-8*Zh13*Zh32*Zh33*la5r*sb-4*Zh13*Zh31*Zh33*cb*la5r*sb^2-4*Zh13*Zh31*Zh33*cb*la5r
> B00565   |B00564-2*Zh11*Zh33^2*cb*la5r*sb^2-2*Zh11*Zh33^2*cb*la5r+4*Zh11*Zh31*Zh32*la5r*sb+2*Zh12*Zh31^2*la5r*sb-4*Zh12*Zh31*Zh33*la5i
> B00566   |B00565-2*Zh12*Zh32*Zh33*la5i*s2b-4*Zh11*Zh32*Zh33*la5i-4*Zh13*Zh31*Zh32*la5i-Zh13*Zh32^2*la5i*s2b+3*Zh13*Zh33^2*la5i*s2b
> B00567   |B00566-2*Zh11*Zh31*Zh33*la5i*s2b-Zh13*Zh31^2*la5i*s2b+6*Zh11*Zh31*Zh32*cb*la6r+3*Zh12*Zh31^2*cb*la6r+2*Zh13*Zh32*Zh33*cb*la6r*sb^2
> B00568   |B00567+3*Zh11*Zh31^2*la6r*sb+6*Zh13*Zh31*Zh33*la6r*sb^3-4*Zh13*Zh31*Zh33*la6r*sb+3*Zh11*Zh33^2*la6r*sb^3-2*Zh11*Zh33^2*la6r*sb
> B00569   |B00568+Zh12*Zh33^2*cb*la6r*sb^2+4*Zh11*Zh31*Zh33*la6i*sb^2-6*Zh11*Zh31*Zh33*la6i+2*Zh13*Zh31^2*la6i*sb^2-3*Zh13*Zh31^2*la6i
> B00570   |B00569-3*Zh13*Zh33^2*la6i*sb^2-Zh13*Zh31*Zh32*la6i*s2b-Zh11*Zh32*Zh33*la6i*s2b-Zh12*Zh31*Zh33*la6i*s2b+6*Zh12*Zh31*Zh32*la7r*sb
> B00571   |B00570+3*Zh11*Zh32^2*la7r*sb+2*Zh13*Zh31*Zh33*cb^2*la7r*sb+3*Zh12*Zh32^2*cb*la7r-6*Zh13*Zh32*Zh33*cb*la7r*sb^2+2*Zh13*Zh32*Zh33*cb*la7r
> B00572   |B00571-3*Zh12*Zh33^2*cb*la7r*sb^2+Zh12*Zh33^2*cb*la7r+Zh11*Zh33^2*cb^2*la7r*sb-4*Zh12*Zh32*Zh33*la7i*sb^2-2*Zh12*Zh32*Zh33*la7i
> B00573   |B00572-2*Zh13*Zh32^2*la7i*sb^2-Zh13*Zh32^2*la7i-3*Zh13*Zh33^2*cb^2*la7i-Zh13*Zh31*Zh32*la7i*s2b-Zh11*Zh32*Zh33*la7i*s2b
> B00574   |B00573-Zh12*Zh31*Zh33*la7i*s2b
> B00575   |4*MW^2*SW^2*Zb21r^2*Zh11*cb^2+6*MW^2*Zb11r^2*Zh11*cb^2-4*MW^2*SW^2*Zb11r^2*Zh11*cb^2+4*MW^2*SW^2*Zb21i^2*Zh11*cb^2-2*MW^2*SW^2*Zb21r^2*Zh12*s2b
> B00576   |B00575-3*MW^2*Zb11r^2*Zh12*s2b+2*MW^2*SW^2*Zb11r^2*Zh12*s2b-2*MW^2*SW^2*Zb21i^2*Zh12*s2b-12*CW^2*Mb*Zb11r*Zb21r*Zh12*mur+12*CW^2*Mb*Zb11r*Zb21i*Zh13*cb*mur
> B00577   |B00576+12*CW^2*Mb*Zb11r*Zb21r*Zh13*cb*mui+12*CW^2*Mb*Zb11r*Zb21i*Zh12*mui-12*CW^2*Mb^2*Zh11+12*Abr*CW^2*Mb*Zb11r*Zb21r*Zh11+12*Abr*CW^2*Mb*Zb11r*Zb21i*Zh13*sb
> B00578   |B00577-12*Abi*CW^2*Mb*Zb11r*Zb21r*Zh13*sb+12*Abi*CW^2*Mb*Zb11r*Zb21i*Zh11
> B00579   |6*MW^2*Zb11r*Zb21r*Zh11*cb^2-8*MW^2*SW^2*Zb11r*Zb21r*Zh11*cb^2-3*MW^2*Zb11r*Zb21r*Zh12*s2b+4*MW^2*SW^2*Zb11r*Zb21r*Zh12*s2b+6*Mb*Zb11r^2*Zh12*mur
> B00580   |B00579+6*Mb*Zb21i^2*Zh12*mur-6*Mb*Zb21r^2*Zh12*mur-6*Mb*SW^2*Zb11r^2*Zh12*mur-6*Mb*SW^2*Zb21i^2*Zh12*mur+6*Mb*SW^2*Zb21r^2*Zh12*mur
> B00581   |B00580-6*Mb*Zb11r^2*Zh13*cb*mui-6*Mb*Zb21i^2*Zh13*cb*mui+6*Mb*Zb21r^2*Zh13*cb*mui+6*Mb*SW^2*Zb11r^2*Zh13*cb*mui+6*Mb*SW^2*Zb21i^2*Zh13*cb*mui
> B00582   |B00581-6*Mb*SW^2*Zb21r^2*Zh13*cb*mui+12*CW^2*Mb*Zb21i*Zb21r*Zh13*cb*mur+12*CW^2*Mb*Zb21i*Zb21r*Zh12*mui-6*Abr*Mb*Zb11r^2*Zh11-6*Abr*Mb*Zb21i^2*Zh11
> B00583   |B00582+6*Abr*Mb*Zb21r^2*Zh11+6*Abr*Mb*SW^2*Zb11r^2*Zh11+6*Abr*Mb*SW^2*Zb21i^2*Zh11-6*Abr*Mb*SW^2*Zb21r^2*Zh11+12*Abr*CW^2*Mb*Zb21i*Zb21r*Zh13*sb
> B00584   |B00583+12*Abi*CW^2*Mb*Zb21i*Zb21r*Zh11+6*Abi*Mb*Zb11r^2*Zh13*sb+6*Abi*Mb*Zb21i^2*Zh13*sb-6*Abi*Mb*Zb21r^2*Zh13*sb-6*Abi*Mb*SW^2*Zb11r^2*Zh13*sb
> B00585   |B00584-6*Abi*Mb*SW^2*Zb21i^2*Zh13*sb+6*Abi*Mb*SW^2*Zb21r^2*Zh13*sb
> B00586   |-6*MW^2*Zb11r*Zb21i*Zh11*cb^2+8*MW^2*SW^2*Zb11r*Zb21i*Zh11*cb^2+3*MW^2*Zb11r*Zb21i*Zh12*s2b-4*MW^2*SW^2*Zb11r*Zb21i*Zh12*s2b+6*Mb*Zb11r^2*Zh13*cb*mur
> B00587   |B00586-6*Mb*Zb21i^2*Zh13*cb*mur+6*Mb*Zb21r^2*Zh13*cb*mur-6*Mb*SW^2*Zb11r^2*Zh13*cb*mur+6*Mb*SW^2*Zb21i^2*Zh13*cb*mur-6*Mb*SW^2*Zb21r^2*Zh13*cb*mur
> B00588   |B00587+6*Mb*Zb11r^2*Zh12*mui-6*Mb*Zb21i^2*Zh12*mui+6*Mb*Zb21r^2*Zh12*mui-6*Mb*SW^2*Zb11r^2*Zh12*mui+6*Mb*SW^2*Zb21i^2*Zh12*mui
> B00589   |B00588-6*Mb*SW^2*Zb21r^2*Zh12*mui+12*CW^2*Mb*Zb21i*Zb21r*Zh12*mur-12*CW^2*Mb*Zb21i*Zb21r*Zh13*cb*mui-12*Abr*CW^2*Mb*Zb21i*Zb21r*Zh11+6*Abr*Mb*Zb11r^2*Zh13*sb
> B00590   |B00589-6*Abr*Mb*Zb21i^2*Zh13*sb+6*Abr*Mb*Zb21r^2*Zh13*sb-6*Abr*Mb*SW^2*Zb11r^2*Zh13*sb+6*Abr*Mb*SW^2*Zb21i^2*Zh13*sb-6*Abr*Mb*SW^2*Zb21r^2*Zh13*sb
> B00591   |B00590+6*Abi*Mb*Zb11r^2*Zh11-6*Abi*Mb*Zb21i^2*Zh11+6*Abi*Mb*Zb21r^2*Zh11-6*Abi*Mb*SW^2*Zb11r^2*Zh11+6*Abi*Mb*SW^2*Zb21i^2*Zh11
> B00592   |B00591-6*Abi*Mb*SW^2*Zb21r^2*Zh11+12*Abi*CW^2*Mb*Zb21i*Zb21r*Zh13*sb
> B00593   |6*MW^2*Zb11r*Zb21r*Zh11*cb^2-8*MW^2*SW^2*Zb11r*Zb21r*Zh11*cb^2-3*MW^2*Zb11r*Zb21r*Zh12*s2b+4*MW^2*SW^2*Zb11r*Zb21r*Zh12*s2b+6*Mb*Zb11r^2*Zh12*mur
> B00594   |B00593+6*Mb*Zb21i^2*Zh12*mur-6*Mb*Zb21r^2*Zh12*mur-6*Mb*SW^2*Zb11r^2*Zh12*mur-6*Mb*SW^2*Zb21i^2*Zh12*mur+6*Mb*SW^2*Zb21r^2*Zh12*mur
> B00595   |B00594+12*CW^2*Mb*Zb21i*Zb21r*Zh13*cb*mur+12*CW^2*Mb*Zb21i*Zb21r*Zh12*mui-6*Mb*Zb11r^2*Zh13*cb*mui-6*Mb*Zb21i^2*Zh13*cb*mui+6*Mb*Zb21r^2*Zh13*cb*mui
> B00596   |B00595+6*Mb*SW^2*Zb11r^2*Zh13*cb*mui+6*Mb*SW^2*Zb21i^2*Zh13*cb*mui-6*Mb*SW^2*Zb21r^2*Zh13*cb*mui-6*Abr*Mb*Zb11r^2*Zh11-6*Abr*Mb*Zb21i^2*Zh11
> B00597   |B00596+6*Abr*Mb*Zb21r^2*Zh11+6*Abr*Mb*SW^2*Zb11r^2*Zh11+6*Abr*Mb*SW^2*Zb21i^2*Zh11-6*Abr*Mb*SW^2*Zb21r^2*Zh11+6*Abi*Mb*Zb11r^2*Zh13*sb
> B00598   |B00597+6*Abi*Mb*Zb21i^2*Zh13*sb-6*Abi*Mb*Zb21r^2*Zh13*sb-6*Abi*Mb*SW^2*Zb11r^2*Zh13*sb-6*Abi*Mb*SW^2*Zb21i^2*Zh13*sb+6*Abi*Mb*SW^2*Zb21r^2*Zh13*sb
> B00599   |B00598+12*Abr*CW^2*Mb*Zb21i*Zb21r*Zh13*sb+12*Abi*CW^2*Mb*Zb21i*Zb21r*Zh11
> B00600   |6*MW^2*Zb11r*Zb21i*Zh11*cb^2-8*MW^2*SW^2*Zb11r*Zb21i*Zh11*cb^2-3*MW^2*Zb11r*Zb21i*Zh12*s2b+4*MW^2*SW^2*Zb11r*Zb21i*Zh12*s2b-12*CW^2*Mb*Zb21i*Zb21r*Zh12*mur
> B00601   |B00600-6*Mb*Zb11r^2*Zh13*cb*mur+6*Mb*Zb21i^2*Zh13*cb*mur-6*Mb*Zb21r^2*Zh13*cb*mur+6*Mb*SW^2*Zb11r^2*Zh13*cb*mur-6*Mb*SW^2*Zb21i^2*Zh13*cb*mur
> B00602   |B00601+6*Mb*SW^2*Zb21r^2*Zh13*cb*mur-6*Mb*Zb11r^2*Zh12*mui+6*Mb*Zb21i^2*Zh12*mui-6*Mb*Zb21r^2*Zh12*mui+6*Mb*SW^2*Zb11r^2*Zh12*mui
> B00603   |B00602-6*Mb*SW^2*Zb21i^2*Zh12*mui+6*Mb*SW^2*Zb21r^2*Zh12*mui+12*CW^2*Mb*Zb21i*Zb21r*Zh13*cb*mui-6*Abr*Mb*Zb11r^2*Zh13*sb+6*Abr*Mb*Zb21i^2*Zh13*sb
> B00604   |B00603-6*Abr*Mb*Zb21r^2*Zh13*sb+6*Abr*Mb*SW^2*Zb11r^2*Zh13*sb-6*Abr*Mb*SW^2*Zb21i^2*Zh13*sb+6*Abr*Mb*SW^2*Zb21r^2*Zh13*sb-6*Abi*Mb*Zb11r^2*Zh11
> B00605   |B00604+6*Abi*Mb*Zb21i^2*Zh11-6*Abi*Mb*Zb21r^2*Zh11+6*Abi*Mb*SW^2*Zb11r^2*Zh11-6*Abi*Mb*SW^2*Zb21i^2*Zh11+6*Abi*Mb*SW^2*Zb21r^2*Zh11
> B00606   |B00605+12*Abr*CW^2*Mb*Zb21i*Zb21r*Zh11-12*Abi*CW^2*Mb*Zb21i*Zb21r*Zh13*sb
> B00607   |4*MW^2*SW^2*Zb21r^2*Zh11*cb^2-6*MW^2*Zb21i^2*Zh11*cb^2-6*MW^2*Zb21r^2*Zh11*cb^2-4*MW^2*SW^2*Zb11r^2*Zh11*cb^2+4*MW^2*SW^2*Zb21i^2*Zh11*cb^2
> B00608   |B00607-2*MW^2*SW^2*Zb21r^2*Zh12*s2b+3*MW^2*Zb21i^2*Zh12*s2b+3*MW^2*Zb21r^2*Zh12*s2b+2*MW^2*SW^2*Zb11r^2*Zh12*s2b-2*MW^2*SW^2*Zb21i^2*Zh12*s2b
> B00609   |B00608-12*CW^2*Mb*Zb11r*Zb21r*Zh12*mur+12*CW^2*Mb*Zb11r*Zb21i*Zh13*cb*mur+12*CW^2*Mb*Zb11r*Zb21i*Zh12*mui+12*CW^2*Mb*Zb11r*Zb21r*Zh13*cb*mui+12*CW^2*Mb^2*Zh11
> B00610   |B00609+12*Abr*CW^2*Mb*Zb11r*Zb21r*Zh11+12*Abr*CW^2*Mb*Zb11r*Zb21i*Zh13*sb+12*Abi*CW^2*Mb*Zb11r*Zb21i*Zh11-12*Abi*CW^2*Mb*Zb11r*Zb21r*Zh13*sb
> B00611   |4*MW^2*SW^2*Zh11*s2b-3*MW^2*Zh11*s2b-8*MW^2*SW^2*Zh12*sb^2+6*MW^2*Zh12*sb^2-12*CW^2*Mc^2*Zh12
> B00612   |Zh11*mur-Zh13*mui*sb-Aur*Zh12+Aui*Zh13*cb
> B00613   |Zh13*mur*sb+Zh11*mui+Aur*Zh13*cb+Aui*Zh12
> B00614   |-Zh13*mur*sb-Zh11*mui-Aur*Zh13*cb-Aui*Zh12
> B00615   |MW^2*SW^2*Zh11*s2b-2*MW^2*SW^2*Zh12*sb^2+3*CW^2*Mc^2*Zh12
> B00616   |4*MW^2*SW^2*Zh11*cb^2-6*MW^2*Zh11*cb^2-2*MW^2*SW^2*Zh12*s2b+3*MW^2*Zh12*s2b+12*CW^2*Mq^2*Zh11
> B00617   |Zh12*mur-Zh13*cb*mui-Adr*Zh11+Adi*Zh13*sb
> B00618   |Zh13*cb*mur+Zh12*mui+Adr*Zh13*sb+Adi*Zh11
> B00619   |-Zh13*cb*mur-Zh12*mui-Adr*Zh13*sb-Adi*Zh11
> B00620   |2*MW^2*SW^2*Zh11*cb^2-MW^2*SW^2*Zh12*s2b-6*CW^2*Mq^2*Zh11
> B00621   |Zh11*cb-Zh12*sb
> B00622   |4*MW^2*SW^2*Zh11*Zl21r^2*cb^2+2*MW^2*Zh11*Zl11r^2*cb^2-4*MW^2*SW^2*Zh11*Zl11r^2*cb^2+4*MW^2*SW^2*Zh11*Zl21i^2*cb^2-2*MW^2*SW^2*Zh12*Zl21r^2*s2b
> B00623   |B00622-MW^2*Zh12*Zl11r^2*s2b+2*MW^2*SW^2*Zh12*Zl11r^2*s2b-2*MW^2*SW^2*Zh12*Zl21i^2*s2b-4*CW^2*Ml*Zh12*Zl11r*Zl21r*mur+4*CW^2*Ml*Zh13*Zl11r*Zl21i*cb*mur
> B00624   |B00623+4*CW^2*Ml*Zh13*Zl11r*Zl21r*cb*mui+4*CW^2*Ml*Zh12*Zl11r*Zl21i*mui-4*CW^2*Ml^2*Zh11+4*Alr*CW^2*Ml*Zh11*Zl11r*Zl21r+4*Alr*CW^2*Ml*Zh13*Zl11r*Zl21i*sb
> B00625   |B00624-4*Ali*CW^2*Ml*Zh13*Zl11r*Zl21r*sb+4*Ali*CW^2*Ml*Zh11*Zl11r*Zl21i
> B00626   |8*MW^2*SW^2*Zh11*Zl11r*Zl21r*cb^2-2*MW^2*Zh11*Zl11r*Zl21r*cb^2+MW^2*Zh12*Zl11r*Zl21r*s2b-4*MW^2*SW^2*Zh12*Zl11r*Zl21r*s2b-2*Ml*Zh12*Zl11r^2*mur
> B00627   |B00626-2*Ml*Zh12*Zl21i^2*mur+2*Ml*Zh12*Zl21r^2*mur+2*Ml*SW^2*Zh12*Zl11r^2*mur+2*Ml*SW^2*Zh12*Zl21i^2*mur-2*Ml*SW^2*Zh12*Zl21r^2*mur
> B00628   |B00627+2*Ml*Zh13*Zl11r^2*cb*mui+2*Ml*Zh13*Zl21i^2*cb*mui-2*Ml*Zh13*Zl21r^2*cb*mui-2*Ml*SW^2*Zh13*Zl11r^2*cb*mui-2*Ml*SW^2*Zh13*Zl21i^2*cb*mui
> B00629   |B00628+2*Ml*SW^2*Zh13*Zl21r^2*cb*mui-4*CW^2*Ml*Zh13*Zl21i*Zl21r*cb*mur-4*CW^2*Ml*Zh12*Zl21i*Zl21r*mui+2*Alr*Ml*Zh11*Zl11r^2+2*Alr*Ml*Zh11*Zl21i^2
> B00630   |B00629-2*Alr*Ml*Zh11*Zl21r^2-2*Alr*Ml*SW^2*Zh11*Zl11r^2-2*Alr*Ml*SW^2*Zh11*Zl21i^2+2*Alr*Ml*SW^2*Zh11*Zl21r^2-4*Alr*CW^2*Ml*Zh13*Zl21i*Zl21r*sb
> B00631   |B00630-4*Ali*CW^2*Ml*Zh11*Zl21i*Zl21r-2*Ali*Ml*Zh13*Zl11r^2*sb-2*Ali*Ml*Zh13*Zl21i^2*sb+2*Ali*Ml*Zh13*Zl21r^2*sb+2*Ali*Ml*SW^2*Zh13*Zl11r^2*sb
> B00632   |B00631+2*Ali*Ml*SW^2*Zh13*Zl21i^2*sb-2*Ali*Ml*SW^2*Zh13*Zl21r^2*sb
> B00633   |-8*MW^2*SW^2*Zh11*Zl11r*Zl21i*cb^2+2*MW^2*Zh11*Zl11r*Zl21i*cb^2-MW^2*Zh12*Zl11r*Zl21i*s2b+4*MW^2*SW^2*Zh12*Zl11r*Zl21i*s2b-2*Ml*Zh13*Zl11r^2*cb*mur
> B00634   |B00633+2*Ml*Zh13*Zl21i^2*cb*mur-2*Ml*Zh13*Zl21r^2*cb*mur+2*Ml*SW^2*Zh13*Zl11r^2*cb*mur-2*Ml*SW^2*Zh13*Zl21i^2*cb*mur+2*Ml*SW^2*Zh13*Zl21r^2*cb*mur
> B00635   |B00634-2*Ml*Zh12*Zl11r^2*mui+2*Ml*Zh12*Zl21i^2*mui-2*Ml*Zh12*Zl21r^2*mui+2*Ml*SW^2*Zh12*Zl11r^2*mui-2*Ml*SW^2*Zh12*Zl21i^2*mui
> B00636   |B00635+2*Ml*SW^2*Zh12*Zl21r^2*mui-4*CW^2*Ml*Zh12*Zl21i*Zl21r*mur+4*CW^2*Ml*Zh13*Zl21i*Zl21r*cb*mui+4*Alr*CW^2*Ml*Zh11*Zl21i*Zl21r-2*Alr*Ml*Zh13*Zl11r^2*sb
> B00637   |B00636+2*Alr*Ml*Zh13*Zl21i^2*sb-2*Alr*Ml*Zh13*Zl21r^2*sb+2*Alr*Ml*SW^2*Zh13*Zl11r^2*sb-2*Alr*Ml*SW^2*Zh13*Zl21i^2*sb+2*Alr*Ml*SW^2*Zh13*Zl21r^2*sb
> B00638   |B00637-2*Ali*Ml*Zh11*Zl11r^2+2*Ali*Ml*Zh11*Zl21i^2-2*Ali*Ml*Zh11*Zl21r^2+2*Ali*Ml*SW^2*Zh11*Zl11r^2-2*Ali*Ml*SW^2*Zh11*Zl21i^2
> B00639   |B00638+2*Ali*Ml*SW^2*Zh11*Zl21r^2-4*Ali*CW^2*Ml*Zh13*Zl21i*Zl21r*sb
> B00640   |8*MW^2*SW^2*Zh11*Zl11r*Zl21r*cb^2-2*MW^2*Zh11*Zl11r*Zl21r*cb^2+MW^2*Zh12*Zl11r*Zl21r*s2b-4*MW^2*SW^2*Zh12*Zl11r*Zl21r*s2b-2*Ml*Zh12*Zl11r^2*mur
> B00641   |B00640-2*Ml*Zh12*Zl21i^2*mur+2*Ml*Zh12*Zl21r^2*mur+2*Ml*SW^2*Zh12*Zl11r^2*mur+2*Ml*SW^2*Zh12*Zl21i^2*mur-2*Ml*SW^2*Zh12*Zl21r^2*mur
> B00642   |B00641-4*CW^2*Ml*Zh13*Zl21i*Zl21r*cb*mur-4*CW^2*Ml*Zh12*Zl21i*Zl21r*mui+2*Ml*Zh13*Zl11r^2*cb*mui+2*Ml*Zh13*Zl21i^2*cb*mui-2*Ml*Zh13*Zl21r^2*cb*mui
> B00643   |B00642-2*Ml*SW^2*Zh13*Zl11r^2*cb*mui-2*Ml*SW^2*Zh13*Zl21i^2*cb*mui+2*Ml*SW^2*Zh13*Zl21r^2*cb*mui+2*Alr*Ml*Zh11*Zl11r^2+2*Alr*Ml*Zh11*Zl21i^2
> B00644   |B00643-2*Alr*Ml*Zh11*Zl21r^2-2*Alr*Ml*SW^2*Zh11*Zl11r^2-2*Alr*Ml*SW^2*Zh11*Zl21i^2+2*Alr*Ml*SW^2*Zh11*Zl21r^2-2*Ali*Ml*Zh13*Zl11r^2*sb
> B00645   |B00644-2*Ali*Ml*Zh13*Zl21i^2*sb+2*Ali*Ml*Zh13*Zl21r^2*sb+2*Ali*Ml*SW^2*Zh13*Zl11r^2*sb+2*Ali*Ml*SW^2*Zh13*Zl21i^2*sb-2*Ali*Ml*SW^2*Zh13*Zl21r^2*sb
> B00646   |B00645-4*Alr*CW^2*Ml*Zh13*Zl21i*Zl21r*sb-4*Ali*CW^2*Ml*Zh11*Zl21i*Zl21r
> B00647   |8*MW^2*SW^2*Zh11*Zl11r*Zl21i*cb^2-2*MW^2*Zh11*Zl11r*Zl21i*cb^2+MW^2*Zh12*Zl11r*Zl21i*s2b-4*MW^2*SW^2*Zh12*Zl11r*Zl21i*s2b+4*CW^2*Ml*Zh12*Zl21i*Zl21r*mur
> B00648   |B00647+2*Ml*Zh13*Zl11r^2*cb*mur-2*Ml*Zh13*Zl21i^2*cb*mur+2*Ml*Zh13*Zl21r^2*cb*mur-2*Ml*SW^2*Zh13*Zl11r^2*cb*mur+2*Ml*SW^2*Zh13*Zl21i^2*cb*mur
> B00649   |B00648-2*Ml*SW^2*Zh13*Zl21r^2*cb*mur+2*Ml*Zh12*Zl11r^2*mui-2*Ml*Zh12*Zl21i^2*mui+2*Ml*Zh12*Zl21r^2*mui-2*Ml*SW^2*Zh12*Zl11r^2*mui
> B00650   |B00649+2*Ml*SW^2*Zh12*Zl21i^2*mui-2*Ml*SW^2*Zh12*Zl21r^2*mui-4*CW^2*Ml*Zh13*Zl21i*Zl21r*cb*mui+2*Alr*Ml*Zh13*Zl11r^2*sb-2*Alr*Ml*Zh13*Zl21i^2*sb
> B00651   |B00650+2*Alr*Ml*Zh13*Zl21r^2*sb-2*Alr*Ml*SW^2*Zh13*Zl11r^2*sb+2*Alr*Ml*SW^2*Zh13*Zl21i^2*sb-2*Alr*Ml*SW^2*Zh13*Zl21r^2*sb+2*Ali*Ml*Zh11*Zl11r^2
> B00652   |B00651-2*Ali*Ml*Zh11*Zl21i^2+2*Ali*Ml*Zh11*Zl21r^2-2*Ali*Ml*SW^2*Zh11*Zl11r^2+2*Ali*Ml*SW^2*Zh11*Zl21i^2-2*Ali*Ml*SW^2*Zh11*Zl21r^2
> B00653   |B00652-4*Alr*CW^2*Ml*Zh11*Zl21i*Zl21r+4*Ali*CW^2*Ml*Zh13*Zl21i*Zl21r*sb
> B00654   |4*MW^2*SW^2*Zh11*Zl21r^2*cb^2-2*MW^2*Zh11*Zl21i^2*cb^2-2*MW^2*Zh11*Zl21r^2*cb^2-4*MW^2*SW^2*Zh11*Zl11r^2*cb^2+4*MW^2*SW^2*Zh11*Zl21i^2*cb^2
> B00655   |B00654-2*MW^2*SW^2*Zh12*Zl21r^2*s2b+MW^2*Zh12*Zl21i^2*s2b+MW^2*Zh12*Zl21r^2*s2b+2*MW^2*SW^2*Zh12*Zl11r^2*s2b-2*MW^2*SW^2*Zh12*Zl21i^2*s2b
> B00656   |B00655-4*CW^2*Ml*Zh12*Zl11r*Zl21r*mur+4*CW^2*Ml*Zh13*Zl11r*Zl21i*cb*mur+4*CW^2*Ml*Zh12*Zl11r*Zl21i*mui+4*CW^2*Ml*Zh13*Zl11r*Zl21r*cb*mui+4*CW^2*Ml^2*Zh11
> B00657   |B00656+4*Alr*CW^2*Ml*Zh11*Zl11r*Zl21r+4*Alr*CW^2*Ml*Zh13*Zl11r*Zl21i*sb+4*Ali*CW^2*Ml*Zh11*Zl11r*Zl21i-4*Ali*CW^2*Ml*Zh13*Zl11r*Zl21r*sb
> B00658   |4*MW^2*SW^2*Zh11*Zt21r^2*s2b+3*MW^2*Zh11*Zt11r^2*s2b-4*MW^2*SW^2*Zh11*Zt11r^2*s2b+4*MW^2*SW^2*Zh11*Zt21i^2*s2b-8*MW^2*SW^2*Zh12*Zt21r^2*sb^2
> B00659   |B00658-6*MW^2*Zh12*Zt11r^2*sb^2+8*MW^2*SW^2*Zh12*Zt11r^2*sb^2-8*MW^2*SW^2*Zh12*Zt21i^2*sb^2+12*CW^2*Mt*Zh11*Zt11r*Zt21r*mur-12*CW^2*Mt*Zh13*Zt11r*Zt21i*mur*sb
> B00660   |B00659-12*CW^2*Mt*Zh13*Zt11r*Zt21r*mui*sb-12*CW^2*Mt*Zh11*Zt11r*Zt21i*mui+12*CW^2*Mt^2*Zh12-12*Atr*CW^2*Mt*Zh12*Zt11r*Zt21r-12*Atr*CW^2*Mt*Zh13*Zt11r*Zt21i*cb
> B00661   |B00660+12*Ati*CW^2*Mt*Zh13*Zt11r*Zt21r*cb-12*Ati*CW^2*Mt*Zh12*Zt11r*Zt21i
> B00662   |3*MW^2*Zh11*Zt11r*Zt21r*s2b-8*MW^2*SW^2*Zh11*Zt11r*Zt21r*s2b+16*MW^2*SW^2*Zh12*Zt11r*Zt21r*sb^2-6*MW^2*Zh12*Zt11r*Zt21r*sb^2-6*Mt*Zh11*Zt11r^2*mur
> B00663   |B00662-6*Mt*Zh11*Zt21i^2*mur+6*Mt*Zh11*Zt21r^2*mur+6*Mt*SW^2*Zh11*Zt11r^2*mur+6*Mt*SW^2*Zh11*Zt21i^2*mur-6*Mt*SW^2*Zh11*Zt21r^2*mur
> B00664   |B00663+6*Mt*Zh13*Zt11r^2*mui*sb+6*Mt*Zh13*Zt21i^2*mui*sb-6*Mt*Zh13*Zt21r^2*mui*sb-6*Mt*SW^2*Zh13*Zt11r^2*mui*sb-6*Mt*SW^2*Zh13*Zt21i^2*mui*sb
> B00665   |B00664+6*Mt*SW^2*Zh13*Zt21r^2*mui*sb-12*CW^2*Mt*Zh13*Zt21i*Zt21r*mur*sb-12*CW^2*Mt*Zh11*Zt21i*Zt21r*mui+6*Atr*Mt*Zh12*Zt11r^2+6*Atr*Mt*Zh12*Zt21i^2
> B00666   |B00665-6*Atr*Mt*Zh12*Zt21r^2-6*Atr*Mt*SW^2*Zh12*Zt11r^2-6*Atr*Mt*SW^2*Zh12*Zt21i^2+6*Atr*Mt*SW^2*Zh12*Zt21r^2-12*Atr*CW^2*Mt*Zh13*Zt21i*Zt21r*cb
> B00667   |B00666-12*Ati*CW^2*Mt*Zh12*Zt21i*Zt21r-6*Ati*Mt*Zh13*Zt11r^2*cb-6*Ati*Mt*Zh13*Zt21i^2*cb+6*Ati*Mt*Zh13*Zt21r^2*cb+6*Ati*Mt*SW^2*Zh13*Zt11r^2*cb
> B00668   |B00667+6*Ati*Mt*SW^2*Zh13*Zt21i^2*cb-6*Ati*Mt*SW^2*Zh13*Zt21r^2*cb
> B00669   |-3*MW^2*Zh11*Zt11r*Zt21i*s2b+8*MW^2*SW^2*Zh11*Zt11r*Zt21i*s2b-16*MW^2*SW^2*Zh12*Zt11r*Zt21i*sb^2+6*MW^2*Zh12*Zt11r*Zt21i*sb^2-6*Mt*Zh13*Zt11r^2*mur*sb
> B00670   |B00669+6*Mt*Zh13*Zt21i^2*mur*sb-6*Mt*Zh13*Zt21r^2*mur*sb+6*Mt*SW^2*Zh13*Zt11r^2*mur*sb-6*Mt*SW^2*Zh13*Zt21i^2*mur*sb+6*Mt*SW^2*Zh13*Zt21r^2*mur*sb
> B00671   |B00670-6*Mt*Zh11*Zt11r^2*mui+6*Mt*Zh11*Zt21i^2*mui-6*Mt*Zh11*Zt21r^2*mui+6*Mt*SW^2*Zh11*Zt11r^2*mui-6*Mt*SW^2*Zh11*Zt21i^2*mui
> B00672   |B00671+6*Mt*SW^2*Zh11*Zt21r^2*mui-12*CW^2*Mt*Zh11*Zt21i*Zt21r*mur+12*CW^2*Mt*Zh13*Zt21i*Zt21r*mui*sb+12*Atr*CW^2*Mt*Zh12*Zt21i*Zt21r-6*Atr*Mt*Zh13*Zt11r^2*cb
> B00673   |B00672+6*Atr*Mt*Zh13*Zt21i^2*cb-6*Atr*Mt*Zh13*Zt21r^2*cb+6*Atr*Mt*SW^2*Zh13*Zt11r^2*cb-6*Atr*Mt*SW^2*Zh13*Zt21i^2*cb+6*Atr*Mt*SW^2*Zh13*Zt21r^2*cb
> B00674   |B00673-6*Ati*Mt*Zh12*Zt11r^2+6*Ati*Mt*Zh12*Zt21i^2-6*Ati*Mt*Zh12*Zt21r^2+6*Ati*Mt*SW^2*Zh12*Zt11r^2-6*Ati*Mt*SW^2*Zh12*Zt21i^2
> B00675   |B00674+6*Ati*Mt*SW^2*Zh12*Zt21r^2-12*Ati*CW^2*Mt*Zh13*Zt21i*Zt21r*cb
> B00676   |3*MW^2*Zh11*Zt11r*Zt21r*s2b-8*MW^2*SW^2*Zh11*Zt11r*Zt21r*s2b+16*MW^2*SW^2*Zh12*Zt11r*Zt21r*sb^2-6*MW^2*Zh12*Zt11r*Zt21r*sb^2-6*Mt*Zh11*Zt11r^2*mur
> B00677   |B00676-6*Mt*Zh11*Zt21i^2*mur+6*Mt*Zh11*Zt21r^2*mur+6*Mt*SW^2*Zh11*Zt11r^2*mur+6*Mt*SW^2*Zh11*Zt21i^2*mur-6*Mt*SW^2*Zh11*Zt21r^2*mur
> B00678   |B00677-12*CW^2*Mt*Zh13*Zt21i*Zt21r*mur*sb-12*CW^2*Mt*Zh11*Zt21i*Zt21r*mui+6*Mt*Zh13*Zt11r^2*mui*sb+6*Mt*Zh13*Zt21i^2*mui*sb-6*Mt*Zh13*Zt21r^2*mui*sb
> B00679   |B00678-6*Mt*SW^2*Zh13*Zt11r^2*mui*sb-6*Mt*SW^2*Zh13*Zt21i^2*mui*sb+6*Mt*SW^2*Zh13*Zt21r^2*mui*sb+6*Atr*Mt*Zh12*Zt11r^2+6*Atr*Mt*Zh12*Zt21i^2
> B00680   |B00679-6*Atr*Mt*Zh12*Zt21r^2-6*Atr*Mt*SW^2*Zh12*Zt11r^2-6*Atr*Mt*SW^2*Zh12*Zt21i^2+6*Atr*Mt*SW^2*Zh12*Zt21r^2-6*Ati*Mt*Zh13*Zt11r^2*cb
> B00681   |B00680-6*Ati*Mt*Zh13*Zt21i^2*cb+6*Ati*Mt*Zh13*Zt21r^2*cb+6*Ati*Mt*SW^2*Zh13*Zt11r^2*cb+6*Ati*Mt*SW^2*Zh13*Zt21i^2*cb-6*Ati*Mt*SW^2*Zh13*Zt21r^2*cb
> B00682   |B00681-12*Atr*CW^2*Mt*Zh13*Zt21i*Zt21r*cb-12*Ati*CW^2*Mt*Zh12*Zt21i*Zt21r
> B00683   |3*MW^2*Zh11*Zt11r*Zt21i*s2b-8*MW^2*SW^2*Zh11*Zt11r*Zt21i*s2b+16*MW^2*SW^2*Zh12*Zt11r*Zt21i*sb^2-6*MW^2*Zh12*Zt11r*Zt21i*sb^2+12*CW^2*Mt*Zh11*Zt21i*Zt21r*mur
> B00684   |B00683+6*Mt*Zh13*Zt11r^2*mur*sb-6*Mt*Zh13*Zt21i^2*mur*sb+6*Mt*Zh13*Zt21r^2*mur*sb-6*Mt*SW^2*Zh13*Zt11r^2*mur*sb+6*Mt*SW^2*Zh13*Zt21i^2*mur*sb
> B00685   |B00684-6*Mt*SW^2*Zh13*Zt21r^2*mur*sb+6*Mt*Zh11*Zt11r^2*mui-6*Mt*Zh11*Zt21i^2*mui+6*Mt*Zh11*Zt21r^2*mui-6*Mt*SW^2*Zh11*Zt11r^2*mui
> B00686   |B00685+6*Mt*SW^2*Zh11*Zt21i^2*mui-6*Mt*SW^2*Zh11*Zt21r^2*mui-12*CW^2*Mt*Zh13*Zt21i*Zt21r*mui*sb+6*Atr*Mt*Zh13*Zt11r^2*cb-6*Atr*Mt*Zh13*Zt21i^2*cb
> B00687   |B00686+6*Atr*Mt*Zh13*Zt21r^2*cb-6*Atr*Mt*SW^2*Zh13*Zt11r^2*cb+6*Atr*Mt*SW^2*Zh13*Zt21i^2*cb-6*Atr*Mt*SW^2*Zh13*Zt21r^2*cb+6*Ati*Mt*Zh12*Zt11r^2
> B00688   |B00687-6*Ati*Mt*Zh12*Zt21i^2+6*Ati*Mt*Zh12*Zt21r^2-6*Ati*Mt*SW^2*Zh12*Zt11r^2+6*Ati*Mt*SW^2*Zh12*Zt21i^2-6*Ati*Mt*SW^2*Zh12*Zt21r^2
> B00689   |B00688-12*Atr*CW^2*Mt*Zh12*Zt21i*Zt21r+12*Ati*CW^2*Mt*Zh13*Zt21i*Zt21r*cb
> B00690   |4*MW^2*SW^2*Zh11*Zt21r^2*s2b-3*MW^2*Zh11*Zt21i^2*s2b-3*MW^2*Zh11*Zt21r^2*s2b-4*MW^2*SW^2*Zh11*Zt11r^2*s2b+4*MW^2*SW^2*Zh11*Zt21i^2*s2b
> B00691   |B00690-8*MW^2*SW^2*Zh12*Zt21r^2*sb^2+6*MW^2*Zh12*Zt21i^2*sb^2+6*MW^2*Zh12*Zt21r^2*sb^2+8*MW^2*SW^2*Zh12*Zt11r^2*sb^2-8*MW^2*SW^2*Zh12*Zt21i^2*sb^2
> B00692   |B00691+12*CW^2*Mt*Zh11*Zt11r*Zt21r*mur-12*CW^2*Mt*Zh13*Zt11r*Zt21i*mur*sb-12*CW^2*Mt*Zh11*Zt11r*Zt21i*mui-12*CW^2*Mt*Zh13*Zt11r*Zt21r*mui*sb-12*CW^2*Mt^2*Zh12
> B00693   |B00692-12*Atr*CW^2*Mt*Zh12*Zt11r*Zt21r-12*Atr*CW^2*Mt*Zh13*Zt11r*Zt21i*cb-12*Ati*CW^2*Mt*Zh12*Zt11r*Zt21i+12*Ati*CW^2*Mt*Zh13*Zt11r*Zt21r*cb
> B00694   |4*MW^2*SW^2*Zh11*s2b-3*MW^2*Zh11*s2b-8*MW^2*SW^2*Zh12*sb^2+6*MW^2*Zh12*sb^2-12*CW^2*Mq^2*Zh12
> B00695   |MW^2*SW^2*Zh11*s2b-2*MW^2*SW^2*Zh12*sb^2+3*CW^2*Mq^2*Zh12
> B00696   |2*Zh21^3*cb*la1+2*Zh21*Zh23^2*cb*la1*sb^2+2*Zh22^3*la2*sb+2*Zh22*Zh23^2*cb^2*la2*sb+Zh21*Zh22^2*cb*la3
> B00697   |B00696+Zh21*Zh23^2*cb^3*la3+Zh21^2*Zh22*la3*sb+Zh22*Zh23^2*la3*sb^3+Zh21*Zh22^2*cb*la4+Zh21*Zh23^2*cb^3*la4
> B00698   |B00697+Zh21^2*Zh22*la4*sb+Zh22*Zh23^2*la4*sb^3+2*Zh21*Zh22^2*cb*la5r+2*Zh22*Zh23^2*la5r*sb^3-4*Zh22*Zh23^2*la5r*sb
> B00699   |B00698-2*Zh21*Zh23^2*cb*la5r*sb^2-2*Zh21*Zh23^2*cb*la5r+2*Zh21^2*Zh22*la5r*sb-4*Zh21*Zh22*Zh23*la5i-Zh22^2*Zh23*la5i*s2b
> B00700   |B00699+Zh23^3*la5i*s2b-Zh21^2*Zh23*la5i*s2b+3*Zh21^2*Zh22*cb*la6r+Zh21^3*la6r*sb+3*Zh21*Zh23^2*la6r*sb^3
> B00701   |B00700-2*Zh21*Zh23^2*la6r*sb+Zh22*Zh23^2*cb*la6r*sb^2+2*Zh21^2*Zh23*la6i*sb^2-3*Zh21^2*Zh23*la6i-Zh21*Zh22*Zh23*la6i*s2b
> B00702   |B00701-Zh23^3*la6i*sb^2+3*Zh21*Zh22^2*la7r*sb+Zh22^3*cb*la7r-3*Zh22*Zh23^2*cb*la7r*sb^2+Zh22*Zh23^2*cb*la7r
> B00703   |B00702+Zh21*Zh23^2*cb^2*la7r*sb-2*Zh22^2*Zh23*la7i*sb^2-Zh22^2*Zh23*la7i-Zh21*Zh22*Zh23*la7i*s2b-Zh23^3*cb^2*la7i
> B00704   |6*Zh21^2*Zh31*cb*la1+4*Zh21*Zh23*Zh33*cb*la1*sb^2+2*Zh23^2*Zh31*cb*la1*sb^2+6*Zh22^2*Zh32*la2*sb+4*Zh22*Zh23*Zh33*cb^2*la2*sb
> B00705   |B00704+2*Zh23^2*Zh32*cb^2*la2*sb+2*Zh21*Zh22*Zh32*cb*la3+2*Zh21*Zh23*Zh33*cb^3*la3+Zh22^2*Zh31*cb*la3+Zh23^2*Zh31*cb^3*la3
> B00706   |B00705+Zh21^2*Zh32*la3*sb+2*Zh21*Zh22*Zh31*la3*sb+Zh23^2*Zh32*la3*sb^3+2*Zh22*Zh23*Zh33*la3*sb^3+2*Zh21*Zh22*Zh32*cb*la4
> B00707   |B00706+Zh22^2*Zh31*cb*la4+2*Zh21*Zh23*Zh33*cb^3*la4+Zh23^2*Zh31*cb^3*la4+Zh21^2*Zh32*la4*sb+2*Zh21*Zh22*Zh31*la4*sb
> B00708   |B00707+Zh23^2*Zh32*la4*sb^3+2*Zh22*Zh23*Zh33*la4*sb^3+4*Zh21*Zh22*Zh32*cb*la5r+2*Zh22^2*Zh31*cb*la5r+4*Zh22*Zh23*Zh33*la5r*sb^3
> B00709   |B00708-8*Zh22*Zh23*Zh33*la5r*sb+2*Zh23^2*Zh32*la5r*sb^3-4*Zh23^2*Zh32*la5r*sb-4*Zh21*Zh23*Zh33*cb*la5r*sb^2-4*Zh21*Zh23*Zh33*cb*la5r
> B00710   |B00709-2*Zh23^2*Zh31*cb*la5r*sb^2-2*Zh23^2*Zh31*cb*la5r+2*Zh21^2*Zh32*la5r*sb+4*Zh21*Zh22*Zh31*la5r*sb-4*Zh21*Zh22*Zh33*la5i
> B00711   |B00710-4*Zh22*Zh23*Zh31*la5i-2*Zh22*Zh23*Zh32*la5i*s2b-Zh22^2*Zh33*la5i*s2b-4*Zh21*Zh23*Zh32*la5i+3*Zh23^2*Zh33*la5i*s2b
> B00712   |B00711-Zh21^2*Zh33*la5i*s2b-2*Zh21*Zh23*Zh31*la5i*s2b+3*Zh21^2*Zh32*cb*la6r+6*Zh21*Zh22*Zh31*cb*la6r+2*Zh22*Zh23*Zh33*cb*la6r*sb^2
> B00713   |B00712+3*Zh21^2*Zh31*la6r*sb+6*Zh21*Zh23*Zh33*la6r*sb^3-4*Zh21*Zh23*Zh33*la6r*sb+3*Zh23^2*Zh31*la6r*sb^3-2*Zh23^2*Zh31*la6r*sb
> B00714   |B00713+Zh23^2*Zh32*cb*la6r*sb^2+2*Zh21^2*Zh33*la6i*sb^2-3*Zh21^2*Zh33*la6i+4*Zh21*Zh23*Zh31*la6i*sb^2-6*Zh21*Zh23*Zh31*la6i
> B00715   |B00714-3*Zh23^2*Zh33*la6i*sb^2-Zh21*Zh23*Zh32*la6i*s2b-Zh22*Zh23*Zh31*la6i*s2b-Zh21*Zh22*Zh33*la6i*s2b+6*Zh21*Zh22*Zh32*la7r*sb
> B00716   |B00715+3*Zh22^2*Zh31*la7r*sb+2*Zh21*Zh23*Zh33*cb^2*la7r*sb+3*Zh22^2*Zh32*cb*la7r-6*Zh22*Zh23*Zh33*cb*la7r*sb^2+2*Zh22*Zh23*Zh33*cb*la7r
> B00717   |B00716-3*Zh23^2*Zh32*cb*la7r*sb^2+Zh23^2*Zh32*cb*la7r+Zh23^2*Zh31*cb^2*la7r*sb-4*Zh22*Zh23*Zh32*la7i*sb^2-2*Zh22*Zh23*Zh32*la7i
> B00718   |B00717-2*Zh22^2*Zh33*la7i*sb^2-Zh22^2*Zh33*la7i-3*Zh23^2*Zh33*cb^2*la7i-Zh21*Zh23*Zh32*la7i*s2b-Zh22*Zh23*Zh31*la7i*s2b
> B00719   |B00718-Zh21*Zh22*Zh33*la7i*s2b
> B00720   |6*Zh21*Zh31^2*cb*la1+4*Zh23*Zh31*Zh33*cb*la1*sb^2+2*Zh21*Zh33^2*cb*la1*sb^2+6*Zh22*Zh32^2*la2*sb+4*Zh23*Zh32*Zh33*cb^2*la2*sb
> B00721   |B00720+2*Zh22*Zh33^2*cb^2*la2*sb+Zh21*Zh32^2*cb*la3+Zh21*Zh33^2*cb^3*la3+2*Zh22*Zh31*Zh32*cb*la3+2*Zh23*Zh31*Zh33*cb^3*la3
> B00722   |B00721+2*Zh21*Zh31*Zh32*la3*sb+Zh22*Zh31^2*la3*sb+2*Zh23*Zh32*Zh33*la3*sb^3+Zh22*Zh33^2*la3*sb^3+2*Zh22*Zh31*Zh32*cb*la4
> B00723   |B00722+Zh21*Zh32^2*cb*la4+2*Zh23*Zh31*Zh33*cb^3*la4+Zh21*Zh33^2*cb^3*la4+2*Zh21*Zh31*Zh32*la4*sb+Zh22*Zh31^2*la4*sb
> B00724   |B00723+2*Zh23*Zh32*Zh33*la4*sb^3+Zh22*Zh33^2*la4*sb^3+4*Zh22*Zh31*Zh32*cb*la5r+2*Zh22*Zh33^2*la5r*sb^3-4*Zh22*Zh33^2*la5r*sb
> B00725   |B00724+2*Zh21*Zh32^2*cb*la5r+4*Zh23*Zh32*Zh33*la5r*sb^3-8*Zh23*Zh32*Zh33*la5r*sb-4*Zh23*Zh31*Zh33*cb*la5r*sb^2-4*Zh23*Zh31*Zh33*cb*la5r
> B00726   |B00725-2*Zh21*Zh33^2*cb*la5r*sb^2-2*Zh21*Zh33^2*cb*la5r+4*Zh21*Zh31*Zh32*la5r*sb+2*Zh22*Zh31^2*la5r*sb-4*Zh22*Zh31*Zh33*la5i
> B00727   |B00726-2*Zh22*Zh32*Zh33*la5i*s2b-4*Zh21*Zh32*Zh33*la5i-4*Zh23*Zh31*Zh32*la5i-Zh23*Zh32^2*la5i*s2b+3*Zh23*Zh33^2*la5i*s2b
> B00728   |B00727-2*Zh21*Zh31*Zh33*la5i*s2b-Zh23*Zh31^2*la5i*s2b+6*Zh21*Zh31*Zh32*cb*la6r+3*Zh22*Zh31^2*cb*la6r+2*Zh23*Zh32*Zh33*cb*la6r*sb^2
> B00729   |B00728+3*Zh21*Zh31^2*la6r*sb+6*Zh23*Zh31*Zh33*la6r*sb^3-4*Zh23*Zh31*Zh33*la6r*sb+3*Zh21*Zh33^2*la6r*sb^3-2*Zh21*Zh33^2*la6r*sb
> B00730   |B00729+Zh22*Zh33^2*cb*la6r*sb^2+4*Zh21*Zh31*Zh33*la6i*sb^2-6*Zh21*Zh31*Zh33*la6i+2*Zh23*Zh31^2*la6i*sb^2-3*Zh23*Zh31^2*la6i
> B00731   |B00730-3*Zh23*Zh33^2*la6i*sb^2-Zh23*Zh31*Zh32*la6i*s2b-Zh21*Zh32*Zh33*la6i*s2b-Zh22*Zh31*Zh33*la6i*s2b+6*Zh22*Zh31*Zh32*la7r*sb
> B00732   |B00731+3*Zh21*Zh32^2*la7r*sb+2*Zh23*Zh31*Zh33*cb^2*la7r*sb+3*Zh22*Zh32^2*cb*la7r-6*Zh23*Zh32*Zh33*cb*la7r*sb^2+2*Zh23*Zh32*Zh33*cb*la7r
> B00733   |B00732-3*Zh22*Zh33^2*cb*la7r*sb^2+Zh22*Zh33^2*cb*la7r+Zh21*Zh33^2*cb^2*la7r*sb-4*Zh22*Zh32*Zh33*la7i*sb^2-2*Zh22*Zh32*Zh33*la7i
> B00734   |B00733-2*Zh23*Zh32^2*la7i*sb^2-Zh23*Zh32^2*la7i-3*Zh23*Zh33^2*cb^2*la7i-Zh23*Zh31*Zh32*la7i*s2b-Zh21*Zh32*Zh33*la7i*s2b
> B00735   |B00734-Zh22*Zh31*Zh33*la7i*s2b
> B00736   |4*MW^2*SW^2*Zb21r^2*Zh21*cb^2+6*MW^2*Zb11r^2*Zh21*cb^2-4*MW^2*SW^2*Zb11r^2*Zh21*cb^2+4*MW^2*SW^2*Zb21i^2*Zh21*cb^2-2*MW^2*SW^2*Zb21r^2*Zh22*s2b
> B00737   |B00736-3*MW^2*Zb11r^2*Zh22*s2b+2*MW^2*SW^2*Zb11r^2*Zh22*s2b-2*MW^2*SW^2*Zb21i^2*Zh22*s2b-12*CW^2*Mb*Zb11r*Zb21r*Zh22*mur+12*CW^2*Mb*Zb11r*Zb21i*Zh23*cb*mur
> B00738   |B00737+12*CW^2*Mb*Zb11r*Zb21r*Zh23*cb*mui+12*CW^2*Mb*Zb11r*Zb21i*Zh22*mui-12*CW^2*Mb^2*Zh21+12*Abr*CW^2*Mb*Zb11r*Zb21r*Zh21+12*Abr*CW^2*Mb*Zb11r*Zb21i*Zh23*sb
> B00739   |B00738-12*Abi*CW^2*Mb*Zb11r*Zb21r*Zh23*sb+12*Abi*CW^2*Mb*Zb11r*Zb21i*Zh21
> B00740   |6*MW^2*Zb11r*Zb21r*Zh21*cb^2-8*MW^2*SW^2*Zb11r*Zb21r*Zh21*cb^2-3*MW^2*Zb11r*Zb21r*Zh22*s2b+4*MW^2*SW^2*Zb11r*Zb21r*Zh22*s2b+6*Mb*Zb11r^2*Zh22*mur
> B00741   |B00740+6*Mb*Zb21i^2*Zh22*mur-6*Mb*Zb21r^2*Zh22*mur-6*Mb*SW^2*Zb11r^2*Zh22*mur-6*Mb*SW^2*Zb21i^2*Zh22*mur+6*Mb*SW^2*Zb21r^2*Zh22*mur
> B00742   |B00741-6*Mb*Zb11r^2*Zh23*cb*mui-6*Mb*Zb21i^2*Zh23*cb*mui+6*Mb*Zb21r^2*Zh23*cb*mui+6*Mb*SW^2*Zb11r^2*Zh23*cb*mui+6*Mb*SW^2*Zb21i^2*Zh23*cb*mui
> B00743   |B00742-6*Mb*SW^2*Zb21r^2*Zh23*cb*mui+12*CW^2*Mb*Zb21i*Zb21r*Zh23*cb*mur+12*CW^2*Mb*Zb21i*Zb21r*Zh22*mui-6*Abr*Mb*Zb11r^2*Zh21-6*Abr*Mb*Zb21i^2*Zh21
> B00744   |B00743+6*Abr*Mb*Zb21r^2*Zh21+6*Abr*Mb*SW^2*Zb11r^2*Zh21+6*Abr*Mb*SW^2*Zb21i^2*Zh21-6*Abr*Mb*SW^2*Zb21r^2*Zh21+12*Abr*CW^2*Mb*Zb21i*Zb21r*Zh23*sb
> B00745   |B00744+12*Abi*CW^2*Mb*Zb21i*Zb21r*Zh21+6*Abi*Mb*Zb11r^2*Zh23*sb+6*Abi*Mb*Zb21i^2*Zh23*sb-6*Abi*Mb*Zb21r^2*Zh23*sb-6*Abi*Mb*SW^2*Zb11r^2*Zh23*sb
> B00746   |B00745-6*Abi*Mb*SW^2*Zb21i^2*Zh23*sb+6*Abi*Mb*SW^2*Zb21r^2*Zh23*sb
> B00747   |-6*MW^2*Zb11r*Zb21i*Zh21*cb^2+8*MW^2*SW^2*Zb11r*Zb21i*Zh21*cb^2+3*MW^2*Zb11r*Zb21i*Zh22*s2b-4*MW^2*SW^2*Zb11r*Zb21i*Zh22*s2b+6*Mb*Zb11r^2*Zh23*cb*mur
> B00748   |B00747-6*Mb*Zb21i^2*Zh23*cb*mur+6*Mb*Zb21r^2*Zh23*cb*mur-6*Mb*SW^2*Zb11r^2*Zh23*cb*mur+6*Mb*SW^2*Zb21i^2*Zh23*cb*mur-6*Mb*SW^2*Zb21r^2*Zh23*cb*mur
> B00749   |B00748+6*Mb*Zb11r^2*Zh22*mui-6*Mb*Zb21i^2*Zh22*mui+6*Mb*Zb21r^2*Zh22*mui-6*Mb*SW^2*Zb11r^2*Zh22*mui+6*Mb*SW^2*Zb21i^2*Zh22*mui
> B00750   |B00749-6*Mb*SW^2*Zb21r^2*Zh22*mui+12*CW^2*Mb*Zb21i*Zb21r*Zh22*mur-12*CW^2*Mb*Zb21i*Zb21r*Zh23*cb*mui-12*Abr*CW^2*Mb*Zb21i*Zb21r*Zh21+6*Abr*Mb*Zb11r^2*Zh23*sb
> B00751   |B00750-6*Abr*Mb*Zb21i^2*Zh23*sb+6*Abr*Mb*Zb21r^2*Zh23*sb-6*Abr*Mb*SW^2*Zb11r^2*Zh23*sb+6*Abr*Mb*SW^2*Zb21i^2*Zh23*sb-6*Abr*Mb*SW^2*Zb21r^2*Zh23*sb
> B00752   |B00751+6*Abi*Mb*Zb11r^2*Zh21-6*Abi*Mb*Zb21i^2*Zh21+6*Abi*Mb*Zb21r^2*Zh21-6*Abi*Mb*SW^2*Zb11r^2*Zh21+6*Abi*Mb*SW^2*Zb21i^2*Zh21
> B00753   |B00752-6*Abi*Mb*SW^2*Zb21r^2*Zh21+12*Abi*CW^2*Mb*Zb21i*Zb21r*Zh23*sb
> B00754   |6*MW^2*Zb11r*Zb21r*Zh21*cb^2-8*MW^2*SW^2*Zb11r*Zb21r*Zh21*cb^2-3*MW^2*Zb11r*Zb21r*Zh22*s2b+4*MW^2*SW^2*Zb11r*Zb21r*Zh22*s2b+6*Mb*Zb11r^2*Zh22*mur
> B00755   |B00754+6*Mb*Zb21i^2*Zh22*mur-6*Mb*Zb21r^2*Zh22*mur-6*Mb*SW^2*Zb11r^2*Zh22*mur-6*Mb*SW^2*Zb21i^2*Zh22*mur+6*Mb*SW^2*Zb21r^2*Zh22*mur
> B00756   |B00755+12*CW^2*Mb*Zb21i*Zb21r*Zh23*cb*mur+12*CW^2*Mb*Zb21i*Zb21r*Zh22*mui-6*Mb*Zb11r^2*Zh23*cb*mui-6*Mb*Zb21i^2*Zh23*cb*mui+6*Mb*Zb21r^2*Zh23*cb*mui
> B00757   |B00756+6*Mb*SW^2*Zb11r^2*Zh23*cb*mui+6*Mb*SW^2*Zb21i^2*Zh23*cb*mui-6*Mb*SW^2*Zb21r^2*Zh23*cb*mui-6*Abr*Mb*Zb11r^2*Zh21-6*Abr*Mb*Zb21i^2*Zh21
> B00758   |B00757+6*Abr*Mb*Zb21r^2*Zh21+6*Abr*Mb*SW^2*Zb11r^2*Zh21+6*Abr*Mb*SW^2*Zb21i^2*Zh21-6*Abr*Mb*SW^2*Zb21r^2*Zh21+6*Abi*Mb*Zb11r^2*Zh23*sb
> B00759   |B00758+6*Abi*Mb*Zb21i^2*Zh23*sb-6*Abi*Mb*Zb21r^2*Zh23*sb-6*Abi*Mb*SW^2*Zb11r^2*Zh23*sb-6*Abi*Mb*SW^2*Zb21i^2*Zh23*sb+6*Abi*Mb*SW^2*Zb21r^2*Zh23*sb
> B00760   |B00759+12*Abr*CW^2*Mb*Zb21i*Zb21r*Zh23*sb+12*Abi*CW^2*Mb*Zb21i*Zb21r*Zh21
> B00761   |6*MW^2*Zb11r*Zb21i*Zh21*cb^2-8*MW^2*SW^2*Zb11r*Zb21i*Zh21*cb^2-3*MW^2*Zb11r*Zb21i*Zh22*s2b+4*MW^2*SW^2*Zb11r*Zb21i*Zh22*s2b-12*CW^2*Mb*Zb21i*Zb21r*Zh22*mur
> B00762   |B00761-6*Mb*Zb11r^2*Zh23*cb*mur+6*Mb*Zb21i^2*Zh23*cb*mur-6*Mb*Zb21r^2*Zh23*cb*mur+6*Mb*SW^2*Zb11r^2*Zh23*cb*mur-6*Mb*SW^2*Zb21i^2*Zh23*cb*mur
> B00763   |B00762+6*Mb*SW^2*Zb21r^2*Zh23*cb*mur-6*Mb*Zb11r^2*Zh22*mui+6*Mb*Zb21i^2*Zh22*mui-6*Mb*Zb21r^2*Zh22*mui+6*Mb*SW^2*Zb11r^2*Zh22*mui
> B00764   |B00763-6*Mb*SW^2*Zb21i^2*Zh22*mui+6*Mb*SW^2*Zb21r^2*Zh22*mui+12*CW^2*Mb*Zb21i*Zb21r*Zh23*cb*mui-6*Abr*Mb*Zb11r^2*Zh23*sb+6*Abr*Mb*Zb21i^2*Zh23*sb
> B00765   |B00764-6*Abr*Mb*Zb21r^2*Zh23*sb+6*Abr*Mb*SW^2*Zb11r^2*Zh23*sb-6*Abr*Mb*SW^2*Zb21i^2*Zh23*sb+6*Abr*Mb*SW^2*Zb21r^2*Zh23*sb-6*Abi*Mb*Zb11r^2*Zh21
> B00766   |B00765+6*Abi*Mb*Zb21i^2*Zh21-6*Abi*Mb*Zb21r^2*Zh21+6*Abi*Mb*SW^2*Zb11r^2*Zh21-6*Abi*Mb*SW^2*Zb21i^2*Zh21+6*Abi*Mb*SW^2*Zb21r^2*Zh21
> B00767   |B00766+12*Abr*CW^2*Mb*Zb21i*Zb21r*Zh21-12*Abi*CW^2*Mb*Zb21i*Zb21r*Zh23*sb
> B00768   |4*MW^2*SW^2*Zb21r^2*Zh21*cb^2-6*MW^2*Zb21i^2*Zh21*cb^2-6*MW^2*Zb21r^2*Zh21*cb^2-4*MW^2*SW^2*Zb11r^2*Zh21*cb^2+4*MW^2*SW^2*Zb21i^2*Zh21*cb^2
> B00769   |B00768-2*MW^2*SW^2*Zb21r^2*Zh22*s2b+3*MW^2*Zb21i^2*Zh22*s2b+3*MW^2*Zb21r^2*Zh22*s2b+2*MW^2*SW^2*Zb11r^2*Zh22*s2b-2*MW^2*SW^2*Zb21i^2*Zh22*s2b
> B00770   |B00769-12*CW^2*Mb*Zb11r*Zb21r*Zh22*mur+12*CW^2*Mb*Zb11r*Zb21i*Zh23*cb*mur+12*CW^2*Mb*Zb11r*Zb21i*Zh22*mui+12*CW^2*Mb*Zb11r*Zb21r*Zh23*cb*mui+12*CW^2*Mb^2*Zh21
> B00771   |B00770+12*Abr*CW^2*Mb*Zb11r*Zb21r*Zh21+12*Abr*CW^2*Mb*Zb11r*Zb21i*Zh23*sb+12*Abi*CW^2*Mb*Zb11r*Zb21i*Zh21-12*Abi*CW^2*Mb*Zb11r*Zb21r*Zh23*sb
> B00772   |4*MW^2*SW^2*Zh21*s2b-3*MW^2*Zh21*s2b-8*MW^2*SW^2*Zh22*sb^2+6*MW^2*Zh22*sb^2-12*CW^2*Mc^2*Zh22
> B00773   |Zh21*mur-Zh23*mui*sb-Aur*Zh22+Aui*Zh23*cb
> B00774   |Zh23*mur*sb+Zh21*mui+Aur*Zh23*cb+Aui*Zh22
> B00775   |-Zh23*mur*sb-Zh21*mui-Aur*Zh23*cb-Aui*Zh22
> B00776   |MW^2*SW^2*Zh21*s2b-2*MW^2*SW^2*Zh22*sb^2+3*CW^2*Mc^2*Zh22
> B00777   |4*MW^2*SW^2*Zh21*cb^2-6*MW^2*Zh21*cb^2-2*MW^2*SW^2*Zh22*s2b+3*MW^2*Zh22*s2b+12*CW^2*Mq^2*Zh21
> B00778   |Zh22*mur-Zh23*cb*mui-Adr*Zh21+Adi*Zh23*sb
> B00779   |Zh23*cb*mur+Zh22*mui+Adr*Zh23*sb+Adi*Zh21
> B00780   |-Zh23*cb*mur-Zh22*mui-Adr*Zh23*sb-Adi*Zh21
> B00781   |2*MW^2*SW^2*Zh21*cb^2-MW^2*SW^2*Zh22*s2b-6*CW^2*Mq^2*Zh21
> B00782   |Zh21*cb-Zh22*sb
> B00783   |4*MW^2*SW^2*Zh21*Zl21r^2*cb^2+2*MW^2*Zh21*Zl11r^2*cb^2-4*MW^2*SW^2*Zh21*Zl11r^2*cb^2+4*MW^2*SW^2*Zh21*Zl21i^2*cb^2-2*MW^2*SW^2*Zh22*Zl21r^2*s2b
> B00784   |B00783-MW^2*Zh22*Zl11r^2*s2b+2*MW^2*SW^2*Zh22*Zl11r^2*s2b-2*MW^2*SW^2*Zh22*Zl21i^2*s2b-4*CW^2*Ml*Zh22*Zl11r*Zl21r*mur+4*CW^2*Ml*Zh23*Zl11r*Zl21i*cb*mur
> B00785   |B00784+4*CW^2*Ml*Zh23*Zl11r*Zl21r*cb*mui+4*CW^2*Ml*Zh22*Zl11r*Zl21i*mui-4*CW^2*Ml^2*Zh21+4*Alr*CW^2*Ml*Zh21*Zl11r*Zl21r+4*Alr*CW^2*Ml*Zh23*Zl11r*Zl21i*sb
> B00786   |B00785-4*Ali*CW^2*Ml*Zh23*Zl11r*Zl21r*sb+4*Ali*CW^2*Ml*Zh21*Zl11r*Zl21i
> B00787   |8*MW^2*SW^2*Zh21*Zl11r*Zl21r*cb^2-2*MW^2*Zh21*Zl11r*Zl21r*cb^2+MW^2*Zh22*Zl11r*Zl21r*s2b-4*MW^2*SW^2*Zh22*Zl11r*Zl21r*s2b-2*Ml*Zh22*Zl11r^2*mur
> B00788   |B00787-2*Ml*Zh22*Zl21i^2*mur+2*Ml*Zh22*Zl21r^2*mur+2*Ml*SW^2*Zh22*Zl11r^2*mur+2*Ml*SW^2*Zh22*Zl21i^2*mur-2*Ml*SW^2*Zh22*Zl21r^2*mur
> B00789   |B00788+2*Ml*Zh23*Zl11r^2*cb*mui+2*Ml*Zh23*Zl21i^2*cb*mui-2*Ml*Zh23*Zl21r^2*cb*mui-2*Ml*SW^2*Zh23*Zl11r^2*cb*mui-2*Ml*SW^2*Zh23*Zl21i^2*cb*mui
> B00790   |B00789+2*Ml*SW^2*Zh23*Zl21r^2*cb*mui-4*CW^2*Ml*Zh23*Zl21i*Zl21r*cb*mur-4*CW^2*Ml*Zh22*Zl21i*Zl21r*mui+2*Alr*Ml*Zh21*Zl11r^2+2*Alr*Ml*Zh21*Zl21i^2
> B00791   |B00790-2*Alr*Ml*Zh21*Zl21r^2-2*Alr*Ml*SW^2*Zh21*Zl11r^2-2*Alr*Ml*SW^2*Zh21*Zl21i^2+2*Alr*Ml*SW^2*Zh21*Zl21r^2-4*Alr*CW^2*Ml*Zh23*Zl21i*Zl21r*sb
> B00792   |B00791-4*Ali*CW^2*Ml*Zh21*Zl21i*Zl21r-2*Ali*Ml*Zh23*Zl11r^2*sb-2*Ali*Ml*Zh23*Zl21i^2*sb+2*Ali*Ml*Zh23*Zl21r^2*sb+2*Ali*Ml*SW^2*Zh23*Zl11r^2*sb
> B00793   |B00792+2*Ali*Ml*SW^2*Zh23*Zl21i^2*sb-2*Ali*Ml*SW^2*Zh23*Zl21r^2*sb
> B00794   |-8*MW^2*SW^2*Zh21*Zl11r*Zl21i*cb^2+2*MW^2*Zh21*Zl11r*Zl21i*cb^2-MW^2*Zh22*Zl11r*Zl21i*s2b+4*MW^2*SW^2*Zh22*Zl11r*Zl21i*s2b-2*Ml*Zh23*Zl11r^2*cb*mur
> B00795   |B00794+2*Ml*Zh23*Zl21i^2*cb*mur-2*Ml*Zh23*Zl21r^2*cb*mur+2*Ml*SW^2*Zh23*Zl11r^2*cb*mur-2*Ml*SW^2*Zh23*Zl21i^2*cb*mur+2*Ml*SW^2*Zh23*Zl21r^2*cb*mur
> B00796   |B00795-2*Ml*Zh22*Zl11r^2*mui+2*Ml*Zh22*Zl21i^2*mui-2*Ml*Zh22*Zl21r^2*mui+2*Ml*SW^2*Zh22*Zl11r^2*mui-2*Ml*SW^2*Zh22*Zl21i^2*mui
> B00797   |B00796+2*Ml*SW^2*Zh22*Zl21r^2*mui-4*CW^2*Ml*Zh22*Zl21i*Zl21r*mur+4*CW^2*Ml*Zh23*Zl21i*Zl21r*cb*mui+4*Alr*CW^2*Ml*Zh21*Zl21i*Zl21r-2*Alr*Ml*Zh23*Zl11r^2*sb
> B00798   |B00797+2*Alr*Ml*Zh23*Zl21i^2*sb-2*Alr*Ml*Zh23*Zl21r^2*sb+2*Alr*Ml*SW^2*Zh23*Zl11r^2*sb-2*Alr*Ml*SW^2*Zh23*Zl21i^2*sb+2*Alr*Ml*SW^2*Zh23*Zl21r^2*sb
> B00799   |B00798-2*Ali*Ml*Zh21*Zl11r^2+2*Ali*Ml*Zh21*Zl21i^2-2*Ali*Ml*Zh21*Zl21r^2+2*Ali*Ml*SW^2*Zh21*Zl11r^2-2*Ali*Ml*SW^2*Zh21*Zl21i^2
> B00800   |B00799+2*Ali*Ml*SW^2*Zh21*Zl21r^2-4*Ali*CW^2*Ml*Zh23*Zl21i*Zl21r*sb
> B00801   |8*MW^2*SW^2*Zh21*Zl11r*Zl21r*cb^2-2*MW^2*Zh21*Zl11r*Zl21r*cb^2+MW^2*Zh22*Zl11r*Zl21r*s2b-4*MW^2*SW^2*Zh22*Zl11r*Zl21r*s2b-2*Ml*Zh22*Zl11r^2*mur
> B00802   |B00801-2*Ml*Zh22*Zl21i^2*mur+2*Ml*Zh22*Zl21r^2*mur+2*Ml*SW^2*Zh22*Zl11r^2*mur+2*Ml*SW^2*Zh22*Zl21i^2*mur-2*Ml*SW^2*Zh22*Zl21r^2*mur
> B00803   |B00802-4*CW^2*Ml*Zh23*Zl21i*Zl21r*cb*mur-4*CW^2*Ml*Zh22*Zl21i*Zl21r*mui+2*Ml*Zh23*Zl11r^2*cb*mui+2*Ml*Zh23*Zl21i^2*cb*mui-2*Ml*Zh23*Zl21r^2*cb*mui
> B00804   |B00803-2*Ml*SW^2*Zh23*Zl11r^2*cb*mui-2*Ml*SW^2*Zh23*Zl21i^2*cb*mui+2*Ml*SW^2*Zh23*Zl21r^2*cb*mui+2*Alr*Ml*Zh21*Zl11r^2+2*Alr*Ml*Zh21*Zl21i^2
> B00805   |B00804-2*Alr*Ml*Zh21*Zl21r^2-2*Alr*Ml*SW^2*Zh21*Zl11r^2-2*Alr*Ml*SW^2*Zh21*Zl21i^2+2*Alr*Ml*SW^2*Zh21*Zl21r^2-2*Ali*Ml*Zh23*Zl11r^2*sb
> B00806   |B00805-2*Ali*Ml*Zh23*Zl21i^2*sb+2*Ali*Ml*Zh23*Zl21r^2*sb+2*Ali*Ml*SW^2*Zh23*Zl11r^2*sb+2*Ali*Ml*SW^2*Zh23*Zl21i^2*sb-2*Ali*Ml*SW^2*Zh23*Zl21r^2*sb
> B00807   |B00806-4*Alr*CW^2*Ml*Zh23*Zl21i*Zl21r*sb-4*Ali*CW^2*Ml*Zh21*Zl21i*Zl21r
> B00808   |8*MW^2*SW^2*Zh21*Zl11r*Zl21i*cb^2-2*MW^2*Zh21*Zl11r*Zl21i*cb^2+MW^2*Zh22*Zl11r*Zl21i*s2b-4*MW^2*SW^2*Zh22*Zl11r*Zl21i*s2b+4*CW^2*Ml*Zh22*Zl21i*Zl21r*mur
> B00809   |B00808+2*Ml*Zh23*Zl11r^2*cb*mur-2*Ml*Zh23*Zl21i^2*cb*mur+2*Ml*Zh23*Zl21r^2*cb*mur-2*Ml*SW^2*Zh23*Zl11r^2*cb*mur+2*Ml*SW^2*Zh23*Zl21i^2*cb*mur
> B00810   |B00809-2*Ml*SW^2*Zh23*Zl21r^2*cb*mur+2*Ml*Zh22*Zl11r^2*mui-2*Ml*Zh22*Zl21i^2*mui+2*Ml*Zh22*Zl21r^2*mui-2*Ml*SW^2*Zh22*Zl11r^2*mui
> B00811   |B00810+2*Ml*SW^2*Zh22*Zl21i^2*mui-2*Ml*SW^2*Zh22*Zl21r^2*mui-4*CW^2*Ml*Zh23*Zl21i*Zl21r*cb*mui+2*Alr*Ml*Zh23*Zl11r^2*sb-2*Alr*Ml*Zh23*Zl21i^2*sb
> B00812   |B00811+2*Alr*Ml*Zh23*Zl21r^2*sb-2*Alr*Ml*SW^2*Zh23*Zl11r^2*sb+2*Alr*Ml*SW^2*Zh23*Zl21i^2*sb-2*Alr*Ml*SW^2*Zh23*Zl21r^2*sb+2*Ali*Ml*Zh21*Zl11r^2
> B00813   |B00812-2*Ali*Ml*Zh21*Zl21i^2+2*Ali*Ml*Zh21*Zl21r^2-2*Ali*Ml*SW^2*Zh21*Zl11r^2+2*Ali*Ml*SW^2*Zh21*Zl21i^2-2*Ali*Ml*SW^2*Zh21*Zl21r^2
> B00814   |B00813-4*Alr*CW^2*Ml*Zh21*Zl21i*Zl21r+4*Ali*CW^2*Ml*Zh23*Zl21i*Zl21r*sb
> B00815   |4*MW^2*SW^2*Zh21*Zl21r^2*cb^2-2*MW^2*Zh21*Zl21i^2*cb^2-2*MW^2*Zh21*Zl21r^2*cb^2-4*MW^2*SW^2*Zh21*Zl11r^2*cb^2+4*MW^2*SW^2*Zh21*Zl21i^2*cb^2
> B00816   |B00815-2*MW^2*SW^2*Zh22*Zl21r^2*s2b+MW^2*Zh22*Zl21i^2*s2b+MW^2*Zh22*Zl21r^2*s2b+2*MW^2*SW^2*Zh22*Zl11r^2*s2b-2*MW^2*SW^2*Zh22*Zl21i^2*s2b
> B00817   |B00816-4*CW^2*Ml*Zh22*Zl11r*Zl21r*mur+4*CW^2*Ml*Zh23*Zl11r*Zl21i*cb*mur+4*CW^2*Ml*Zh22*Zl11r*Zl21i*mui+4*CW^2*Ml*Zh23*Zl11r*Zl21r*cb*mui+4*CW^2*Ml^2*Zh21
> B00818   |B00817+4*Alr*CW^2*Ml*Zh21*Zl11r*Zl21r+4*Alr*CW^2*Ml*Zh23*Zl11r*Zl21i*sb+4*Ali*CW^2*Ml*Zh21*Zl11r*Zl21i-4*Ali*CW^2*Ml*Zh23*Zl11r*Zl21r*sb
> B00819   |4*MW^2*SW^2*Zh21*Zt21r^2*s2b+3*MW^2*Zh21*Zt11r^2*s2b-4*MW^2*SW^2*Zh21*Zt11r^2*s2b+4*MW^2*SW^2*Zh21*Zt21i^2*s2b-8*MW^2*SW^2*Zh22*Zt21r^2*sb^2
> B00820   |B00819-6*MW^2*Zh22*Zt11r^2*sb^2+8*MW^2*SW^2*Zh22*Zt11r^2*sb^2-8*MW^2*SW^2*Zh22*Zt21i^2*sb^2+12*CW^2*Mt*Zh21*Zt11r*Zt21r*mur-12*CW^2*Mt*Zh23*Zt11r*Zt21i*mur*sb
> B00821   |B00820-12*CW^2*Mt*Zh23*Zt11r*Zt21r*mui*sb-12*CW^2*Mt*Zh21*Zt11r*Zt21i*mui+12*CW^2*Mt^2*Zh22-12*Atr*CW^2*Mt*Zh22*Zt11r*Zt21r-12*Atr*CW^2*Mt*Zh23*Zt11r*Zt21i*cb
> B00822   |B00821+12*Ati*CW^2*Mt*Zh23*Zt11r*Zt21r*cb-12*Ati*CW^2*Mt*Zh22*Zt11r*Zt21i
> B00823   |3*MW^2*Zh21*Zt11r*Zt21r*s2b-8*MW^2*SW^2*Zh21*Zt11r*Zt21r*s2b+16*MW^2*SW^2*Zh22*Zt11r*Zt21r*sb^2-6*MW^2*Zh22*Zt11r*Zt21r*sb^2-6*Mt*Zh21*Zt11r^2*mur
> B00824   |B00823-6*Mt*Zh21*Zt21i^2*mur+6*Mt*Zh21*Zt21r^2*mur+6*Mt*SW^2*Zh21*Zt11r^2*mur+6*Mt*SW^2*Zh21*Zt21i^2*mur-6*Mt*SW^2*Zh21*Zt21r^2*mur
> B00825   |B00824+6*Mt*Zh23*Zt11r^2*mui*sb+6*Mt*Zh23*Zt21i^2*mui*sb-6*Mt*Zh23*Zt21r^2*mui*sb-6*Mt*SW^2*Zh23*Zt11r^2*mui*sb-6*Mt*SW^2*Zh23*Zt21i^2*mui*sb
> B00826   |B00825+6*Mt*SW^2*Zh23*Zt21r^2*mui*sb-12*CW^2*Mt*Zh23*Zt21i*Zt21r*mur*sb-12*CW^2*Mt*Zh21*Zt21i*Zt21r*mui+6*Atr*Mt*Zh22*Zt11r^2+6*Atr*Mt*Zh22*Zt21i^2
> B00827   |B00826-6*Atr*Mt*Zh22*Zt21r^2-6*Atr*Mt*SW^2*Zh22*Zt11r^2-6*Atr*Mt*SW^2*Zh22*Zt21i^2+6*Atr*Mt*SW^2*Zh22*Zt21r^2-12*Atr*CW^2*Mt*Zh23*Zt21i*Zt21r*cb
> B00828   |B00827-12*Ati*CW^2*Mt*Zh22*Zt21i*Zt21r-6*Ati*Mt*Zh23*Zt11r^2*cb-6*Ati*Mt*Zh23*Zt21i^2*cb+6*Ati*Mt*Zh23*Zt21r^2*cb+6*Ati*Mt*SW^2*Zh23*Zt11r^2*cb
> B00829   |B00828+6*Ati*Mt*SW^2*Zh23*Zt21i^2*cb-6*Ati*Mt*SW^2*Zh23*Zt21r^2*cb
> B00830   |-3*MW^2*Zh21*Zt11r*Zt21i*s2b+8*MW^2*SW^2*Zh21*Zt11r*Zt21i*s2b-16*MW^2*SW^2*Zh22*Zt11r*Zt21i*sb^2+6*MW^2*Zh22*Zt11r*Zt21i*sb^2-6*Mt*Zh23*Zt11r^2*mur*sb
> B00831   |B00830+6*Mt*Zh23*Zt21i^2*mur*sb-6*Mt*Zh23*Zt21r^2*mur*sb+6*Mt*SW^2*Zh23*Zt11r^2*mur*sb-6*Mt*SW^2*Zh23*Zt21i^2*mur*sb+6*Mt*SW^2*Zh23*Zt21r^2*mur*sb
> B00832   |B00831-6*Mt*Zh21*Zt11r^2*mui+6*Mt*Zh21*Zt21i^2*mui-6*Mt*Zh21*Zt21r^2*mui+6*Mt*SW^2*Zh21*Zt11r^2*mui-6*Mt*SW^2*Zh21*Zt21i^2*mui
> B00833   |B00832+6*Mt*SW^2*Zh21*Zt21r^2*mui-12*CW^2*Mt*Zh21*Zt21i*Zt21r*mur+12*CW^2*Mt*Zh23*Zt21i*Zt21r*mui*sb+12*Atr*CW^2*Mt*Zh22*Zt21i*Zt21r-6*Atr*Mt*Zh23*Zt11r^2*cb
> B00834   |B00833+6*Atr*Mt*Zh23*Zt21i^2*cb-6*Atr*Mt*Zh23*Zt21r^2*cb+6*Atr*Mt*SW^2*Zh23*Zt11r^2*cb-6*Atr*Mt*SW^2*Zh23*Zt21i^2*cb+6*Atr*Mt*SW^2*Zh23*Zt21r^2*cb
> B00835   |B00834-6*Ati*Mt*Zh22*Zt11r^2+6*Ati*Mt*Zh22*Zt21i^2-6*Ati*Mt*Zh22*Zt21r^2+6*Ati*Mt*SW^2*Zh22*Zt11r^2-6*Ati*Mt*SW^2*Zh22*Zt21i^2
> B00836   |B00835+6*Ati*Mt*SW^2*Zh22*Zt21r^2-12*Ati*CW^2*Mt*Zh23*Zt21i*Zt21r*cb
> B00837   |3*MW^2*Zh21*Zt11r*Zt21r*s2b-8*MW^2*SW^2*Zh21*Zt11r*Zt21r*s2b+16*MW^2*SW^2*Zh22*Zt11r*Zt21r*sb^2-6*MW^2*Zh22*Zt11r*Zt21r*sb^2-6*Mt*Zh21*Zt11r^2*mur
> B00838   |B00837-6*Mt*Zh21*Zt21i^2*mur+6*Mt*Zh21*Zt21r^2*mur+6*Mt*SW^2*Zh21*Zt11r^2*mur+6*Mt*SW^2*Zh21*Zt21i^2*mur-6*Mt*SW^2*Zh21*Zt21r^2*mur
> B00839   |B00838-12*CW^2*Mt*Zh23*Zt21i*Zt21r*mur*sb-12*CW^2*Mt*Zh21*Zt21i*Zt21r*mui+6*Mt*Zh23*Zt11r^2*mui*sb+6*Mt*Zh23*Zt21i^2*mui*sb-6*Mt*Zh23*Zt21r^2*mui*sb
> B00840   |B00839-6*Mt*SW^2*Zh23*Zt11r^2*mui*sb-6*Mt*SW^2*Zh23*Zt21i^2*mui*sb+6*Mt*SW^2*Zh23*Zt21r^2*mui*sb+6*Atr*Mt*Zh22*Zt11r^2+6*Atr*Mt*Zh22*Zt21i^2
> B00841   |B00840-6*Atr*Mt*Zh22*Zt21r^2-6*Atr*Mt*SW^2*Zh22*Zt11r^2-6*Atr*Mt*SW^2*Zh22*Zt21i^2+6*Atr*Mt*SW^2*Zh22*Zt21r^2-6*Ati*Mt*Zh23*Zt11r^2*cb
> B00842   |B00841-6*Ati*Mt*Zh23*Zt21i^2*cb+6*Ati*Mt*Zh23*Zt21r^2*cb+6*Ati*Mt*SW^2*Zh23*Zt11r^2*cb+6*Ati*Mt*SW^2*Zh23*Zt21i^2*cb-6*Ati*Mt*SW^2*Zh23*Zt21r^2*cb
> B00843   |B00842-12*Atr*CW^2*Mt*Zh23*Zt21i*Zt21r*cb-12*Ati*CW^2*Mt*Zh22*Zt21i*Zt21r
> B00844   |3*MW^2*Zh21*Zt11r*Zt21i*s2b-8*MW^2*SW^2*Zh21*Zt11r*Zt21i*s2b+16*MW^2*SW^2*Zh22*Zt11r*Zt21i*sb^2-6*MW^2*Zh22*Zt11r*Zt21i*sb^2+12*CW^2*Mt*Zh21*Zt21i*Zt21r*mur
> B00845   |B00844+6*Mt*Zh23*Zt11r^2*mur*sb-6*Mt*Zh23*Zt21i^2*mur*sb+6*Mt*Zh23*Zt21r^2*mur*sb-6*Mt*SW^2*Zh23*Zt11r^2*mur*sb+6*Mt*SW^2*Zh23*Zt21i^2*mur*sb
> B00846   |B00845-6*Mt*SW^2*Zh23*Zt21r^2*mur*sb+6*Mt*Zh21*Zt11r^2*mui-6*Mt*Zh21*Zt21i^2*mui+6*Mt*Zh21*Zt21r^2*mui-6*Mt*SW^2*Zh21*Zt11r^2*mui
> B00847   |B00846+6*Mt*SW^2*Zh21*Zt21i^2*mui-6*Mt*SW^2*Zh21*Zt21r^2*mui-12*CW^2*Mt*Zh23*Zt21i*Zt21r*mui*sb+6*Atr*Mt*Zh23*Zt11r^2*cb-6*Atr*Mt*Zh23*Zt21i^2*cb
> B00848   |B00847+6*Atr*Mt*Zh23*Zt21r^2*cb-6*Atr*Mt*SW^2*Zh23*Zt11r^2*cb+6*Atr*Mt*SW^2*Zh23*Zt21i^2*cb-6*Atr*Mt*SW^2*Zh23*Zt21r^2*cb+6*Ati*Mt*Zh22*Zt11r^2
> B00849   |B00848-6*Ati*Mt*Zh22*Zt21i^2+6*Ati*Mt*Zh22*Zt21r^2-6*Ati*Mt*SW^2*Zh22*Zt11r^2+6*Ati*Mt*SW^2*Zh22*Zt21i^2-6*Ati*Mt*SW^2*Zh22*Zt21r^2
> B00850   |B00849-12*Atr*CW^2*Mt*Zh22*Zt21i*Zt21r+12*Ati*CW^2*Mt*Zh23*Zt21i*Zt21r*cb
> B00851   |4*MW^2*SW^2*Zh21*Zt21r^2*s2b-3*MW^2*Zh21*Zt21i^2*s2b-3*MW^2*Zh21*Zt21r^2*s2b-4*MW^2*SW^2*Zh21*Zt11r^2*s2b+4*MW^2*SW^2*Zh21*Zt21i^2*s2b
> B00852   |B00851-8*MW^2*SW^2*Zh22*Zt21r^2*sb^2+6*MW^2*Zh22*Zt21i^2*sb^2+6*MW^2*Zh22*Zt21r^2*sb^2+8*MW^2*SW^2*Zh22*Zt11r^2*sb^2-8*MW^2*SW^2*Zh22*Zt21i^2*sb^2
> B00853   |B00852+12*CW^2*Mt*Zh21*Zt11r*Zt21r*mur-12*CW^2*Mt*Zh23*Zt11r*Zt21i*mur*sb-12*CW^2*Mt*Zh21*Zt11r*Zt21i*mui-12*CW^2*Mt*Zh23*Zt11r*Zt21r*mui*sb-12*CW^2*Mt^2*Zh22
> B00854   |B00853-12*Atr*CW^2*Mt*Zh22*Zt11r*Zt21r-12*Atr*CW^2*Mt*Zh23*Zt11r*Zt21i*cb-12*Ati*CW^2*Mt*Zh22*Zt11r*Zt21i+12*Ati*CW^2*Mt*Zh23*Zt11r*Zt21r*cb
> B00855   |4*MW^2*SW^2*Zh21*s2b-3*MW^2*Zh21*s2b-8*MW^2*SW^2*Zh22*sb^2+6*MW^2*Zh22*sb^2-12*CW^2*Mq^2*Zh22
> B00856   |MW^2*SW^2*Zh21*s2b-2*MW^2*SW^2*Zh22*sb^2+3*CW^2*Mq^2*Zh22
> B00857   |2*Zh31^3*cb*la1+2*Zh31*Zh33^2*cb*la1*sb^2+2*Zh32^3*la2*sb+2*Zh32*Zh33^2*cb^2*la2*sb+Zh31*Zh32^2*cb*la3
> B00858   |B00857+Zh31*Zh33^2*cb^3*la3+Zh31^2*Zh32*la3*sb+Zh32*Zh33^2*la3*sb^3+Zh31*Zh32^2*cb*la4+Zh31*Zh33^2*cb^3*la4
> B00859   |B00858+Zh31^2*Zh32*la4*sb+Zh32*Zh33^2*la4*sb^3+2*Zh31*Zh32^2*cb*la5r+2*Zh32*Zh33^2*la5r*sb^3-4*Zh32*Zh33^2*la5r*sb
> B00860   |B00859-2*Zh31*Zh33^2*cb*la5r*sb^2-2*Zh31*Zh33^2*cb*la5r+2*Zh31^2*Zh32*la5r*sb-4*Zh31*Zh32*Zh33*la5i-Zh32^2*Zh33*la5i*s2b
> B00861   |B00860+Zh33^3*la5i*s2b-Zh31^2*Zh33*la5i*s2b+3*Zh31^2*Zh32*cb*la6r+Zh31^3*la6r*sb+3*Zh31*Zh33^2*la6r*sb^3
> B00862   |B00861-2*Zh31*Zh33^2*la6r*sb+Zh32*Zh33^2*cb*la6r*sb^2+2*Zh31^2*Zh33*la6i*sb^2-3*Zh31^2*Zh33*la6i-Zh31*Zh32*Zh33*la6i*s2b
> B00863   |B00862-Zh33^3*la6i*sb^2+3*Zh31*Zh32^2*la7r*sb+Zh32^3*cb*la7r-3*Zh32*Zh33^2*cb*la7r*sb^2+Zh32*Zh33^2*cb*la7r
> B00864   |B00863+Zh31*Zh33^2*cb^2*la7r*sb-2*Zh32^2*Zh33*la7i*sb^2-Zh32^2*Zh33*la7i-Zh31*Zh32*Zh33*la7i*s2b-Zh33^3*cb^2*la7i
> B00865   |4*MW^2*SW^2*Zb21r^2*Zh31*cb^2+6*MW^2*Zb11r^2*Zh31*cb^2-4*MW^2*SW^2*Zb11r^2*Zh31*cb^2+4*MW^2*SW^2*Zb21i^2*Zh31*cb^2-2*MW^2*SW^2*Zb21r^2*Zh32*s2b
> B00866   |B00865-3*MW^2*Zb11r^2*Zh32*s2b+2*MW^2*SW^2*Zb11r^2*Zh32*s2b-2*MW^2*SW^2*Zb21i^2*Zh32*s2b-12*CW^2*Mb*Zb11r*Zb21r*Zh32*mur+12*CW^2*Mb*Zb11r*Zb21i*Zh33*cb*mur
> B00867   |B00866+12*CW^2*Mb*Zb11r*Zb21r*Zh33*cb*mui+12*CW^2*Mb*Zb11r*Zb21i*Zh32*mui-12*CW^2*Mb^2*Zh31+12*Abr*CW^2*Mb*Zb11r*Zb21r*Zh31+12*Abr*CW^2*Mb*Zb11r*Zb21i*Zh33*sb
> B00868   |B00867-12*Abi*CW^2*Mb*Zb11r*Zb21r*Zh33*sb+12*Abi*CW^2*Mb*Zb11r*Zb21i*Zh31
> B00869   |6*MW^2*Zb11r*Zb21r*Zh31*cb^2-8*MW^2*SW^2*Zb11r*Zb21r*Zh31*cb^2-3*MW^2*Zb11r*Zb21r*Zh32*s2b+4*MW^2*SW^2*Zb11r*Zb21r*Zh32*s2b+6*Mb*Zb11r^2*Zh32*mur
> B00870   |B00869+6*Mb*Zb21i^2*Zh32*mur-6*Mb*Zb21r^2*Zh32*mur-6*Mb*SW^2*Zb11r^2*Zh32*mur-6*Mb*SW^2*Zb21i^2*Zh32*mur+6*Mb*SW^2*Zb21r^2*Zh32*mur
> B00871   |B00870-6*Mb*Zb11r^2*Zh33*cb*mui-6*Mb*Zb21i^2*Zh33*cb*mui+6*Mb*Zb21r^2*Zh33*cb*mui+6*Mb*SW^2*Zb11r^2*Zh33*cb*mui+6*Mb*SW^2*Zb21i^2*Zh33*cb*mui
> B00872   |B00871-6*Mb*SW^2*Zb21r^2*Zh33*cb*mui+12*CW^2*Mb*Zb21i*Zb21r*Zh33*cb*mur+12*CW^2*Mb*Zb21i*Zb21r*Zh32*mui-6*Abr*Mb*Zb11r^2*Zh31-6*Abr*Mb*Zb21i^2*Zh31
> B00873   |B00872+6*Abr*Mb*Zb21r^2*Zh31+6*Abr*Mb*SW^2*Zb11r^2*Zh31+6*Abr*Mb*SW^2*Zb21i^2*Zh31-6*Abr*Mb*SW^2*Zb21r^2*Zh31+12*Abr*CW^2*Mb*Zb21i*Zb21r*Zh33*sb
> B00874   |B00873+12*Abi*CW^2*Mb*Zb21i*Zb21r*Zh31+6*Abi*Mb*Zb11r^2*Zh33*sb+6*Abi*Mb*Zb21i^2*Zh33*sb-6*Abi*Mb*Zb21r^2*Zh33*sb-6*Abi*Mb*SW^2*Zb11r^2*Zh33*sb
> B00875   |B00874-6*Abi*Mb*SW^2*Zb21i^2*Zh33*sb+6*Abi*Mb*SW^2*Zb21r^2*Zh33*sb
> B00876   |-6*MW^2*Zb11r*Zb21i*Zh31*cb^2+8*MW^2*SW^2*Zb11r*Zb21i*Zh31*cb^2+3*MW^2*Zb11r*Zb21i*Zh32*s2b-4*MW^2*SW^2*Zb11r*Zb21i*Zh32*s2b+6*Mb*Zb11r^2*Zh33*cb*mur
> B00877   |B00876-6*Mb*Zb21i^2*Zh33*cb*mur+6*Mb*Zb21r^2*Zh33*cb*mur-6*Mb*SW^2*Zb11r^2*Zh33*cb*mur+6*Mb*SW^2*Zb21i^2*Zh33*cb*mur-6*Mb*SW^2*Zb21r^2*Zh33*cb*mur
> B00878   |B00877+6*Mb*Zb11r^2*Zh32*mui-6*Mb*Zb21i^2*Zh32*mui+6*Mb*Zb21r^2*Zh32*mui-6*Mb*SW^2*Zb11r^2*Zh32*mui+6*Mb*SW^2*Zb21i^2*Zh32*mui
> B00879   |B00878-6*Mb*SW^2*Zb21r^2*Zh32*mui+12*CW^2*Mb*Zb21i*Zb21r*Zh32*mur-12*CW^2*Mb*Zb21i*Zb21r*Zh33*cb*mui-12*Abr*CW^2*Mb*Zb21i*Zb21r*Zh31+6*Abr*Mb*Zb11r^2*Zh33*sb
> B00880   |B00879-6*Abr*Mb*Zb21i^2*Zh33*sb+6*Abr*Mb*Zb21r^2*Zh33*sb-6*Abr*Mb*SW^2*Zb11r^2*Zh33*sb+6*Abr*Mb*SW^2*Zb21i^2*Zh33*sb-6*Abr*Mb*SW^2*Zb21r^2*Zh33*sb
> B00881   |B00880+6*Abi*Mb*Zb11r^2*Zh31-6*Abi*Mb*Zb21i^2*Zh31+6*Abi*Mb*Zb21r^2*Zh31-6*Abi*Mb*SW^2*Zb11r^2*Zh31+6*Abi*Mb*SW^2*Zb21i^2*Zh31
> B00882   |B00881-6*Abi*Mb*SW^2*Zb21r^2*Zh31+12*Abi*CW^2*Mb*Zb21i*Zb21r*Zh33*sb
> B00883   |6*MW^2*Zb11r*Zb21r*Zh31*cb^2-8*MW^2*SW^2*Zb11r*Zb21r*Zh31*cb^2-3*MW^2*Zb11r*Zb21r*Zh32*s2b+4*MW^2*SW^2*Zb11r*Zb21r*Zh32*s2b+6*Mb*Zb11r^2*Zh32*mur
> B00884   |B00883+6*Mb*Zb21i^2*Zh32*mur-6*Mb*Zb21r^2*Zh32*mur-6*Mb*SW^2*Zb11r^2*Zh32*mur-6*Mb*SW^2*Zb21i^2*Zh32*mur+6*Mb*SW^2*Zb21r^2*Zh32*mur
> B00885   |B00884+12*CW^2*Mb*Zb21i*Zb21r*Zh33*cb*mur+12*CW^2*Mb*Zb21i*Zb21r*Zh32*mui-6*Mb*Zb11r^2*Zh33*cb*mui-6*Mb*Zb21i^2*Zh33*cb*mui+6*Mb*Zb21r^2*Zh33*cb*mui
> B00886   |B00885+6*Mb*SW^2*Zb11r^2*Zh33*cb*mui+6*Mb*SW^2*Zb21i^2*Zh33*cb*mui-6*Mb*SW^2*Zb21r^2*Zh33*cb*mui-6*Abr*Mb*Zb11r^2*Zh31-6*Abr*Mb*Zb21i^2*Zh31
> B00887   |B00886+6*Abr*Mb*Zb21r^2*Zh31+6*Abr*Mb*SW^2*Zb11r^2*Zh31+6*Abr*Mb*SW^2*Zb21i^2*Zh31-6*Abr*Mb*SW^2*Zb21r^2*Zh31+6*Abi*Mb*Zb11r^2*Zh33*sb
> B00888   |B00887+6*Abi*Mb*Zb21i^2*Zh33*sb-6*Abi*Mb*Zb21r^2*Zh33*sb-6*Abi*Mb*SW^2*Zb11r^2*Zh33*sb-6*Abi*Mb*SW^2*Zb21i^2*Zh33*sb+6*Abi*Mb*SW^2*Zb21r^2*Zh33*sb
> B00889   |B00888+12*Abr*CW^2*Mb*Zb21i*Zb21r*Zh33*sb+12*Abi*CW^2*Mb*Zb21i*Zb21r*Zh31
> B00890   |6*MW^2*Zb11r*Zb21i*Zh31*cb^2-8*MW^2*SW^2*Zb11r*Zb21i*Zh31*cb^2-3*MW^2*Zb11r*Zb21i*Zh32*s2b+4*MW^2*SW^2*Zb11r*Zb21i*Zh32*s2b-12*CW^2*Mb*Zb21i*Zb21r*Zh32*mur
> B00891   |B00890-6*Mb*Zb11r^2*Zh33*cb*mur+6*Mb*Zb21i^2*Zh33*cb*mur-6*Mb*Zb21r^2*Zh33*cb*mur+6*Mb*SW^2*Zb11r^2*Zh33*cb*mur-6*Mb*SW^2*Zb21i^2*Zh33*cb*mur
> B00892   |B00891+6*Mb*SW^2*Zb21r^2*Zh33*cb*mur-6*Mb*Zb11r^2*Zh32*mui+6*Mb*Zb21i^2*Zh32*mui-6*Mb*Zb21r^2*Zh32*mui+6*Mb*SW^2*Zb11r^2*Zh32*mui
> B00893   |B00892-6*Mb*SW^2*Zb21i^2*Zh32*mui+6*Mb*SW^2*Zb21r^2*Zh32*mui+12*CW^2*Mb*Zb21i*Zb21r*Zh33*cb*mui-6*Abr*Mb*Zb11r^2*Zh33*sb+6*Abr*Mb*Zb21i^2*Zh33*sb
> B00894   |B00893-6*Abr*Mb*Zb21r^2*Zh33*sb+6*Abr*Mb*SW^2*Zb11r^2*Zh33*sb-6*Abr*Mb*SW^2*Zb21i^2*Zh33*sb+6*Abr*Mb*SW^2*Zb21r^2*Zh33*sb-6*Abi*Mb*Zb11r^2*Zh31
> B00895   |B00894+6*Abi*Mb*Zb21i^2*Zh31-6*Abi*Mb*Zb21r^2*Zh31+6*Abi*Mb*SW^2*Zb11r^2*Zh31-6*Abi*Mb*SW^2*Zb21i^2*Zh31+6*Abi*Mb*SW^2*Zb21r^2*Zh31
> B00896   |B00895+12*Abr*CW^2*Mb*Zb21i*Zb21r*Zh31-12*Abi*CW^2*Mb*Zb21i*Zb21r*Zh33*sb
> B00897   |4*MW^2*SW^2*Zb21r^2*Zh31*cb^2-6*MW^2*Zb21i^2*Zh31*cb^2-6*MW^2*Zb21r^2*Zh31*cb^2-4*MW^2*SW^2*Zb11r^2*Zh31*cb^2+4*MW^2*SW^2*Zb21i^2*Zh31*cb^2
> B00898   |B00897-2*MW^2*SW^2*Zb21r^2*Zh32*s2b+3*MW^2*Zb21i^2*Zh32*s2b+3*MW^2*Zb21r^2*Zh32*s2b+2*MW^2*SW^2*Zb11r^2*Zh32*s2b-2*MW^2*SW^2*Zb21i^2*Zh32*s2b
> B00899   |B00898-12*CW^2*Mb*Zb11r*Zb21r*Zh32*mur+12*CW^2*Mb*Zb11r*Zb21i*Zh33*cb*mur+12*CW^2*Mb*Zb11r*Zb21i*Zh32*mui+12*CW^2*Mb*Zb11r*Zb21r*Zh33*cb*mui+12*CW^2*Mb^2*Zh31
> B00900   |B00899+12*Abr*CW^2*Mb*Zb11r*Zb21r*Zh31+12*Abr*CW^2*Mb*Zb11r*Zb21i*Zh33*sb+12*Abi*CW^2*Mb*Zb11r*Zb21i*Zh31-12*Abi*CW^2*Mb*Zb11r*Zb21r*Zh33*sb
> B00901   |4*MW^2*SW^2*Zh31*s2b-3*MW^2*Zh31*s2b-8*MW^2*SW^2*Zh32*sb^2+6*MW^2*Zh32*sb^2-12*CW^2*Mc^2*Zh32
> B00902   |Zh31*mur-Zh33*mui*sb-Aur*Zh32+Aui*Zh33*cb
> B00903   |Zh33*mur*sb+Zh31*mui+Aur*Zh33*cb+Aui*Zh32
> B00904   |-Zh33*mur*sb-Zh31*mui-Aur*Zh33*cb-Aui*Zh32
> B00905   |MW^2*SW^2*Zh31*s2b-2*MW^2*SW^2*Zh32*sb^2+3*CW^2*Mc^2*Zh32
> B00906   |4*MW^2*SW^2*Zh31*cb^2-6*MW^2*Zh31*cb^2-2*MW^2*SW^2*Zh32*s2b+3*MW^2*Zh32*s2b+12*CW^2*Mq^2*Zh31
> B00907   |Zh32*mur-Zh33*cb*mui-Adr*Zh31+Adi*Zh33*sb
> B00908   |Zh33*cb*mur+Zh32*mui+Adr*Zh33*sb+Adi*Zh31
> B00909   |-Zh33*cb*mur-Zh32*mui-Adr*Zh33*sb-Adi*Zh31
> B00910   |2*MW^2*SW^2*Zh31*cb^2-MW^2*SW^2*Zh32*s2b-6*CW^2*Mq^2*Zh31
> B00911   |Zh31*cb-Zh32*sb
> B00912   |4*MW^2*SW^2*Zh31*Zl21r^2*cb^2+2*MW^2*Zh31*Zl11r^2*cb^2-4*MW^2*SW^2*Zh31*Zl11r^2*cb^2+4*MW^2*SW^2*Zh31*Zl21i^2*cb^2-2*MW^2*SW^2*Zh32*Zl21r^2*s2b
> B00913   |B00912-MW^2*Zh32*Zl11r^2*s2b+2*MW^2*SW^2*Zh32*Zl11r^2*s2b-2*MW^2*SW^2*Zh32*Zl21i^2*s2b-4*CW^2*Ml*Zh32*Zl11r*Zl21r*mur+4*CW^2*Ml*Zh33*Zl11r*Zl21i*cb*mur
> B00914   |B00913+4*CW^2*Ml*Zh33*Zl11r*Zl21r*cb*mui+4*CW^2*Ml*Zh32*Zl11r*Zl21i*mui-4*CW^2*Ml^2*Zh31+4*Alr*CW^2*Ml*Zh31*Zl11r*Zl21r+4*Alr*CW^2*Ml*Zh33*Zl11r*Zl21i*sb
> B00915   |B00914-4*Ali*CW^2*Ml*Zh33*Zl11r*Zl21r*sb+4*Ali*CW^2*Ml*Zh31*Zl11r*Zl21i
> B00916   |8*MW^2*SW^2*Zh31*Zl11r*Zl21r*cb^2-2*MW^2*Zh31*Zl11r*Zl21r*cb^2+MW^2*Zh32*Zl11r*Zl21r*s2b-4*MW^2*SW^2*Zh32*Zl11r*Zl21r*s2b-2*Ml*Zh32*Zl11r^2*mur
> B00917   |B00916-2*Ml*Zh32*Zl21i^2*mur+2*Ml*Zh32*Zl21r^2*mur+2*Ml*SW^2*Zh32*Zl11r^2*mur+2*Ml*SW^2*Zh32*Zl21i^2*mur-2*Ml*SW^2*Zh32*Zl21r^2*mur
> B00918   |B00917+2*Ml*Zh33*Zl11r^2*cb*mui+2*Ml*Zh33*Zl21i^2*cb*mui-2*Ml*Zh33*Zl21r^2*cb*mui-2*Ml*SW^2*Zh33*Zl11r^2*cb*mui-2*Ml*SW^2*Zh33*Zl21i^2*cb*mui
> B00919   |B00918+2*Ml*SW^2*Zh33*Zl21r^2*cb*mui-4*CW^2*Ml*Zh33*Zl21i*Zl21r*cb*mur-4*CW^2*Ml*Zh32*Zl21i*Zl21r*mui+2*Alr*Ml*Zh31*Zl11r^2+2*Alr*Ml*Zh31*Zl21i^2
> B00920   |B00919-2*Alr*Ml*Zh31*Zl21r^2-2*Alr*Ml*SW^2*Zh31*Zl11r^2-2*Alr*Ml*SW^2*Zh31*Zl21i^2+2*Alr*Ml*SW^2*Zh31*Zl21r^2-4*Alr*CW^2*Ml*Zh33*Zl21i*Zl21r*sb
> B00921   |B00920-4*Ali*CW^2*Ml*Zh31*Zl21i*Zl21r-2*Ali*Ml*Zh33*Zl11r^2*sb-2*Ali*Ml*Zh33*Zl21i^2*sb+2*Ali*Ml*Zh33*Zl21r^2*sb+2*Ali*Ml*SW^2*Zh33*Zl11r^2*sb
> B00922   |B00921+2*Ali*Ml*SW^2*Zh33*Zl21i^2*sb-2*Ali*Ml*SW^2*Zh33*Zl21r^2*sb
> B00923   |-8*MW^2*SW^2*Zh31*Zl11r*Zl21i*cb^2+2*MW^2*Zh31*Zl11r*Zl21i*cb^2-MW^2*Zh32*Zl11r*Zl21i*s2b+4*MW^2*SW^2*Zh32*Zl11r*Zl21i*s2b-2*Ml*Zh33*Zl11r^2*cb*mur
> B00924   |B00923+2*Ml*Zh33*Zl21i^2*cb*mur-2*Ml*Zh33*Zl21r^2*cb*mur+2*Ml*SW^2*Zh33*Zl11r^2*cb*mur-2*Ml*SW^2*Zh33*Zl21i^2*cb*mur+2*Ml*SW^2*Zh33*Zl21r^2*cb*mur
> B00925   |B00924-2*Ml*Zh32*Zl11r^2*mui+2*Ml*Zh32*Zl21i^2*mui-2*Ml*Zh32*Zl21r^2*mui+2*Ml*SW^2*Zh32*Zl11r^2*mui-2*Ml*SW^2*Zh32*Zl21i^2*mui
> B00926   |B00925+2*Ml*SW^2*Zh32*Zl21r^2*mui-4*CW^2*Ml*Zh32*Zl21i*Zl21r*mur+4*CW^2*Ml*Zh33*Zl21i*Zl21r*cb*mui+4*Alr*CW^2*Ml*Zh31*Zl21i*Zl21r-2*Alr*Ml*Zh33*Zl11r^2*sb
> B00927   |B00926+2*Alr*Ml*Zh33*Zl21i^2*sb-2*Alr*Ml*Zh33*Zl21r^2*sb+2*Alr*Ml*SW^2*Zh33*Zl11r^2*sb-2*Alr*Ml*SW^2*Zh33*Zl21i^2*sb+2*Alr*Ml*SW^2*Zh33*Zl21r^2*sb
> B00928   |B00927-2*Ali*Ml*Zh31*Zl11r^2+2*Ali*Ml*Zh31*Zl21i^2-2*Ali*Ml*Zh31*Zl21r^2+2*Ali*Ml*SW^2*Zh31*Zl11r^2-2*Ali*Ml*SW^2*Zh31*Zl21i^2
> B00929   |B00928+2*Ali*Ml*SW^2*Zh31*Zl21r^2-4*Ali*CW^2*Ml*Zh33*Zl21i*Zl21r*sb
> B00930   |8*MW^2*SW^2*Zh31*Zl11r*Zl21r*cb^2-2*MW^2*Zh31*Zl11r*Zl21r*cb^2+MW^2*Zh32*Zl11r*Zl21r*s2b-4*MW^2*SW^2*Zh32*Zl11r*Zl21r*s2b-2*Ml*Zh32*Zl11r^2*mur
> B00931   |B00930-2*Ml*Zh32*Zl21i^2*mur+2*Ml*Zh32*Zl21r^2*mur+2*Ml*SW^2*Zh32*Zl11r^2*mur+2*Ml*SW^2*Zh32*Zl21i^2*mur-2*Ml*SW^2*Zh32*Zl21r^2*mur
> B00932   |B00931-4*CW^2*Ml*Zh33*Zl21i*Zl21r*cb*mur-4*CW^2*Ml*Zh32*Zl21i*Zl21r*mui+2*Ml*Zh33*Zl11r^2*cb*mui+2*Ml*Zh33*Zl21i^2*cb*mui-2*Ml*Zh33*Zl21r^2*cb*mui
> B00933   |B00932-2*Ml*SW^2*Zh33*Zl11r^2*cb*mui-2*Ml*SW^2*Zh33*Zl21i^2*cb*mui+2*Ml*SW^2*Zh33*Zl21r^2*cb*mui+2*Alr*Ml*Zh31*Zl11r^2+2*Alr*Ml*Zh31*Zl21i^2
> B00934   |B00933-2*Alr*Ml*Zh31*Zl21r^2-2*Alr*Ml*SW^2*Zh31*Zl11r^2-2*Alr*Ml*SW^2*Zh31*Zl21i^2+2*Alr*Ml*SW^2*Zh31*Zl21r^2-2*Ali*Ml*Zh33*Zl11r^2*sb
> B00935   |B00934-2*Ali*Ml*Zh33*Zl21i^2*sb+2*Ali*Ml*Zh33*Zl21r^2*sb+2*Ali*Ml*SW^2*Zh33*Zl11r^2*sb+2*Ali*Ml*SW^2*Zh33*Zl21i^2*sb-2*Ali*Ml*SW^2*Zh33*Zl21r^2*sb
> B00936   |B00935-4*Alr*CW^2*Ml*Zh33*Zl21i*Zl21r*sb-4*Ali*CW^2*Ml*Zh31*Zl21i*Zl21r
> B00937   |8*MW^2*SW^2*Zh31*Zl11r*Zl21i*cb^2-2*MW^2*Zh31*Zl11r*Zl21i*cb^2+MW^2*Zh32*Zl11r*Zl21i*s2b-4*MW^2*SW^2*Zh32*Zl11r*Zl21i*s2b+4*CW^2*Ml*Zh32*Zl21i*Zl21r*mur
> B00938   |B00937+2*Ml*Zh33*Zl11r^2*cb*mur-2*Ml*Zh33*Zl21i^2*cb*mur+2*Ml*Zh33*Zl21r^2*cb*mur-2*Ml*SW^2*Zh33*Zl11r^2*cb*mur+2*Ml*SW^2*Zh33*Zl21i^2*cb*mur
> B00939   |B00938-2*Ml*SW^2*Zh33*Zl21r^2*cb*mur+2*Ml*Zh32*Zl11r^2*mui-2*Ml*Zh32*Zl21i^2*mui+2*Ml*Zh32*Zl21r^2*mui-2*Ml*SW^2*Zh32*Zl11r^2*mui
> B00940   |B00939+2*Ml*SW^2*Zh32*Zl21i^2*mui-2*Ml*SW^2*Zh32*Zl21r^2*mui-4*CW^2*Ml*Zh33*Zl21i*Zl21r*cb*mui+2*Alr*Ml*Zh33*Zl11r^2*sb-2*Alr*Ml*Zh33*Zl21i^2*sb
> B00941   |B00940+2*Alr*Ml*Zh33*Zl21r^2*sb-2*Alr*Ml*SW^2*Zh33*Zl11r^2*sb+2*Alr*Ml*SW^2*Zh33*Zl21i^2*sb-2*Alr*Ml*SW^2*Zh33*Zl21r^2*sb+2*Ali*Ml*Zh31*Zl11r^2
> B00942   |B00941-2*Ali*Ml*Zh31*Zl21i^2+2*Ali*Ml*Zh31*Zl21r^2-2*Ali*Ml*SW^2*Zh31*Zl11r^2+2*Ali*Ml*SW^2*Zh31*Zl21i^2-2*Ali*Ml*SW^2*Zh31*Zl21r^2
> B00943   |B00942-4*Alr*CW^2*Ml*Zh31*Zl21i*Zl21r+4*Ali*CW^2*Ml*Zh33*Zl21i*Zl21r*sb
> B00944   |4*MW^2*SW^2*Zh31*Zl21r^2*cb^2-2*MW^2*Zh31*Zl21i^2*cb^2-2*MW^2*Zh31*Zl21r^2*cb^2-4*MW^2*SW^2*Zh31*Zl11r^2*cb^2+4*MW^2*SW^2*Zh31*Zl21i^2*cb^2
> B00945   |B00944-2*MW^2*SW^2*Zh32*Zl21r^2*s2b+MW^2*Zh32*Zl21i^2*s2b+MW^2*Zh32*Zl21r^2*s2b+2*MW^2*SW^2*Zh32*Zl11r^2*s2b-2*MW^2*SW^2*Zh32*Zl21i^2*s2b
> B00946   |B00945-4*CW^2*Ml*Zh32*Zl11r*Zl21r*mur+4*CW^2*Ml*Zh33*Zl11r*Zl21i*cb*mur+4*CW^2*Ml*Zh32*Zl11r*Zl21i*mui+4*CW^2*Ml*Zh33*Zl11r*Zl21r*cb*mui+4*CW^2*Ml^2*Zh31
> B00947   |B00946+4*Alr*CW^2*Ml*Zh31*Zl11r*Zl21r+4*Alr*CW^2*Ml*Zh33*Zl11r*Zl21i*sb+4*Ali*CW^2*Ml*Zh31*Zl11r*Zl21i-4*Ali*CW^2*Ml*Zh33*Zl11r*Zl21r*sb
> B00948   |4*MW^2*SW^2*Zh31*Zt21r^2*s2b+3*MW^2*Zh31*Zt11r^2*s2b-4*MW^2*SW^2*Zh31*Zt11r^2*s2b+4*MW^2*SW^2*Zh31*Zt21i^2*s2b-8*MW^2*SW^2*Zh32*Zt21r^2*sb^2
> B00949   |B00948-6*MW^2*Zh32*Zt11r^2*sb^2+8*MW^2*SW^2*Zh32*Zt11r^2*sb^2-8*MW^2*SW^2*Zh32*Zt21i^2*sb^2+12*CW^2*Mt*Zh31*Zt11r*Zt21r*mur-12*CW^2*Mt*Zh33*Zt11r*Zt21i*mur*sb
> B00950   |B00949-12*CW^2*Mt*Zh33*Zt11r*Zt21r*mui*sb-12*CW^2*Mt*Zh31*Zt11r*Zt21i*mui+12*CW^2*Mt^2*Zh32-12*Atr*CW^2*Mt*Zh32*Zt11r*Zt21r-12*Atr*CW^2*Mt*Zh33*Zt11r*Zt21i*cb
> B00951   |B00950+12*Ati*CW^2*Mt*Zh33*Zt11r*Zt21r*cb-12*Ati*CW^2*Mt*Zh32*Zt11r*Zt21i
> B00952   |3*MW^2*Zh31*Zt11r*Zt21r*s2b-8*MW^2*SW^2*Zh31*Zt11r*Zt21r*s2b+16*MW^2*SW^2*Zh32*Zt11r*Zt21r*sb^2-6*MW^2*Zh32*Zt11r*Zt21r*sb^2-6*Mt*Zh31*Zt11r^2*mur
> B00953   |B00952-6*Mt*Zh31*Zt21i^2*mur+6*Mt*Zh31*Zt21r^2*mur+6*Mt*SW^2*Zh31*Zt11r^2*mur+6*Mt*SW^2*Zh31*Zt21i^2*mur-6*Mt*SW^2*Zh31*Zt21r^2*mur
> B00954   |B00953+6*Mt*Zh33*Zt11r^2*mui*sb+6*Mt*Zh33*Zt21i^2*mui*sb-6*Mt*Zh33*Zt21r^2*mui*sb-6*Mt*SW^2*Zh33*Zt11r^2*mui*sb-6*Mt*SW^2*Zh33*Zt21i^2*mui*sb
> B00955   |B00954+6*Mt*SW^2*Zh33*Zt21r^2*mui*sb-12*CW^2*Mt*Zh33*Zt21i*Zt21r*mur*sb-12*CW^2*Mt*Zh31*Zt21i*Zt21r*mui+6*Atr*Mt*Zh32*Zt11r^2+6*Atr*Mt*Zh32*Zt21i^2
> B00956   |B00955-6*Atr*Mt*Zh32*Zt21r^2-6*Atr*Mt*SW^2*Zh32*Zt11r^2-6*Atr*Mt*SW^2*Zh32*Zt21i^2+6*Atr*Mt*SW^2*Zh32*Zt21r^2-12*Atr*CW^2*Mt*Zh33*Zt21i*Zt21r*cb
> B00957   |B00956-12*Ati*CW^2*Mt*Zh32*Zt21i*Zt21r-6*Ati*Mt*Zh33*Zt11r^2*cb-6*Ati*Mt*Zh33*Zt21i^2*cb+6*Ati*Mt*Zh33*Zt21r^2*cb+6*Ati*Mt*SW^2*Zh33*Zt11r^2*cb
> B00958   |B00957+6*Ati*Mt*SW^2*Zh33*Zt21i^2*cb-6*Ati*Mt*SW^2*Zh33*Zt21r^2*cb
> B00959   |-3*MW^2*Zh31*Zt11r*Zt21i*s2b+8*MW^2*SW^2*Zh31*Zt11r*Zt21i*s2b-16*MW^2*SW^2*Zh32*Zt11r*Zt21i*sb^2+6*MW^2*Zh32*Zt11r*Zt21i*sb^2-6*Mt*Zh33*Zt11r^2*mur*sb
> B00960   |B00959+6*Mt*Zh33*Zt21i^2*mur*sb-6*Mt*Zh33*Zt21r^2*mur*sb+6*Mt*SW^2*Zh33*Zt11r^2*mur*sb-6*Mt*SW^2*Zh33*Zt21i^2*mur*sb+6*Mt*SW^2*Zh33*Zt21r^2*mur*sb
> B00961   |B00960-6*Mt*Zh31*Zt11r^2*mui+6*Mt*Zh31*Zt21i^2*mui-6*Mt*Zh31*Zt21r^2*mui+6*Mt*SW^2*Zh31*Zt11r^2*mui-6*Mt*SW^2*Zh31*Zt21i^2*mui
> B00962   |B00961+6*Mt*SW^2*Zh31*Zt21r^2*mui-12*CW^2*Mt*Zh31*Zt21i*Zt21r*mur+12*CW^2*Mt*Zh33*Zt21i*Zt21r*mui*sb+12*Atr*CW^2*Mt*Zh32*Zt21i*Zt21r-6*Atr*Mt*Zh33*Zt11r^2*cb
> B00963   |B00962+6*Atr*Mt*Zh33*Zt21i^2*cb-6*Atr*Mt*Zh33*Zt21r^2*cb+6*Atr*Mt*SW^2*Zh33*Zt11r^2*cb-6*Atr*Mt*SW^2*Zh33*Zt21i^2*cb+6*Atr*Mt*SW^2*Zh33*Zt21r^2*cb
> B00964   |B00963-6*Ati*Mt*Zh32*Zt11r^2+6*Ati*Mt*Zh32*Zt21i^2-6*Ati*Mt*Zh32*Zt21r^2+6*Ati*Mt*SW^2*Zh32*Zt11r^2-6*Ati*Mt*SW^2*Zh32*Zt21i^2
> B00965   |B00964+6*Ati*Mt*SW^2*Zh32*Zt21r^2-12*Ati*CW^2*Mt*Zh33*Zt21i*Zt21r*cb
> B00966   |3*MW^2*Zh31*Zt11r*Zt21r*s2b-8*MW^2*SW^2*Zh31*Zt11r*Zt21r*s2b+16*MW^2*SW^2*Zh32*Zt11r*Zt21r*sb^2-6*MW^2*Zh32*Zt11r*Zt21r*sb^2-6*Mt*Zh31*Zt11r^2*mur
> B00967   |B00966-6*Mt*Zh31*Zt21i^2*mur+6*Mt*Zh31*Zt21r^2*mur+6*Mt*SW^2*Zh31*Zt11r^2*mur+6*Mt*SW^2*Zh31*Zt21i^2*mur-6*Mt*SW^2*Zh31*Zt21r^2*mur
> B00968   |B00967-12*CW^2*Mt*Zh33*Zt21i*Zt21r*mur*sb-12*CW^2*Mt*Zh31*Zt21i*Zt21r*mui+6*Mt*Zh33*Zt11r^2*mui*sb+6*Mt*Zh33*Zt21i^2*mui*sb-6*Mt*Zh33*Zt21r^2*mui*sb
> B00969   |B00968-6*Mt*SW^2*Zh33*Zt11r^2*mui*sb-6*Mt*SW^2*Zh33*Zt21i^2*mui*sb+6*Mt*SW^2*Zh33*Zt21r^2*mui*sb+6*Atr*Mt*Zh32*Zt11r^2+6*Atr*Mt*Zh32*Zt21i^2
> B00970   |B00969-6*Atr*Mt*Zh32*Zt21r^2-6*Atr*Mt*SW^2*Zh32*Zt11r^2-6*Atr*Mt*SW^2*Zh32*Zt21i^2+6*Atr*Mt*SW^2*Zh32*Zt21r^2-6*Ati*Mt*Zh33*Zt11r^2*cb
> B00971   |B00970-6*Ati*Mt*Zh33*Zt21i^2*cb+6*Ati*Mt*Zh33*Zt21r^2*cb+6*Ati*Mt*SW^2*Zh33*Zt11r^2*cb+6*Ati*Mt*SW^2*Zh33*Zt21i^2*cb-6*Ati*Mt*SW^2*Zh33*Zt21r^2*cb
> B00972   |B00971-12*Atr*CW^2*Mt*Zh33*Zt21i*Zt21r*cb-12*Ati*CW^2*Mt*Zh32*Zt21i*Zt21r
> B00973   |3*MW^2*Zh31*Zt11r*Zt21i*s2b-8*MW^2*SW^2*Zh31*Zt11r*Zt21i*s2b+16*MW^2*SW^2*Zh32*Zt11r*Zt21i*sb^2-6*MW^2*Zh32*Zt11r*Zt21i*sb^2+12*CW^2*Mt*Zh31*Zt21i*Zt21r*mur
> B00974   |B00973+6*Mt*Zh33*Zt11r^2*mur*sb-6*Mt*Zh33*Zt21i^2*mur*sb+6*Mt*Zh33*Zt21r^2*mur*sb-6*Mt*SW^2*Zh33*Zt11r^2*mur*sb+6*Mt*SW^2*Zh33*Zt21i^2*mur*sb
> B00975   |B00974-6*Mt*SW^2*Zh33*Zt21r^2*mur*sb+6*Mt*Zh31*Zt11r^2*mui-6*Mt*Zh31*Zt21i^2*mui+6*Mt*Zh31*Zt21r^2*mui-6*Mt*SW^2*Zh31*Zt11r^2*mui
> B00976   |B00975+6*Mt*SW^2*Zh31*Zt21i^2*mui-6*Mt*SW^2*Zh31*Zt21r^2*mui-12*CW^2*Mt*Zh33*Zt21i*Zt21r*mui*sb+6*Atr*Mt*Zh33*Zt11r^2*cb-6*Atr*Mt*Zh33*Zt21i^2*cb
> B00977   |B00976+6*Atr*Mt*Zh33*Zt21r^2*cb-6*Atr*Mt*SW^2*Zh33*Zt11r^2*cb+6*Atr*Mt*SW^2*Zh33*Zt21i^2*cb-6*Atr*Mt*SW^2*Zh33*Zt21r^2*cb+6*Ati*Mt*Zh32*Zt11r^2
> B00978   |B00977-6*Ati*Mt*Zh32*Zt21i^2+6*Ati*Mt*Zh32*Zt21r^2-6*Ati*Mt*SW^2*Zh32*Zt11r^2+6*Ati*Mt*SW^2*Zh32*Zt21i^2-6*Ati*Mt*SW^2*Zh32*Zt21r^2
> B00979   |B00978-12*Atr*CW^2*Mt*Zh32*Zt21i*Zt21r+12*Ati*CW^2*Mt*Zh33*Zt21i*Zt21r*cb
> B00980   |4*MW^2*SW^2*Zh31*Zt21r^2*s2b-3*MW^2*Zh31*Zt21i^2*s2b-3*MW^2*Zh31*Zt21r^2*s2b-4*MW^2*SW^2*Zh31*Zt11r^2*s2b+4*MW^2*SW^2*Zh31*Zt21i^2*s2b
> B00981   |B00980-8*MW^2*SW^2*Zh32*Zt21r^2*sb^2+6*MW^2*Zh32*Zt21i^2*sb^2+6*MW^2*Zh32*Zt21r^2*sb^2+8*MW^2*SW^2*Zh32*Zt11r^2*sb^2-8*MW^2*SW^2*Zh32*Zt21i^2*sb^2
> B00982   |B00981+12*CW^2*Mt*Zh31*Zt11r*Zt21r*mur-12*CW^2*Mt*Zh33*Zt11r*Zt21i*mur*sb-12*CW^2*Mt*Zh31*Zt11r*Zt21i*mui-12*CW^2*Mt*Zh33*Zt11r*Zt21r*mui*sb-12*CW^2*Mt^2*Zh32
> B00983   |B00982-12*Atr*CW^2*Mt*Zh32*Zt11r*Zt21r-12*Atr*CW^2*Mt*Zh33*Zt11r*Zt21i*cb-12*Ati*CW^2*Mt*Zh32*Zt11r*Zt21i+12*Ati*CW^2*Mt*Zh33*Zt11r*Zt21r*cb
> B00984   |4*MW^2*SW^2*Zh31*s2b-3*MW^2*Zh31*s2b-8*MW^2*SW^2*Zh32*sb^2+6*MW^2*Zh32*sb^2-12*CW^2*Mq^2*Zh32
> B00985   |MW^2*SW^2*Zh31*s2b-2*MW^2*SW^2*Zh32*sb^2+3*CW^2*Mq^2*Zh32
> B00986   |-CW*MW*Zl11r*Zn12i*cb-MW*SW*Zl11r*Zn11i*cb-CW*Ml*Zl21r*Zn13i-CW*Ml*Zl21i*Zn13r
> B00987   |-2*MW*SW*Zl21i*Zn11r*cb+2*MW*SW*Zl21r*Zn11i*cb-CW*Ml*Zl11r*Zn13i
> B00988   |-CW*MW*Zl21r*Zn12i*cb+CW*MW*Zl21i*Zn12r*cb+MW*SW*Zl21i*Zn11r*cb-MW*SW*Zl21r*Zn11i*cb+CW*Ml*Zl11r*Zn13i
> B00989   |-2*MW*SW*Zl11r*Zn11i*cb-CW*Ml*Zl21i*Zn13r-CW*Ml*Zl21r*Zn13i
> B00990   |-CW*MW*Zl11r*Zn22i*cb-MW*SW*Zl11r*Zn21i*cb-CW*Ml*Zl21r*Zn23i-CW*Ml*Zl21i*Zn23r
> B00991   |-2*MW*SW*Zl21i*Zn21r*cb+2*MW*SW*Zl21r*Zn21i*cb-CW*Ml*Zl11r*Zn23i
> B00992   |-CW*MW*Zl21r*Zn22i*cb+CW*MW*Zl21i*Zn22r*cb+MW*SW*Zl21i*Zn21r*cb-MW*SW*Zl21r*Zn21i*cb+CW*Ml*Zl11r*Zn23i
> B00993   |-2*MW*SW*Zl11r*Zn21i*cb-CW*Ml*Zl21i*Zn23r-CW*Ml*Zl21r*Zn23i
> B00994   |-CW*MW*Zl11r*Zn32i*cb-MW*SW*Zl11r*Zn31i*cb-CW*Ml*Zl21r*Zn33i-CW*Ml*Zl21i*Zn33r
> B00995   |-2*MW*SW*Zl21i*Zn31r*cb+2*MW*SW*Zl21r*Zn31i*cb-CW*Ml*Zl11r*Zn33i
> B00996   |-CW*MW*Zl21r*Zn32i*cb+CW*MW*Zl21i*Zn32r*cb+MW*SW*Zl21i*Zn31r*cb-MW*SW*Zl21r*Zn31i*cb+CW*Ml*Zl11r*Zn33i
> B00997   |-2*MW*SW*Zl11r*Zn31i*cb-CW*Ml*Zl21i*Zn33r-CW*Ml*Zl21r*Zn33i
> B00998   |-CW*MW*Zl11r*Zn42i*cb-MW*SW*Zl11r*Zn41i*cb-CW*Ml*Zl21r*Zn43i-CW*Ml*Zl21i*Zn43r
> B00999   |-2*MW*SW*Zl21i*Zn41r*cb+2*MW*SW*Zl21r*Zn41i*cb-CW*Ml*Zl11r*Zn43i
> B01000   |-CW*MW*Zl21r*Zn42i*cb+CW*MW*Zl21i*Zn42r*cb+MW*SW*Zl21i*Zn41r*cb-MW*SW*Zl21r*Zn41i*cb+CW*Ml*Zl11r*Zn43i
> B01001   |-2*MW*SW*Zl11r*Zn41i*cb-CW*Ml*Zl21i*Zn43r-CW*Ml*Zl21r*Zn43i
> B01002   |-CW*Zn12i+SW*Zn11i
> B01003   |-CW*Zn22i+SW*Zn21i
> B01004   |-CW*Zn32i+SW*Zn31i
> B01005   |-CW*Zn42i+SW*Zn41i
> B01006   |-3*CW*MW*Zn12i*Zt11r*sb-MW*SW*Zn11i*Zt11r*sb+3*CW*Mt*Zn14i*Zt21r+3*CW*Mt*Zn14r*Zt21i
> B01007   |-4*MW*SW*Zn11r*Zt21i*sb+4*MW*SW*Zn11i*Zt21r*sb+3*CW*Mt*Zn14i*Zt11r
> B01008   |-3*CW*MW*Zn12i*Zt21r*sb+3*CW*MW*Zn12r*Zt21i*sb+MW*SW*Zn11r*Zt21i*sb-MW*SW*Zn11i*Zt21r*sb-3*CW*Mt*Zn14i*Zt11r
> B01009   |-4*MW*SW*Zn11i*Zt11r*sb+3*CW*Mt*Zn14r*Zt21i+3*CW*Mt*Zn14i*Zt21r
> B01010   |-3*CW*MW*Zn22i*Zt11r*sb-MW*SW*Zn21i*Zt11r*sb+3*CW*Mt*Zn24i*Zt21r+3*CW*Mt*Zn24r*Zt21i
> B01011   |-4*MW*SW*Zn21r*Zt21i*sb+4*MW*SW*Zn21i*Zt21r*sb+3*CW*Mt*Zn24i*Zt11r
> B01012   |-3*CW*MW*Zn22i*Zt21r*sb+3*CW*MW*Zn22r*Zt21i*sb+MW*SW*Zn21r*Zt21i*sb-MW*SW*Zn21i*Zt21r*sb-3*CW*Mt*Zn24i*Zt11r
> B01013   |-4*MW*SW*Zn21i*Zt11r*sb+3*CW*Mt*Zn24r*Zt21i+3*CW*Mt*Zn24i*Zt21r
> B01014   |-3*CW*MW*Zn32i*Zt11r*sb-MW*SW*Zn31i*Zt11r*sb+3*CW*Mt*Zn34i*Zt21r+3*CW*Mt*Zn34r*Zt21i
> B01015   |-4*MW*SW*Zn31r*Zt21i*sb+4*MW*SW*Zn31i*Zt21r*sb+3*CW*Mt*Zn34i*Zt11r
> B01016   |-3*CW*MW*Zn32i*Zt21r*sb+3*CW*MW*Zn32r*Zt21i*sb+MW*SW*Zn31r*Zt21i*sb-MW*SW*Zn31i*Zt21r*sb-3*CW*Mt*Zn34i*Zt11r
> B01017   |-4*MW*SW*Zn31i*Zt11r*sb+3*CW*Mt*Zn34r*Zt21i+3*CW*Mt*Zn34i*Zt21r
> B01018   |-3*CW*MW*Zn42i*Zt11r*sb-MW*SW*Zn41i*Zt11r*sb+3*CW*Mt*Zn44i*Zt21r+3*CW*Mt*Zn44r*Zt21i
> B01019   |-4*MW*SW*Zn41r*Zt21i*sb+4*MW*SW*Zn41i*Zt21r*sb+3*CW*Mt*Zn44i*Zt11r
> B01020   |-3*CW*MW*Zn42i*Zt21r*sb+3*CW*MW*Zn42r*Zt21i*sb+MW*SW*Zn41r*Zt21i*sb-MW*SW*Zn41i*Zt21r*sb-3*CW*Mt*Zn44i*Zt11r
> B01021   |-4*MW*SW*Zn41i*Zt11r*sb+3*CW*Mt*Zn44r*Zt21i+3*CW*Mt*Zn44i*Zt21r
> B01022   |Zb21i^2+Zb21r^2
> B01023   |Zl21i^2+Zl21r^2
> B01024   |Zt21i^2+Zt21r^2
> B01025   |Zb11r^2+2*Zb21i^2+2*Zb21r^2
> B01026   |2*Zb11r^2+Zb21i^2+Zb21r^2
> B01027   |Zl11r^2-2*Zl21i^2-2*Zl21r^2
> B01028   |2*Zl11r^2-Zl21i^2-Zl21r^2
> B01029   |Zt11r^2-4*Zt21i^2-4*Zt21r^2
> B01030   |4*Zt11r^2-Zt21i^2-Zt21r^2
> B01031   |Zb21i^2-Zb21r^2
> B01032   |Zl21i^2-Zl21r^2
> B01033   |Zb21i*Zt21i-Zb21r*Zt21r
> B01034   |-Zb21i*Zt21r-Zb21r*Zt21i
> B01035   |Zb21i*Zt21r+Zb21r*Zt21i
> B01036   |Zt21i^2-Zt21r^2
> B01037   |2*CW*Zn13r*Zu11r*sb-2*CW*Zn13i*Zu11i*sb-CW*Sqrt2*Zn12r*Zu12r*sb+CW*Sqrt2*Zn12i*Zu12i*sb-SW*Sqrt2*Zn11r*Zu12r*sb
> B01038   |B01037+SW*Sqrt2*Zn11i*Zu12i*sb
> B01039   |2*CW*Zn13r*Zu11i*sb+2*CW*Zn13i*Zu11r*sb-CW*Sqrt2*Zn12i*Zu12r*sb-CW*Sqrt2*Zn12r*Zu12i*sb-SW*Sqrt2*Zn11r*Zu12i*sb
> B01040   |B01039-SW*Sqrt2*Zn11i*Zu12r*sb
> B01041   |CW*Sqrt2*Zn12r*Zv12r*cb+CW*Sqrt2*Zn12i*Zv12i*cb+2*CW*Zn14r*Zv11r*cb+2*CW*Zn14i*Zv11i*cb+SW*Sqrt2*Zn11r*Zv12r*cb
> B01042   |B01041+SW*Sqrt2*Zn11i*Zv12i*cb
> B01043   |-CW*Sqrt2*Zn12i*Zv12r*cb+CW*Sqrt2*Zn12r*Zv12i*cb+2*CW*Zn14r*Zv11i*cb-2*CW*Zn14i*Zv11r*cb+SW*Sqrt2*Zn11r*Zv12i*cb
> B01044   |B01043-SW*Sqrt2*Zn11i*Zv12r*cb
> B01045   |2*Zn12r*Zu11r+2*Zn12i*Zu11i+Sqrt2*Zn13r*Zu12r+Sqrt2*Zn13i*Zu12i
> B01046   |-2*Zn12i*Zu11r+2*Zn12r*Zu11i-Sqrt2*Zn13i*Zu12r+Sqrt2*Zn13r*Zu12i
> B01047   |2*Zn12r*Zv11r-2*Zn12i*Zv11i-Sqrt2*Zn14r*Zv12r+Sqrt2*Zn14i*Zv12i
> B01048   |2*Zn12r*Zv11i+2*Zn12i*Zv11r-Sqrt2*Zn14r*Zv12i-Sqrt2*Zn14i*Zv12r
> B01049   |2*CW*Zn13r*Zu11r*cb-2*CW*Zn13i*Zu11i*cb-CW*Sqrt2*Zn12r*Zu12r*cb+CW*Sqrt2*Zn12i*Zu12i*cb-SW*Sqrt2*Zn11r*Zu12r*cb
> B01050   |B01049+SW*Sqrt2*Zn11i*Zu12i*cb
> B01051   |2*CW*Zn13r*Zu11i*cb+2*CW*Zn13i*Zu11r*cb-CW*Sqrt2*Zn12i*Zu12r*cb-CW*Sqrt2*Zn12r*Zu12i*cb-SW*Sqrt2*Zn11r*Zu12i*cb
> B01052   |B01051-SW*Sqrt2*Zn11i*Zu12r*cb
> B01053   |-CW*Sqrt2*Zn12r*Zv12r*sb-CW*Sqrt2*Zn12i*Zv12i*sb-2*CW*Zn14r*Zv11r*sb-2*CW*Zn14i*Zv11i*sb-SW*Sqrt2*Zn11r*Zv12r*sb
> B01054   |B01053-SW*Sqrt2*Zn11i*Zv12i*sb
> B01055   |CW*Sqrt2*Zn12i*Zv12r*sb-CW*Sqrt2*Zn12r*Zv12i*sb-2*CW*Zn14r*Zv11i*sb+2*CW*Zn14i*Zv11r*sb-SW*Sqrt2*Zn11r*Zv12i*sb
> B01056   |B01055+SW*Sqrt2*Zn11i*Zv12r*sb
> B01057   |2*CW*Zn23r*Zu11r*sb-2*CW*Zn23i*Zu11i*sb-CW*Sqrt2*Zn22r*Zu12r*sb+CW*Sqrt2*Zn22i*Zu12i*sb-SW*Sqrt2*Zn21r*Zu12r*sb
> B01058   |B01057+SW*Sqrt2*Zn21i*Zu12i*sb
> B01059   |2*CW*Zn23r*Zu11i*sb+2*CW*Zn23i*Zu11r*sb-CW*Sqrt2*Zn22i*Zu12r*sb-CW*Sqrt2*Zn22r*Zu12i*sb-SW*Sqrt2*Zn21r*Zu12i*sb
> B01060   |B01059-SW*Sqrt2*Zn21i*Zu12r*sb
> B01061   |CW*Sqrt2*Zn22r*Zv12r*cb+CW*Sqrt2*Zn22i*Zv12i*cb+2*CW*Zn24r*Zv11r*cb+2*CW*Zn24i*Zv11i*cb+SW*Sqrt2*Zn21r*Zv12r*cb
> B01062   |B01061+SW*Sqrt2*Zn21i*Zv12i*cb
> B01063   |-CW*Sqrt2*Zn22i*Zv12r*cb+CW*Sqrt2*Zn22r*Zv12i*cb+2*CW*Zn24r*Zv11i*cb-2*CW*Zn24i*Zv11r*cb+SW*Sqrt2*Zn21r*Zv12i*cb
> B01064   |B01063-SW*Sqrt2*Zn21i*Zv12r*cb
> B01065   |2*Zn22r*Zu11r+2*Zn22i*Zu11i+Sqrt2*Zn23r*Zu12r+Sqrt2*Zn23i*Zu12i
> B01066   |-2*Zn22i*Zu11r+2*Zn22r*Zu11i-Sqrt2*Zn23i*Zu12r+Sqrt2*Zn23r*Zu12i
> B01067   |2*Zn22r*Zv11r-2*Zn22i*Zv11i-Sqrt2*Zn24r*Zv12r+Sqrt2*Zn24i*Zv12i
> B01068   |2*Zn22r*Zv11i+2*Zn22i*Zv11r-Sqrt2*Zn24r*Zv12i-Sqrt2*Zn24i*Zv12r
> B01069   |2*CW*Zn23r*Zu11r*cb-2*CW*Zn23i*Zu11i*cb-CW*Sqrt2*Zn22r*Zu12r*cb+CW*Sqrt2*Zn22i*Zu12i*cb-SW*Sqrt2*Zn21r*Zu12r*cb
> B01070   |B01069+SW*Sqrt2*Zn21i*Zu12i*cb
> B01071   |2*CW*Zn23r*Zu11i*cb+2*CW*Zn23i*Zu11r*cb-CW*Sqrt2*Zn22i*Zu12r*cb-CW*Sqrt2*Zn22r*Zu12i*cb-SW*Sqrt2*Zn21r*Zu12i*cb
> B01072   |B01071-SW*Sqrt2*Zn21i*Zu12r*cb
> B01073   |-CW*Sqrt2*Zn22r*Zv12r*sb-CW*Sqrt2*Zn22i*Zv12i*sb-2*CW*Zn24r*Zv11r*sb-2*CW*Zn24i*Zv11i*sb-SW*Sqrt2*Zn21r*Zv12r*sb
> B01074   |B01073-SW*Sqrt2*Zn21i*Zv12i*sb
> B01075   |CW*Sqrt2*Zn22i*Zv12r*sb-CW*Sqrt2*Zn22r*Zv12i*sb-2*CW*Zn24r*Zv11i*sb+2*CW*Zn24i*Zv11r*sb-SW*Sqrt2*Zn21r*Zv12i*sb
> B01076   |B01075+SW*Sqrt2*Zn21i*Zv12r*sb
> B01077   |2*CW*Zn33r*Zu11r*sb-2*CW*Zn33i*Zu11i*sb-CW*Sqrt2*Zn32r*Zu12r*sb+CW*Sqrt2*Zn32i*Zu12i*sb-SW*Sqrt2*Zn31r*Zu12r*sb
> B01078   |B01077+SW*Sqrt2*Zn31i*Zu12i*sb
> B01079   |2*CW*Zn33r*Zu11i*sb+2*CW*Zn33i*Zu11r*sb-CW*Sqrt2*Zn32i*Zu12r*sb-CW*Sqrt2*Zn32r*Zu12i*sb-SW*Sqrt2*Zn31r*Zu12i*sb
> B01080   |B01079-SW*Sqrt2*Zn31i*Zu12r*sb
> B01081   |CW*Sqrt2*Zn32r*Zv12r*cb+CW*Sqrt2*Zn32i*Zv12i*cb+2*CW*Zn34r*Zv11r*cb+2*CW*Zn34i*Zv11i*cb+SW*Sqrt2*Zn31r*Zv12r*cb
> B01082   |B01081+SW*Sqrt2*Zn31i*Zv12i*cb
> B01083   |-CW*Sqrt2*Zn32i*Zv12r*cb+CW*Sqrt2*Zn32r*Zv12i*cb+2*CW*Zn34r*Zv11i*cb-2*CW*Zn34i*Zv11r*cb+SW*Sqrt2*Zn31r*Zv12i*cb
> B01084   |B01083-SW*Sqrt2*Zn31i*Zv12r*cb
> B01085   |2*Zn32r*Zu11r+2*Zn32i*Zu11i+Sqrt2*Zn33r*Zu12r+Sqrt2*Zn33i*Zu12i
> B01086   |-2*Zn32i*Zu11r+2*Zn32r*Zu11i-Sqrt2*Zn33i*Zu12r+Sqrt2*Zn33r*Zu12i
> B01087   |2*Zn32r*Zv11r-2*Zn32i*Zv11i-Sqrt2*Zn34r*Zv12r+Sqrt2*Zn34i*Zv12i
> B01088   |2*Zn32r*Zv11i+2*Zn32i*Zv11r-Sqrt2*Zn34r*Zv12i-Sqrt2*Zn34i*Zv12r
> B01089   |2*CW*Zn33r*Zu11r*cb-2*CW*Zn33i*Zu11i*cb-CW*Sqrt2*Zn32r*Zu12r*cb+CW*Sqrt2*Zn32i*Zu12i*cb-SW*Sqrt2*Zn31r*Zu12r*cb
> B01090   |B01089+SW*Sqrt2*Zn31i*Zu12i*cb
> B01091   |2*CW*Zn33r*Zu11i*cb+2*CW*Zn33i*Zu11r*cb-CW*Sqrt2*Zn32i*Zu12r*cb-CW*Sqrt2*Zn32r*Zu12i*cb-SW*Sqrt2*Zn31r*Zu12i*cb
> B01092   |B01091-SW*Sqrt2*Zn31i*Zu12r*cb
> B01093   |-CW*Sqrt2*Zn32r*Zv12r*sb-CW*Sqrt2*Zn32i*Zv12i*sb-2*CW*Zn34r*Zv11r*sb-2*CW*Zn34i*Zv11i*sb-SW*Sqrt2*Zn31r*Zv12r*sb
> B01094   |B01093-SW*Sqrt2*Zn31i*Zv12i*sb
> B01095   |CW*Sqrt2*Zn32i*Zv12r*sb-CW*Sqrt2*Zn32r*Zv12i*sb-2*CW*Zn34r*Zv11i*sb+2*CW*Zn34i*Zv11r*sb-SW*Sqrt2*Zn31r*Zv12i*sb
> B01096   |B01095+SW*Sqrt2*Zn31i*Zv12r*sb
> B01097   |2*CW*Zn43r*Zu11r*sb-2*CW*Zn43i*Zu11i*sb-CW*Sqrt2*Zn42r*Zu12r*sb+CW*Sqrt2*Zn42i*Zu12i*sb-SW*Sqrt2*Zn41r*Zu12r*sb
> B01098   |B01097+SW*Sqrt2*Zn41i*Zu12i*sb
> B01099   |2*CW*Zn43r*Zu11i*sb+2*CW*Zn43i*Zu11r*sb-CW*Sqrt2*Zn42i*Zu12r*sb-CW*Sqrt2*Zn42r*Zu12i*sb-SW*Sqrt2*Zn41r*Zu12i*sb
> B01100   |B01099-SW*Sqrt2*Zn41i*Zu12r*sb
> B01101   |CW*Sqrt2*Zn42r*Zv12r*cb+CW*Sqrt2*Zn42i*Zv12i*cb+2*CW*Zn44r*Zv11r*cb+2*CW*Zn44i*Zv11i*cb+SW*Sqrt2*Zn41r*Zv12r*cb
> B01102   |B01101+SW*Sqrt2*Zn41i*Zv12i*cb
> B01103   |-CW*Sqrt2*Zn42i*Zv12r*cb+CW*Sqrt2*Zn42r*Zv12i*cb+2*CW*Zn44r*Zv11i*cb-2*CW*Zn44i*Zv11r*cb+SW*Sqrt2*Zn41r*Zv12i*cb
> B01104   |B01103-SW*Sqrt2*Zn41i*Zv12r*cb
> B01105   |2*Zn42r*Zu11r+2*Zn42i*Zu11i+Sqrt2*Zn43r*Zu12r+Sqrt2*Zn43i*Zu12i
> B01106   |-2*Zn42i*Zu11r+2*Zn42r*Zu11i-Sqrt2*Zn43i*Zu12r+Sqrt2*Zn43r*Zu12i
> B01107   |2*Zn42r*Zv11r-2*Zn42i*Zv11i-Sqrt2*Zn44r*Zv12r+Sqrt2*Zn44i*Zv12i
> B01108   |2*Zn42r*Zv11i+2*Zn42i*Zv11r-Sqrt2*Zn44r*Zv12i-Sqrt2*Zn44i*Zv12r
> B01109   |2*CW*Zn43r*Zu11r*cb-2*CW*Zn43i*Zu11i*cb-CW*Sqrt2*Zn42r*Zu12r*cb+CW*Sqrt2*Zn42i*Zu12i*cb-SW*Sqrt2*Zn41r*Zu12r*cb
> B01110   |B01109+SW*Sqrt2*Zn41i*Zu12i*cb
> B01111   |2*CW*Zn43r*Zu11i*cb+2*CW*Zn43i*Zu11r*cb-CW*Sqrt2*Zn42i*Zu12r*cb-CW*Sqrt2*Zn42r*Zu12i*cb-SW*Sqrt2*Zn41r*Zu12i*cb
> B01112   |B01111-SW*Sqrt2*Zn41i*Zu12r*cb
> B01113   |-CW*Sqrt2*Zn42r*Zv12r*sb-CW*Sqrt2*Zn42i*Zv12i*sb-2*CW*Zn44r*Zv11r*sb-2*CW*Zn44i*Zv11i*sb-SW*Sqrt2*Zn41r*Zv12r*sb
> B01114   |B01113-SW*Sqrt2*Zn41i*Zv12i*sb
> B01115   |CW*Sqrt2*Zn42i*Zv12r*sb-CW*Sqrt2*Zn42r*Zv12i*sb-2*CW*Zn44r*Zv11i*sb+2*CW*Zn44i*Zv11r*sb-SW*Sqrt2*Zn41r*Zv12i*sb
> B01116   |B01115+SW*Sqrt2*Zn41i*Zv12r*sb
> B01117   |-2*MW*Zl11r*Zu11i*cb-Ml*Sqrt2*Zl21r*Zu12i-Ml*Sqrt2*Zl21i*Zu12r
> B01118   |-2*MW*Zl21r*Zu11i*cb+2*MW*Zl21i*Zu11r*cb+Ml*Sqrt2*Zl11r*Zu12i
> B01119   |-MW*Zb11r*Zu11i*s2b-Mb*Sqrt2*Zb21r*Zu12i*sb-Mb*Sqrt2*Zb21i*Zu12r*sb
> B01120   |-MW*Zb21r*Zu11i*s2b+MW*Zb21i*Zu11r*s2b+Mb*Sqrt2*Zb11r*Zu12i*sb
> B01121   |-Mt*Sqrt2*Zb21i*Zv12r*cb+Mt*Sqrt2*Zb21r*Zv12i*cb
> B01122   |2*Zu11r^2+2*Zu11i^2+Zu12r^2+Zu12i^2
> B01123   |2*Zv11r^2+2*Zv11i^2+Zv12r^2+Zv12i^2
> B01124   |Zu12r*Zv11i*cb-Zu12i*Zv11r*cb+Zu11i*Zv12r*sb-Zu11r*Zv12i*sb
> B01125   |Zu12r*Zv11r*cb+Zu12i*Zv11i*cb-Zu11r*Zv12r*sb-Zu11i*Zv12i*sb
> B01126   |Zh11*Zu12r*Zv11r+Zh13*Zu12r*Zv11i*sb+Zh11*Zu12i*Zv11i-Zh13*Zu12i*Zv11r*sb+Zh12*Zu11r*Zv12r
> B01127   |B01126-Zh13*Zu11i*Zv12r*cb+Zh12*Zu11i*Zv12i+Zh13*Zu11r*Zv12i*cb
> B01128   |-Zh11*Zu12r*Zv11i+Zh13*Zu12r*Zv11r*sb+Zh11*Zu12i*Zv11r+Zh13*Zu12i*Zv11i*sb+Zh12*Zu11i*Zv12r
> B01129   |B01128+Zh13*Zu11r*Zv12r*cb-Zh12*Zu11r*Zv12i+Zh13*Zu11i*Zv12i*cb
> B01130   |Zh21*Zu12r*Zv11r+Zh23*Zu12r*Zv11i*sb+Zh21*Zu12i*Zv11i-Zh23*Zu12i*Zv11r*sb+Zh22*Zu11r*Zv12r
> B01131   |B01130-Zh23*Zu11i*Zv12r*cb+Zh22*Zu11i*Zv12i+Zh23*Zu11r*Zv12i*cb
> B01132   |-Zh21*Zu12r*Zv11i+Zh23*Zu12r*Zv11r*sb+Zh21*Zu12i*Zv11r+Zh23*Zu12i*Zv11i*sb+Zh22*Zu11i*Zv12r
> B01133   |B01132+Zh23*Zu11r*Zv12r*cb-Zh22*Zu11r*Zv12i+Zh23*Zu11i*Zv12i*cb
> B01134   |Zh31*Zu12r*Zv11r+Zh33*Zu12r*Zv11i*sb+Zh31*Zu12i*Zv11i-Zh33*Zu12i*Zv11r*sb+Zh32*Zu11r*Zv12r
> B01135   |B01134-Zh33*Zu11i*Zv12r*cb+Zh32*Zu11i*Zv12i+Zh33*Zu11r*Zv12i*cb
> B01136   |-Zh31*Zu12r*Zv11i+Zh33*Zu12r*Zv11r*sb+Zh31*Zu12i*Zv11r+Zh33*Zu12i*Zv11i*sb+Zh32*Zu11i*Zv12r
> B01137   |B01136+Zh33*Zu11r*Zv12r*cb-Zh32*Zu11r*Zv12i+Zh33*Zu11i*Zv12i*cb
> B01138   |2*Zu11r*Zu21r+2*Zu11i*Zu21i+Zu12r*Zu22r+Zu12i*Zu22i
> B01139   |-2*Zu11i*Zu21r+2*Zu11r*Zu21i-Zu12i*Zu22r+Zu12r*Zu22i
> B01140   |2*Zv11r*Zv21r+2*Zv11i*Zv21i+Zv12r*Zv22r+Zv12i*Zv22i
> B01141   |2*Zv11r*Zv21i-2*Zv11i*Zv21r+Zv12r*Zv22i-Zv12i*Zv22r
> B01142   |Zu12r*Zv21r*cb+Zu12i*Zv21i*cb-Zu11r*Zv22r*sb-Zu11i*Zv22i*sb
> B01143   |-Zu12r*Zv21i*cb+Zu12i*Zv21r*cb-Zu11i*Zv22r*sb+Zu11r*Zv22i*sb
> B01144   |-Zu22r*Zv11r*cb-Zu22i*Zv11i*cb+Zu21r*Zv12r*sb+Zu21i*Zv12i*sb
> B01145   |-Zu22r*Zv11i*cb+Zu22i*Zv11r*cb-Zu21i*Zv12r*sb+Zu21r*Zv12i*sb
> B01146   |Zh11*Zu12r*Zv21r+Zh13*Zu12r*Zv21i*sb+Zh11*Zu12i*Zv21i-Zh13*Zu12i*Zv21r*sb+Zh12*Zu11r*Zv22r
> B01147   |B01146-Zh13*Zu11i*Zv22r*cb+Zh12*Zu11i*Zv22i+Zh13*Zu11r*Zv22i*cb
> B01148   |Zh11*Zu12r*Zv21i-Zh13*Zu12r*Zv21r*sb-Zh11*Zu12i*Zv21r-Zh13*Zu12i*Zv21i*sb-Zh12*Zu11i*Zv22r
> B01149   |B01148-Zh13*Zu11r*Zv22r*cb+Zh12*Zu11r*Zv22i-Zh13*Zu11i*Zv22i*cb
> B01150   |Zh11*Zu22r*Zv11r+Zh13*Zu22r*Zv11i*sb+Zh11*Zu22i*Zv11i-Zh13*Zu22i*Zv11r*sb+Zh12*Zu21r*Zv12r
> B01151   |B01150-Zh13*Zu21i*Zv12r*cb+Zh12*Zu21i*Zv12i+Zh13*Zu21r*Zv12i*cb
> B01152   |-Zh11*Zu22r*Zv11i+Zh13*Zu22r*Zv11r*sb+Zh11*Zu22i*Zv11r+Zh13*Zu22i*Zv11i*sb+Zh12*Zu21i*Zv12r
> B01153   |B01152+Zh13*Zu21r*Zv12r*cb-Zh12*Zu21r*Zv12i+Zh13*Zu21i*Zv12i*cb
> B01154   |Zh21*Zu12r*Zv21r+Zh23*Zu12r*Zv21i*sb+Zh21*Zu12i*Zv21i-Zh23*Zu12i*Zv21r*sb+Zh22*Zu11r*Zv22r
> B01155   |B01154-Zh23*Zu11i*Zv22r*cb+Zh22*Zu11i*Zv22i+Zh23*Zu11r*Zv22i*cb
> B01156   |Zh21*Zu12r*Zv21i-Zh23*Zu12r*Zv21r*sb-Zh21*Zu12i*Zv21r-Zh23*Zu12i*Zv21i*sb-Zh22*Zu11i*Zv22r
> B01157   |B01156-Zh23*Zu11r*Zv22r*cb+Zh22*Zu11r*Zv22i-Zh23*Zu11i*Zv22i*cb
> B01158   |Zh21*Zu22r*Zv11r+Zh23*Zu22r*Zv11i*sb+Zh21*Zu22i*Zv11i-Zh23*Zu22i*Zv11r*sb+Zh22*Zu21r*Zv12r
> B01159   |B01158-Zh23*Zu21i*Zv12r*cb+Zh22*Zu21i*Zv12i+Zh23*Zu21r*Zv12i*cb
> B01160   |-Zh21*Zu22r*Zv11i+Zh23*Zu22r*Zv11r*sb+Zh21*Zu22i*Zv11r+Zh23*Zu22i*Zv11i*sb+Zh22*Zu21i*Zv12r
> B01161   |B01160+Zh23*Zu21r*Zv12r*cb-Zh22*Zu21r*Zv12i+Zh23*Zu21i*Zv12i*cb
> B01162   |Zh31*Zu12r*Zv21r+Zh33*Zu12r*Zv21i*sb+Zh31*Zu12i*Zv21i-Zh33*Zu12i*Zv21r*sb+Zh32*Zu11r*Zv22r
> B01163   |B01162-Zh33*Zu11i*Zv22r*cb+Zh32*Zu11i*Zv22i+Zh33*Zu11r*Zv22i*cb
> B01164   |Zh31*Zu12r*Zv21i-Zh33*Zu12r*Zv21r*sb-Zh31*Zu12i*Zv21r-Zh33*Zu12i*Zv21i*sb-Zh32*Zu11i*Zv22r
> B01165   |B01164-Zh33*Zu11r*Zv22r*cb+Zh32*Zu11r*Zv22i-Zh33*Zu11i*Zv22i*cb
> B01166   |Zh31*Zu22r*Zv11r+Zh33*Zu22r*Zv11i*sb+Zh31*Zu22i*Zv11i-Zh33*Zu22i*Zv11r*sb+Zh32*Zu21r*Zv12r
> B01167   |B01166-Zh33*Zu21i*Zv12r*cb+Zh32*Zu21i*Zv12i+Zh33*Zu21r*Zv12i*cb
> B01168   |-Zh31*Zu22r*Zv11i+Zh33*Zu22r*Zv11r*sb+Zh31*Zu22i*Zv11r+Zh33*Zu22i*Zv11i*sb+Zh32*Zu21i*Zv12r
> B01169   |B01168+Zh33*Zu21r*Zv12r*cb-Zh32*Zu21r*Zv12i+Zh33*Zu21i*Zv12i*cb
> B01170   |-2*CW*Zn13r*Zu11i*sb-2*CW*Zn13i*Zu11r*sb+CW*Sqrt2*Zn12i*Zu12r*sb+CW*Sqrt2*Zn12r*Zu12i*sb+SW*Sqrt2*Zn11r*Zu12i*sb
> B01171   |B01170+SW*Sqrt2*Zn11i*Zu12r*sb
> B01172   |CW*Sqrt2*Zn12i*Zv12r*cb-CW*Sqrt2*Zn12r*Zv12i*cb-2*CW*Zn14r*Zv11i*cb+2*CW*Zn14i*Zv11r*cb-SW*Sqrt2*Zn11r*Zv12i*cb
> B01173   |B01172+SW*Sqrt2*Zn11i*Zv12r*cb
> B01174   |-2*Zn12r*Zu11i+2*Zn12i*Zu11r-Sqrt2*Zn13r*Zu12i+Sqrt2*Zn13i*Zu12r
> B01175   |-2*Zn12i*Zv11r-2*Zn12r*Zv11i+Sqrt2*Zn14i*Zv12r+Sqrt2*Zn14r*Zv12i
> B01176   |-2*CW*Zn13r*Zu11i*cb-2*CW*Zn13i*Zu11r*cb+CW*Sqrt2*Zn12i*Zu12r*cb+CW*Sqrt2*Zn12r*Zu12i*cb+SW*Sqrt2*Zn11r*Zu12i*cb
> B01177   |B01176+SW*Sqrt2*Zn11i*Zu12r*cb
> B01178   |-CW*Sqrt2*Zn12i*Zv12r*sb+CW*Sqrt2*Zn12r*Zv12i*sb+2*CW*Zn14r*Zv11i*sb-2*CW*Zn14i*Zv11r*sb+SW*Sqrt2*Zn11r*Zv12i*sb
> B01179   |B01178-SW*Sqrt2*Zn11i*Zv12r*sb
> B01180   |-2*CW*Zn23r*Zu11i*sb-2*CW*Zn23i*Zu11r*sb+CW*Sqrt2*Zn22i*Zu12r*sb+CW*Sqrt2*Zn22r*Zu12i*sb+SW*Sqrt2*Zn21r*Zu12i*sb
> B01181   |B01180+SW*Sqrt2*Zn21i*Zu12r*sb
> B01182   |CW*Sqrt2*Zn22i*Zv12r*cb-CW*Sqrt2*Zn22r*Zv12i*cb-2*CW*Zn24r*Zv11i*cb+2*CW*Zn24i*Zv11r*cb-SW*Sqrt2*Zn21r*Zv12i*cb
> B01183   |B01182+SW*Sqrt2*Zn21i*Zv12r*cb
> B01184   |-2*Zn22r*Zu11i+2*Zn22i*Zu11r-Sqrt2*Zn23r*Zu12i+Sqrt2*Zn23i*Zu12r
> B01185   |-2*Zn22i*Zv11r-2*Zn22r*Zv11i+Sqrt2*Zn24i*Zv12r+Sqrt2*Zn24r*Zv12i
> B01186   |-2*CW*Zn23r*Zu11i*cb-2*CW*Zn23i*Zu11r*cb+CW*Sqrt2*Zn22i*Zu12r*cb+CW*Sqrt2*Zn22r*Zu12i*cb+SW*Sqrt2*Zn21r*Zu12i*cb
> B01187   |B01186+SW*Sqrt2*Zn21i*Zu12r*cb
> B01188   |-CW*Sqrt2*Zn22i*Zv12r*sb+CW*Sqrt2*Zn22r*Zv12i*sb+2*CW*Zn24r*Zv11i*sb-2*CW*Zn24i*Zv11r*sb+SW*Sqrt2*Zn21r*Zv12i*sb
> B01189   |B01188-SW*Sqrt2*Zn21i*Zv12r*sb
> B01190   |-2*CW*Zn33r*Zu11i*sb-2*CW*Zn33i*Zu11r*sb+CW*Sqrt2*Zn32i*Zu12r*sb+CW*Sqrt2*Zn32r*Zu12i*sb+SW*Sqrt2*Zn31r*Zu12i*sb
> B01191   |B01190+SW*Sqrt2*Zn31i*Zu12r*sb
> B01192   |CW*Sqrt2*Zn32i*Zv12r*cb-CW*Sqrt2*Zn32r*Zv12i*cb-2*CW*Zn34r*Zv11i*cb+2*CW*Zn34i*Zv11r*cb-SW*Sqrt2*Zn31r*Zv12i*cb
> B01193   |B01192+SW*Sqrt2*Zn31i*Zv12r*cb
> B01194   |-2*Zn32r*Zu11i+2*Zn32i*Zu11r-Sqrt2*Zn33r*Zu12i+Sqrt2*Zn33i*Zu12r
> B01195   |-2*Zn32i*Zv11r-2*Zn32r*Zv11i+Sqrt2*Zn34i*Zv12r+Sqrt2*Zn34r*Zv12i
> B01196   |-2*CW*Zn33r*Zu11i*cb-2*CW*Zn33i*Zu11r*cb+CW*Sqrt2*Zn32i*Zu12r*cb+CW*Sqrt2*Zn32r*Zu12i*cb+SW*Sqrt2*Zn31r*Zu12i*cb
> B01197   |B01196+SW*Sqrt2*Zn31i*Zu12r*cb
> B01198   |-CW*Sqrt2*Zn32i*Zv12r*sb+CW*Sqrt2*Zn32r*Zv12i*sb+2*CW*Zn34r*Zv11i*sb-2*CW*Zn34i*Zv11r*sb+SW*Sqrt2*Zn31r*Zv12i*sb
> B01199   |B01198-SW*Sqrt2*Zn31i*Zv12r*sb
> B01200   |-2*CW*Zn43r*Zu11i*sb-2*CW*Zn43i*Zu11r*sb+CW*Sqrt2*Zn42i*Zu12r*sb+CW*Sqrt2*Zn42r*Zu12i*sb+SW*Sqrt2*Zn41r*Zu12i*sb
> B01201   |B01200+SW*Sqrt2*Zn41i*Zu12r*sb
> B01202   |CW*Sqrt2*Zn42i*Zv12r*cb-CW*Sqrt2*Zn42r*Zv12i*cb-2*CW*Zn44r*Zv11i*cb+2*CW*Zn44i*Zv11r*cb-SW*Sqrt2*Zn41r*Zv12i*cb
> B01203   |B01202+SW*Sqrt2*Zn41i*Zv12r*cb
> B01204   |-2*Zn42r*Zu11i+2*Zn42i*Zu11r-Sqrt2*Zn43r*Zu12i+Sqrt2*Zn43i*Zu12r
> B01205   |-2*Zn42i*Zv11r-2*Zn42r*Zv11i+Sqrt2*Zn44i*Zv12r+Sqrt2*Zn44r*Zv12i
> B01206   |-2*CW*Zn43r*Zu11i*cb-2*CW*Zn43i*Zu11r*cb+CW*Sqrt2*Zn42i*Zu12r*cb+CW*Sqrt2*Zn42r*Zu12i*cb+SW*Sqrt2*Zn41r*Zu12i*cb
> B01207   |B01206+SW*Sqrt2*Zn41i*Zu12r*cb
> B01208   |-CW*Sqrt2*Zn42i*Zv12r*sb+CW*Sqrt2*Zn42r*Zv12i*sb+2*CW*Zn44r*Zv11i*sb-2*CW*Zn44i*Zv11r*sb+SW*Sqrt2*Zn41r*Zv12i*sb
> B01209   |B01208-SW*Sqrt2*Zn41i*Zv12r*sb
> B01210   |2*CW*Zn13r*Zu21r*sb-2*CW*Zn13i*Zu21i*sb-CW*Sqrt2*Zn12r*Zu22r*sb+CW*Sqrt2*Zn12i*Zu22i*sb-SW*Sqrt2*Zn11r*Zu22r*sb
> B01211   |B01210+SW*Sqrt2*Zn11i*Zu22i*sb
> B01212   |2*CW*Zn13r*Zu21i*sb+2*CW*Zn13i*Zu21r*sb-CW*Sqrt2*Zn12i*Zu22r*sb-CW*Sqrt2*Zn12r*Zu22i*sb-SW*Sqrt2*Zn11r*Zu22i*sb
> B01213   |B01212-SW*Sqrt2*Zn11i*Zu22r*sb
> B01214   |CW*Sqrt2*Zn12r*Zv22r*cb+CW*Sqrt2*Zn12i*Zv22i*cb+2*CW*Zn14r*Zv21r*cb+2*CW*Zn14i*Zv21i*cb+SW*Sqrt2*Zn11r*Zv22r*cb
> B01215   |B01214+SW*Sqrt2*Zn11i*Zv22i*cb
> B01216   |-CW*Sqrt2*Zn12i*Zv22r*cb+CW*Sqrt2*Zn12r*Zv22i*cb+2*CW*Zn14r*Zv21i*cb-2*CW*Zn14i*Zv21r*cb+SW*Sqrt2*Zn11r*Zv22i*cb
> B01217   |B01216-SW*Sqrt2*Zn11i*Zv22r*cb
> B01218   |2*Zn12r*Zu21r+2*Zn12i*Zu21i+Sqrt2*Zn13r*Zu22r+Sqrt2*Zn13i*Zu22i
> B01219   |-2*Zn12i*Zu21r+2*Zn12r*Zu21i-Sqrt2*Zn13i*Zu22r+Sqrt2*Zn13r*Zu22i
> B01220   |2*Zn12r*Zv21r-2*Zn12i*Zv21i-Sqrt2*Zn14r*Zv22r+Sqrt2*Zn14i*Zv22i
> B01221   |2*Zn12r*Zv21i+2*Zn12i*Zv21r-Sqrt2*Zn14r*Zv22i-Sqrt2*Zn14i*Zv22r
> B01222   |2*CW*Zn13r*Zu21r*cb-2*CW*Zn13i*Zu21i*cb-CW*Sqrt2*Zn12r*Zu22r*cb+CW*Sqrt2*Zn12i*Zu22i*cb-SW*Sqrt2*Zn11r*Zu22r*cb
> B01223   |B01222+SW*Sqrt2*Zn11i*Zu22i*cb
> B01224   |2*CW*Zn13r*Zu21i*cb+2*CW*Zn13i*Zu21r*cb-CW*Sqrt2*Zn12i*Zu22r*cb-CW*Sqrt2*Zn12r*Zu22i*cb-SW*Sqrt2*Zn11r*Zu22i*cb
> B01225   |B01224-SW*Sqrt2*Zn11i*Zu22r*cb
> B01226   |-CW*Sqrt2*Zn12r*Zv22r*sb-CW*Sqrt2*Zn12i*Zv22i*sb-2*CW*Zn14r*Zv21r*sb-2*CW*Zn14i*Zv21i*sb-SW*Sqrt2*Zn11r*Zv22r*sb
> B01227   |B01226-SW*Sqrt2*Zn11i*Zv22i*sb
> B01228   |CW*Sqrt2*Zn12i*Zv22r*sb-CW*Sqrt2*Zn12r*Zv22i*sb-2*CW*Zn14r*Zv21i*sb+2*CW*Zn14i*Zv21r*sb-SW*Sqrt2*Zn11r*Zv22i*sb
> B01229   |B01228+SW*Sqrt2*Zn11i*Zv22r*sb
> B01230   |2*CW*Zn23r*Zu21r*sb-2*CW*Zn23i*Zu21i*sb-CW*Sqrt2*Zn22r*Zu22r*sb+CW*Sqrt2*Zn22i*Zu22i*sb-SW*Sqrt2*Zn21r*Zu22r*sb
> B01231   |B01230+SW*Sqrt2*Zn21i*Zu22i*sb
> B01232   |2*CW*Zn23r*Zu21i*sb+2*CW*Zn23i*Zu21r*sb-CW*Sqrt2*Zn22i*Zu22r*sb-CW*Sqrt2*Zn22r*Zu22i*sb-SW*Sqrt2*Zn21r*Zu22i*sb
> B01233   |B01232-SW*Sqrt2*Zn21i*Zu22r*sb
> B01234   |CW*Sqrt2*Zn22r*Zv22r*cb+CW*Sqrt2*Zn22i*Zv22i*cb+2*CW*Zn24r*Zv21r*cb+2*CW*Zn24i*Zv21i*cb+SW*Sqrt2*Zn21r*Zv22r*cb
> B01235   |B01234+SW*Sqrt2*Zn21i*Zv22i*cb
> B01236   |-CW*Sqrt2*Zn22i*Zv22r*cb+CW*Sqrt2*Zn22r*Zv22i*cb+2*CW*Zn24r*Zv21i*cb-2*CW*Zn24i*Zv21r*cb+SW*Sqrt2*Zn21r*Zv22i*cb
> B01237   |B01236-SW*Sqrt2*Zn21i*Zv22r*cb
> B01238   |2*Zn22r*Zu21r+2*Zn22i*Zu21i+Sqrt2*Zn23r*Zu22r+Sqrt2*Zn23i*Zu22i
> B01239   |-2*Zn22i*Zu21r+2*Zn22r*Zu21i-Sqrt2*Zn23i*Zu22r+Sqrt2*Zn23r*Zu22i
> B01240   |2*Zn22r*Zv21r-2*Zn22i*Zv21i-Sqrt2*Zn24r*Zv22r+Sqrt2*Zn24i*Zv22i
> B01241   |2*Zn22r*Zv21i+2*Zn22i*Zv21r-Sqrt2*Zn24r*Zv22i-Sqrt2*Zn24i*Zv22r
> B01242   |2*CW*Zn23r*Zu21r*cb-2*CW*Zn23i*Zu21i*cb-CW*Sqrt2*Zn22r*Zu22r*cb+CW*Sqrt2*Zn22i*Zu22i*cb-SW*Sqrt2*Zn21r*Zu22r*cb
> B01243   |B01242+SW*Sqrt2*Zn21i*Zu22i*cb
> B01244   |2*CW*Zn23r*Zu21i*cb+2*CW*Zn23i*Zu21r*cb-CW*Sqrt2*Zn22i*Zu22r*cb-CW*Sqrt2*Zn22r*Zu22i*cb-SW*Sqrt2*Zn21r*Zu22i*cb
> B01245   |B01244-SW*Sqrt2*Zn21i*Zu22r*cb
> B01246   |-CW*Sqrt2*Zn22r*Zv22r*sb-CW*Sqrt2*Zn22i*Zv22i*sb-2*CW*Zn24r*Zv21r*sb-2*CW*Zn24i*Zv21i*sb-SW*Sqrt2*Zn21r*Zv22r*sb
> B01247   |B01246-SW*Sqrt2*Zn21i*Zv22i*sb
> B01248   |CW*Sqrt2*Zn22i*Zv22r*sb-CW*Sqrt2*Zn22r*Zv22i*sb-2*CW*Zn24r*Zv21i*sb+2*CW*Zn24i*Zv21r*sb-SW*Sqrt2*Zn21r*Zv22i*sb
> B01249   |B01248+SW*Sqrt2*Zn21i*Zv22r*sb
> B01250   |2*CW*Zn33r*Zu21r*sb-2*CW*Zn33i*Zu21i*sb-CW*Sqrt2*Zn32r*Zu22r*sb+CW*Sqrt2*Zn32i*Zu22i*sb-SW*Sqrt2*Zn31r*Zu22r*sb
> B01251   |B01250+SW*Sqrt2*Zn31i*Zu22i*sb
> B01252   |2*CW*Zn33r*Zu21i*sb+2*CW*Zn33i*Zu21r*sb-CW*Sqrt2*Zn32i*Zu22r*sb-CW*Sqrt2*Zn32r*Zu22i*sb-SW*Sqrt2*Zn31r*Zu22i*sb
> B01253   |B01252-SW*Sqrt2*Zn31i*Zu22r*sb
> B01254   |CW*Sqrt2*Zn32r*Zv22r*cb+CW*Sqrt2*Zn32i*Zv22i*cb+2*CW*Zn34r*Zv21r*cb+2*CW*Zn34i*Zv21i*cb+SW*Sqrt2*Zn31r*Zv22r*cb
> B01255   |B01254+SW*Sqrt2*Zn31i*Zv22i*cb
> B01256   |-CW*Sqrt2*Zn32i*Zv22r*cb+CW*Sqrt2*Zn32r*Zv22i*cb+2*CW*Zn34r*Zv21i*cb-2*CW*Zn34i*Zv21r*cb+SW*Sqrt2*Zn31r*Zv22i*cb
> B01257   |B01256-SW*Sqrt2*Zn31i*Zv22r*cb
> B01258   |2*Zn32r*Zu21r+2*Zn32i*Zu21i+Sqrt2*Zn33r*Zu22r+Sqrt2*Zn33i*Zu22i
> B01259   |-2*Zn32i*Zu21r+2*Zn32r*Zu21i-Sqrt2*Zn33i*Zu22r+Sqrt2*Zn33r*Zu22i
> B01260   |2*Zn32r*Zv21r-2*Zn32i*Zv21i-Sqrt2*Zn34r*Zv22r+Sqrt2*Zn34i*Zv22i
> B01261   |2*Zn32r*Zv21i+2*Zn32i*Zv21r-Sqrt2*Zn34r*Zv22i-Sqrt2*Zn34i*Zv22r
> B01262   |2*CW*Zn33r*Zu21r*cb-2*CW*Zn33i*Zu21i*cb-CW*Sqrt2*Zn32r*Zu22r*cb+CW*Sqrt2*Zn32i*Zu22i*cb-SW*Sqrt2*Zn31r*Zu22r*cb
> B01263   |B01262+SW*Sqrt2*Zn31i*Zu22i*cb
> B01264   |2*CW*Zn33r*Zu21i*cb+2*CW*Zn33i*Zu21r*cb-CW*Sqrt2*Zn32i*Zu22r*cb-CW*Sqrt2*Zn32r*Zu22i*cb-SW*Sqrt2*Zn31r*Zu22i*cb
> B01265   |B01264-SW*Sqrt2*Zn31i*Zu22r*cb
> B01266   |-CW*Sqrt2*Zn32r*Zv22r*sb-CW*Sqrt2*Zn32i*Zv22i*sb-2*CW*Zn34r*Zv21r*sb-2*CW*Zn34i*Zv21i*sb-SW*Sqrt2*Zn31r*Zv22r*sb
> B01267   |B01266-SW*Sqrt2*Zn31i*Zv22i*sb
> B01268   |CW*Sqrt2*Zn32i*Zv22r*sb-CW*Sqrt2*Zn32r*Zv22i*sb-2*CW*Zn34r*Zv21i*sb+2*CW*Zn34i*Zv21r*sb-SW*Sqrt2*Zn31r*Zv22i*sb
> B01269   |B01268+SW*Sqrt2*Zn31i*Zv22r*sb
> B01270   |2*CW*Zn43r*Zu21r*sb-2*CW*Zn43i*Zu21i*sb-CW*Sqrt2*Zn42r*Zu22r*sb+CW*Sqrt2*Zn42i*Zu22i*sb-SW*Sqrt2*Zn41r*Zu22r*sb
> B01271   |B01270+SW*Sqrt2*Zn41i*Zu22i*sb
> B01272   |2*CW*Zn43r*Zu21i*sb+2*CW*Zn43i*Zu21r*sb-CW*Sqrt2*Zn42i*Zu22r*sb-CW*Sqrt2*Zn42r*Zu22i*sb-SW*Sqrt2*Zn41r*Zu22i*sb
> B01273   |B01272-SW*Sqrt2*Zn41i*Zu22r*sb
> B01274   |CW*Sqrt2*Zn42r*Zv22r*cb+CW*Sqrt2*Zn42i*Zv22i*cb+2*CW*Zn44r*Zv21r*cb+2*CW*Zn44i*Zv21i*cb+SW*Sqrt2*Zn41r*Zv22r*cb
> B01275   |B01274+SW*Sqrt2*Zn41i*Zv22i*cb
> B01276   |-CW*Sqrt2*Zn42i*Zv22r*cb+CW*Sqrt2*Zn42r*Zv22i*cb+2*CW*Zn44r*Zv21i*cb-2*CW*Zn44i*Zv21r*cb+SW*Sqrt2*Zn41r*Zv22i*cb
> B01277   |B01276-SW*Sqrt2*Zn41i*Zv22r*cb
> B01278   |2*Zn42r*Zu21r+2*Zn42i*Zu21i+Sqrt2*Zn43r*Zu22r+Sqrt2*Zn43i*Zu22i
> B01279   |-2*Zn42i*Zu21r+2*Zn42r*Zu21i-Sqrt2*Zn43i*Zu22r+Sqrt2*Zn43r*Zu22i
> B01280   |2*Zn42r*Zv21r-2*Zn42i*Zv21i-Sqrt2*Zn44r*Zv22r+Sqrt2*Zn44i*Zv22i
> B01281   |2*Zn42r*Zv21i+2*Zn42i*Zv21r-Sqrt2*Zn44r*Zv22i-Sqrt2*Zn44i*Zv22r
> B01282   |2*CW*Zn43r*Zu21r*cb-2*CW*Zn43i*Zu21i*cb-CW*Sqrt2*Zn42r*Zu22r*cb+CW*Sqrt2*Zn42i*Zu22i*cb-SW*Sqrt2*Zn41r*Zu22r*cb
> B01283   |B01282+SW*Sqrt2*Zn41i*Zu22i*cb
> B01284   |2*CW*Zn43r*Zu21i*cb+2*CW*Zn43i*Zu21r*cb-CW*Sqrt2*Zn42i*Zu22r*cb-CW*Sqrt2*Zn42r*Zu22i*cb-SW*Sqrt2*Zn41r*Zu22i*cb
> B01285   |B01284-SW*Sqrt2*Zn41i*Zu22r*cb
> B01286   |-CW*Sqrt2*Zn42r*Zv22r*sb-CW*Sqrt2*Zn42i*Zv22i*sb-2*CW*Zn44r*Zv21r*sb-2*CW*Zn44i*Zv21i*sb-SW*Sqrt2*Zn41r*Zv22r*sb
> B01287   |B01286-SW*Sqrt2*Zn41i*Zv22i*sb
> B01288   |CW*Sqrt2*Zn42i*Zv22r*sb-CW*Sqrt2*Zn42r*Zv22i*sb-2*CW*Zn44r*Zv21i*sb+2*CW*Zn44i*Zv21r*sb-SW*Sqrt2*Zn41r*Zv22i*sb
> B01289   |B01288+SW*Sqrt2*Zn41i*Zv22r*sb
> B01290   |-2*MW*Zl11r*Zu21i*cb-Ml*Sqrt2*Zl21r*Zu22i-Ml*Sqrt2*Zl21i*Zu22r
> B01291   |-2*MW*Zl21r*Zu21i*cb+2*MW*Zl21i*Zu21r*cb+Ml*Sqrt2*Zl11r*Zu22i
> B01292   |-MW*Zb11r*Zu21i*s2b-Mb*Sqrt2*Zb21r*Zu22i*sb-Mb*Sqrt2*Zb21i*Zu22r*sb
> B01293   |-MW*Zb21r*Zu21i*s2b+MW*Zb21i*Zu21r*s2b+Mb*Sqrt2*Zb11r*Zu22i*sb
> B01294   |-Mt*Sqrt2*Zb21i*Zv22r*cb+Mt*Sqrt2*Zb21r*Zv22i*cb
> B01295   |-2*Zu11r*Zu21i+2*Zu11i*Zu21r-Zu12r*Zu22i+Zu12i*Zu22r
> B01296   |2*Zv11i*Zv21r-2*Zv11r*Zv21i+Zv12i*Zv22r-Zv12r*Zv22i
> B01297   |Zu22r*Zv11r*cb+Zu22i*Zv11i*cb-Zu21r*Zv12r*sb-Zu21i*Zv12i*sb
> B01298   |-Zu12r*Zv21r*cb-Zu12i*Zv21i*cb+Zu11r*Zv22r*sb+Zu11i*Zv22i*sb
> B01299   |Zh11*Zu22r*Zv11i-Zh13*Zu22r*Zv11r*sb-Zh11*Zu22i*Zv11r-Zh13*Zu22i*Zv11i*sb-Zh12*Zu21i*Zv12r
> B01300   |B01299-Zh13*Zu21r*Zv12r*cb+Zh12*Zu21r*Zv12i-Zh13*Zu21i*Zv12i*cb
> B01301   |-Zh11*Zu12r*Zv21i+Zh13*Zu12r*Zv21r*sb+Zh11*Zu12i*Zv21r+Zh13*Zu12i*Zv21i*sb+Zh12*Zu11i*Zv22r
> B01302   |B01301+Zh13*Zu11r*Zv22r*cb-Zh12*Zu11r*Zv22i+Zh13*Zu11i*Zv22i*cb
> B01303   |Zh21*Zu22r*Zv11i-Zh23*Zu22r*Zv11r*sb-Zh21*Zu22i*Zv11r-Zh23*Zu22i*Zv11i*sb-Zh22*Zu21i*Zv12r
> B01304   |B01303-Zh23*Zu21r*Zv12r*cb+Zh22*Zu21r*Zv12i-Zh23*Zu21i*Zv12i*cb
> B01305   |-Zh21*Zu12r*Zv21i+Zh23*Zu12r*Zv21r*sb+Zh21*Zu12i*Zv21r+Zh23*Zu12i*Zv21i*sb+Zh22*Zu11i*Zv22r
> B01306   |B01305+Zh23*Zu11r*Zv22r*cb-Zh22*Zu11r*Zv22i+Zh23*Zu11i*Zv22i*cb
> B01307   |Zh31*Zu22r*Zv11i-Zh33*Zu22r*Zv11r*sb-Zh31*Zu22i*Zv11r-Zh33*Zu22i*Zv11i*sb-Zh32*Zu21i*Zv12r
> B01308   |B01307-Zh33*Zu21r*Zv12r*cb+Zh32*Zu21r*Zv12i-Zh33*Zu21i*Zv12i*cb
> B01309   |-Zh31*Zu12r*Zv21i+Zh33*Zu12r*Zv21r*sb+Zh31*Zu12i*Zv21r+Zh33*Zu12i*Zv21i*sb+Zh32*Zu11i*Zv22r
> B01310   |B01309+Zh33*Zu11r*Zv22r*cb-Zh32*Zu11r*Zv22i+Zh33*Zu11i*Zv22i*cb
> B01311   |2*Zu21r^2+2*Zu21i^2+Zu22r^2+Zu22i^2
> B01312   |2*Zv21r^2+2*Zv21i^2+Zv22r^2+Zv22i^2
> B01313   |Zu22r*Zv21i*cb-Zu22i*Zv21r*cb+Zu21i*Zv22r*sb-Zu21r*Zv22i*sb
> B01314   |Zu22r*Zv21r*cb+Zu22i*Zv21i*cb-Zu21r*Zv22r*sb-Zu21i*Zv22i*sb
> B01315   |Zh11*Zu22r*Zv21r+Zh13*Zu22r*Zv21i*sb+Zh11*Zu22i*Zv21i-Zh13*Zu22i*Zv21r*sb+Zh12*Zu21r*Zv22r
> B01316   |B01315-Zh13*Zu21i*Zv22r*cb+Zh12*Zu21i*Zv22i+Zh13*Zu21r*Zv22i*cb
> B01317   |-Zh11*Zu22r*Zv21i+Zh13*Zu22r*Zv21r*sb+Zh11*Zu22i*Zv21r+Zh13*Zu22i*Zv21i*sb+Zh12*Zu21i*Zv22r
> B01318   |B01317+Zh13*Zu21r*Zv22r*cb-Zh12*Zu21r*Zv22i+Zh13*Zu21i*Zv22i*cb
> B01319   |Zh21*Zu22r*Zv21r+Zh23*Zu22r*Zv21i*sb+Zh21*Zu22i*Zv21i-Zh23*Zu22i*Zv21r*sb+Zh22*Zu21r*Zv22r
> B01320   |B01319-Zh23*Zu21i*Zv22r*cb+Zh22*Zu21i*Zv22i+Zh23*Zu21r*Zv22i*cb
> B01321   |-Zh21*Zu22r*Zv21i+Zh23*Zu22r*Zv21r*sb+Zh21*Zu22i*Zv21r+Zh23*Zu22i*Zv21i*sb+Zh22*Zu21i*Zv22r
> B01322   |B01321+Zh23*Zu21r*Zv22r*cb-Zh22*Zu21r*Zv22i+Zh23*Zu21i*Zv22i*cb
> B01323   |Zh31*Zu22r*Zv21r+Zh33*Zu22r*Zv21i*sb+Zh31*Zu22i*Zv21i-Zh33*Zu22i*Zv21r*sb+Zh32*Zu21r*Zv22r
> B01324   |B01323-Zh33*Zu21i*Zv22r*cb+Zh32*Zu21i*Zv22i+Zh33*Zu21r*Zv22i*cb
> B01325   |-Zh31*Zu22r*Zv21i+Zh33*Zu22r*Zv21r*sb+Zh31*Zu22i*Zv21r+Zh33*Zu22i*Zv21i*sb+Zh32*Zu21i*Zv22r
> B01326   |B01325+Zh33*Zu21r*Zv22r*cb-Zh32*Zu21r*Zv22i+Zh33*Zu21i*Zv22i*cb
> B01327   |-2*CW*Zn13r*Zu21i*sb-2*CW*Zn13i*Zu21r*sb+CW*Sqrt2*Zn12i*Zu22r*sb+CW*Sqrt2*Zn12r*Zu22i*sb+SW*Sqrt2*Zn11r*Zu22i*sb
> B01328   |B01327+SW*Sqrt2*Zn11i*Zu22r*sb
> B01329   |CW*Sqrt2*Zn12i*Zv22r*cb-CW*Sqrt2*Zn12r*Zv22i*cb-2*CW*Zn14r*Zv21i*cb+2*CW*Zn14i*Zv21r*cb-SW*Sqrt2*Zn11r*Zv22i*cb
> B01330   |B01329+SW*Sqrt2*Zn11i*Zv22r*cb
> B01331   |-2*Zn12r*Zu21i+2*Zn12i*Zu21r-Sqrt2*Zn13r*Zu22i+Sqrt2*Zn13i*Zu22r
> B01332   |-2*Zn12i*Zv21r-2*Zn12r*Zv21i+Sqrt2*Zn14i*Zv22r+Sqrt2*Zn14r*Zv22i
> B01333   |-2*CW*Zn13r*Zu21i*cb-2*CW*Zn13i*Zu21r*cb+CW*Sqrt2*Zn12i*Zu22r*cb+CW*Sqrt2*Zn12r*Zu22i*cb+SW*Sqrt2*Zn11r*Zu22i*cb
> B01334   |B01333+SW*Sqrt2*Zn11i*Zu22r*cb
> B01335   |-CW*Sqrt2*Zn12i*Zv22r*sb+CW*Sqrt2*Zn12r*Zv22i*sb+2*CW*Zn14r*Zv21i*sb-2*CW*Zn14i*Zv21r*sb+SW*Sqrt2*Zn11r*Zv22i*sb
> B01336   |B01335-SW*Sqrt2*Zn11i*Zv22r*sb
> B01337   |-2*CW*Zn23r*Zu21i*sb-2*CW*Zn23i*Zu21r*sb+CW*Sqrt2*Zn22i*Zu22r*sb+CW*Sqrt2*Zn22r*Zu22i*sb+SW*Sqrt2*Zn21r*Zu22i*sb
> B01338   |B01337+SW*Sqrt2*Zn21i*Zu22r*sb
> B01339   |CW*Sqrt2*Zn22i*Zv22r*cb-CW*Sqrt2*Zn22r*Zv22i*cb-2*CW*Zn24r*Zv21i*cb+2*CW*Zn24i*Zv21r*cb-SW*Sqrt2*Zn21r*Zv22i*cb
> B01340   |B01339+SW*Sqrt2*Zn21i*Zv22r*cb
> B01341   |-2*Zn22r*Zu21i+2*Zn22i*Zu21r-Sqrt2*Zn23r*Zu22i+Sqrt2*Zn23i*Zu22r
> B01342   |-2*Zn22i*Zv21r-2*Zn22r*Zv21i+Sqrt2*Zn24i*Zv22r+Sqrt2*Zn24r*Zv22i
> B01343   |-2*CW*Zn23r*Zu21i*cb-2*CW*Zn23i*Zu21r*cb+CW*Sqrt2*Zn22i*Zu22r*cb+CW*Sqrt2*Zn22r*Zu22i*cb+SW*Sqrt2*Zn21r*Zu22i*cb
> B01344   |B01343+SW*Sqrt2*Zn21i*Zu22r*cb
> B01345   |-CW*Sqrt2*Zn22i*Zv22r*sb+CW*Sqrt2*Zn22r*Zv22i*sb+2*CW*Zn24r*Zv21i*sb-2*CW*Zn24i*Zv21r*sb+SW*Sqrt2*Zn21r*Zv22i*sb
> B01346   |B01345-SW*Sqrt2*Zn21i*Zv22r*sb
> B01347   |-2*CW*Zn33r*Zu21i*sb-2*CW*Zn33i*Zu21r*sb+CW*Sqrt2*Zn32i*Zu22r*sb+CW*Sqrt2*Zn32r*Zu22i*sb+SW*Sqrt2*Zn31r*Zu22i*sb
> B01348   |B01347+SW*Sqrt2*Zn31i*Zu22r*sb
> B01349   |CW*Sqrt2*Zn32i*Zv22r*cb-CW*Sqrt2*Zn32r*Zv22i*cb-2*CW*Zn34r*Zv21i*cb+2*CW*Zn34i*Zv21r*cb-SW*Sqrt2*Zn31r*Zv22i*cb
> B01350   |B01349+SW*Sqrt2*Zn31i*Zv22r*cb
> B01351   |-2*Zn32r*Zu21i+2*Zn32i*Zu21r-Sqrt2*Zn33r*Zu22i+Sqrt2*Zn33i*Zu22r
> B01352   |-2*Zn32i*Zv21r-2*Zn32r*Zv21i+Sqrt2*Zn34i*Zv22r+Sqrt2*Zn34r*Zv22i
> B01353   |-2*CW*Zn33r*Zu21i*cb-2*CW*Zn33i*Zu21r*cb+CW*Sqrt2*Zn32i*Zu22r*cb+CW*Sqrt2*Zn32r*Zu22i*cb+SW*Sqrt2*Zn31r*Zu22i*cb
> B01354   |B01353+SW*Sqrt2*Zn31i*Zu22r*cb
> B01355   |-CW*Sqrt2*Zn32i*Zv22r*sb+CW*Sqrt2*Zn32r*Zv22i*sb+2*CW*Zn34r*Zv21i*sb-2*CW*Zn34i*Zv21r*sb+SW*Sqrt2*Zn31r*Zv22i*sb
> B01356   |B01355-SW*Sqrt2*Zn31i*Zv22r*sb
> B01357   |-2*CW*Zn43r*Zu21i*sb-2*CW*Zn43i*Zu21r*sb+CW*Sqrt2*Zn42i*Zu22r*sb+CW*Sqrt2*Zn42r*Zu22i*sb+SW*Sqrt2*Zn41r*Zu22i*sb
> B01358   |B01357+SW*Sqrt2*Zn41i*Zu22r*sb
> B01359   |CW*Sqrt2*Zn42i*Zv22r*cb-CW*Sqrt2*Zn42r*Zv22i*cb-2*CW*Zn44r*Zv21i*cb+2*CW*Zn44i*Zv21r*cb-SW*Sqrt2*Zn41r*Zv22i*cb
> B01360   |B01359+SW*Sqrt2*Zn41i*Zv22r*cb
> B01361   |-2*Zn42r*Zu21i+2*Zn42i*Zu21r-Sqrt2*Zn43r*Zu22i+Sqrt2*Zn43i*Zu22r
> B01362   |-2*Zn42i*Zv21r-2*Zn42r*Zv21i+Sqrt2*Zn44i*Zv22r+Sqrt2*Zn44r*Zv22i
> B01363   |-2*CW*Zn43r*Zu21i*cb-2*CW*Zn43i*Zu21r*cb+CW*Sqrt2*Zn42i*Zu22r*cb+CW*Sqrt2*Zn42r*Zu22i*cb+SW*Sqrt2*Zn41r*Zu22i*cb
> B01364   |B01363+SW*Sqrt2*Zn41i*Zu22r*cb
> B01365   |-CW*Sqrt2*Zn42i*Zv22r*sb+CW*Sqrt2*Zn42r*Zv22i*sb+2*CW*Zn44r*Zv21i*sb-2*CW*Zn44i*Zv21r*sb+SW*Sqrt2*Zn41r*Zv22i*sb
> B01366   |B01365-SW*Sqrt2*Zn41i*Zv22r*sb
> B01367   |cfi3^2+sfi3^2
> B01368   |Zn13r^2+Zn13i^2-Zn14r^2-Zn14i^2
> B01369   |CW*Zn12i*Zn13r*cb+CW*Zn12r*Zn13i*cb-SW*Zn11r*Zn13i*cb-SW*Zn11i*Zn13r*cb+CW*Zn12i*Zn14r*sb
> B01370   |B01369+CW*Zn12r*Zn14i*sb-SW*Zn11r*Zn14i*sb-SW*Zn11i*Zn14r*sb
> B01371   |-CW*Zn12r*Zn13r*cb+CW*Zn12i*Zn13i*cb+SW*Zn11r*Zn13r*cb-SW*Zn11i*Zn13i*cb-CW*Zn12r*Zn14r*sb
> B01372   |B01371+CW*Zn12i*Zn14i*sb+SW*Zn11r*Zn14r*sb-SW*Zn11i*Zn14i*sb
> B01373   |CW*Zh11*Zn12r*Zn13r-CW*Zh13*Zn12i*Zn13r*sb-CW*Zh11*Zn12i*Zn13i-CW*Zh13*Zn12r*Zn13i*sb-SW*Zh11*Zn11r*Zn13r
> B01374   |B01373+SW*Zh13*Zn11r*Zn13i*sb+SW*Zh13*Zn11i*Zn13r*sb+SW*Zh11*Zn11i*Zn13i-CW*Zh12*Zn12r*Zn14r+CW*Zh13*Zn12i*Zn14r*cb
> B01375   |B01374+CW*Zh12*Zn12i*Zn14i+CW*Zh13*Zn12r*Zn14i*cb+SW*Zh12*Zn11r*Zn14r-SW*Zh13*Zn11r*Zn14i*cb-SW*Zh13*Zn11i*Zn14r*cb
> B01376   |B01375-SW*Zh12*Zn11i*Zn14i
> B01377   |CW*Zh11*Zn12i*Zn13r+CW*Zh13*Zn12r*Zn13r*sb+CW*Zh11*Zn12r*Zn13i-CW*Zh13*Zn12i*Zn13i*sb-SW*Zh13*Zn11r*Zn13r*sb
> B01378   |B01377-SW*Zh11*Zn11r*Zn13i-SW*Zh11*Zn11i*Zn13r+SW*Zh13*Zn11i*Zn13i*sb-CW*Zh12*Zn12i*Zn14r-CW*Zh13*Zn12r*Zn14r*cb
> B01379   |B01378-CW*Zh12*Zn12r*Zn14i+CW*Zh13*Zn12i*Zn14i*cb+SW*Zh13*Zn11r*Zn14r*cb+SW*Zh12*Zn11r*Zn14i+SW*Zh12*Zn11i*Zn14r
> B01380   |B01379-SW*Zh13*Zn11i*Zn14i*cb
> B01381   |CW*Zh21*Zn12r*Zn13r-CW*Zh23*Zn12i*Zn13r*sb-CW*Zh21*Zn12i*Zn13i-CW*Zh23*Zn12r*Zn13i*sb-SW*Zh21*Zn11r*Zn13r
> B01382   |B01381+SW*Zh23*Zn11r*Zn13i*sb+SW*Zh23*Zn11i*Zn13r*sb+SW*Zh21*Zn11i*Zn13i-CW*Zh22*Zn12r*Zn14r+CW*Zh23*Zn12i*Zn14r*cb
> B01383   |B01382+CW*Zh22*Zn12i*Zn14i+CW*Zh23*Zn12r*Zn14i*cb+SW*Zh22*Zn11r*Zn14r-SW*Zh23*Zn11r*Zn14i*cb-SW*Zh23*Zn11i*Zn14r*cb
> B01384   |B01383-SW*Zh22*Zn11i*Zn14i
> B01385   |CW*Zh21*Zn12i*Zn13r+CW*Zh23*Zn12r*Zn13r*sb+CW*Zh21*Zn12r*Zn13i-CW*Zh23*Zn12i*Zn13i*sb-SW*Zh23*Zn11r*Zn13r*sb
> B01386   |B01385-SW*Zh21*Zn11r*Zn13i-SW*Zh21*Zn11i*Zn13r+SW*Zh23*Zn11i*Zn13i*sb-CW*Zh22*Zn12i*Zn14r-CW*Zh23*Zn12r*Zn14r*cb
> B01387   |B01386-CW*Zh22*Zn12r*Zn14i+CW*Zh23*Zn12i*Zn14i*cb+SW*Zh23*Zn11r*Zn14r*cb+SW*Zh22*Zn11r*Zn14i+SW*Zh22*Zn11i*Zn14r
> B01388   |B01387-SW*Zh23*Zn11i*Zn14i*cb
> B01389   |CW*Zh31*Zn12r*Zn13r-CW*Zh33*Zn12i*Zn13r*sb-CW*Zh31*Zn12i*Zn13i-CW*Zh33*Zn12r*Zn13i*sb-SW*Zh31*Zn11r*Zn13r
> B01390   |B01389+SW*Zh33*Zn11r*Zn13i*sb+SW*Zh33*Zn11i*Zn13r*sb+SW*Zh31*Zn11i*Zn13i-CW*Zh32*Zn12r*Zn14r+CW*Zh33*Zn12i*Zn14r*cb
> B01391   |B01390+CW*Zh32*Zn12i*Zn14i+CW*Zh33*Zn12r*Zn14i*cb+SW*Zh32*Zn11r*Zn14r-SW*Zh33*Zn11r*Zn14i*cb-SW*Zh33*Zn11i*Zn14r*cb
> B01392   |B01391-SW*Zh32*Zn11i*Zn14i
> B01393   |CW*Zh31*Zn12i*Zn13r+CW*Zh33*Zn12r*Zn13r*sb+CW*Zh31*Zn12r*Zn13i-CW*Zh33*Zn12i*Zn13i*sb-SW*Zh33*Zn11r*Zn13r*sb
> B01394   |B01393-SW*Zh31*Zn11r*Zn13i-SW*Zh31*Zn11i*Zn13r+SW*Zh33*Zn11i*Zn13i*sb-CW*Zh32*Zn12i*Zn14r-CW*Zh33*Zn12r*Zn14r*cb
> B01395   |B01394-CW*Zh32*Zn12r*Zn14i+CW*Zh33*Zn12i*Zn14i*cb+SW*Zh33*Zn11r*Zn14r*cb+SW*Zh32*Zn11r*Zn14i+SW*Zh32*Zn11i*Zn14r
> B01396   |B01395-SW*Zh33*Zn11i*Zn14i*cb
> B01397   |Zn13r*Zn23i-Zn13i*Zn23r-Zn14r*Zn24i+Zn14i*Zn24r
> B01398   |Zn13r*Zn23r+Zn13i*Zn23i-Zn14r*Zn24r-Zn14i*Zn24i
> B01399   |CW*Zn13r*Zn22i*cb+CW*Zn13i*Zn22r*cb+CW*Zn12i*Zn23r*cb+CW*Zn12r*Zn23i*cb-SW*Zn11r*Zn23i*cb
> B01400   |B01399-SW*Zn11i*Zn23r*cb-SW*Zn13i*Zn21r*cb-SW*Zn13r*Zn21i*cb+CW*Zn14r*Zn22i*sb+CW*Zn14i*Zn22r*sb
> B01401   |B01400+CW*Zn12i*Zn24r*sb+CW*Zn12r*Zn24i*sb-SW*Zn11r*Zn24i*sb-SW*Zn11i*Zn24r*sb-SW*Zn14i*Zn21r*sb
> B01402   |B01401-SW*Zn14r*Zn21i*sb
> B01403   |-CW*Zn13r*Zn22r*cb+CW*Zn13i*Zn22i*cb-CW*Zn12r*Zn23r*cb+CW*Zn12i*Zn23i*cb+SW*Zn11r*Zn23r*cb
> B01404   |B01403-SW*Zn11i*Zn23i*cb+SW*Zn13r*Zn21r*cb-SW*Zn13i*Zn21i*cb-CW*Zn14r*Zn22r*sb+CW*Zn14i*Zn22i*sb
> B01405   |B01404-CW*Zn12r*Zn24r*sb+CW*Zn12i*Zn24i*sb+SW*Zn11r*Zn24r*sb-SW*Zn11i*Zn24i*sb+SW*Zn14r*Zn21r*sb
> B01406   |B01405-SW*Zn14i*Zn21i*sb
> B01407   |CW*Zh11*Zn13r*Zn22r-CW*Zh13*Zn13r*Zn22i*sb-CW*Zh11*Zn13i*Zn22i-CW*Zh13*Zn13i*Zn22r*sb+CW*Zh11*Zn12r*Zn23r
> B01408   |B01407-CW*Zh13*Zn12i*Zn23r*sb-CW*Zh11*Zn12i*Zn23i-CW*Zh13*Zn12r*Zn23i*sb-SW*Zh11*Zn11r*Zn23r+SW*Zh13*Zn11r*Zn23i*sb
> B01409   |B01408+SW*Zh13*Zn11i*Zn23r*sb+SW*Zh11*Zn11i*Zn23i-SW*Zh11*Zn13r*Zn21r+SW*Zh13*Zn13i*Zn21r*sb+SW*Zh13*Zn13r*Zn21i*sb
> B01410   |B01409+SW*Zh11*Zn13i*Zn21i-CW*Zh12*Zn14r*Zn22r+CW*Zh13*Zn14r*Zn22i*cb+CW*Zh12*Zn14i*Zn22i+CW*Zh13*Zn14i*Zn22r*cb
> B01411   |B01410-CW*Zh12*Zn12r*Zn24r+CW*Zh13*Zn12i*Zn24r*cb+CW*Zh12*Zn12i*Zn24i+CW*Zh13*Zn12r*Zn24i*cb+SW*Zh12*Zn11r*Zn24r
> B01412   |B01411-SW*Zh13*Zn11r*Zn24i*cb-SW*Zh13*Zn11i*Zn24r*cb-SW*Zh12*Zn11i*Zn24i+SW*Zh12*Zn14r*Zn21r-SW*Zh13*Zn14i*Zn21r*cb
> B01413   |B01412-SW*Zh13*Zn14r*Zn21i*cb-SW*Zh12*Zn14i*Zn21i
> B01414   |CW*Zh11*Zn13r*Zn22i+CW*Zh13*Zn13r*Zn22r*sb+CW*Zh11*Zn13i*Zn22r-CW*Zh13*Zn13i*Zn22i*sb+CW*Zh11*Zn12i*Zn23r
> B01415   |B01414+CW*Zh13*Zn12r*Zn23r*sb+CW*Zh11*Zn12r*Zn23i-CW*Zh13*Zn12i*Zn23i*sb-SW*Zh13*Zn11r*Zn23r*sb-SW*Zh11*Zn11r*Zn23i
> B01416   |B01415-SW*Zh11*Zn11i*Zn23r+SW*Zh13*Zn11i*Zn23i*sb-SW*Zh13*Zn13r*Zn21r*sb-SW*Zh11*Zn13i*Zn21r-SW*Zh11*Zn13r*Zn21i
> B01417   |B01416+SW*Zh13*Zn13i*Zn21i*sb-CW*Zh12*Zn14r*Zn22i-CW*Zh13*Zn14r*Zn22r*cb-CW*Zh12*Zn14i*Zn22r+CW*Zh13*Zn14i*Zn22i*cb
> B01418   |B01417-CW*Zh12*Zn12i*Zn24r-CW*Zh13*Zn12r*Zn24r*cb-CW*Zh12*Zn12r*Zn24i+CW*Zh13*Zn12i*Zn24i*cb+SW*Zh13*Zn11r*Zn24r*cb
> B01419   |B01418+SW*Zh12*Zn11r*Zn24i+SW*Zh12*Zn11i*Zn24r-SW*Zh13*Zn11i*Zn24i*cb+SW*Zh13*Zn14r*Zn21r*cb+SW*Zh12*Zn14i*Zn21r
> B01420   |B01419+SW*Zh12*Zn14r*Zn21i-SW*Zh13*Zn14i*Zn21i*cb
> B01421   |CW*Zh21*Zn13r*Zn22r-CW*Zh23*Zn13r*Zn22i*sb-CW*Zh21*Zn13i*Zn22i-CW*Zh23*Zn13i*Zn22r*sb+CW*Zh21*Zn12r*Zn23r
> B01422   |B01421-CW*Zh23*Zn12i*Zn23r*sb-CW*Zh21*Zn12i*Zn23i-CW*Zh23*Zn12r*Zn23i*sb-SW*Zh21*Zn11r*Zn23r+SW*Zh23*Zn11r*Zn23i*sb
> B01423   |B01422+SW*Zh23*Zn11i*Zn23r*sb+SW*Zh21*Zn11i*Zn23i-SW*Zh21*Zn13r*Zn21r+SW*Zh23*Zn13i*Zn21r*sb+SW*Zh23*Zn13r*Zn21i*sb
> B01424   |B01423+SW*Zh21*Zn13i*Zn21i-CW*Zh22*Zn14r*Zn22r+CW*Zh23*Zn14r*Zn22i*cb+CW*Zh22*Zn14i*Zn22i+CW*Zh23*Zn14i*Zn22r*cb
> B01425   |B01424-CW*Zh22*Zn12r*Zn24r+CW*Zh23*Zn12i*Zn24r*cb+CW*Zh22*Zn12i*Zn24i+CW*Zh23*Zn12r*Zn24i*cb+SW*Zh22*Zn11r*Zn24r
> B01426   |B01425-SW*Zh23*Zn11r*Zn24i*cb-SW*Zh23*Zn11i*Zn24r*cb-SW*Zh22*Zn11i*Zn24i+SW*Zh22*Zn14r*Zn21r-SW*Zh23*Zn14i*Zn21r*cb
> B01427   |B01426-SW*Zh23*Zn14r*Zn21i*cb-SW*Zh22*Zn14i*Zn21i
> B01428   |CW*Zh21*Zn13r*Zn22i+CW*Zh23*Zn13r*Zn22r*sb+CW*Zh21*Zn13i*Zn22r-CW*Zh23*Zn13i*Zn22i*sb+CW*Zh21*Zn12i*Zn23r
> B01429   |B01428+CW*Zh23*Zn12r*Zn23r*sb+CW*Zh21*Zn12r*Zn23i-CW*Zh23*Zn12i*Zn23i*sb-SW*Zh23*Zn11r*Zn23r*sb-SW*Zh21*Zn11r*Zn23i
> B01430   |B01429-SW*Zh21*Zn11i*Zn23r+SW*Zh23*Zn11i*Zn23i*sb-SW*Zh23*Zn13r*Zn21r*sb-SW*Zh21*Zn13i*Zn21r-SW*Zh21*Zn13r*Zn21i
> B01431   |B01430+SW*Zh23*Zn13i*Zn21i*sb-CW*Zh22*Zn14r*Zn22i-CW*Zh23*Zn14r*Zn22r*cb-CW*Zh22*Zn14i*Zn22r+CW*Zh23*Zn14i*Zn22i*cb
> B01432   |B01431-CW*Zh22*Zn12i*Zn24r-CW*Zh23*Zn12r*Zn24r*cb-CW*Zh22*Zn12r*Zn24i+CW*Zh23*Zn12i*Zn24i*cb+SW*Zh23*Zn11r*Zn24r*cb
> B01433   |B01432+SW*Zh22*Zn11r*Zn24i+SW*Zh22*Zn11i*Zn24r-SW*Zh23*Zn11i*Zn24i*cb+SW*Zh23*Zn14r*Zn21r*cb+SW*Zh22*Zn14i*Zn21r
> B01434   |B01433+SW*Zh22*Zn14r*Zn21i-SW*Zh23*Zn14i*Zn21i*cb
> B01435   |CW*Zh31*Zn13r*Zn22r-CW*Zh33*Zn13r*Zn22i*sb-CW*Zh31*Zn13i*Zn22i-CW*Zh33*Zn13i*Zn22r*sb+CW*Zh31*Zn12r*Zn23r
> B01436   |B01435-CW*Zh33*Zn12i*Zn23r*sb-CW*Zh31*Zn12i*Zn23i-CW*Zh33*Zn12r*Zn23i*sb-SW*Zh31*Zn11r*Zn23r+SW*Zh33*Zn11r*Zn23i*sb
> B01437   |B01436+SW*Zh33*Zn11i*Zn23r*sb+SW*Zh31*Zn11i*Zn23i-SW*Zh31*Zn13r*Zn21r+SW*Zh33*Zn13i*Zn21r*sb+SW*Zh33*Zn13r*Zn21i*sb
> B01438   |B01437+SW*Zh31*Zn13i*Zn21i-CW*Zh32*Zn14r*Zn22r+CW*Zh33*Zn14r*Zn22i*cb+CW*Zh32*Zn14i*Zn22i+CW*Zh33*Zn14i*Zn22r*cb
> B01439   |B01438-CW*Zh32*Zn12r*Zn24r+CW*Zh33*Zn12i*Zn24r*cb+CW*Zh32*Zn12i*Zn24i+CW*Zh33*Zn12r*Zn24i*cb+SW*Zh32*Zn11r*Zn24r
> B01440   |B01439-SW*Zh33*Zn11r*Zn24i*cb-SW*Zh33*Zn11i*Zn24r*cb-SW*Zh32*Zn11i*Zn24i+SW*Zh32*Zn14r*Zn21r-SW*Zh33*Zn14i*Zn21r*cb
> B01441   |B01440-SW*Zh33*Zn14r*Zn21i*cb-SW*Zh32*Zn14i*Zn21i
> B01442   |CW*Zh31*Zn13r*Zn22i+CW*Zh33*Zn13r*Zn22r*sb+CW*Zh31*Zn13i*Zn22r-CW*Zh33*Zn13i*Zn22i*sb+CW*Zh31*Zn12i*Zn23r
> B01443   |B01442+CW*Zh33*Zn12r*Zn23r*sb+CW*Zh31*Zn12r*Zn23i-CW*Zh33*Zn12i*Zn23i*sb-SW*Zh33*Zn11r*Zn23r*sb-SW*Zh31*Zn11r*Zn23i
> B01444   |B01443-SW*Zh31*Zn11i*Zn23r+SW*Zh33*Zn11i*Zn23i*sb-SW*Zh33*Zn13r*Zn21r*sb-SW*Zh31*Zn13i*Zn21r-SW*Zh31*Zn13r*Zn21i
> B01445   |B01444+SW*Zh33*Zn13i*Zn21i*sb-CW*Zh32*Zn14r*Zn22i-CW*Zh33*Zn14r*Zn22r*cb-CW*Zh32*Zn14i*Zn22r+CW*Zh33*Zn14i*Zn22i*cb
> B01446   |B01445-CW*Zh32*Zn12i*Zn24r-CW*Zh33*Zn12r*Zn24r*cb-CW*Zh32*Zn12r*Zn24i+CW*Zh33*Zn12i*Zn24i*cb+SW*Zh33*Zn11r*Zn24r*cb
> B01447   |B01446+SW*Zh32*Zn11r*Zn24i+SW*Zh32*Zn11i*Zn24r-SW*Zh33*Zn11i*Zn24i*cb+SW*Zh33*Zn14r*Zn21r*cb+SW*Zh32*Zn14i*Zn21r
> B01448   |B01447+SW*Zh32*Zn14r*Zn21i-SW*Zh33*Zn14i*Zn21i*cb
> B01449   |Zn13r*Zn33i-Zn13i*Zn33r-Zn14r*Zn34i+Zn14i*Zn34r
> B01450   |Zn13r*Zn33r+Zn13i*Zn33i-Zn14r*Zn34r-Zn14i*Zn34i
> B01451   |CW*Zn13r*Zn32i*cb+CW*Zn13i*Zn32r*cb+CW*Zn12i*Zn33r*cb+CW*Zn12r*Zn33i*cb-SW*Zn11r*Zn33i*cb
> B01452   |B01451-SW*Zn11i*Zn33r*cb-SW*Zn13i*Zn31r*cb-SW*Zn13r*Zn31i*cb+CW*Zn14r*Zn32i*sb+CW*Zn14i*Zn32r*sb
> B01453   |B01452+CW*Zn12i*Zn34r*sb+CW*Zn12r*Zn34i*sb-SW*Zn11r*Zn34i*sb-SW*Zn11i*Zn34r*sb-SW*Zn14i*Zn31r*sb
> B01454   |B01453-SW*Zn14r*Zn31i*sb
> B01455   |-CW*Zn13r*Zn32r*cb+CW*Zn13i*Zn32i*cb-CW*Zn12r*Zn33r*cb+CW*Zn12i*Zn33i*cb+SW*Zn11r*Zn33r*cb
> B01456   |B01455-SW*Zn11i*Zn33i*cb+SW*Zn13r*Zn31r*cb-SW*Zn13i*Zn31i*cb-CW*Zn14r*Zn32r*sb+CW*Zn14i*Zn32i*sb
> B01457   |B01456-CW*Zn12r*Zn34r*sb+CW*Zn12i*Zn34i*sb+SW*Zn11r*Zn34r*sb-SW*Zn11i*Zn34i*sb+SW*Zn14r*Zn31r*sb
> B01458   |B01457-SW*Zn14i*Zn31i*sb
> B01459   |CW*Zh11*Zn13r*Zn32r-CW*Zh13*Zn13r*Zn32i*sb-CW*Zh11*Zn13i*Zn32i-CW*Zh13*Zn13i*Zn32r*sb+CW*Zh11*Zn12r*Zn33r
> B01460   |B01459-CW*Zh13*Zn12i*Zn33r*sb-CW*Zh11*Zn12i*Zn33i-CW*Zh13*Zn12r*Zn33i*sb-SW*Zh11*Zn11r*Zn33r+SW*Zh13*Zn11r*Zn33i*sb
> B01461   |B01460+SW*Zh13*Zn11i*Zn33r*sb+SW*Zh11*Zn11i*Zn33i-SW*Zh11*Zn13r*Zn31r+SW*Zh13*Zn13i*Zn31r*sb+SW*Zh13*Zn13r*Zn31i*sb
> B01462   |B01461+SW*Zh11*Zn13i*Zn31i-CW*Zh12*Zn14r*Zn32r+CW*Zh13*Zn14r*Zn32i*cb+CW*Zh12*Zn14i*Zn32i+CW*Zh13*Zn14i*Zn32r*cb
> B01463   |B01462-CW*Zh12*Zn12r*Zn34r+CW*Zh13*Zn12i*Zn34r*cb+CW*Zh12*Zn12i*Zn34i+CW*Zh13*Zn12r*Zn34i*cb+SW*Zh12*Zn11r*Zn34r
> B01464   |B01463-SW*Zh13*Zn11r*Zn34i*cb-SW*Zh13*Zn11i*Zn34r*cb-SW*Zh12*Zn11i*Zn34i+SW*Zh12*Zn14r*Zn31r-SW*Zh13*Zn14i*Zn31r*cb
> B01465   |B01464-SW*Zh13*Zn14r*Zn31i*cb-SW*Zh12*Zn14i*Zn31i
> B01466   |CW*Zh11*Zn13r*Zn32i+CW*Zh13*Zn13r*Zn32r*sb+CW*Zh11*Zn13i*Zn32r-CW*Zh13*Zn13i*Zn32i*sb+CW*Zh11*Zn12i*Zn33r
> B01467   |B01466+CW*Zh13*Zn12r*Zn33r*sb+CW*Zh11*Zn12r*Zn33i-CW*Zh13*Zn12i*Zn33i*sb-SW*Zh13*Zn11r*Zn33r*sb-SW*Zh11*Zn11r*Zn33i
> B01468   |B01467-SW*Zh11*Zn11i*Zn33r+SW*Zh13*Zn11i*Zn33i*sb-SW*Zh13*Zn13r*Zn31r*sb-SW*Zh11*Zn13i*Zn31r-SW*Zh11*Zn13r*Zn31i
> B01469   |B01468+SW*Zh13*Zn13i*Zn31i*sb-CW*Zh12*Zn14r*Zn32i-CW*Zh13*Zn14r*Zn32r*cb-CW*Zh12*Zn14i*Zn32r+CW*Zh13*Zn14i*Zn32i*cb
> B01470   |B01469-CW*Zh12*Zn12i*Zn34r-CW*Zh13*Zn12r*Zn34r*cb-CW*Zh12*Zn12r*Zn34i+CW*Zh13*Zn12i*Zn34i*cb+SW*Zh13*Zn11r*Zn34r*cb
> B01471   |B01470+SW*Zh12*Zn11r*Zn34i+SW*Zh12*Zn11i*Zn34r-SW*Zh13*Zn11i*Zn34i*cb+SW*Zh13*Zn14r*Zn31r*cb+SW*Zh12*Zn14i*Zn31r
> B01472   |B01471+SW*Zh12*Zn14r*Zn31i-SW*Zh13*Zn14i*Zn31i*cb
> B01473   |CW*Zh21*Zn13r*Zn32r-CW*Zh23*Zn13r*Zn32i*sb-CW*Zh21*Zn13i*Zn32i-CW*Zh23*Zn13i*Zn32r*sb+CW*Zh21*Zn12r*Zn33r
> B01474   |B01473-CW*Zh23*Zn12i*Zn33r*sb-CW*Zh21*Zn12i*Zn33i-CW*Zh23*Zn12r*Zn33i*sb-SW*Zh21*Zn11r*Zn33r+SW*Zh23*Zn11r*Zn33i*sb
> B01475   |B01474+SW*Zh23*Zn11i*Zn33r*sb+SW*Zh21*Zn11i*Zn33i-SW*Zh21*Zn13r*Zn31r+SW*Zh23*Zn13i*Zn31r*sb+SW*Zh23*Zn13r*Zn31i*sb
> B01476   |B01475+SW*Zh21*Zn13i*Zn31i-CW*Zh22*Zn14r*Zn32r+CW*Zh23*Zn14r*Zn32i*cb+CW*Zh22*Zn14i*Zn32i+CW*Zh23*Zn14i*Zn32r*cb
> B01477   |B01476-CW*Zh22*Zn12r*Zn34r+CW*Zh23*Zn12i*Zn34r*cb+CW*Zh22*Zn12i*Zn34i+CW*Zh23*Zn12r*Zn34i*cb+SW*Zh22*Zn11r*Zn34r
> B01478   |B01477-SW*Zh23*Zn11r*Zn34i*cb-SW*Zh23*Zn11i*Zn34r*cb-SW*Zh22*Zn11i*Zn34i+SW*Zh22*Zn14r*Zn31r-SW*Zh23*Zn14i*Zn31r*cb
> B01479   |B01478-SW*Zh23*Zn14r*Zn31i*cb-SW*Zh22*Zn14i*Zn31i
> B01480   |CW*Zh21*Zn13r*Zn32i+CW*Zh23*Zn13r*Zn32r*sb+CW*Zh21*Zn13i*Zn32r-CW*Zh23*Zn13i*Zn32i*sb+CW*Zh21*Zn12i*Zn33r
> B01481   |B01480+CW*Zh23*Zn12r*Zn33r*sb+CW*Zh21*Zn12r*Zn33i-CW*Zh23*Zn12i*Zn33i*sb-SW*Zh23*Zn11r*Zn33r*sb-SW*Zh21*Zn11r*Zn33i
> B01482   |B01481-SW*Zh21*Zn11i*Zn33r+SW*Zh23*Zn11i*Zn33i*sb-SW*Zh23*Zn13r*Zn31r*sb-SW*Zh21*Zn13i*Zn31r-SW*Zh21*Zn13r*Zn31i
> B01483   |B01482+SW*Zh23*Zn13i*Zn31i*sb-CW*Zh22*Zn14r*Zn32i-CW*Zh23*Zn14r*Zn32r*cb-CW*Zh22*Zn14i*Zn32r+CW*Zh23*Zn14i*Zn32i*cb
> B01484   |B01483-CW*Zh22*Zn12i*Zn34r-CW*Zh23*Zn12r*Zn34r*cb-CW*Zh22*Zn12r*Zn34i+CW*Zh23*Zn12i*Zn34i*cb+SW*Zh23*Zn11r*Zn34r*cb
> B01485   |B01484+SW*Zh22*Zn11r*Zn34i+SW*Zh22*Zn11i*Zn34r-SW*Zh23*Zn11i*Zn34i*cb+SW*Zh23*Zn14r*Zn31r*cb+SW*Zh22*Zn14i*Zn31r
> B01486   |B01485+SW*Zh22*Zn14r*Zn31i-SW*Zh23*Zn14i*Zn31i*cb
> B01487   |CW*Zh31*Zn13r*Zn32r-CW*Zh33*Zn13r*Zn32i*sb-CW*Zh31*Zn13i*Zn32i-CW*Zh33*Zn13i*Zn32r*sb+CW*Zh31*Zn12r*Zn33r
> B01488   |B01487-CW*Zh33*Zn12i*Zn33r*sb-CW*Zh31*Zn12i*Zn33i-CW*Zh33*Zn12r*Zn33i*sb-SW*Zh31*Zn11r*Zn33r+SW*Zh33*Zn11r*Zn33i*sb
> B01489   |B01488+SW*Zh33*Zn11i*Zn33r*sb+SW*Zh31*Zn11i*Zn33i-SW*Zh31*Zn13r*Zn31r+SW*Zh33*Zn13i*Zn31r*sb+SW*Zh33*Zn13r*Zn31i*sb
> B01490   |B01489+SW*Zh31*Zn13i*Zn31i-CW*Zh32*Zn14r*Zn32r+CW*Zh33*Zn14r*Zn32i*cb+CW*Zh32*Zn14i*Zn32i+CW*Zh33*Zn14i*Zn32r*cb
> B01491   |B01490-CW*Zh32*Zn12r*Zn34r+CW*Zh33*Zn12i*Zn34r*cb+CW*Zh32*Zn12i*Zn34i+CW*Zh33*Zn12r*Zn34i*cb+SW*Zh32*Zn11r*Zn34r
> B01492   |B01491-SW*Zh33*Zn11r*Zn34i*cb-SW*Zh33*Zn11i*Zn34r*cb-SW*Zh32*Zn11i*Zn34i+SW*Zh32*Zn14r*Zn31r-SW*Zh33*Zn14i*Zn31r*cb
> B01493   |B01492-SW*Zh33*Zn14r*Zn31i*cb-SW*Zh32*Zn14i*Zn31i
> B01494   |CW*Zh31*Zn13r*Zn32i+CW*Zh33*Zn13r*Zn32r*sb+CW*Zh31*Zn13i*Zn32r-CW*Zh33*Zn13i*Zn32i*sb+CW*Zh31*Zn12i*Zn33r
> B01495   |B01494+CW*Zh33*Zn12r*Zn33r*sb+CW*Zh31*Zn12r*Zn33i-CW*Zh33*Zn12i*Zn33i*sb-SW*Zh33*Zn11r*Zn33r*sb-SW*Zh31*Zn11r*Zn33i
> B01496   |B01495-SW*Zh31*Zn11i*Zn33r+SW*Zh33*Zn11i*Zn33i*sb-SW*Zh33*Zn13r*Zn31r*sb-SW*Zh31*Zn13i*Zn31r-SW*Zh31*Zn13r*Zn31i
> B01497   |B01496+SW*Zh33*Zn13i*Zn31i*sb-CW*Zh32*Zn14r*Zn32i-CW*Zh33*Zn14r*Zn32r*cb-CW*Zh32*Zn14i*Zn32r+CW*Zh33*Zn14i*Zn32i*cb
> B01498   |B01497-CW*Zh32*Zn12i*Zn34r-CW*Zh33*Zn12r*Zn34r*cb-CW*Zh32*Zn12r*Zn34i+CW*Zh33*Zn12i*Zn34i*cb+SW*Zh33*Zn11r*Zn34r*cb
> B01499   |B01498+SW*Zh32*Zn11r*Zn34i+SW*Zh32*Zn11i*Zn34r-SW*Zh33*Zn11i*Zn34i*cb+SW*Zh33*Zn14r*Zn31r*cb+SW*Zh32*Zn14i*Zn31r
> B01500   |B01499+SW*Zh32*Zn14r*Zn31i-SW*Zh33*Zn14i*Zn31i*cb
> B01501   |Zn13r*Zn43i-Zn13i*Zn43r-Zn14r*Zn44i+Zn14i*Zn44r
> B01502   |Zn13r*Zn43r+Zn13i*Zn43i-Zn14r*Zn44r-Zn14i*Zn44i
> B01503   |CW*Zn13r*Zn42i*cb+CW*Zn13i*Zn42r*cb+CW*Zn12i*Zn43r*cb+CW*Zn12r*Zn43i*cb-SW*Zn11r*Zn43i*cb
> B01504   |B01503-SW*Zn11i*Zn43r*cb-SW*Zn13i*Zn41r*cb-SW*Zn13r*Zn41i*cb+CW*Zn14r*Zn42i*sb+CW*Zn14i*Zn42r*sb
> B01505   |B01504+CW*Zn12i*Zn44r*sb+CW*Zn12r*Zn44i*sb-SW*Zn11r*Zn44i*sb-SW*Zn11i*Zn44r*sb-SW*Zn14i*Zn41r*sb
> B01506   |B01505-SW*Zn14r*Zn41i*sb
> B01507   |-CW*Zn13r*Zn42r*cb+CW*Zn13i*Zn42i*cb-CW*Zn12r*Zn43r*cb+CW*Zn12i*Zn43i*cb+SW*Zn11r*Zn43r*cb
> B01508   |B01507-SW*Zn11i*Zn43i*cb+SW*Zn13r*Zn41r*cb-SW*Zn13i*Zn41i*cb-CW*Zn14r*Zn42r*sb+CW*Zn14i*Zn42i*sb
> B01509   |B01508-CW*Zn12r*Zn44r*sb+CW*Zn12i*Zn44i*sb+SW*Zn11r*Zn44r*sb-SW*Zn11i*Zn44i*sb+SW*Zn14r*Zn41r*sb
> B01510   |B01509-SW*Zn14i*Zn41i*sb
> B01511   |CW*Zh11*Zn13r*Zn42r-CW*Zh13*Zn13r*Zn42i*sb-CW*Zh11*Zn13i*Zn42i-CW*Zh13*Zn13i*Zn42r*sb+CW*Zh11*Zn12r*Zn43r
> B01512   |B01511-CW*Zh13*Zn12i*Zn43r*sb-CW*Zh11*Zn12i*Zn43i-CW*Zh13*Zn12r*Zn43i*sb-SW*Zh11*Zn11r*Zn43r+SW*Zh13*Zn11r*Zn43i*sb
> B01513   |B01512+SW*Zh13*Zn11i*Zn43r*sb+SW*Zh11*Zn11i*Zn43i-SW*Zh11*Zn13r*Zn41r+SW*Zh13*Zn13i*Zn41r*sb+SW*Zh13*Zn13r*Zn41i*sb
> B01514   |B01513+SW*Zh11*Zn13i*Zn41i-CW*Zh12*Zn14r*Zn42r+CW*Zh13*Zn14r*Zn42i*cb+CW*Zh12*Zn14i*Zn42i+CW*Zh13*Zn14i*Zn42r*cb
> B01515   |B01514-CW*Zh12*Zn12r*Zn44r+CW*Zh13*Zn12i*Zn44r*cb+CW*Zh12*Zn12i*Zn44i+CW*Zh13*Zn12r*Zn44i*cb+SW*Zh12*Zn11r*Zn44r
> B01516   |B01515-SW*Zh13*Zn11r*Zn44i*cb-SW*Zh13*Zn11i*Zn44r*cb-SW*Zh12*Zn11i*Zn44i+SW*Zh12*Zn14r*Zn41r-SW*Zh13*Zn14i*Zn41r*cb
> B01517   |B01516-SW*Zh13*Zn14r*Zn41i*cb-SW*Zh12*Zn14i*Zn41i
> B01518   |CW*Zh11*Zn13r*Zn42i+CW*Zh13*Zn13r*Zn42r*sb+CW*Zh11*Zn13i*Zn42r-CW*Zh13*Zn13i*Zn42i*sb+CW*Zh11*Zn12i*Zn43r
> B01519   |B01518+CW*Zh13*Zn12r*Zn43r*sb+CW*Zh11*Zn12r*Zn43i-CW*Zh13*Zn12i*Zn43i*sb-SW*Zh13*Zn11r*Zn43r*sb-SW*Zh11*Zn11r*Zn43i
> B01520   |B01519-SW*Zh11*Zn11i*Zn43r+SW*Zh13*Zn11i*Zn43i*sb-SW*Zh13*Zn13r*Zn41r*sb-SW*Zh11*Zn13i*Zn41r-SW*Zh11*Zn13r*Zn41i
> B01521   |B01520+SW*Zh13*Zn13i*Zn41i*sb-CW*Zh12*Zn14r*Zn42i-CW*Zh13*Zn14r*Zn42r*cb-CW*Zh12*Zn14i*Zn42r+CW*Zh13*Zn14i*Zn42i*cb
> B01522   |B01521-CW*Zh12*Zn12i*Zn44r-CW*Zh13*Zn12r*Zn44r*cb-CW*Zh12*Zn12r*Zn44i+CW*Zh13*Zn12i*Zn44i*cb+SW*Zh13*Zn11r*Zn44r*cb
> B01523   |B01522+SW*Zh12*Zn11r*Zn44i+SW*Zh12*Zn11i*Zn44r-SW*Zh13*Zn11i*Zn44i*cb+SW*Zh13*Zn14r*Zn41r*cb+SW*Zh12*Zn14i*Zn41r
> B01524   |B01523+SW*Zh12*Zn14r*Zn41i-SW*Zh13*Zn14i*Zn41i*cb
> B01525   |CW*Zh21*Zn13r*Zn42r-CW*Zh23*Zn13r*Zn42i*sb-CW*Zh21*Zn13i*Zn42i-CW*Zh23*Zn13i*Zn42r*sb+CW*Zh21*Zn12r*Zn43r
> B01526   |B01525-CW*Zh23*Zn12i*Zn43r*sb-CW*Zh21*Zn12i*Zn43i-CW*Zh23*Zn12r*Zn43i*sb-SW*Zh21*Zn11r*Zn43r+SW*Zh23*Zn11r*Zn43i*sb
> B01527   |B01526+SW*Zh23*Zn11i*Zn43r*sb+SW*Zh21*Zn11i*Zn43i-SW*Zh21*Zn13r*Zn41r+SW*Zh23*Zn13i*Zn41r*sb+SW*Zh23*Zn13r*Zn41i*sb
> B01528   |B01527+SW*Zh21*Zn13i*Zn41i-CW*Zh22*Zn14r*Zn42r+CW*Zh23*Zn14r*Zn42i*cb+CW*Zh22*Zn14i*Zn42i+CW*Zh23*Zn14i*Zn42r*cb
> B01529   |B01528-CW*Zh22*Zn12r*Zn44r+CW*Zh23*Zn12i*Zn44r*cb+CW*Zh22*Zn12i*Zn44i+CW*Zh23*Zn12r*Zn44i*cb+SW*Zh22*Zn11r*Zn44r
> B01530   |B01529-SW*Zh23*Zn11r*Zn44i*cb-SW*Zh23*Zn11i*Zn44r*cb-SW*Zh22*Zn11i*Zn44i+SW*Zh22*Zn14r*Zn41r-SW*Zh23*Zn14i*Zn41r*cb
> B01531   |B01530-SW*Zh23*Zn14r*Zn41i*cb-SW*Zh22*Zn14i*Zn41i
> B01532   |CW*Zh21*Zn13r*Zn42i+CW*Zh23*Zn13r*Zn42r*sb+CW*Zh21*Zn13i*Zn42r-CW*Zh23*Zn13i*Zn42i*sb+CW*Zh21*Zn12i*Zn43r
> B01533   |B01532+CW*Zh23*Zn12r*Zn43r*sb+CW*Zh21*Zn12r*Zn43i-CW*Zh23*Zn12i*Zn43i*sb-SW*Zh23*Zn11r*Zn43r*sb-SW*Zh21*Zn11r*Zn43i
> B01534   |B01533-SW*Zh21*Zn11i*Zn43r+SW*Zh23*Zn11i*Zn43i*sb-SW*Zh23*Zn13r*Zn41r*sb-SW*Zh21*Zn13i*Zn41r-SW*Zh21*Zn13r*Zn41i
> B01535   |B01534+SW*Zh23*Zn13i*Zn41i*sb-CW*Zh22*Zn14r*Zn42i-CW*Zh23*Zn14r*Zn42r*cb-CW*Zh22*Zn14i*Zn42r+CW*Zh23*Zn14i*Zn42i*cb
> B01536   |B01535-CW*Zh22*Zn12i*Zn44r-CW*Zh23*Zn12r*Zn44r*cb-CW*Zh22*Zn12r*Zn44i+CW*Zh23*Zn12i*Zn44i*cb+SW*Zh23*Zn11r*Zn44r*cb
> B01537   |B01536+SW*Zh22*Zn11r*Zn44i+SW*Zh22*Zn11i*Zn44r-SW*Zh23*Zn11i*Zn44i*cb+SW*Zh23*Zn14r*Zn41r*cb+SW*Zh22*Zn14i*Zn41r
> B01538   |B01537+SW*Zh22*Zn14r*Zn41i-SW*Zh23*Zn14i*Zn41i*cb
> B01539   |CW*Zh31*Zn13r*Zn42r-CW*Zh33*Zn13r*Zn42i*sb-CW*Zh31*Zn13i*Zn42i-CW*Zh33*Zn13i*Zn42r*sb+CW*Zh31*Zn12r*Zn43r
> B01540   |B01539-CW*Zh33*Zn12i*Zn43r*sb-CW*Zh31*Zn12i*Zn43i-CW*Zh33*Zn12r*Zn43i*sb-SW*Zh31*Zn11r*Zn43r+SW*Zh33*Zn11r*Zn43i*sb
> B01541   |B01540+SW*Zh33*Zn11i*Zn43r*sb+SW*Zh31*Zn11i*Zn43i-SW*Zh31*Zn13r*Zn41r+SW*Zh33*Zn13i*Zn41r*sb+SW*Zh33*Zn13r*Zn41i*sb
> B01542   |B01541+SW*Zh31*Zn13i*Zn41i-CW*Zh32*Zn14r*Zn42r+CW*Zh33*Zn14r*Zn42i*cb+CW*Zh32*Zn14i*Zn42i+CW*Zh33*Zn14i*Zn42r*cb
> B01543   |B01542-CW*Zh32*Zn12r*Zn44r+CW*Zh33*Zn12i*Zn44r*cb+CW*Zh32*Zn12i*Zn44i+CW*Zh33*Zn12r*Zn44i*cb+SW*Zh32*Zn11r*Zn44r
> B01544   |B01543-SW*Zh33*Zn11r*Zn44i*cb-SW*Zh33*Zn11i*Zn44r*cb-SW*Zh32*Zn11i*Zn44i+SW*Zh32*Zn14r*Zn41r-SW*Zh33*Zn14i*Zn41r*cb
> B01545   |B01544-SW*Zh33*Zn14r*Zn41i*cb-SW*Zh32*Zn14i*Zn41i
> B01546   |CW*Zh31*Zn13r*Zn42i+CW*Zh33*Zn13r*Zn42r*sb+CW*Zh31*Zn13i*Zn42r-CW*Zh33*Zn13i*Zn42i*sb+CW*Zh31*Zn12i*Zn43r
> B01547   |B01546+CW*Zh33*Zn12r*Zn43r*sb+CW*Zh31*Zn12r*Zn43i-CW*Zh33*Zn12i*Zn43i*sb-SW*Zh33*Zn11r*Zn43r*sb-SW*Zh31*Zn11r*Zn43i
> B01548   |B01547-SW*Zh31*Zn11i*Zn43r+SW*Zh33*Zn11i*Zn43i*sb-SW*Zh33*Zn13r*Zn41r*sb-SW*Zh31*Zn13i*Zn41r-SW*Zh31*Zn13r*Zn41i
> B01549   |B01548+SW*Zh33*Zn13i*Zn41i*sb-CW*Zh32*Zn14r*Zn42i-CW*Zh33*Zn14r*Zn42r*cb-CW*Zh32*Zn14i*Zn42r+CW*Zh33*Zn14i*Zn42i*cb
> B01550   |B01549-CW*Zh32*Zn12i*Zn44r-CW*Zh33*Zn12r*Zn44r*cb-CW*Zh32*Zn12r*Zn44i+CW*Zh33*Zn12i*Zn44i*cb+SW*Zh33*Zn11r*Zn44r*cb
> B01551   |B01550+SW*Zh32*Zn11r*Zn44i+SW*Zh32*Zn11i*Zn44r-SW*Zh33*Zn11i*Zn44i*cb+SW*Zh33*Zn14r*Zn41r*cb+SW*Zh32*Zn14i*Zn41r
> B01552   |B01551+SW*Zh32*Zn14r*Zn41i-SW*Zh33*Zn14i*Zn41i*cb
> B01553   |Zn23r^2+Zn23i^2-Zn24r^2-Zn24i^2
> B01554   |CW*Zn22i*Zn23r*cb+CW*Zn22r*Zn23i*cb-SW*Zn21r*Zn23i*cb-SW*Zn21i*Zn23r*cb+CW*Zn22i*Zn24r*sb
> B01555   |B01554+CW*Zn22r*Zn24i*sb-SW*Zn21r*Zn24i*sb-SW*Zn21i*Zn24r*sb
> B01556   |-CW*Zn22r*Zn23r*cb+CW*Zn22i*Zn23i*cb+SW*Zn21r*Zn23r*cb-SW*Zn21i*Zn23i*cb-CW*Zn22r*Zn24r*sb
> B01557   |B01556+CW*Zn22i*Zn24i*sb+SW*Zn21r*Zn24r*sb-SW*Zn21i*Zn24i*sb
> B01558   |CW*Zh11*Zn22r*Zn23r-CW*Zh13*Zn22i*Zn23r*sb-CW*Zh11*Zn22i*Zn23i-CW*Zh13*Zn22r*Zn23i*sb-SW*Zh11*Zn21r*Zn23r
> B01559   |B01558+SW*Zh13*Zn21r*Zn23i*sb+SW*Zh13*Zn21i*Zn23r*sb+SW*Zh11*Zn21i*Zn23i-CW*Zh12*Zn22r*Zn24r+CW*Zh13*Zn22i*Zn24r*cb
> B01560   |B01559+CW*Zh12*Zn22i*Zn24i+CW*Zh13*Zn22r*Zn24i*cb+SW*Zh12*Zn21r*Zn24r-SW*Zh13*Zn21r*Zn24i*cb-SW*Zh13*Zn21i*Zn24r*cb
> B01561   |B01560-SW*Zh12*Zn21i*Zn24i
> B01562   |CW*Zh11*Zn22i*Zn23r+CW*Zh13*Zn22r*Zn23r*sb+CW*Zh11*Zn22r*Zn23i-CW*Zh13*Zn22i*Zn23i*sb-SW*Zh13*Zn21r*Zn23r*sb
> B01563   |B01562-SW*Zh11*Zn21r*Zn23i-SW*Zh11*Zn21i*Zn23r+SW*Zh13*Zn21i*Zn23i*sb-CW*Zh12*Zn22i*Zn24r-CW*Zh13*Zn22r*Zn24r*cb
> B01564   |B01563-CW*Zh12*Zn22r*Zn24i+CW*Zh13*Zn22i*Zn24i*cb+SW*Zh13*Zn21r*Zn24r*cb+SW*Zh12*Zn21r*Zn24i+SW*Zh12*Zn21i*Zn24r
> B01565   |B01564-SW*Zh13*Zn21i*Zn24i*cb
> B01566   |CW*Zh21*Zn22r*Zn23r-CW*Zh23*Zn22i*Zn23r*sb-CW*Zh21*Zn22i*Zn23i-CW*Zh23*Zn22r*Zn23i*sb-SW*Zh21*Zn21r*Zn23r
> B01567   |B01566+SW*Zh23*Zn21r*Zn23i*sb+SW*Zh23*Zn21i*Zn23r*sb+SW*Zh21*Zn21i*Zn23i-CW*Zh22*Zn22r*Zn24r+CW*Zh23*Zn22i*Zn24r*cb
> B01568   |B01567+CW*Zh22*Zn22i*Zn24i+CW*Zh23*Zn22r*Zn24i*cb+SW*Zh22*Zn21r*Zn24r-SW*Zh23*Zn21r*Zn24i*cb-SW*Zh23*Zn21i*Zn24r*cb
> B01569   |B01568-SW*Zh22*Zn21i*Zn24i
> B01570   |CW*Zh21*Zn22i*Zn23r+CW*Zh23*Zn22r*Zn23r*sb+CW*Zh21*Zn22r*Zn23i-CW*Zh23*Zn22i*Zn23i*sb-SW*Zh23*Zn21r*Zn23r*sb
> B01571   |B01570-SW*Zh21*Zn21r*Zn23i-SW*Zh21*Zn21i*Zn23r+SW*Zh23*Zn21i*Zn23i*sb-CW*Zh22*Zn22i*Zn24r-CW*Zh23*Zn22r*Zn24r*cb
> B01572   |B01571-CW*Zh22*Zn22r*Zn24i+CW*Zh23*Zn22i*Zn24i*cb+SW*Zh23*Zn21r*Zn24r*cb+SW*Zh22*Zn21r*Zn24i+SW*Zh22*Zn21i*Zn24r
> B01573   |B01572-SW*Zh23*Zn21i*Zn24i*cb
> B01574   |CW*Zh31*Zn22r*Zn23r-CW*Zh33*Zn22i*Zn23r*sb-CW*Zh31*Zn22i*Zn23i-CW*Zh33*Zn22r*Zn23i*sb-SW*Zh31*Zn21r*Zn23r
> B01575   |B01574+SW*Zh33*Zn21r*Zn23i*sb+SW*Zh33*Zn21i*Zn23r*sb+SW*Zh31*Zn21i*Zn23i-CW*Zh32*Zn22r*Zn24r+CW*Zh33*Zn22i*Zn24r*cb
> B01576   |B01575+CW*Zh32*Zn22i*Zn24i+CW*Zh33*Zn22r*Zn24i*cb+SW*Zh32*Zn21r*Zn24r-SW*Zh33*Zn21r*Zn24i*cb-SW*Zh33*Zn21i*Zn24r*cb
> B01577   |B01576-SW*Zh32*Zn21i*Zn24i
> B01578   |CW*Zh31*Zn22i*Zn23r+CW*Zh33*Zn22r*Zn23r*sb+CW*Zh31*Zn22r*Zn23i-CW*Zh33*Zn22i*Zn23i*sb-SW*Zh33*Zn21r*Zn23r*sb
> B01579   |B01578-SW*Zh31*Zn21r*Zn23i-SW*Zh31*Zn21i*Zn23r+SW*Zh33*Zn21i*Zn23i*sb-CW*Zh32*Zn22i*Zn24r-CW*Zh33*Zn22r*Zn24r*cb
> B01580   |B01579-CW*Zh32*Zn22r*Zn24i+CW*Zh33*Zn22i*Zn24i*cb+SW*Zh33*Zn21r*Zn24r*cb+SW*Zh32*Zn21r*Zn24i+SW*Zh32*Zn21i*Zn24r
> B01581   |B01580-SW*Zh33*Zn21i*Zn24i*cb
> B01582   |Zn23r*Zn33i-Zn23i*Zn33r-Zn24r*Zn34i+Zn24i*Zn34r
> B01583   |Zn23r*Zn33r+Zn23i*Zn33i-Zn24r*Zn34r-Zn24i*Zn34i
> B01584   |CW*Zn23r*Zn32i*cb+CW*Zn23i*Zn32r*cb+CW*Zn22i*Zn33r*cb+CW*Zn22r*Zn33i*cb-SW*Zn21r*Zn33i*cb
> B01585   |B01584-SW*Zn21i*Zn33r*cb-SW*Zn23i*Zn31r*cb-SW*Zn23r*Zn31i*cb+CW*Zn24r*Zn32i*sb+CW*Zn24i*Zn32r*sb
> B01586   |B01585+CW*Zn22i*Zn34r*sb+CW*Zn22r*Zn34i*sb-SW*Zn21r*Zn34i*sb-SW*Zn21i*Zn34r*sb-SW*Zn24i*Zn31r*sb
> B01587   |B01586-SW*Zn24r*Zn31i*sb
> B01588   |-CW*Zn23r*Zn32r*cb+CW*Zn23i*Zn32i*cb-CW*Zn22r*Zn33r*cb+CW*Zn22i*Zn33i*cb+SW*Zn21r*Zn33r*cb
> B01589   |B01588-SW*Zn21i*Zn33i*cb+SW*Zn23r*Zn31r*cb-SW*Zn23i*Zn31i*cb-CW*Zn24r*Zn32r*sb+CW*Zn24i*Zn32i*sb
> B01590   |B01589-CW*Zn22r*Zn34r*sb+CW*Zn22i*Zn34i*sb+SW*Zn21r*Zn34r*sb-SW*Zn21i*Zn34i*sb+SW*Zn24r*Zn31r*sb
> B01591   |B01590-SW*Zn24i*Zn31i*sb
> B01592   |CW*Zh11*Zn23r*Zn32r-CW*Zh13*Zn23r*Zn32i*sb-CW*Zh11*Zn23i*Zn32i-CW*Zh13*Zn23i*Zn32r*sb+CW*Zh11*Zn22r*Zn33r
> B01593   |B01592-CW*Zh13*Zn22i*Zn33r*sb-CW*Zh11*Zn22i*Zn33i-CW*Zh13*Zn22r*Zn33i*sb-SW*Zh11*Zn21r*Zn33r+SW*Zh13*Zn21r*Zn33i*sb
> B01594   |B01593+SW*Zh13*Zn21i*Zn33r*sb+SW*Zh11*Zn21i*Zn33i-SW*Zh11*Zn23r*Zn31r+SW*Zh13*Zn23i*Zn31r*sb+SW*Zh13*Zn23r*Zn31i*sb
> B01595   |B01594+SW*Zh11*Zn23i*Zn31i-CW*Zh12*Zn24r*Zn32r+CW*Zh13*Zn24r*Zn32i*cb+CW*Zh12*Zn24i*Zn32i+CW*Zh13*Zn24i*Zn32r*cb
> B01596   |B01595-CW*Zh12*Zn22r*Zn34r+CW*Zh13*Zn22i*Zn34r*cb+CW*Zh12*Zn22i*Zn34i+CW*Zh13*Zn22r*Zn34i*cb+SW*Zh12*Zn21r*Zn34r
> B01597   |B01596-SW*Zh13*Zn21r*Zn34i*cb-SW*Zh13*Zn21i*Zn34r*cb-SW*Zh12*Zn21i*Zn34i+SW*Zh12*Zn24r*Zn31r-SW*Zh13*Zn24i*Zn31r*cb
> B01598   |B01597-SW*Zh13*Zn24r*Zn31i*cb-SW*Zh12*Zn24i*Zn31i
> B01599   |CW*Zh11*Zn23r*Zn32i+CW*Zh13*Zn23r*Zn32r*sb+CW*Zh11*Zn23i*Zn32r-CW*Zh13*Zn23i*Zn32i*sb+CW*Zh11*Zn22i*Zn33r
> B01600   |B01599+CW*Zh13*Zn22r*Zn33r*sb+CW*Zh11*Zn22r*Zn33i-CW*Zh13*Zn22i*Zn33i*sb-SW*Zh13*Zn21r*Zn33r*sb-SW*Zh11*Zn21r*Zn33i
> B01601   |B01600-SW*Zh11*Zn21i*Zn33r+SW*Zh13*Zn21i*Zn33i*sb-SW*Zh13*Zn23r*Zn31r*sb-SW*Zh11*Zn23i*Zn31r-SW*Zh11*Zn23r*Zn31i
> B01602   |B01601+SW*Zh13*Zn23i*Zn31i*sb-CW*Zh12*Zn24r*Zn32i-CW*Zh13*Zn24r*Zn32r*cb-CW*Zh12*Zn24i*Zn32r+CW*Zh13*Zn24i*Zn32i*cb
> B01603   |B01602-CW*Zh12*Zn22i*Zn34r-CW*Zh13*Zn22r*Zn34r*cb-CW*Zh12*Zn22r*Zn34i+CW*Zh13*Zn22i*Zn34i*cb+SW*Zh13*Zn21r*Zn34r*cb
> B01604   |B01603+SW*Zh12*Zn21r*Zn34i+SW*Zh12*Zn21i*Zn34r-SW*Zh13*Zn21i*Zn34i*cb+SW*Zh13*Zn24r*Zn31r*cb+SW*Zh12*Zn24i*Zn31r
> B01605   |B01604+SW*Zh12*Zn24r*Zn31i-SW*Zh13*Zn24i*Zn31i*cb
> B01606   |CW*Zh21*Zn23r*Zn32r-CW*Zh23*Zn23r*Zn32i*sb-CW*Zh21*Zn23i*Zn32i-CW*Zh23*Zn23i*Zn32r*sb+CW*Zh21*Zn22r*Zn33r
> B01607   |B01606-CW*Zh23*Zn22i*Zn33r*sb-CW*Zh21*Zn22i*Zn33i-CW*Zh23*Zn22r*Zn33i*sb-SW*Zh21*Zn21r*Zn33r+SW*Zh23*Zn21r*Zn33i*sb
> B01608   |B01607+SW*Zh23*Zn21i*Zn33r*sb+SW*Zh21*Zn21i*Zn33i-SW*Zh21*Zn23r*Zn31r+SW*Zh23*Zn23i*Zn31r*sb+SW*Zh23*Zn23r*Zn31i*sb
> B01609   |B01608+SW*Zh21*Zn23i*Zn31i-CW*Zh22*Zn24r*Zn32r+CW*Zh23*Zn24r*Zn32i*cb+CW*Zh22*Zn24i*Zn32i+CW*Zh23*Zn24i*Zn32r*cb
> B01610   |B01609-CW*Zh22*Zn22r*Zn34r+CW*Zh23*Zn22i*Zn34r*cb+CW*Zh22*Zn22i*Zn34i+CW*Zh23*Zn22r*Zn34i*cb+SW*Zh22*Zn21r*Zn34r
> B01611   |B01610-SW*Zh23*Zn21r*Zn34i*cb-SW*Zh23*Zn21i*Zn34r*cb-SW*Zh22*Zn21i*Zn34i+SW*Zh22*Zn24r*Zn31r-SW*Zh23*Zn24i*Zn31r*cb
> B01612   |B01611-SW*Zh23*Zn24r*Zn31i*cb-SW*Zh22*Zn24i*Zn31i
> B01613   |CW*Zh21*Zn23r*Zn32i+CW*Zh23*Zn23r*Zn32r*sb+CW*Zh21*Zn23i*Zn32r-CW*Zh23*Zn23i*Zn32i*sb+CW*Zh21*Zn22i*Zn33r
> B01614   |B01613+CW*Zh23*Zn22r*Zn33r*sb+CW*Zh21*Zn22r*Zn33i-CW*Zh23*Zn22i*Zn33i*sb-SW*Zh23*Zn21r*Zn33r*sb-SW*Zh21*Zn21r*Zn33i
> B01615   |B01614-SW*Zh21*Zn21i*Zn33r+SW*Zh23*Zn21i*Zn33i*sb-SW*Zh23*Zn23r*Zn31r*sb-SW*Zh21*Zn23i*Zn31r-SW*Zh21*Zn23r*Zn31i
> B01616   |B01615+SW*Zh23*Zn23i*Zn31i*sb-CW*Zh22*Zn24r*Zn32i-CW*Zh23*Zn24r*Zn32r*cb-CW*Zh22*Zn24i*Zn32r+CW*Zh23*Zn24i*Zn32i*cb
> B01617   |B01616-CW*Zh22*Zn22i*Zn34r-CW*Zh23*Zn22r*Zn34r*cb-CW*Zh22*Zn22r*Zn34i+CW*Zh23*Zn22i*Zn34i*cb+SW*Zh23*Zn21r*Zn34r*cb
> B01618   |B01617+SW*Zh22*Zn21r*Zn34i+SW*Zh22*Zn21i*Zn34r-SW*Zh23*Zn21i*Zn34i*cb+SW*Zh23*Zn24r*Zn31r*cb+SW*Zh22*Zn24i*Zn31r
> B01619   |B01618+SW*Zh22*Zn24r*Zn31i-SW*Zh23*Zn24i*Zn31i*cb
> B01620   |CW*Zh31*Zn23r*Zn32r-CW*Zh33*Zn23r*Zn32i*sb-CW*Zh31*Zn23i*Zn32i-CW*Zh33*Zn23i*Zn32r*sb+CW*Zh31*Zn22r*Zn33r
> B01621   |B01620-CW*Zh33*Zn22i*Zn33r*sb-CW*Zh31*Zn22i*Zn33i-CW*Zh33*Zn22r*Zn33i*sb-SW*Zh31*Zn21r*Zn33r+SW*Zh33*Zn21r*Zn33i*sb
> B01622   |B01621+SW*Zh33*Zn21i*Zn33r*sb+SW*Zh31*Zn21i*Zn33i-SW*Zh31*Zn23r*Zn31r+SW*Zh33*Zn23i*Zn31r*sb+SW*Zh33*Zn23r*Zn31i*sb
> B01623   |B01622+SW*Zh31*Zn23i*Zn31i-CW*Zh32*Zn24r*Zn32r+CW*Zh33*Zn24r*Zn32i*cb+CW*Zh32*Zn24i*Zn32i+CW*Zh33*Zn24i*Zn32r*cb
> B01624   |B01623-CW*Zh32*Zn22r*Zn34r+CW*Zh33*Zn22i*Zn34r*cb+CW*Zh32*Zn22i*Zn34i+CW*Zh33*Zn22r*Zn34i*cb+SW*Zh32*Zn21r*Zn34r
> B01625   |B01624-SW*Zh33*Zn21r*Zn34i*cb-SW*Zh33*Zn21i*Zn34r*cb-SW*Zh32*Zn21i*Zn34i+SW*Zh32*Zn24r*Zn31r-SW*Zh33*Zn24i*Zn31r*cb
> B01626   |B01625-SW*Zh33*Zn24r*Zn31i*cb-SW*Zh32*Zn24i*Zn31i
> B01627   |CW*Zh31*Zn23r*Zn32i+CW*Zh33*Zn23r*Zn32r*sb+CW*Zh31*Zn23i*Zn32r-CW*Zh33*Zn23i*Zn32i*sb+CW*Zh31*Zn22i*Zn33r
> B01628   |B01627+CW*Zh33*Zn22r*Zn33r*sb+CW*Zh31*Zn22r*Zn33i-CW*Zh33*Zn22i*Zn33i*sb-SW*Zh33*Zn21r*Zn33r*sb-SW*Zh31*Zn21r*Zn33i
> B01629   |B01628-SW*Zh31*Zn21i*Zn33r+SW*Zh33*Zn21i*Zn33i*sb-SW*Zh33*Zn23r*Zn31r*sb-SW*Zh31*Zn23i*Zn31r-SW*Zh31*Zn23r*Zn31i
> B01630   |B01629+SW*Zh33*Zn23i*Zn31i*sb-CW*Zh32*Zn24r*Zn32i-CW*Zh33*Zn24r*Zn32r*cb-CW*Zh32*Zn24i*Zn32r+CW*Zh33*Zn24i*Zn32i*cb
> B01631   |B01630-CW*Zh32*Zn22i*Zn34r-CW*Zh33*Zn22r*Zn34r*cb-CW*Zh32*Zn22r*Zn34i+CW*Zh33*Zn22i*Zn34i*cb+SW*Zh33*Zn21r*Zn34r*cb
> B01632   |B01631+SW*Zh32*Zn21r*Zn34i+SW*Zh32*Zn21i*Zn34r-SW*Zh33*Zn21i*Zn34i*cb+SW*Zh33*Zn24r*Zn31r*cb+SW*Zh32*Zn24i*Zn31r
> B01633   |B01632+SW*Zh32*Zn24r*Zn31i-SW*Zh33*Zn24i*Zn31i*cb
> B01634   |Zn23r*Zn43i-Zn23i*Zn43r-Zn24r*Zn44i+Zn24i*Zn44r
> B01635   |Zn23r*Zn43r+Zn23i*Zn43i-Zn24r*Zn44r-Zn24i*Zn44i
> B01636   |CW*Zn23r*Zn42i*cb+CW*Zn23i*Zn42r*cb+CW*Zn22i*Zn43r*cb+CW*Zn22r*Zn43i*cb-SW*Zn21r*Zn43i*cb
> B01637   |B01636-SW*Zn21i*Zn43r*cb-SW*Zn23i*Zn41r*cb-SW*Zn23r*Zn41i*cb+CW*Zn24r*Zn42i*sb+CW*Zn24i*Zn42r*sb
> B01638   |B01637+CW*Zn22i*Zn44r*sb+CW*Zn22r*Zn44i*sb-SW*Zn21r*Zn44i*sb-SW*Zn21i*Zn44r*sb-SW*Zn24i*Zn41r*sb
> B01639   |B01638-SW*Zn24r*Zn41i*sb
> B01640   |-CW*Zn23r*Zn42r*cb+CW*Zn23i*Zn42i*cb-CW*Zn22r*Zn43r*cb+CW*Zn22i*Zn43i*cb+SW*Zn21r*Zn43r*cb
> B01641   |B01640-SW*Zn21i*Zn43i*cb+SW*Zn23r*Zn41r*cb-SW*Zn23i*Zn41i*cb-CW*Zn24r*Zn42r*sb+CW*Zn24i*Zn42i*sb
> B01642   |B01641-CW*Zn22r*Zn44r*sb+CW*Zn22i*Zn44i*sb+SW*Zn21r*Zn44r*sb-SW*Zn21i*Zn44i*sb+SW*Zn24r*Zn41r*sb
> B01643   |B01642-SW*Zn24i*Zn41i*sb
> B01644   |CW*Zh11*Zn23r*Zn42r-CW*Zh13*Zn23r*Zn42i*sb-CW*Zh11*Zn23i*Zn42i-CW*Zh13*Zn23i*Zn42r*sb+CW*Zh11*Zn22r*Zn43r
> B01645   |B01644-CW*Zh13*Zn22i*Zn43r*sb-CW*Zh11*Zn22i*Zn43i-CW*Zh13*Zn22r*Zn43i*sb-SW*Zh11*Zn21r*Zn43r+SW*Zh13*Zn21r*Zn43i*sb
> B01646   |B01645+SW*Zh13*Zn21i*Zn43r*sb+SW*Zh11*Zn21i*Zn43i-SW*Zh11*Zn23r*Zn41r+SW*Zh13*Zn23i*Zn41r*sb+SW*Zh13*Zn23r*Zn41i*sb
> B01647   |B01646+SW*Zh11*Zn23i*Zn41i-CW*Zh12*Zn24r*Zn42r+CW*Zh13*Zn24r*Zn42i*cb+CW*Zh12*Zn24i*Zn42i+CW*Zh13*Zn24i*Zn42r*cb
> B01648   |B01647-CW*Zh12*Zn22r*Zn44r+CW*Zh13*Zn22i*Zn44r*cb+CW*Zh12*Zn22i*Zn44i+CW*Zh13*Zn22r*Zn44i*cb+SW*Zh12*Zn21r*Zn44r
> B01649   |B01648-SW*Zh13*Zn21r*Zn44i*cb-SW*Zh13*Zn21i*Zn44r*cb-SW*Zh12*Zn21i*Zn44i+SW*Zh12*Zn24r*Zn41r-SW*Zh13*Zn24i*Zn41r*cb
> B01650   |B01649-SW*Zh13*Zn24r*Zn41i*cb-SW*Zh12*Zn24i*Zn41i
> B01651   |CW*Zh11*Zn23r*Zn42i+CW*Zh13*Zn23r*Zn42r*sb+CW*Zh11*Zn23i*Zn42r-CW*Zh13*Zn23i*Zn42i*sb+CW*Zh11*Zn22i*Zn43r
> B01652   |B01651+CW*Zh13*Zn22r*Zn43r*sb+CW*Zh11*Zn22r*Zn43i-CW*Zh13*Zn22i*Zn43i*sb-SW*Zh13*Zn21r*Zn43r*sb-SW*Zh11*Zn21r*Zn43i
> B01653   |B01652-SW*Zh11*Zn21i*Zn43r+SW*Zh13*Zn21i*Zn43i*sb-SW*Zh13*Zn23r*Zn41r*sb-SW*Zh11*Zn23i*Zn41r-SW*Zh11*Zn23r*Zn41i
> B01654   |B01653+SW*Zh13*Zn23i*Zn41i*sb-CW*Zh12*Zn24r*Zn42i-CW*Zh13*Zn24r*Zn42r*cb-CW*Zh12*Zn24i*Zn42r+CW*Zh13*Zn24i*Zn42i*cb
> B01655   |B01654-CW*Zh12*Zn22i*Zn44r-CW*Zh13*Zn22r*Zn44r*cb-CW*Zh12*Zn22r*Zn44i+CW*Zh13*Zn22i*Zn44i*cb+SW*Zh13*Zn21r*Zn44r*cb
> B01656   |B01655+SW*Zh12*Zn21r*Zn44i+SW*Zh12*Zn21i*Zn44r-SW*Zh13*Zn21i*Zn44i*cb+SW*Zh13*Zn24r*Zn41r*cb+SW*Zh12*Zn24i*Zn41r
> B01657   |B01656+SW*Zh12*Zn24r*Zn41i-SW*Zh13*Zn24i*Zn41i*cb
> B01658   |CW*Zh21*Zn23r*Zn42r-CW*Zh23*Zn23r*Zn42i*sb-CW*Zh21*Zn23i*Zn42i-CW*Zh23*Zn23i*Zn42r*sb+CW*Zh21*Zn22r*Zn43r
> B01659   |B01658-CW*Zh23*Zn22i*Zn43r*sb-CW*Zh21*Zn22i*Zn43i-CW*Zh23*Zn22r*Zn43i*sb-SW*Zh21*Zn21r*Zn43r+SW*Zh23*Zn21r*Zn43i*sb
> B01660   |B01659+SW*Zh23*Zn21i*Zn43r*sb+SW*Zh21*Zn21i*Zn43i-SW*Zh21*Zn23r*Zn41r+SW*Zh23*Zn23i*Zn41r*sb+SW*Zh23*Zn23r*Zn41i*sb
> B01661   |B01660+SW*Zh21*Zn23i*Zn41i-CW*Zh22*Zn24r*Zn42r+CW*Zh23*Zn24r*Zn42i*cb+CW*Zh22*Zn24i*Zn42i+CW*Zh23*Zn24i*Zn42r*cb
> B01662   |B01661-CW*Zh22*Zn22r*Zn44r+CW*Zh23*Zn22i*Zn44r*cb+CW*Zh22*Zn22i*Zn44i+CW*Zh23*Zn22r*Zn44i*cb+SW*Zh22*Zn21r*Zn44r
> B01663   |B01662-SW*Zh23*Zn21r*Zn44i*cb-SW*Zh23*Zn21i*Zn44r*cb-SW*Zh22*Zn21i*Zn44i+SW*Zh22*Zn24r*Zn41r-SW*Zh23*Zn24i*Zn41r*cb
> B01664   |B01663-SW*Zh23*Zn24r*Zn41i*cb-SW*Zh22*Zn24i*Zn41i
> B01665   |CW*Zh21*Zn23r*Zn42i+CW*Zh23*Zn23r*Zn42r*sb+CW*Zh21*Zn23i*Zn42r-CW*Zh23*Zn23i*Zn42i*sb+CW*Zh21*Zn22i*Zn43r
> B01666   |B01665+CW*Zh23*Zn22r*Zn43r*sb+CW*Zh21*Zn22r*Zn43i-CW*Zh23*Zn22i*Zn43i*sb-SW*Zh23*Zn21r*Zn43r*sb-SW*Zh21*Zn21r*Zn43i
> B01667   |B01666-SW*Zh21*Zn21i*Zn43r+SW*Zh23*Zn21i*Zn43i*sb-SW*Zh23*Zn23r*Zn41r*sb-SW*Zh21*Zn23i*Zn41r-SW*Zh21*Zn23r*Zn41i
> B01668   |B01667+SW*Zh23*Zn23i*Zn41i*sb-CW*Zh22*Zn24r*Zn42i-CW*Zh23*Zn24r*Zn42r*cb-CW*Zh22*Zn24i*Zn42r+CW*Zh23*Zn24i*Zn42i*cb
> B01669   |B01668-CW*Zh22*Zn22i*Zn44r-CW*Zh23*Zn22r*Zn44r*cb-CW*Zh22*Zn22r*Zn44i+CW*Zh23*Zn22i*Zn44i*cb+SW*Zh23*Zn21r*Zn44r*cb
> B01670   |B01669+SW*Zh22*Zn21r*Zn44i+SW*Zh22*Zn21i*Zn44r-SW*Zh23*Zn21i*Zn44i*cb+SW*Zh23*Zn24r*Zn41r*cb+SW*Zh22*Zn24i*Zn41r
> B01671   |B01670+SW*Zh22*Zn24r*Zn41i-SW*Zh23*Zn24i*Zn41i*cb
> B01672   |CW*Zh31*Zn23r*Zn42r-CW*Zh33*Zn23r*Zn42i*sb-CW*Zh31*Zn23i*Zn42i-CW*Zh33*Zn23i*Zn42r*sb+CW*Zh31*Zn22r*Zn43r
> B01673   |B01672-CW*Zh33*Zn22i*Zn43r*sb-CW*Zh31*Zn22i*Zn43i-CW*Zh33*Zn22r*Zn43i*sb-SW*Zh31*Zn21r*Zn43r+SW*Zh33*Zn21r*Zn43i*sb
> B01674   |B01673+SW*Zh33*Zn21i*Zn43r*sb+SW*Zh31*Zn21i*Zn43i-SW*Zh31*Zn23r*Zn41r+SW*Zh33*Zn23i*Zn41r*sb+SW*Zh33*Zn23r*Zn41i*sb
> B01675   |B01674+SW*Zh31*Zn23i*Zn41i-CW*Zh32*Zn24r*Zn42r+CW*Zh33*Zn24r*Zn42i*cb+CW*Zh32*Zn24i*Zn42i+CW*Zh33*Zn24i*Zn42r*cb
> B01676   |B01675-CW*Zh32*Zn22r*Zn44r+CW*Zh33*Zn22i*Zn44r*cb+CW*Zh32*Zn22i*Zn44i+CW*Zh33*Zn22r*Zn44i*cb+SW*Zh32*Zn21r*Zn44r
> B01677   |B01676-SW*Zh33*Zn21r*Zn44i*cb-SW*Zh33*Zn21i*Zn44r*cb-SW*Zh32*Zn21i*Zn44i+SW*Zh32*Zn24r*Zn41r-SW*Zh33*Zn24i*Zn41r*cb
> B01678   |B01677-SW*Zh33*Zn24r*Zn41i*cb-SW*Zh32*Zn24i*Zn41i
> B01679   |CW*Zh31*Zn23r*Zn42i+CW*Zh33*Zn23r*Zn42r*sb+CW*Zh31*Zn23i*Zn42r-CW*Zh33*Zn23i*Zn42i*sb+CW*Zh31*Zn22i*Zn43r
> B01680   |B01679+CW*Zh33*Zn22r*Zn43r*sb+CW*Zh31*Zn22r*Zn43i-CW*Zh33*Zn22i*Zn43i*sb-SW*Zh33*Zn21r*Zn43r*sb-SW*Zh31*Zn21r*Zn43i
> B01681   |B01680-SW*Zh31*Zn21i*Zn43r+SW*Zh33*Zn21i*Zn43i*sb-SW*Zh33*Zn23r*Zn41r*sb-SW*Zh31*Zn23i*Zn41r-SW*Zh31*Zn23r*Zn41i
> B01682   |B01681+SW*Zh33*Zn23i*Zn41i*sb-CW*Zh32*Zn24r*Zn42i-CW*Zh33*Zn24r*Zn42r*cb-CW*Zh32*Zn24i*Zn42r+CW*Zh33*Zn24i*Zn42i*cb
> B01683   |B01682-CW*Zh32*Zn22i*Zn44r-CW*Zh33*Zn22r*Zn44r*cb-CW*Zh32*Zn22r*Zn44i+CW*Zh33*Zn22i*Zn44i*cb+SW*Zh33*Zn21r*Zn44r*cb
> B01684   |B01683+SW*Zh32*Zn21r*Zn44i+SW*Zh32*Zn21i*Zn44r-SW*Zh33*Zn21i*Zn44i*cb+SW*Zh33*Zn24r*Zn41r*cb+SW*Zh32*Zn24i*Zn41r
> B01685   |B01684+SW*Zh32*Zn24r*Zn41i-SW*Zh33*Zn24i*Zn41i*cb
> B01686   |Zn33r^2+Zn33i^2-Zn34r^2-Zn34i^2
> B01687   |CW*Zn32i*Zn33r*cb+CW*Zn32r*Zn33i*cb-SW*Zn31r*Zn33i*cb-SW*Zn31i*Zn33r*cb+CW*Zn32i*Zn34r*sb
> B01688   |B01687+CW*Zn32r*Zn34i*sb-SW*Zn31r*Zn34i*sb-SW*Zn31i*Zn34r*sb
> B01689   |-CW*Zn32r*Zn33r*cb+CW*Zn32i*Zn33i*cb+SW*Zn31r*Zn33r*cb-SW*Zn31i*Zn33i*cb-CW*Zn32r*Zn34r*sb
> B01690   |B01689+CW*Zn32i*Zn34i*sb+SW*Zn31r*Zn34r*sb-SW*Zn31i*Zn34i*sb
> B01691   |CW*Zh11*Zn32r*Zn33r-CW*Zh13*Zn32i*Zn33r*sb-CW*Zh11*Zn32i*Zn33i-CW*Zh13*Zn32r*Zn33i*sb-SW*Zh11*Zn31r*Zn33r
> B01692   |B01691+SW*Zh13*Zn31r*Zn33i*sb+SW*Zh13*Zn31i*Zn33r*sb+SW*Zh11*Zn31i*Zn33i-CW*Zh12*Zn32r*Zn34r+CW*Zh13*Zn32i*Zn34r*cb
> B01693   |B01692+CW*Zh12*Zn32i*Zn34i+CW*Zh13*Zn32r*Zn34i*cb+SW*Zh12*Zn31r*Zn34r-SW*Zh13*Zn31r*Zn34i*cb-SW*Zh13*Zn31i*Zn34r*cb
> B01694   |B01693-SW*Zh12*Zn31i*Zn34i
> B01695   |CW*Zh11*Zn32i*Zn33r+CW*Zh13*Zn32r*Zn33r*sb+CW*Zh11*Zn32r*Zn33i-CW*Zh13*Zn32i*Zn33i*sb-SW*Zh13*Zn31r*Zn33r*sb
> B01696   |B01695-SW*Zh11*Zn31r*Zn33i-SW*Zh11*Zn31i*Zn33r+SW*Zh13*Zn31i*Zn33i*sb-CW*Zh12*Zn32i*Zn34r-CW*Zh13*Zn32r*Zn34r*cb
> B01697   |B01696-CW*Zh12*Zn32r*Zn34i+CW*Zh13*Zn32i*Zn34i*cb+SW*Zh13*Zn31r*Zn34r*cb+SW*Zh12*Zn31r*Zn34i+SW*Zh12*Zn31i*Zn34r
> B01698   |B01697-SW*Zh13*Zn31i*Zn34i*cb
> B01699   |CW*Zh21*Zn32r*Zn33r-CW*Zh23*Zn32i*Zn33r*sb-CW*Zh21*Zn32i*Zn33i-CW*Zh23*Zn32r*Zn33i*sb-SW*Zh21*Zn31r*Zn33r
> B01700   |B01699+SW*Zh23*Zn31r*Zn33i*sb+SW*Zh23*Zn31i*Zn33r*sb+SW*Zh21*Zn31i*Zn33i-CW*Zh22*Zn32r*Zn34r+CW*Zh23*Zn32i*Zn34r*cb
> B01701   |B01700+CW*Zh22*Zn32i*Zn34i+CW*Zh23*Zn32r*Zn34i*cb+SW*Zh22*Zn31r*Zn34r-SW*Zh23*Zn31r*Zn34i*cb-SW*Zh23*Zn31i*Zn34r*cb
> B01702   |B01701-SW*Zh22*Zn31i*Zn34i
> B01703   |CW*Zh21*Zn32i*Zn33r+CW*Zh23*Zn32r*Zn33r*sb+CW*Zh21*Zn32r*Zn33i-CW*Zh23*Zn32i*Zn33i*sb-SW*Zh23*Zn31r*Zn33r*sb
> B01704   |B01703-SW*Zh21*Zn31r*Zn33i-SW*Zh21*Zn31i*Zn33r+SW*Zh23*Zn31i*Zn33i*sb-CW*Zh22*Zn32i*Zn34r-CW*Zh23*Zn32r*Zn34r*cb
> B01705   |B01704-CW*Zh22*Zn32r*Zn34i+CW*Zh23*Zn32i*Zn34i*cb+SW*Zh23*Zn31r*Zn34r*cb+SW*Zh22*Zn31r*Zn34i+SW*Zh22*Zn31i*Zn34r
> B01706   |B01705-SW*Zh23*Zn31i*Zn34i*cb
> B01707   |CW*Zh31*Zn32r*Zn33r-CW*Zh33*Zn32i*Zn33r*sb-CW*Zh31*Zn32i*Zn33i-CW*Zh33*Zn32r*Zn33i*sb-SW*Zh31*Zn31r*Zn33r
> B01708   |B01707+SW*Zh33*Zn31r*Zn33i*sb+SW*Zh33*Zn31i*Zn33r*sb+SW*Zh31*Zn31i*Zn33i-CW*Zh32*Zn32r*Zn34r+CW*Zh33*Zn32i*Zn34r*cb
> B01709   |B01708+CW*Zh32*Zn32i*Zn34i+CW*Zh33*Zn32r*Zn34i*cb+SW*Zh32*Zn31r*Zn34r-SW*Zh33*Zn31r*Zn34i*cb-SW*Zh33*Zn31i*Zn34r*cb
> B01710   |B01709-SW*Zh32*Zn31i*Zn34i
> B01711   |CW*Zh31*Zn32i*Zn33r+CW*Zh33*Zn32r*Zn33r*sb+CW*Zh31*Zn32r*Zn33i-CW*Zh33*Zn32i*Zn33i*sb-SW*Zh33*Zn31r*Zn33r*sb
> B01712   |B01711-SW*Zh31*Zn31r*Zn33i-SW*Zh31*Zn31i*Zn33r+SW*Zh33*Zn31i*Zn33i*sb-CW*Zh32*Zn32i*Zn34r-CW*Zh33*Zn32r*Zn34r*cb
> B01713   |B01712-CW*Zh32*Zn32r*Zn34i+CW*Zh33*Zn32i*Zn34i*cb+SW*Zh33*Zn31r*Zn34r*cb+SW*Zh32*Zn31r*Zn34i+SW*Zh32*Zn31i*Zn34r
> B01714   |B01713-SW*Zh33*Zn31i*Zn34i*cb
> B01715   |Zn33r*Zn43i-Zn33i*Zn43r-Zn34r*Zn44i+Zn34i*Zn44r
> B01716   |Zn33r*Zn43r+Zn33i*Zn43i-Zn34r*Zn44r-Zn34i*Zn44i
> B01717   |CW*Zn33r*Zn42i*cb+CW*Zn33i*Zn42r*cb+CW*Zn32i*Zn43r*cb+CW*Zn32r*Zn43i*cb-SW*Zn31r*Zn43i*cb
> B01718   |B01717-SW*Zn31i*Zn43r*cb-SW*Zn33i*Zn41r*cb-SW*Zn33r*Zn41i*cb+CW*Zn34r*Zn42i*sb+CW*Zn34i*Zn42r*sb
> B01719   |B01718+CW*Zn32i*Zn44r*sb+CW*Zn32r*Zn44i*sb-SW*Zn31r*Zn44i*sb-SW*Zn31i*Zn44r*sb-SW*Zn34i*Zn41r*sb
> B01720   |B01719-SW*Zn34r*Zn41i*sb
> B01721   |-CW*Zn33r*Zn42r*cb+CW*Zn33i*Zn42i*cb-CW*Zn32r*Zn43r*cb+CW*Zn32i*Zn43i*cb+SW*Zn31r*Zn43r*cb
> B01722   |B01721-SW*Zn31i*Zn43i*cb+SW*Zn33r*Zn41r*cb-SW*Zn33i*Zn41i*cb-CW*Zn34r*Zn42r*sb+CW*Zn34i*Zn42i*sb
> B01723   |B01722-CW*Zn32r*Zn44r*sb+CW*Zn32i*Zn44i*sb+SW*Zn31r*Zn44r*sb-SW*Zn31i*Zn44i*sb+SW*Zn34r*Zn41r*sb
> B01724   |B01723-SW*Zn34i*Zn41i*sb
> B01725   |CW*Zh11*Zn33r*Zn42r-CW*Zh13*Zn33r*Zn42i*sb-CW*Zh11*Zn33i*Zn42i-CW*Zh13*Zn33i*Zn42r*sb+CW*Zh11*Zn32r*Zn43r
> B01726   |B01725-CW*Zh13*Zn32i*Zn43r*sb-CW*Zh11*Zn32i*Zn43i-CW*Zh13*Zn32r*Zn43i*sb-SW*Zh11*Zn31r*Zn43r+SW*Zh13*Zn31r*Zn43i*sb
> B01727   |B01726+SW*Zh13*Zn31i*Zn43r*sb+SW*Zh11*Zn31i*Zn43i-SW*Zh11*Zn33r*Zn41r+SW*Zh13*Zn33i*Zn41r*sb+SW*Zh13*Zn33r*Zn41i*sb
> B01728   |B01727+SW*Zh11*Zn33i*Zn41i-CW*Zh12*Zn34r*Zn42r+CW*Zh13*Zn34r*Zn42i*cb+CW*Zh12*Zn34i*Zn42i+CW*Zh13*Zn34i*Zn42r*cb
> B01729   |B01728-CW*Zh12*Zn32r*Zn44r+CW*Zh13*Zn32i*Zn44r*cb+CW*Zh12*Zn32i*Zn44i+CW*Zh13*Zn32r*Zn44i*cb+SW*Zh12*Zn31r*Zn44r
> B01730   |B01729-SW*Zh13*Zn31r*Zn44i*cb-SW*Zh13*Zn31i*Zn44r*cb-SW*Zh12*Zn31i*Zn44i+SW*Zh12*Zn34r*Zn41r-SW*Zh13*Zn34i*Zn41r*cb
> B01731   |B01730-SW*Zh13*Zn34r*Zn41i*cb-SW*Zh12*Zn34i*Zn41i
> B01732   |CW*Zh11*Zn33r*Zn42i+CW*Zh13*Zn33r*Zn42r*sb+CW*Zh11*Zn33i*Zn42r-CW*Zh13*Zn33i*Zn42i*sb+CW*Zh11*Zn32i*Zn43r
> B01733   |B01732+CW*Zh13*Zn32r*Zn43r*sb+CW*Zh11*Zn32r*Zn43i-CW*Zh13*Zn32i*Zn43i*sb-SW*Zh13*Zn31r*Zn43r*sb-SW*Zh11*Zn31r*Zn43i
> B01734   |B01733-SW*Zh11*Zn31i*Zn43r+SW*Zh13*Zn31i*Zn43i*sb-SW*Zh13*Zn33r*Zn41r*sb-SW*Zh11*Zn33i*Zn41r-SW*Zh11*Zn33r*Zn41i
> B01735   |B01734+SW*Zh13*Zn33i*Zn41i*sb-CW*Zh12*Zn34r*Zn42i-CW*Zh13*Zn34r*Zn42r*cb-CW*Zh12*Zn34i*Zn42r+CW*Zh13*Zn34i*Zn42i*cb
> B01736   |B01735-CW*Zh12*Zn32i*Zn44r-CW*Zh13*Zn32r*Zn44r*cb-CW*Zh12*Zn32r*Zn44i+CW*Zh13*Zn32i*Zn44i*cb+SW*Zh13*Zn31r*Zn44r*cb
> B01737   |B01736+SW*Zh12*Zn31r*Zn44i+SW*Zh12*Zn31i*Zn44r-SW*Zh13*Zn31i*Zn44i*cb+SW*Zh13*Zn34r*Zn41r*cb+SW*Zh12*Zn34i*Zn41r
> B01738   |B01737+SW*Zh12*Zn34r*Zn41i-SW*Zh13*Zn34i*Zn41i*cb
> B01739   |CW*Zh21*Zn33r*Zn42r-CW*Zh23*Zn33r*Zn42i*sb-CW*Zh21*Zn33i*Zn42i-CW*Zh23*Zn33i*Zn42r*sb+CW*Zh21*Zn32r*Zn43r
> B01740   |B01739-CW*Zh23*Zn32i*Zn43r*sb-CW*Zh21*Zn32i*Zn43i-CW*Zh23*Zn32r*Zn43i*sb-SW*Zh21*Zn31r*Zn43r+SW*Zh23*Zn31r*Zn43i*sb
> B01741   |B01740+SW*Zh23*Zn31i*Zn43r*sb+SW*Zh21*Zn31i*Zn43i-SW*Zh21*Zn33r*Zn41r+SW*Zh23*Zn33i*Zn41r*sb+SW*Zh23*Zn33r*Zn41i*sb
> B01742   |B01741+SW*Zh21*Zn33i*Zn41i-CW*Zh22*Zn34r*Zn42r+CW*Zh23*Zn34r*Zn42i*cb+CW*Zh22*Zn34i*Zn42i+CW*Zh23*Zn34i*Zn42r*cb
> B01743   |B01742-CW*Zh22*Zn32r*Zn44r+CW*Zh23*Zn32i*Zn44r*cb+CW*Zh22*Zn32i*Zn44i+CW*Zh23*Zn32r*Zn44i*cb+SW*Zh22*Zn31r*Zn44r
> B01744   |B01743-SW*Zh23*Zn31r*Zn44i*cb-SW*Zh23*Zn31i*Zn44r*cb-SW*Zh22*Zn31i*Zn44i+SW*Zh22*Zn34r*Zn41r-SW*Zh23*Zn34i*Zn41r*cb
> B01745   |B01744-SW*Zh23*Zn34r*Zn41i*cb-SW*Zh22*Zn34i*Zn41i
> B01746   |CW*Zh21*Zn33r*Zn42i+CW*Zh23*Zn33r*Zn42r*sb+CW*Zh21*Zn33i*Zn42r-CW*Zh23*Zn33i*Zn42i*sb+CW*Zh21*Zn32i*Zn43r
> B01747   |B01746+CW*Zh23*Zn32r*Zn43r*sb+CW*Zh21*Zn32r*Zn43i-CW*Zh23*Zn32i*Zn43i*sb-SW*Zh23*Zn31r*Zn43r*sb-SW*Zh21*Zn31r*Zn43i
> B01748   |B01747-SW*Zh21*Zn31i*Zn43r+SW*Zh23*Zn31i*Zn43i*sb-SW*Zh23*Zn33r*Zn41r*sb-SW*Zh21*Zn33i*Zn41r-SW*Zh21*Zn33r*Zn41i
> B01749   |B01748+SW*Zh23*Zn33i*Zn41i*sb-CW*Zh22*Zn34r*Zn42i-CW*Zh23*Zn34r*Zn42r*cb-CW*Zh22*Zn34i*Zn42r+CW*Zh23*Zn34i*Zn42i*cb
> B01750   |B01749-CW*Zh22*Zn32i*Zn44r-CW*Zh23*Zn32r*Zn44r*cb-CW*Zh22*Zn32r*Zn44i+CW*Zh23*Zn32i*Zn44i*cb+SW*Zh23*Zn31r*Zn44r*cb
> B01751   |B01750+SW*Zh22*Zn31r*Zn44i+SW*Zh22*Zn31i*Zn44r-SW*Zh23*Zn31i*Zn44i*cb+SW*Zh23*Zn34r*Zn41r*cb+SW*Zh22*Zn34i*Zn41r
> B01752   |B01751+SW*Zh22*Zn34r*Zn41i-SW*Zh23*Zn34i*Zn41i*cb
> B01753   |CW*Zh31*Zn33r*Zn42r-CW*Zh33*Zn33r*Zn42i*sb-CW*Zh31*Zn33i*Zn42i-CW*Zh33*Zn33i*Zn42r*sb+CW*Zh31*Zn32r*Zn43r
> B01754   |B01753-CW*Zh33*Zn32i*Zn43r*sb-CW*Zh31*Zn32i*Zn43i-CW*Zh33*Zn32r*Zn43i*sb-SW*Zh31*Zn31r*Zn43r+SW*Zh33*Zn31r*Zn43i*sb
> B01755   |B01754+SW*Zh33*Zn31i*Zn43r*sb+SW*Zh31*Zn31i*Zn43i-SW*Zh31*Zn33r*Zn41r+SW*Zh33*Zn33i*Zn41r*sb+SW*Zh33*Zn33r*Zn41i*sb
> B01756   |B01755+SW*Zh31*Zn33i*Zn41i-CW*Zh32*Zn34r*Zn42r+CW*Zh33*Zn34r*Zn42i*cb+CW*Zh32*Zn34i*Zn42i+CW*Zh33*Zn34i*Zn42r*cb
> B01757   |B01756-CW*Zh32*Zn32r*Zn44r+CW*Zh33*Zn32i*Zn44r*cb+CW*Zh32*Zn32i*Zn44i+CW*Zh33*Zn32r*Zn44i*cb+SW*Zh32*Zn31r*Zn44r
> B01758   |B01757-SW*Zh33*Zn31r*Zn44i*cb-SW*Zh33*Zn31i*Zn44r*cb-SW*Zh32*Zn31i*Zn44i+SW*Zh32*Zn34r*Zn41r-SW*Zh33*Zn34i*Zn41r*cb
> B01759   |B01758-SW*Zh33*Zn34r*Zn41i*cb-SW*Zh32*Zn34i*Zn41i
> B01760   |CW*Zh31*Zn33r*Zn42i+CW*Zh33*Zn33r*Zn42r*sb+CW*Zh31*Zn33i*Zn42r-CW*Zh33*Zn33i*Zn42i*sb+CW*Zh31*Zn32i*Zn43r
> B01761   |B01760+CW*Zh33*Zn32r*Zn43r*sb+CW*Zh31*Zn32r*Zn43i-CW*Zh33*Zn32i*Zn43i*sb-SW*Zh33*Zn31r*Zn43r*sb-SW*Zh31*Zn31r*Zn43i
> B01762   |B01761-SW*Zh31*Zn31i*Zn43r+SW*Zh33*Zn31i*Zn43i*sb-SW*Zh33*Zn33r*Zn41r*sb-SW*Zh31*Zn33i*Zn41r-SW*Zh31*Zn33r*Zn41i
> B01763   |B01762+SW*Zh33*Zn33i*Zn41i*sb-CW*Zh32*Zn34r*Zn42i-CW*Zh33*Zn34r*Zn42r*cb-CW*Zh32*Zn34i*Zn42r+CW*Zh33*Zn34i*Zn42i*cb
> B01764   |B01763-CW*Zh32*Zn32i*Zn44r-CW*Zh33*Zn32r*Zn44r*cb-CW*Zh32*Zn32r*Zn44i+CW*Zh33*Zn32i*Zn44i*cb+SW*Zh33*Zn31r*Zn44r*cb
> B01765   |B01764+SW*Zh32*Zn31r*Zn44i+SW*Zh32*Zn31i*Zn44r-SW*Zh33*Zn31i*Zn44i*cb+SW*Zh33*Zn34r*Zn41r*cb+SW*Zh32*Zn34i*Zn41r
> B01766   |B01765+SW*Zh32*Zn34r*Zn41i-SW*Zh33*Zn34i*Zn41i*cb
> B01767   |Zn43r^2+Zn43i^2-Zn44r^2-Zn44i^2
> B01768   |CW*Zn42i*Zn43r*cb+CW*Zn42r*Zn43i*cb-SW*Zn41r*Zn43i*cb-SW*Zn41i*Zn43r*cb+CW*Zn42i*Zn44r*sb
> B01769   |B01768+CW*Zn42r*Zn44i*sb-SW*Zn41r*Zn44i*sb-SW*Zn41i*Zn44r*sb
> B01770   |-CW*Zn42r*Zn43r*cb+CW*Zn42i*Zn43i*cb+SW*Zn41r*Zn43r*cb-SW*Zn41i*Zn43i*cb-CW*Zn42r*Zn44r*sb
> B01771   |B01770+CW*Zn42i*Zn44i*sb+SW*Zn41r*Zn44r*sb-SW*Zn41i*Zn44i*sb
> B01772   |CW*Zh11*Zn42r*Zn43r-CW*Zh13*Zn42i*Zn43r*sb-CW*Zh11*Zn42i*Zn43i-CW*Zh13*Zn42r*Zn43i*sb-SW*Zh11*Zn41r*Zn43r
> B01773   |B01772+SW*Zh13*Zn41r*Zn43i*sb+SW*Zh13*Zn41i*Zn43r*sb+SW*Zh11*Zn41i*Zn43i-CW*Zh12*Zn42r*Zn44r+CW*Zh13*Zn42i*Zn44r*cb
> B01774   |B01773+CW*Zh12*Zn42i*Zn44i+CW*Zh13*Zn42r*Zn44i*cb+SW*Zh12*Zn41r*Zn44r-SW*Zh13*Zn41r*Zn44i*cb-SW*Zh13*Zn41i*Zn44r*cb
> B01775   |B01774-SW*Zh12*Zn41i*Zn44i
> B01776   |CW*Zh11*Zn42i*Zn43r+CW*Zh13*Zn42r*Zn43r*sb+CW*Zh11*Zn42r*Zn43i-CW*Zh13*Zn42i*Zn43i*sb-SW*Zh13*Zn41r*Zn43r*sb
> B01777   |B01776-SW*Zh11*Zn41r*Zn43i-SW*Zh11*Zn41i*Zn43r+SW*Zh13*Zn41i*Zn43i*sb-CW*Zh12*Zn42i*Zn44r-CW*Zh13*Zn42r*Zn44r*cb
> B01778   |B01777-CW*Zh12*Zn42r*Zn44i+CW*Zh13*Zn42i*Zn44i*cb+SW*Zh13*Zn41r*Zn44r*cb+SW*Zh12*Zn41r*Zn44i+SW*Zh12*Zn41i*Zn44r
> B01779   |B01778-SW*Zh13*Zn41i*Zn44i*cb
> B01780   |CW*Zh21*Zn42r*Zn43r-CW*Zh23*Zn42i*Zn43r*sb-CW*Zh21*Zn42i*Zn43i-CW*Zh23*Zn42r*Zn43i*sb-SW*Zh21*Zn41r*Zn43r
> B01781   |B01780+SW*Zh23*Zn41r*Zn43i*sb+SW*Zh23*Zn41i*Zn43r*sb+SW*Zh21*Zn41i*Zn43i-CW*Zh22*Zn42r*Zn44r+CW*Zh23*Zn42i*Zn44r*cb
> B01782   |B01781+CW*Zh22*Zn42i*Zn44i+CW*Zh23*Zn42r*Zn44i*cb+SW*Zh22*Zn41r*Zn44r-SW*Zh23*Zn41r*Zn44i*cb-SW*Zh23*Zn41i*Zn44r*cb
> B01783   |B01782-SW*Zh22*Zn41i*Zn44i
> B01784   |CW*Zh21*Zn42i*Zn43r+CW*Zh23*Zn42r*Zn43r*sb+CW*Zh21*Zn42r*Zn43i-CW*Zh23*Zn42i*Zn43i*sb-SW*Zh23*Zn41r*Zn43r*sb
> B01785   |B01784-SW*Zh21*Zn41r*Zn43i-SW*Zh21*Zn41i*Zn43r+SW*Zh23*Zn41i*Zn43i*sb-CW*Zh22*Zn42i*Zn44r-CW*Zh23*Zn42r*Zn44r*cb
> B01786   |B01785-CW*Zh22*Zn42r*Zn44i+CW*Zh23*Zn42i*Zn44i*cb+SW*Zh23*Zn41r*Zn44r*cb+SW*Zh22*Zn41r*Zn44i+SW*Zh22*Zn41i*Zn44r
> B01787   |B01786-SW*Zh23*Zn41i*Zn44i*cb
> B01788   |CW*Zh31*Zn42r*Zn43r-CW*Zh33*Zn42i*Zn43r*sb-CW*Zh31*Zn42i*Zn43i-CW*Zh33*Zn42r*Zn43i*sb-SW*Zh31*Zn41r*Zn43r
> B01789   |B01788+SW*Zh33*Zn41r*Zn43i*sb+SW*Zh33*Zn41i*Zn43r*sb+SW*Zh31*Zn41i*Zn43i-CW*Zh32*Zn42r*Zn44r+CW*Zh33*Zn42i*Zn44r*cb
> B01790   |B01789+CW*Zh32*Zn42i*Zn44i+CW*Zh33*Zn42r*Zn44i*cb+SW*Zh32*Zn41r*Zn44r-SW*Zh33*Zn41r*Zn44i*cb-SW*Zh33*Zn41i*Zn44r*cb
> B01791   |B01790-SW*Zh32*Zn41i*Zn44i
> B01792   |CW*Zh31*Zn42i*Zn43r+CW*Zh33*Zn42r*Zn43r*sb+CW*Zh31*Zn42r*Zn43i-CW*Zh33*Zn42i*Zn43i*sb-SW*Zh33*Zn41r*Zn43r*sb
> B01793   |B01792-SW*Zh31*Zn41r*Zn43i-SW*Zh31*Zn41i*Zn43r+SW*Zh33*Zn41i*Zn43i*sb-CW*Zh32*Zn42i*Zn44r-CW*Zh33*Zn42r*Zn44r*cb
> B01794   |B01793-CW*Zh32*Zn42r*Zn44i+CW*Zh33*Zn42i*Zn44i*cb+SW*Zh33*Zn41r*Zn44r*cb+SW*Zh32*Zn41r*Zn44i+SW*Zh32*Zn41i*Zn44r
> B01795   |B01794-SW*Zh33*Zn41i*Zn44i*cb
> B01796   |la1*sb^4+cb^4*la2+cb^2*la3*sb^2+cb^2*la4*sb^2+2*cb^2*la5r*sb^2
> B01797   |B01796-2*cb*la6r*sb^3-2*cb^3*la7r*sb
> B01798   |4*cb*la1*sb^3-4*cb^3*la2*sb+c2b*la3*s2b+c2b*la4*s2b+2*c2b*la5r*s2b
> B01799   |B01798+8*la6r*sb^4-6*la6r*sb^2+8*cb^2*la7r*sb^2-2*cb^2*la7r
> B01800   |2*la5i*s2b-2*la6i*sb^2-2*cb^2*la7i
> B01801   |2*cb^2*la1*sb^2+2*cb^2*la2*sb^2-2*cb^2*la3*sb^2-2*cb^2*la4*sb^2-4*cb^2*la5r*sb^2
> B01802   |B01801+2*la5r-c2b*la6r*s2b+c2b*la7r*s2b
> B01803   |2*c2b*la5i-la6i*s2b+la7i*s2b
> B01804   |-2*la5i*s2b+2*la6i*sb^2+2*cb^2*la7i
> B01805   |4*cb^2*la1*sb^2+4*cb^2*la2*sb^2+c2b^2*la3+c2b^2*la4-8*cb^2*la5r*sb^2
> B01806   |B01805-2*c2b*la6r*s2b+2*c2b*la7r*s2b
> B01807   |2*cb^2*la1*sb^2+2*cb^2*la2*sb^2-2*cb^2*la3*sb^2+la3-2*cb^2*la4*sb^2
> B01808   |B01807-4*cb^2*la5r*sb^2-c2b*la6r*s2b+c2b*la7r*s2b
> B01809   |4*Zh13*cb*la1*sb^3-4*Zh13*cb^3*la2*sb+Zh13*c2b*la3*s2b+Zh13*c2b*la4*s2b+2*Zh13*c2b*la5r*s2b
> B01810   |B01809-4*Zh11*cb*la5i*sb^2+4*Zh12*cb^2*la5i*sb+8*Zh13*la6r*sb^4-6*Zh13*la6r*sb^2+2*Zh11*la6i*sb^3
> B01811   |B01810-2*Zh12*cb*la6i*sb^2+8*Zh13*cb^2*la7r*sb^2-2*Zh13*cb^2*la7r+2*Zh11*cb^2*la7i*sb-2*Zh12*cb^3*la7i
> B01812   |4*Zh23*cb*la1*sb^3-4*Zh23*cb^3*la2*sb+Zh23*c2b*la3*s2b+Zh23*c2b*la4*s2b+2*Zh23*c2b*la5r*s2b
> B01813   |B01812-4*Zh21*cb*la5i*sb^2+4*Zh22*cb^2*la5i*sb+8*Zh23*la6r*sb^4-6*Zh23*la6r*sb^2+2*Zh21*la6i*sb^3
> B01814   |B01813-2*Zh22*cb*la6i*sb^2+8*Zh23*cb^2*la7r*sb^2-2*Zh23*cb^2*la7r+2*Zh21*cb^2*la7i*sb-2*Zh22*cb^3*la7i
> B01815   |4*Zh33*cb*la1*sb^3-4*Zh33*cb^3*la2*sb+Zh33*c2b*la3*s2b+Zh33*c2b*la4*s2b+2*Zh33*c2b*la5r*s2b
> B01816   |B01815-4*Zh31*cb*la5i*sb^2+4*Zh32*cb^2*la5i*sb+8*Zh33*la6r*sb^4-6*Zh33*la6r*sb^2+2*Zh31*la6i*sb^3
> B01817   |B01816-2*Zh32*cb*la6i*sb^2+8*Zh33*cb^2*la7r*sb^2-2*Zh33*cb^2*la7r+2*Zh31*cb^2*la7i*sb-2*Zh32*cb^3*la7i
> B01818   |2*Zh11^2*la1*sb^2+2*Zh13^2*la1*sb^4+2*Zh12^2*cb^2*la2+2*Zh13^2*cb^4*la2+Zh11^2*cb^2*la3
> B01819   |B01818+2*Zh13^2*cb^2*la3*sb^2+Zh12^2*la3*sb^2-Zh11*Zh12*la4*s2b+2*Zh13^2*cb^2*la4*sb^2-2*Zh11*Zh12*la5r*s2b
> B01820   |B01819+4*Zh13^2*cb^2*la5r*sb^2+4*Zh11*Zh13*cb^2*la5i*sb+4*Zh12*Zh13*cb*la5i*sb^2-Zh11^2*la6r*s2b-4*Zh13^2*cb*la6r*sb^3
> B01821   |B01820+2*Zh11*Zh12*la6r*sb^2-2*Zh11*Zh13*cb*la6i*sb^2-2*Zh12*Zh13*la6i*sb^3+2*Zh11*Zh12*cb^2*la7r-4*Zh13^2*cb^3*la7r*sb
> B01822   |B01821-Zh12^2*la7r*s2b-2*Zh11*Zh13*cb^3*la7i-2*Zh12*Zh13*cb^2*la7i*sb
> B01823   |4*Zh11*Zh21*la1*sb^2+4*Zh13*Zh23*la1*sb^4+4*Zh12*Zh22*cb^2*la2+4*Zh13*Zh23*cb^4*la2+2*Zh11*Zh21*cb^2*la3
> B01824   |B01823+4*Zh13*Zh23*cb^2*la3*sb^2+2*Zh12*Zh22*la3*sb^2-Zh11*Zh22*la4*s2b-Zh12*Zh21*la4*s2b+4*Zh13*Zh23*cb^2*la4*sb^2
> B01825   |B01824-2*Zh11*Zh22*la5r*s2b-2*Zh12*Zh21*la5r*s2b+8*Zh13*Zh23*cb^2*la5r*sb^2+4*Zh11*Zh23*cb^2*la5i*sb+4*Zh13*Zh21*cb^2*la5i*sb
> B01826   |B01825+4*Zh13*Zh22*cb*la5i*sb^2+4*Zh12*Zh23*cb*la5i*sb^2-2*Zh11*Zh21*la6r*s2b-8*Zh13*Zh23*cb*la6r*sb^3+2*Zh11*Zh22*la6r*sb^2
> B01827   |B01826+2*Zh12*Zh21*la6r*sb^2-2*Zh11*Zh23*cb*la6i*sb^2-2*Zh13*Zh21*cb*la6i*sb^2-2*Zh13*Zh22*la6i*sb^3-2*Zh12*Zh23*la6i*sb^3
> B01828   |B01827+2*Zh11*Zh22*cb^2*la7r+2*Zh12*Zh21*cb^2*la7r-8*Zh13*Zh23*cb^3*la7r*sb-2*Zh12*Zh22*la7r*s2b-2*Zh11*Zh23*cb^3*la7i
> B01829   |B01828-2*Zh13*Zh21*cb^3*la7i-2*Zh13*Zh22*cb^2*la7i*sb-2*Zh12*Zh23*cb^2*la7i*sb
> B01830   |4*Zh11*Zh31*la1*sb^2+4*Zh13*Zh33*la1*sb^4+4*Zh12*Zh32*cb^2*la2+4*Zh13*Zh33*cb^4*la2+2*Zh11*Zh31*cb^2*la3
> B01831   |B01830+4*Zh13*Zh33*cb^2*la3*sb^2+2*Zh12*Zh32*la3*sb^2-Zh11*Zh32*la4*s2b-Zh12*Zh31*la4*s2b+4*Zh13*Zh33*cb^2*la4*sb^2
> B01832   |B01831-2*Zh11*Zh32*la5r*s2b-2*Zh12*Zh31*la5r*s2b+8*Zh13*Zh33*cb^2*la5r*sb^2+4*Zh11*Zh33*cb^2*la5i*sb+4*Zh13*Zh31*cb^2*la5i*sb
> B01833   |B01832+4*Zh13*Zh32*cb*la5i*sb^2+4*Zh12*Zh33*cb*la5i*sb^2-2*Zh11*Zh31*la6r*s2b-8*Zh13*Zh33*cb*la6r*sb^3+2*Zh11*Zh32*la6r*sb^2
> B01834   |B01833+2*Zh12*Zh31*la6r*sb^2-2*Zh11*Zh33*cb*la6i*sb^2-2*Zh13*Zh31*cb*la6i*sb^2-2*Zh13*Zh32*la6i*sb^3-2*Zh12*Zh33*la6i*sb^3
> B01835   |B01834+2*Zh11*Zh32*cb^2*la7r+2*Zh12*Zh31*cb^2*la7r-8*Zh13*Zh33*cb^3*la7r*sb-2*Zh12*Zh32*la7r*s2b-2*Zh11*Zh33*cb^3*la7i
> B01836   |B01835-2*Zh13*Zh31*cb^3*la7i-2*Zh13*Zh32*cb^2*la7i*sb-2*Zh12*Zh33*cb^2*la7i*sb
> B01837   |2*Zh21^2*la1*sb^2+2*Zh23^2*la1*sb^4+2*Zh22^2*cb^2*la2+2*Zh23^2*cb^4*la2+Zh21^2*cb^2*la3
> B01838   |B01837+2*Zh23^2*cb^2*la3*sb^2+Zh22^2*la3*sb^2-Zh21*Zh22*la4*s2b+2*Zh23^2*cb^2*la4*sb^2-2*Zh21*Zh22*la5r*s2b
> B01839   |B01838+4*Zh23^2*cb^2*la5r*sb^2+4*Zh21*Zh23*cb^2*la5i*sb+4*Zh22*Zh23*cb*la5i*sb^2-Zh21^2*la6r*s2b-4*Zh23^2*cb*la6r*sb^3
> B01840   |B01839+2*Zh21*Zh22*la6r*sb^2-2*Zh21*Zh23*cb*la6i*sb^2-2*Zh22*Zh23*la6i*sb^3+2*Zh21*Zh22*cb^2*la7r-4*Zh23^2*cb^3*la7r*sb
> B01841   |B01840-Zh22^2*la7r*s2b-2*Zh21*Zh23*cb^3*la7i-2*Zh22*Zh23*cb^2*la7i*sb
> B01842   |4*Zh21*Zh31*la1*sb^2+4*Zh23*Zh33*la1*sb^4+4*Zh22*Zh32*cb^2*la2+4*Zh23*Zh33*cb^4*la2+2*Zh21*Zh31*cb^2*la3
> B01843   |B01842+4*Zh23*Zh33*cb^2*la3*sb^2+2*Zh22*Zh32*la3*sb^2-Zh21*Zh32*la4*s2b-Zh22*Zh31*la4*s2b+4*Zh23*Zh33*cb^2*la4*sb^2
> B01844   |B01843-2*Zh21*Zh32*la5r*s2b-2*Zh22*Zh31*la5r*s2b+8*Zh23*Zh33*cb^2*la5r*sb^2+4*Zh21*Zh33*cb^2*la5i*sb+4*Zh23*Zh31*cb^2*la5i*sb
> B01845   |B01844+4*Zh23*Zh32*cb*la5i*sb^2+4*Zh22*Zh33*cb*la5i*sb^2-2*Zh21*Zh31*la6r*s2b-8*Zh23*Zh33*cb*la6r*sb^3+2*Zh21*Zh32*la6r*sb^2
> B01846   |B01845+2*Zh22*Zh31*la6r*sb^2-2*Zh21*Zh33*cb*la6i*sb^2-2*Zh23*Zh31*cb*la6i*sb^2-2*Zh23*Zh32*la6i*sb^3-2*Zh22*Zh33*la6i*sb^3
> B01847   |B01846+2*Zh21*Zh32*cb^2*la7r+2*Zh22*Zh31*cb^2*la7r-8*Zh23*Zh33*cb^3*la7r*sb-2*Zh22*Zh32*la7r*s2b-2*Zh21*Zh33*cb^3*la7i
> B01848   |B01847-2*Zh23*Zh31*cb^3*la7i-2*Zh23*Zh32*cb^2*la7i*sb-2*Zh22*Zh33*cb^2*la7i*sb
> B01849   |2*Zh31^2*la1*sb^2+2*Zh33^2*la1*sb^4+2*Zh32^2*cb^2*la2+2*Zh33^2*cb^4*la2+Zh31^2*cb^2*la3
> B01850   |B01849+2*Zh33^2*cb^2*la3*sb^2+Zh32^2*la3*sb^2-Zh31*Zh32*la4*s2b+2*Zh33^2*cb^2*la4*sb^2-2*Zh31*Zh32*la5r*s2b
> B01851   |B01850+4*Zh33^2*cb^2*la5r*sb^2+4*Zh31*Zh33*cb^2*la5i*sb+4*Zh32*Zh33*cb*la5i*sb^2-Zh31^2*la6r*s2b-4*Zh33^2*cb*la6r*sb^3
> B01852   |B01851+2*Zh31*Zh32*la6r*sb^2-2*Zh31*Zh33*cb*la6i*sb^2-2*Zh32*Zh33*la6i*sb^3+2*Zh31*Zh32*cb^2*la7r-4*Zh33^2*cb^3*la7r*sb
> B01853   |B01852-Zh32^2*la7r*s2b-2*Zh31*Zh33*cb^3*la7i-2*Zh32*Zh33*cb^2*la7i*sb
> B01854   |3*MW^2*Zb11r^2*sb^2-9*MW^2*Zb11r^2*sb^4+6*MW^2*Zb11r^2*sb^6-4*MW^2*SW^2*Zb11r^2*sb^2+12*MW^2*SW^2*Zb11r^2*sb^4
> B01855   |B01854-8*MW^2*SW^2*Zb11r^2*sb^6-2*MW^2*SW^2*Zb21i^2*sb^2+6*MW^2*SW^2*Zb21i^2*sb^4-4*MW^2*SW^2*Zb21i^2*sb^6-2*MW^2*SW^2*Zb21r^2*sb^2
> B01856   |B01855+6*MW^2*SW^2*Zb21r^2*sb^4-4*MW^2*SW^2*Zb21r^2*sb^6-6*Mb^2*Zb21i^2*sb^4-6*Mb^2*Zb21r^2*sb^4+6*Mb^2*SW^2*Zb21i^2*sb^4
> B01857   |B01856+6*Mb^2*SW^2*Zb21r^2*sb^4-6*CW^2*Mt^2*Zb11r^2*cb^4
> B01858   |3*MW^2*Zb21r*c2b*s2b^2-2*MW^2*SW^2*Zb21r*c2b*s2b^2+24*CW^2*Mb^2*Zb21r*sb^4-24*CW^2*Mt^2*Zb21r*cb^4
> B01859   |-3*MW^2*Zb21i*c2b*s2b^2+2*MW^2*SW^2*Zb21i*c2b*s2b^2-24*CW^2*Mb^2*Zb21i*sb^4+24*CW^2*Mt^2*Zb21i*cb^4
> B01860   |3*MW^2*Zb21i*c2b*s2b^2-2*MW^2*SW^2*Zb21i*c2b*s2b^2+24*CW^2*Mb^2*Zb21i*sb^4-24*CW^2*Mt^2*Zb21i*cb^4
> B01861   |3*MW^2*Zb21i^2*sb^2-9*MW^2*Zb21i^2*sb^4+6*MW^2*Zb21i^2*sb^6+3*MW^2*Zb21r^2*sb^2-9*MW^2*Zb21r^2*sb^4
> B01862   |B01861+6*MW^2*Zb21r^2*sb^6-2*MW^2*SW^2*Zb11r^2*sb^2+6*MW^2*SW^2*Zb11r^2*sb^4-4*MW^2*SW^2*Zb11r^2*sb^6-4*MW^2*SW^2*Zb21i^2*sb^2
> B01863   |B01862+12*MW^2*SW^2*Zb21i^2*sb^4-8*MW^2*SW^2*Zb21i^2*sb^6-4*MW^2*SW^2*Zb21r^2*sb^2+12*MW^2*SW^2*Zb21r^2*sb^4-8*MW^2*SW^2*Zb21r^2*sb^6
> B01864   |B01863-6*CW^2*Mb^2*Zb11r^2*sb^4-6*Mt^2*Zb21i^2-6*Mt^2*Zb21r^2+6*Mt^2*SW^2*Zb21i^2+6*Mt^2*SW^2*Zb21r^2
> B01865   |B01864+12*Mt^2*Zb21i^2*sb^2-6*Mt^2*Zb21i^2*sb^4+12*Mt^2*Zb21r^2*sb^2-6*Mt^2*Zb21r^2*sb^4-12*Mt^2*SW^2*Zb21i^2*sb^2
> B01866   |B01865+6*Mt^2*SW^2*Zb21i^2*sb^4-12*Mt^2*SW^2*Zb21r^2*sb^2+6*Mt^2*SW^2*Zb21r^2*sb^4
> B01867   |2*MW^2*SW^2*c2b*cb^2-3*MW^2*c2b*cb^2-6*CW^2*Mq^2*sb^2
> B01868   |2*MW^2*SW^2*c2b*sb^2-3*CW^2*Mc^2*cb^2
> B01869   |4*MW^2*SW^2*c2b*sb^2-3*MW^2*c2b*sb^2+6*CW^2*Mq^2*cb^2
> B01870   |MW^2*SW^2*c2b*cb^2+3*CW^2*Mq^2*sb^2
> B01871   |2*MW^2*SW^2*Zl21r^2*c2b*cb^2-MW^2*Zl11r^2*c2b*cb^2+2*MW^2*SW^2*Zl21i^2*c2b*cb^2+2*Ml^2*Zl21i^2*sb^2+2*Ml^2*Zl21r^2*sb^2
> B01872   |B01871-2*Ml^2*SW^2*Zl21i^2*sb^2-2*Ml^2*SW^2*Zl21r^2*sb^2
> B01873   |2*MW^2*SW^2*Zl21r*c2b*cb^2+MW^2*Zl21r*c2b*cb^2+2*CW^2*Ml^2*Zl21r*sb^2
> B01874   |-2*MW^2*SW^2*Zl21i*c2b*cb^2-MW^2*Zl21i*c2b*cb^2-2*CW^2*Ml^2*Zl21i*sb^2
> B01875   |2*MW^2*SW^2*Zl21i*c2b*cb^2+MW^2*Zl21i*c2b*cb^2+2*CW^2*Ml^2*Zl21i*sb^2
> B01876   |2*MW^2*SW^2*Zl11r^2*c2b*cb^2-MW^2*Zl21i^2*c2b*cb^2-MW^2*Zl21r^2*c2b*cb^2+2*CW^2*Ml^2*Zl11r^2*sb^2
> B01877   |C2W*MW^2*c2b*cb^2+2*CW^2*Ml^2*sb^2
> B01878   |4*MW^2*SW^2*c2b*sb^2-3*MW^2*c2b*sb^2+6*CW^2*Mc^2*cb^2
> B01879   |3*MW^2*Zt11r^2*sb^2-9*MW^2*Zt11r^2*sb^4+6*MW^2*Zt11r^2*sb^6-2*MW^2*SW^2*Zt11r^2*sb^2+6*MW^2*SW^2*Zt11r^2*sb^4
> B01880   |B01879-4*MW^2*SW^2*Zt11r^2*sb^6-4*MW^2*SW^2*Zt21i^2*sb^2+12*MW^2*SW^2*Zt21i^2*sb^4-8*MW^2*SW^2*Zt21i^2*sb^6-4*MW^2*SW^2*Zt21r^2*sb^2
> B01881   |B01880+12*MW^2*SW^2*Zt21r^2*sb^4-8*MW^2*SW^2*Zt21r^2*sb^6+6*Mt^2*Zt21i^2+6*Mt^2*Zt21r^2-6*Mt^2*SW^2*Zt21i^2
> B01882   |B01881-6*Mt^2*SW^2*Zt21r^2-12*Mt^2*Zt21i^2*sb^2+6*Mt^2*Zt21i^2*sb^4-12*Mt^2*Zt21r^2*sb^2+6*Mt^2*Zt21r^2*sb^4
> B01883   |B01882+12*Mt^2*SW^2*Zt21i^2*sb^2-6*Mt^2*SW^2*Zt21i^2*sb^4+12*Mt^2*SW^2*Zt21r^2*sb^2-6*Mt^2*SW^2*Zt21r^2*sb^4+6*CW^2*Mb^2*Zt11r^2*sb^4
> B01884   |3*MW^2*Zt21r*c2b*s2b^2+2*MW^2*SW^2*Zt21r*c2b*s2b^2-24*CW^2*Mt^2*Zt21r*cb^4+24*CW^2*Mb^2*Zt21r*sb^4
> B01885   |-3*MW^2*Zt21i*c2b*s2b^2-2*MW^2*SW^2*Zt21i*c2b*s2b^2+24*CW^2*Mt^2*Zt21i*cb^4-24*CW^2*Mb^2*Zt21i*sb^4
> B01886   |3*MW^2*Zt21i*c2b*s2b^2+2*MW^2*SW^2*Zt21i*c2b*s2b^2-24*CW^2*Mt^2*Zt21i*cb^4+24*CW^2*Mb^2*Zt21i*sb^4
> B01887   |3*MW^2*Zt21i^2*sb^2-9*MW^2*Zt21i^2*sb^4+6*MW^2*Zt21i^2*sb^6+3*MW^2*Zt21r^2*sb^2-9*MW^2*Zt21r^2*sb^4
> B01888   |B01887+6*MW^2*Zt21r^2*sb^6-4*MW^2*SW^2*Zt11r^2*sb^2+12*MW^2*SW^2*Zt11r^2*sb^4-8*MW^2*SW^2*Zt11r^2*sb^6-2*MW^2*SW^2*Zt21i^2*sb^2
> B01889   |B01888+6*MW^2*SW^2*Zt21i^2*sb^4-4*MW^2*SW^2*Zt21i^2*sb^6-2*MW^2*SW^2*Zt21r^2*sb^2+6*MW^2*SW^2*Zt21r^2*sb^4-4*MW^2*SW^2*Zt21r^2*sb^6
> B01890   |B01889+6*CW^2*Mt^2*Zt11r^2*cb^4+6*Mb^2*Zt21i^2*sb^4+6*Mb^2*Zt21r^2*sb^4-6*Mb^2*SW^2*Zt21i^2*sb^4-6*Mb^2*SW^2*Zt21r^2*sb^4
> B01891   |2*MW^2*SW^2*c2b*sb^2-3*CW^2*Mq^2*cb^2
> B01892   |4*cb^3*la1*sb-4*cb*la2*sb^3-c2b*la3*s2b-c2b*la4*s2b-2*c2b*la5r*s2b
> B01893   |B01892+8*cb^2*la6r*sb^2-2*cb^2*la6r+8*la7r*sb^4-6*la7r*sb^2
> B01894   |-2*la5i*s2b-2*cb^2*la6i-2*la7i*sb^2
> B01895   |4*Zh13*cb^2*la1*sb^2+4*Zh13*cb^2*la2*sb^2-4*Zh13*cb^2*la3*sb^2+Zh13*c2b^2*la4+2*Zh13*c2b^2*la5r
> B01896   |B01895-2*Zh11*c2b*la5i*sb+2*Zh12*c2b*cb*la5i-2*Zh13*c2b*la6r*s2b+2*Zh11*cb*la6i*sb^2-2*Zh12*cb^2*la6i*sb
> B01897   |B01896+2*Zh13*c2b*la7r*s2b-2*Zh11*cb*la7i*sb^2+2*Zh12*cb^2*la7i*sb
> B01898   |-Zh11*la4*sb+Zh12*cb*la4+2*Zh11*la5r*sb-2*Zh12*cb*la5r+2*Zh13*c2b*la5i
> B01899   |B01898-Zh13*la6i*s2b+Zh13*la7i*s2b
> B01900   |4*Zh23*cb^2*la1*sb^2+4*Zh23*cb^2*la2*sb^2-4*Zh23*cb^2*la3*sb^2+Zh23*c2b^2*la4+2*Zh23*c2b^2*la5r
> B01901   |B01900-2*Zh21*c2b*la5i*sb+2*Zh22*c2b*cb*la5i-2*Zh23*c2b*la6r*s2b+2*Zh21*cb*la6i*sb^2-2*Zh22*cb^2*la6i*sb
> B01902   |B01901+2*Zh23*c2b*la7r*s2b-2*Zh21*cb*la7i*sb^2+2*Zh22*cb^2*la7i*sb
> B01903   |-Zh21*la4*sb+Zh22*cb*la4+2*Zh21*la5r*sb-2*Zh22*cb*la5r+2*Zh23*c2b*la5i
> B01904   |B01903-Zh23*la6i*s2b+Zh23*la7i*s2b
> B01905   |4*Zh33*cb^2*la1*sb^2+4*Zh33*cb^2*la2*sb^2-4*Zh33*cb^2*la3*sb^2+Zh33*c2b^2*la4+2*Zh33*c2b^2*la5r
> B01906   |B01905-2*Zh31*c2b*la5i*sb+2*Zh32*c2b*cb*la5i-2*Zh33*c2b*la6r*s2b+2*Zh31*cb*la6i*sb^2-2*Zh32*cb^2*la6i*sb
> B01907   |B01906+2*Zh33*c2b*la7r*s2b-2*Zh31*cb*la7i*sb^2+2*Zh32*cb^2*la7i*sb
> B01908   |-Zh31*la4*sb+Zh32*cb*la4+2*Zh31*la5r*sb-2*Zh32*cb*la5r+2*Zh33*c2b*la5i
> B01909   |B01908-Zh33*la6i*s2b+Zh33*la7i*s2b
> B01910   |2*Zh11^2*la1*s2b+4*Zh13^2*cb*la1*sb^3-2*Zh12^2*la2*s2b-4*Zh13^2*cb^3*la2*sb-Zh11^2*la3*s2b
> B01911   |B01910+Zh13^2*c2b*la3*s2b+Zh12^2*la3*s2b-2*Zh11*Zh12*c2b*la4+Zh13^2*c2b*la4*s2b-4*Zh11*Zh12*c2b*la5r
> B01912   |B01911+2*Zh13^2*c2b*la5r*s2b+4*Zh11*Zh13*c2b*cb*la5i+4*Zh12*Zh13*c2b*la5i*sb-2*Zh11^2*c2b*la6r+8*Zh13^2*la6r*sb^4
> B01913   |B01912-6*Zh13^2*la6r*sb^2+2*Zh11*Zh12*la6r*s2b-4*Zh11*Zh13*cb^2*la6i*sb-4*Zh12*Zh13*cb*la6i*sb^2-2*Zh11*Zh12*la7r*s2b
> B01914   |B01913+8*Zh13^2*cb^2*la7r*sb^2-2*Zh13^2*cb^2*la7r-2*Zh12^2*c2b*la7r+4*Zh11*Zh13*cb^2*la7i*sb+4*Zh12*Zh13*cb*la7i*sb^2
> B01915   |2*Zh11*Zh13*cb*la4+2*Zh12*Zh13*la4*sb-4*Zh11*Zh13*cb*la5r-4*Zh12*Zh13*la5r*sb-4*Zh11*Zh12*la5i
> B01916   |B01915+2*Zh13^2*la5i*s2b-2*Zh11^2*la6i-2*Zh13^2*la6i*sb^2-2*Zh12^2*la7i-2*Zh13^2*cb^2*la7i
> B01917   |2*Zh11*Zh21*la1*s2b+4*Zh13*Zh23*cb*la1*sb^3-2*Zh12*Zh22*la2*s2b-4*Zh13*Zh23*cb^3*la2*sb-Zh11*Zh21*la3*s2b
> B01918   |B01917+Zh13*Zh23*c2b*la3*s2b+Zh12*Zh22*la3*s2b-Zh11*Zh22*c2b*la4-Zh12*Zh21*c2b*la4+Zh13*Zh23*c2b*la4*s2b
> B01919   |B01918-2*Zh11*Zh22*c2b*la5r-2*Zh12*Zh21*c2b*la5r+2*Zh13*Zh23*c2b*la5r*s2b+2*Zh11*Zh23*c2b*cb*la5i+2*Zh13*Zh21*c2b*cb*la5i
> B01920   |B01919+2*Zh13*Zh22*c2b*la5i*sb+2*Zh12*Zh23*c2b*la5i*sb-2*Zh11*Zh21*c2b*la6r+8*Zh13*Zh23*la6r*sb^4-6*Zh13*Zh23*la6r*sb^2
> B01921   |B01920+Zh11*Zh22*la6r*s2b+Zh12*Zh21*la6r*s2b-2*Zh11*Zh23*cb^2*la6i*sb-2*Zh13*Zh21*cb^2*la6i*sb-2*Zh13*Zh22*cb*la6i*sb^2
> B01922   |B01921-2*Zh12*Zh23*cb*la6i*sb^2-Zh11*Zh22*la7r*s2b-Zh12*Zh21*la7r*s2b+8*Zh13*Zh23*cb^2*la7r*sb^2-2*Zh13*Zh23*cb^2*la7r
> B01923   |B01922-2*Zh12*Zh22*c2b*la7r+2*Zh11*Zh23*cb^2*la7i*sb+2*Zh13*Zh21*cb^2*la7i*sb+2*Zh13*Zh22*cb*la7i*sb^2+2*Zh12*Zh23*cb*la7i*sb^2
> B01924   |Zh11*Zh23*cb*la4+Zh13*Zh21*cb*la4+Zh13*Zh22*la4*sb+Zh12*Zh23*la4*sb-2*Zh11*Zh23*cb*la5r
> B01925   |B01924-2*Zh13*Zh21*cb*la5r-2*Zh13*Zh22*la5r*sb-2*Zh12*Zh23*la5r*sb-2*Zh11*Zh22*la5i-2*Zh12*Zh21*la5i
> B01926   |B01925+2*Zh13*Zh23*la5i*s2b-2*Zh11*Zh21*la6i-2*Zh13*Zh23*la6i*sb^2-2*Zh12*Zh22*la7i-2*Zh13*Zh23*cb^2*la7i
> B01927   |2*Zh11*Zh31*la1*s2b+4*Zh13*Zh33*cb*la1*sb^3-2*Zh12*Zh32*la2*s2b-4*Zh13*Zh33*cb^3*la2*sb-Zh11*Zh31*la3*s2b
> B01928   |B01927+Zh13*Zh33*c2b*la3*s2b+Zh12*Zh32*la3*s2b-Zh11*Zh32*c2b*la4-Zh12*Zh31*c2b*la4+Zh13*Zh33*c2b*la4*s2b
> B01929   |B01928-2*Zh11*Zh32*c2b*la5r-2*Zh12*Zh31*c2b*la5r+2*Zh13*Zh33*c2b*la5r*s2b+2*Zh11*Zh33*c2b*cb*la5i+2*Zh13*Zh31*c2b*cb*la5i
> B01930   |B01929+2*Zh13*Zh32*c2b*la5i*sb+2*Zh12*Zh33*c2b*la5i*sb-2*Zh11*Zh31*c2b*la6r+8*Zh13*Zh33*la6r*sb^4-6*Zh13*Zh33*la6r*sb^2
> B01931   |B01930+Zh11*Zh32*la6r*s2b+Zh12*Zh31*la6r*s2b-2*Zh11*Zh33*cb^2*la6i*sb-2*Zh13*Zh31*cb^2*la6i*sb-2*Zh13*Zh32*cb*la6i*sb^2
> B01932   |B01931-2*Zh12*Zh33*cb*la6i*sb^2-Zh11*Zh32*la7r*s2b-Zh12*Zh31*la7r*s2b+8*Zh13*Zh33*cb^2*la7r*sb^2-2*Zh13*Zh33*cb^2*la7r
> B01933   |B01932-2*Zh12*Zh32*c2b*la7r+2*Zh11*Zh33*cb^2*la7i*sb+2*Zh13*Zh31*cb^2*la7i*sb+2*Zh13*Zh32*cb*la7i*sb^2+2*Zh12*Zh33*cb*la7i*sb^2
> B01934   |Zh11*Zh33*cb*la4+Zh13*Zh31*cb*la4+Zh13*Zh32*la4*sb+Zh12*Zh33*la4*sb-2*Zh11*Zh33*cb*la5r
> B01935   |B01934-2*Zh13*Zh31*cb*la5r-2*Zh13*Zh32*la5r*sb-2*Zh12*Zh33*la5r*sb-2*Zh11*Zh32*la5i-2*Zh12*Zh31*la5i
> B01936   |B01935+2*Zh13*Zh33*la5i*s2b-2*Zh11*Zh31*la6i-2*Zh13*Zh33*la6i*sb^2-2*Zh12*Zh32*la7i-2*Zh13*Zh33*cb^2*la7i
> B01937   |2*Zh21^2*la1*s2b+4*Zh23^2*cb*la1*sb^3-2*Zh22^2*la2*s2b-4*Zh23^2*cb^3*la2*sb-Zh21^2*la3*s2b
> B01938   |B01937+Zh23^2*c2b*la3*s2b+Zh22^2*la3*s2b-2*Zh21*Zh22*c2b*la4+Zh23^2*c2b*la4*s2b-4*Zh21*Zh22*c2b*la5r
> B01939   |B01938+2*Zh23^2*c2b*la5r*s2b+4*Zh21*Zh23*c2b*cb*la5i+4*Zh22*Zh23*c2b*la5i*sb-2*Zh21^2*c2b*la6r+8*Zh23^2*la6r*sb^4
> B01940   |B01939-6*Zh23^2*la6r*sb^2+2*Zh21*Zh22*la6r*s2b-4*Zh21*Zh23*cb^2*la6i*sb-4*Zh22*Zh23*cb*la6i*sb^2-2*Zh21*Zh22*la7r*s2b
> B01941   |B01940+8*Zh23^2*cb^2*la7r*sb^2-2*Zh23^2*cb^2*la7r-2*Zh22^2*c2b*la7r+4*Zh21*Zh23*cb^2*la7i*sb+4*Zh22*Zh23*cb*la7i*sb^2
> B01942   |2*Zh21*Zh23*cb*la4+2*Zh22*Zh23*la4*sb-4*Zh21*Zh23*cb*la5r-4*Zh22*Zh23*la5r*sb-4*Zh21*Zh22*la5i
> B01943   |B01942+2*Zh23^2*la5i*s2b-2*Zh21^2*la6i-2*Zh23^2*la6i*sb^2-2*Zh22^2*la7i-2*Zh23^2*cb^2*la7i
> B01944   |2*Zh21*Zh31*la1*s2b+4*Zh23*Zh33*cb*la1*sb^3-2*Zh22*Zh32*la2*s2b-4*Zh23*Zh33*cb^3*la2*sb-Zh21*Zh31*la3*s2b
> B01945   |B01944+Zh23*Zh33*c2b*la3*s2b+Zh22*Zh32*la3*s2b-Zh21*Zh32*c2b*la4-Zh22*Zh31*c2b*la4+Zh23*Zh33*c2b*la4*s2b
> B01946   |B01945-2*Zh21*Zh32*c2b*la5r-2*Zh22*Zh31*c2b*la5r+2*Zh23*Zh33*c2b*la5r*s2b+2*Zh21*Zh33*c2b*cb*la5i+2*Zh23*Zh31*c2b*cb*la5i
> B01947   |B01946+2*Zh23*Zh32*c2b*la5i*sb+2*Zh22*Zh33*c2b*la5i*sb-2*Zh21*Zh31*c2b*la6r+8*Zh23*Zh33*la6r*sb^4-6*Zh23*Zh33*la6r*sb^2
> B01948   |B01947+Zh21*Zh32*la6r*s2b+Zh22*Zh31*la6r*s2b-2*Zh21*Zh33*cb^2*la6i*sb-2*Zh23*Zh31*cb^2*la6i*sb-2*Zh23*Zh32*cb*la6i*sb^2
> B01949   |B01948-2*Zh22*Zh33*cb*la6i*sb^2-Zh21*Zh32*la7r*s2b-Zh22*Zh31*la7r*s2b+8*Zh23*Zh33*cb^2*la7r*sb^2-2*Zh23*Zh33*cb^2*la7r
> B01950   |B01949-2*Zh22*Zh32*c2b*la7r+2*Zh21*Zh33*cb^2*la7i*sb+2*Zh23*Zh31*cb^2*la7i*sb+2*Zh23*Zh32*cb*la7i*sb^2+2*Zh22*Zh33*cb*la7i*sb^2
> B01951   |Zh21*Zh33*cb*la4+Zh23*Zh31*cb*la4+Zh23*Zh32*la4*sb+Zh22*Zh33*la4*sb-2*Zh21*Zh33*cb*la5r
> B01952   |B01951-2*Zh23*Zh31*cb*la5r-2*Zh23*Zh32*la5r*sb-2*Zh22*Zh33*la5r*sb-2*Zh21*Zh32*la5i-2*Zh22*Zh31*la5i
> B01953   |B01952+2*Zh23*Zh33*la5i*s2b-2*Zh21*Zh31*la6i-2*Zh23*Zh33*la6i*sb^2-2*Zh22*Zh32*la7i-2*Zh23*Zh33*cb^2*la7i
> B01954   |2*Zh31^2*la1*s2b+4*Zh33^2*cb*la1*sb^3-2*Zh32^2*la2*s2b-4*Zh33^2*cb^3*la2*sb-Zh31^2*la3*s2b
> B01955   |B01954+Zh33^2*c2b*la3*s2b+Zh32^2*la3*s2b-2*Zh31*Zh32*c2b*la4+Zh33^2*c2b*la4*s2b-4*Zh31*Zh32*c2b*la5r
> B01956   |B01955+2*Zh33^2*c2b*la5r*s2b+4*Zh31*Zh33*c2b*cb*la5i+4*Zh32*Zh33*c2b*la5i*sb-2*Zh31^2*c2b*la6r+8*Zh33^2*la6r*sb^4
> B01957   |B01956-6*Zh33^2*la6r*sb^2+2*Zh31*Zh32*la6r*s2b-4*Zh31*Zh33*cb^2*la6i*sb-4*Zh32*Zh33*cb*la6i*sb^2-2*Zh31*Zh32*la7r*s2b
> B01958   |B01957+8*Zh33^2*cb^2*la7r*sb^2-2*Zh33^2*cb^2*la7r-2*Zh32^2*c2b*la7r+4*Zh31*Zh33*cb^2*la7i*sb+4*Zh32*Zh33*cb*la7i*sb^2
> B01959   |2*Zh31*Zh33*cb*la4+2*Zh32*Zh33*la4*sb-4*Zh31*Zh33*cb*la5r-4*Zh32*Zh33*la5r*sb-4*Zh31*Zh32*la5i
> B01960   |B01959+2*Zh33^2*la5i*s2b-2*Zh31^2*la6i-2*Zh33^2*la6i*sb^2-2*Zh32^2*la7i-2*Zh33^2*cb^2*la7i
> B01961   |3*MW^2*Zb11r^2*s2b^2-4*MW^2*SW^2*Zb11r^2*s2b^2-2*MW^2*SW^2*Zb21i^2*s2b^2-2*MW^2*SW^2*Zb21r^2*s2b^2+12*Mb^2*Zb21i^2*sb^2
> B01962   |B01961+12*Mb^2*Zb21r^2*sb^2-12*Mb^2*SW^2*Zb21i^2*sb^2-12*Mb^2*SW^2*Zb21r^2*sb^2-12*CW^2*Mt^2*Zb11r^2*cb^2
> B01963   |3*MW^2*Zb21r*s2b^2-2*MW^2*SW^2*Zb21r*s2b^2-12*CW^2*Mb^2*Zb21r*sb^2-12*CW^2*Mt^2*Zb21r*cb^2
> B01964   |-3*MW^2*Zb21i*s2b^2+2*MW^2*SW^2*Zb21i*s2b^2+12*CW^2*Mb^2*Zb21i*sb^2+12*CW^2*Mt^2*Zb21i*cb^2
> B01965   |3*MW^2*Zb21i*s2b^2-2*MW^2*SW^2*Zb21i*s2b^2-12*CW^2*Mb^2*Zb21i*sb^2-12*CW^2*Mt^2*Zb21i*cb^2
> B01966   |3*MW^2*Zb21i^2*s2b^2+3*MW^2*Zb21r^2*s2b^2-2*MW^2*SW^2*Zb11r^2*s2b^2-4*MW^2*SW^2*Zb21i^2*s2b^2-4*MW^2*SW^2*Zb21r^2*s2b^2
> B01967   |B01966+12*CW^2*Mb^2*Zb11r^2*sb^2-12*Mt^2*Zb21i^2-12*Mt^2*Zb21r^2+12*Mt^2*SW^2*Zb21i^2+12*Mt^2*SW^2*Zb21r^2
> B01968   |B01967+12*Mt^2*Zb21i^2*sb^2+12*Mt^2*Zb21r^2*sb^2-12*Mt^2*SW^2*Zb21i^2*sb^2-12*Mt^2*SW^2*Zb21r^2*sb^2
> B01969   |2*MW^2*SW^2*cb^2-3*MW^2*cb^2+3*CW^2*Mq^2
> B01970   |4*MW^2*SW^2*sb^2-3*CW^2*Mc^2
> B01971   |4*MW^2*SW^2*sb^2-3*MW^2*sb^2+3*CW^2*Mq^2
> B01972   |2*MW^2*SW^2*cb^2-3*CW^2*Mq^2
> B01973   |2*MW^2*SW^2*Zl21r^2*cb^2-MW^2*Zl11r^2*cb^2+2*MW^2*SW^2*Zl21i^2*cb^2-Ml^2*Zl21i^2-Ml^2*Zl21r^2
> B01974   |B01973+Ml^2*SW^2*Zl21i^2+Ml^2*SW^2*Zl21r^2
> B01975   |2*MW^2*SW^2*Zl21r*cb^2+MW^2*Zl21r*cb^2-CW^2*Ml^2*Zl21r
> B01976   |-2*MW^2*SW^2*Zl21i*cb^2-MW^2*Zl21i*cb^2+CW^2*Ml^2*Zl21i
> B01977   |2*MW^2*SW^2*Zl21i*cb^2+MW^2*Zl21i*cb^2-CW^2*Ml^2*Zl21i
> B01978   |2*MW^2*SW^2*Zl11r^2*cb^2-MW^2*Zl21i^2*cb^2-MW^2*Zl21r^2*cb^2-CW^2*Ml^2*Zl11r^2
> B01979   |C2W*MW^2*cb^2-CW^2*Ml^2
> B01980   |4*MW^2*SW^2*sb^2-3*MW^2*sb^2+3*CW^2*Mc^2
> B01981   |3*MW^2*Zt11r^2*s2b^2-2*MW^2*SW^2*Zt11r^2*s2b^2-4*MW^2*SW^2*Zt21i^2*s2b^2-4*MW^2*SW^2*Zt21r^2*s2b^2+12*Mt^2*Zt21i^2
> B01982   |B01981+12*Mt^2*Zt21r^2-12*Mt^2*SW^2*Zt21i^2-12*Mt^2*SW^2*Zt21r^2-12*Mt^2*Zt21i^2*sb^2-12*Mt^2*Zt21r^2*sb^2
> B01983   |B01982+12*Mt^2*SW^2*Zt21i^2*sb^2+12*Mt^2*SW^2*Zt21r^2*sb^2-12*CW^2*Mb^2*Zt11r^2*sb^2
> B01984   |3*MW^2*Zt21r*s2b^2+2*MW^2*SW^2*Zt21r*s2b^2-12*CW^2*Mt^2*Zt21r*cb^2-12*CW^2*Mb^2*Zt21r*sb^2
> B01985   |-3*MW^2*Zt21i*s2b^2-2*MW^2*SW^2*Zt21i*s2b^2+12*CW^2*Mt^2*Zt21i*cb^2+12*CW^2*Mb^2*Zt21i*sb^2
> B01986   |3*MW^2*Zt21i*s2b^2+2*MW^2*SW^2*Zt21i*s2b^2-12*CW^2*Mt^2*Zt21i*cb^2-12*CW^2*Mb^2*Zt21i*sb^2
> B01987   |3*MW^2*Zt21i^2*s2b^2+3*MW^2*Zt21r^2*s2b^2-4*MW^2*SW^2*Zt11r^2*s2b^2-2*MW^2*SW^2*Zt21i^2*s2b^2-2*MW^2*SW^2*Zt21r^2*s2b^2
> B01988   |B01987+12*CW^2*Mt^2*Zt11r^2*cb^2-12*Mb^2*Zt21i^2*sb^2-12*Mb^2*Zt21r^2*sb^2+12*Mb^2*SW^2*Zt21i^2*sb^2+12*Mb^2*SW^2*Zt21r^2*sb^2
> B01989   |4*MW^2*SW^2*sb^2-3*CW^2*Mq^2
> B01990   |2*MW^2*cb^2-Ml^2
> B01991   |2*MW^2*Zl21r*cb^2-Ml^2*Zl21r
> B01992   |2*MW^2*Zl21i*cb^2-Ml^2*Zl21i
> B01993   |2*MW^2*Zb11r*Zt11r*cb^2*sb^2+Mb*Mt*Zb21i*Zt21i+Mb*Mt*Zb21r*Zt21r-Mt^2*Zb11r*Zt11r*cb^2-Mb^2*Zb11r*Zt11r*sb^2
> B01994   |-Mb*Mt*Zb21i*Zt21r+Mb*Mt*Zb21r*Zt21i
> B01995   |2*MW^2*Zb21r*Zt11r*cb^2*sb^2-Mb*Mt*Zb11r*Zt21r-Mt^2*Zb21r*Zt11r*cb^2-Mb^2*Zb21r*Zt11r*sb^2
> B01996   |2*MW^2*Zb21i*Zt11r*cb^2*sb^2-Mb*Mt*Zb11r*Zt21i-Mt^2*Zb21i*Zt11r*cb^2-Mb^2*Zb21i*Zt11r*sb^2
> B01997   |2*MW^2*Zb11r*Zt21r*cb^2*sb^2-Mb*Mt*Zb21r*Zt11r-Mt^2*Zb11r*Zt21r*cb^2-Mb^2*Zb11r*Zt21r*sb^2
> B01998   |-2*MW^2*Zb11r*Zt21i*cb^2*sb^2+Mb*Mt*Zb21i*Zt11r+Mt^2*Zb11r*Zt21i*cb^2+Mb^2*Zb11r*Zt21i*sb^2
> B01999   |2*MW^2*Zb21i*Zt21i*sb^2-2*MW^2*Zb21i*Zt21i*sb^4+2*MW^2*Zb21r*Zt21r*sb^2-2*MW^2*Zb21r*Zt21r*sb^4+Mb*Mt*Zb11r*Zt11r
> B02000   |B01999-Mt^2*Zb21i*Zt21i-Mt^2*Zb21r*Zt21r+Mt^2*Zb21i*Zt21i*sb^2+Mt^2*Zb21r*Zt21r*sb^2-Mb^2*Zb21i*Zt21i*sb^2
> B02001   |B02000-Mb^2*Zb21r*Zt21r*sb^2
> B02002   |2*MW^2*Zb21i*Zt21r*sb^2-2*MW^2*Zb21i*Zt21r*sb^4-2*MW^2*Zb21r*Zt21i*sb^2+2*MW^2*Zb21r*Zt21i*sb^4-Mt^2*Zb21i*Zt21r
> B02003   |B02002+Mt^2*Zb21r*Zt21i+Mt^2*Zb21i*Zt21r*sb^2-Mt^2*Zb21r*Zt21i*sb^2-Mb^2*Zb21i*Zt21r*sb^2+Mb^2*Zb21r*Zt21i*sb^2
> B02004   |4*MW^2*Zh11*cb^2*sb^3+4*MW^2*Zh12*cb^3*sb^2-4*Mc^2*Zh12*cb^3-4*Mq^2*Zh11*sb^3
> B02005   |-MW^2*Zh13*c2b*s2b^2+4*Mc^2*Zh13*cb^4-4*Mq^2*Zh13*sb^4
> B02006   |Zh11*sb+Zh12*cb
> B02007   |MW^2*Zh11*cb^2*sb+MW^2*Zh12*cb^3-Ml^2*Zh11*sb
> B02008   |-MW^2*Zh13*c2b*cb^2-Ml^2*Zh13*sb^2
> B02009   |MW^2*Zh11*Zl21r*cb^2*sb-MW^2*Zh13*Zl21i*c2b*cb^2+MW^2*Zh12*Zl21r*cb^3-Ml^2*Zh11*Zl21r*sb-Ml^2*Zh13*Zl21i*sb^2
> B02010   |-MW^2*Zh11*Zl21i*cb^2*sb-MW^2*Zh13*Zl21r*c2b*cb^2-MW^2*Zh12*Zl21i*cb^3+Ml^2*Zh11*Zl21i*sb-Ml^2*Zh13*Zl21r*sb^2
> B02011   |4*MW^2*Zb11r*Zh11*Zt11r*cb^2*sb^3+4*MW^2*Zb11r*Zh12*Zt11r*cb^3*sb^2-4*Mb*Mt*Zb21i*Zh11*Zt21i*sb+4*Mb*Mt*Zb21i*Zh11*Zt21i*sb^3-4*Mb*Mt*Zb21r*Zh11*Zt21r*sb
> B02012   |B02011+4*Mb*Mt*Zb21r*Zh11*Zt21r*sb^3-4*Mb*Mt*Zb21i*Zh12*Zt21i*cb*sb^2-4*Mb*Mt*Zb21r*Zh12*Zt21r*cb*sb^2-4*Mt^2*Zb11r*Zh12*Zt11r*cb^3-4*Mb^2*Zb11r*Zh11*Zt11r*sb^3
> B02013   |-MW^2*Zb11r*Zh13*Zt11r*c2b*s2b^2-4*Mb*Mt*Zb21i*Zh11*Zt21r*sb+4*Mb*Mt*Zb21i*Zh11*Zt21r*sb^3+4*Mb*Mt*Zb21r*Zh11*Zt21i*sb-4*Mb*Mt*Zb21r*Zh11*Zt21i*sb^3
> B02014   |B02013-4*Mb*Mt*Zb21i*Zh12*Zt21r*cb*sb^2+4*Mb*Mt*Zb21r*Zh12*Zt21i*cb*sb^2+4*Mt^2*Zb11r*Zh13*Zt11r*cb^4-4*Mb^2*Zb11r*Zh13*Zt11r*sb^4
> B02015   |4*MW^2*Zb21r*Zh11*Zt11r*cb^2*sb^3-MW^2*Zb21i*Zh13*Zt11r*c2b*s2b^2+4*MW^2*Zb21r*Zh12*Zt11r*cb^3*sb^2+4*Mb*Mt*Zb11r*Zh11*Zt21r*cb^2*sb+4*Mb*Mt*Zb11r*Zh12*Zt21r*cb*sb^2
> B02016   |B02015-4*Mt^2*Zb21r*Zh12*Zt11r*cb^3+4*Mt^2*Zb21i*Zh13*Zt11r*cb^4-4*Mb^2*Zb21r*Zh11*Zt11r*sb^3-4*Mb^2*Zb21i*Zh13*Zt11r*sb^4
> B02017   |-4*MW^2*Zb21i*Zh11*Zt11r*cb^2*sb^3-MW^2*Zb21r*Zh13*Zt11r*c2b*s2b^2-4*MW^2*Zb21i*Zh12*Zt11r*cb^3*sb^2-4*Mb*Mt*Zb11r*Zh11*Zt21i*cb^2*sb-4*Mb*Mt*Zb11r*Zh12*Zt21i*cb*sb^2
> B02018   |B02017+4*Mt^2*Zb21r*Zh13*Zt11r*cb^4+4*Mt^2*Zb21i*Zh12*Zt11r*cb^3+4*Mb^2*Zb21i*Zh11*Zt11r*sb^3-4*Mb^2*Zb21r*Zh13*Zt11r*sb^4
> B02019   |4*MW^2*Zb11r*Zh11*Zt21r*cb^2*sb^3+MW^2*Zb11r*Zh13*Zt21i*c2b*s2b^2+4*MW^2*Zb11r*Zh12*Zt21r*cb^3*sb^2+4*Mb*Mt*Zb21r*Zh11*Zt11r*cb^2*sb+4*Mb*Mt*Zb21r*Zh12*Zt11r*cb*sb^2
> B02020   |B02019-4*Mt^2*Zb11r*Zh12*Zt21r*cb^3-4*Mt^2*Zb11r*Zh13*Zt21i*cb^4-4*Mb^2*Zb11r*Zh11*Zt21r*sb^3+4*Mb^2*Zb11r*Zh13*Zt21i*sb^4
> B02021   |4*MW^2*Zb11r*Zh11*Zt21i*cb^2*sb^3-MW^2*Zb11r*Zh13*Zt21r*c2b*s2b^2+4*MW^2*Zb11r*Zh12*Zt21i*cb^3*sb^2+4*Mb*Mt*Zb21i*Zh11*Zt11r*cb^2*sb+4*Mb*Mt*Zb21i*Zh12*Zt11r*cb*sb^2
> B02022   |B02021-4*Mt^2*Zb11r*Zh12*Zt21i*cb^3+4*Mt^2*Zb11r*Zh13*Zt21r*cb^4-4*Mb^2*Zb11r*Zh11*Zt21i*sb^3-4*Mb^2*Zb11r*Zh13*Zt21r*sb^4
> B02023   |4*MW^2*Zb21i*Zh11*Zt21i*sb^3-4*MW^2*Zb21i*Zh11*Zt21i*sb^5+4*MW^2*Zb21r*Zh11*Zt21r*sb^3-4*MW^2*Zb21r*Zh11*Zt21r*sb^5-2*MW^2*Zb21r*Zh13*Zt21i*s2b^2*sb^2
> B02024   |B02023-MW^2*Zb21i*Zh13*Zt21r*s2b^2+MW^2*Zb21r*Zh13*Zt21i*s2b^2+2*MW^2*Zb21i*Zh13*Zt21r*s2b^2*sb^2+4*MW^2*Zb21i*Zh12*Zt21i*cb*sb^2-4*MW^2*Zb21i*Zh12*Zt21i*cb*sb^4
> B02025   |B02024+4*MW^2*Zb21r*Zh12*Zt21r*cb*sb^2-4*MW^2*Zb21r*Zh12*Zt21r*cb*sb^4-4*Mb*Mt*Zb11r*Zh11*Zt11r*cb^2*sb-4*Mb*Mt*Zb11r*Zh12*Zt11r*cb*sb^2-4*Mt^2*Zb21i*Zh12*Zt21i*cb
> B02026   |B02025-4*Mt^2*Zb21r*Zh12*Zt21r*cb+4*Mt^2*Zb21i*Zh12*Zt21i*cb*sb^2+4*Mt^2*Zb21r*Zh12*Zt21r*cb*sb^2+4*Mt^2*Zb21i*Zh13*Zt21r-4*Mt^2*Zb21r*Zh13*Zt21i
> B02027   |B02026-8*Mt^2*Zb21i*Zh13*Zt21r*sb^2+4*Mt^2*Zb21i*Zh13*Zt21r*sb^4+8*Mt^2*Zb21r*Zh13*Zt21i*sb^2-4*Mt^2*Zb21r*Zh13*Zt21i*sb^4-4*Mb^2*Zb21i*Zh11*Zt21i*sb^3
> B02028   |B02027-4*Mb^2*Zb21r*Zh11*Zt21r*sb^3-4*Mb^2*Zb21i*Zh13*Zt21r*sb^4+4*Mb^2*Zb21r*Zh13*Zt21i*sb^4
> B02029   |-4*MW^2*Zb21i*Zh11*Zt21r*sb^3+4*MW^2*Zb21i*Zh11*Zt21r*sb^5+4*MW^2*Zb21r*Zh11*Zt21i*sb^3-4*MW^2*Zb21r*Zh11*Zt21i*sb^5+2*MW^2*Zb21r*Zh13*Zt21r*s2b^2*sb^2
> B02030   |B02029-MW^2*Zb21i*Zh13*Zt21i*s2b^2-MW^2*Zb21r*Zh13*Zt21r*s2b^2+2*MW^2*Zb21i*Zh13*Zt21i*s2b^2*sb^2-4*MW^2*Zb21i*Zh12*Zt21r*cb*sb^2+4*MW^2*Zb21i*Zh12*Zt21r*cb*sb^4
> B02031   |B02030+4*MW^2*Zb21r*Zh12*Zt21i*cb*sb^2-4*MW^2*Zb21r*Zh12*Zt21i*cb*sb^4+4*Mt^2*Zb21i*Zh12*Zt21r*cb-4*Mt^2*Zb21r*Zh12*Zt21i*cb-4*Mt^2*Zb21i*Zh12*Zt21r*cb*sb^2
> B02032   |B02031+4*Mt^2*Zb21r*Zh12*Zt21i*cb*sb^2+4*Mt^2*Zb21i*Zh13*Zt21i+4*Mt^2*Zb21r*Zh13*Zt21r-8*Mt^2*Zb21i*Zh13*Zt21i*sb^2+4*Mt^2*Zb21i*Zh13*Zt21i*sb^4
> B02033   |B02032-8*Mt^2*Zb21r*Zh13*Zt21r*sb^2+4*Mt^2*Zb21r*Zh13*Zt21r*sb^4+4*Mb^2*Zb21i*Zh11*Zt21r*sb^3-4*Mb^2*Zb21r*Zh11*Zt21i*sb^3-4*Mb^2*Zb21i*Zh13*Zt21i*sb^4
> B02034   |B02033-4*Mb^2*Zb21r*Zh13*Zt21r*sb^4
> B02035   |4*MW^2*Zh11*cb^2*sb^3+4*MW^2*Zh12*cb^3*sb^2-4*Mq^2*Zh12*cb^3-4*Mq^2*Zh11*sb^3
> B02036   |-MW^2*Zh13*c2b*s2b^2+4*Mq^2*Zh13*c2b
> B02037   |4*MW^2*Zh21*cb^2*sb^3+4*MW^2*Zh22*cb^3*sb^2-4*Mc^2*Zh22*cb^3-4*Mq^2*Zh21*sb^3
> B02038   |-MW^2*Zh23*c2b*s2b^2+4*Mc^2*Zh23*cb^4-4*Mq^2*Zh23*sb^4
> B02039   |Zh21*sb+Zh22*cb
> B02040   |MW^2*Zh21*cb^2*sb+MW^2*Zh22*cb^3-Ml^2*Zh21*sb
> B02041   |-MW^2*Zh23*c2b*cb^2-Ml^2*Zh23*sb^2
> B02042   |MW^2*Zh21*Zl21r*cb^2*sb-MW^2*Zh23*Zl21i*c2b*cb^2+MW^2*Zh22*Zl21r*cb^3-Ml^2*Zh21*Zl21r*sb-Ml^2*Zh23*Zl21i*sb^2
> B02043   |-MW^2*Zh21*Zl21i*cb^2*sb-MW^2*Zh23*Zl21r*c2b*cb^2-MW^2*Zh22*Zl21i*cb^3+Ml^2*Zh21*Zl21i*sb-Ml^2*Zh23*Zl21r*sb^2
> B02044   |4*MW^2*Zb11r*Zh21*Zt11r*cb^2*sb^3+4*MW^2*Zb11r*Zh22*Zt11r*cb^3*sb^2-4*Mb*Mt*Zb21i*Zh21*Zt21i*sb+4*Mb*Mt*Zb21i*Zh21*Zt21i*sb^3-4*Mb*Mt*Zb21r*Zh21*Zt21r*sb
> B02045   |B02044+4*Mb*Mt*Zb21r*Zh21*Zt21r*sb^3-4*Mb*Mt*Zb21i*Zh22*Zt21i*cb*sb^2-4*Mb*Mt*Zb21r*Zh22*Zt21r*cb*sb^2-4*Mt^2*Zb11r*Zh22*Zt11r*cb^3-4*Mb^2*Zb11r*Zh21*Zt11r*sb^3
> B02046   |-MW^2*Zb11r*Zh23*Zt11r*c2b*s2b^2-4*Mb*Mt*Zb21i*Zh21*Zt21r*sb+4*Mb*Mt*Zb21i*Zh21*Zt21r*sb^3+4*Mb*Mt*Zb21r*Zh21*Zt21i*sb-4*Mb*Mt*Zb21r*Zh21*Zt21i*sb^3
> B02047   |B02046-4*Mb*Mt*Zb21i*Zh22*Zt21r*cb*sb^2+4*Mb*Mt*Zb21r*Zh22*Zt21i*cb*sb^2+4*Mt^2*Zb11r*Zh23*Zt11r*cb^4-4*Mb^2*Zb11r*Zh23*Zt11r*sb^4
> B02048   |4*MW^2*Zb21r*Zh21*Zt11r*cb^2*sb^3-MW^2*Zb21i*Zh23*Zt11r*c2b*s2b^2+4*MW^2*Zb21r*Zh22*Zt11r*cb^3*sb^2+4*Mb*Mt*Zb11r*Zh21*Zt21r*cb^2*sb+4*Mb*Mt*Zb11r*Zh22*Zt21r*cb*sb^2
> B02049   |B02048-4*Mt^2*Zb21r*Zh22*Zt11r*cb^3+4*Mt^2*Zb21i*Zh23*Zt11r*cb^4-4*Mb^2*Zb21r*Zh21*Zt11r*sb^3-4*Mb^2*Zb21i*Zh23*Zt11r*sb^4
> B02050   |-4*MW^2*Zb21i*Zh21*Zt11r*cb^2*sb^3-MW^2*Zb21r*Zh23*Zt11r*c2b*s2b^2-4*MW^2*Zb21i*Zh22*Zt11r*cb^3*sb^2-4*Mb*Mt*Zb11r*Zh21*Zt21i*cb^2*sb-4*Mb*Mt*Zb11r*Zh22*Zt21i*cb*sb^2
> B02051   |B02050+4*Mt^2*Zb21r*Zh23*Zt11r*cb^4+4*Mt^2*Zb21i*Zh22*Zt11r*cb^3+4*Mb^2*Zb21i*Zh21*Zt11r*sb^3-4*Mb^2*Zb21r*Zh23*Zt11r*sb^4
> B02052   |4*MW^2*Zb11r*Zh21*Zt21r*cb^2*sb^3+MW^2*Zb11r*Zh23*Zt21i*c2b*s2b^2+4*MW^2*Zb11r*Zh22*Zt21r*cb^3*sb^2+4*Mb*Mt*Zb21r*Zh21*Zt11r*cb^2*sb+4*Mb*Mt*Zb21r*Zh22*Zt11r*cb*sb^2
> B02053   |B02052-4*Mt^2*Zb11r*Zh22*Zt21r*cb^3-4*Mt^2*Zb11r*Zh23*Zt21i*cb^4-4*Mb^2*Zb11r*Zh21*Zt21r*sb^3+4*Mb^2*Zb11r*Zh23*Zt21i*sb^4
> B02054   |4*MW^2*Zb11r*Zh21*Zt21i*cb^2*sb^3-MW^2*Zb11r*Zh23*Zt21r*c2b*s2b^2+4*MW^2*Zb11r*Zh22*Zt21i*cb^3*sb^2+4*Mb*Mt*Zb21i*Zh21*Zt11r*cb^2*sb+4*Mb*Mt*Zb21i*Zh22*Zt11r*cb*sb^2
> B02055   |B02054-4*Mt^2*Zb11r*Zh22*Zt21i*cb^3+4*Mt^2*Zb11r*Zh23*Zt21r*cb^4-4*Mb^2*Zb11r*Zh21*Zt21i*sb^3-4*Mb^2*Zb11r*Zh23*Zt21r*sb^4
> B02056   |4*MW^2*Zb21i*Zh21*Zt21i*sb^3-4*MW^2*Zb21i*Zh21*Zt21i*sb^5+4*MW^2*Zb21r*Zh21*Zt21r*sb^3-4*MW^2*Zb21r*Zh21*Zt21r*sb^5-2*MW^2*Zb21r*Zh23*Zt21i*s2b^2*sb^2
> B02057   |B02056-MW^2*Zb21i*Zh23*Zt21r*s2b^2+MW^2*Zb21r*Zh23*Zt21i*s2b^2+2*MW^2*Zb21i*Zh23*Zt21r*s2b^2*sb^2+4*MW^2*Zb21i*Zh22*Zt21i*cb*sb^2-4*MW^2*Zb21i*Zh22*Zt21i*cb*sb^4
> B02058   |B02057+4*MW^2*Zb21r*Zh22*Zt21r*cb*sb^2-4*MW^2*Zb21r*Zh22*Zt21r*cb*sb^4-4*Mb*Mt*Zb11r*Zh21*Zt11r*cb^2*sb-4*Mb*Mt*Zb11r*Zh22*Zt11r*cb*sb^2-4*Mt^2*Zb21i*Zh22*Zt21i*cb
> B02059   |B02058-4*Mt^2*Zb21r*Zh22*Zt21r*cb+4*Mt^2*Zb21i*Zh22*Zt21i*cb*sb^2+4*Mt^2*Zb21r*Zh22*Zt21r*cb*sb^2+4*Mt^2*Zb21i*Zh23*Zt21r-4*Mt^2*Zb21r*Zh23*Zt21i
> B02060   |B02059-8*Mt^2*Zb21i*Zh23*Zt21r*sb^2+4*Mt^2*Zb21i*Zh23*Zt21r*sb^4+8*Mt^2*Zb21r*Zh23*Zt21i*sb^2-4*Mt^2*Zb21r*Zh23*Zt21i*sb^4-4*Mb^2*Zb21i*Zh21*Zt21i*sb^3
> B02061   |B02060-4*Mb^2*Zb21r*Zh21*Zt21r*sb^3-4*Mb^2*Zb21i*Zh23*Zt21r*sb^4+4*Mb^2*Zb21r*Zh23*Zt21i*sb^4
> B02062   |-4*MW^2*Zb21i*Zh21*Zt21r*sb^3+4*MW^2*Zb21i*Zh21*Zt21r*sb^5+4*MW^2*Zb21r*Zh21*Zt21i*sb^3-4*MW^2*Zb21r*Zh21*Zt21i*sb^5+2*MW^2*Zb21r*Zh23*Zt21r*s2b^2*sb^2
> B02063   |B02062-MW^2*Zb21i*Zh23*Zt21i*s2b^2-MW^2*Zb21r*Zh23*Zt21r*s2b^2+2*MW^2*Zb21i*Zh23*Zt21i*s2b^2*sb^2-4*MW^2*Zb21i*Zh22*Zt21r*cb*sb^2+4*MW^2*Zb21i*Zh22*Zt21r*cb*sb^4
> B02064   |B02063+4*MW^2*Zb21r*Zh22*Zt21i*cb*sb^2-4*MW^2*Zb21r*Zh22*Zt21i*cb*sb^4+4*Mt^2*Zb21i*Zh22*Zt21r*cb-4*Mt^2*Zb21r*Zh22*Zt21i*cb-4*Mt^2*Zb21i*Zh22*Zt21r*cb*sb^2
> B02065   |B02064+4*Mt^2*Zb21r*Zh22*Zt21i*cb*sb^2+4*Mt^2*Zb21i*Zh23*Zt21i+4*Mt^2*Zb21r*Zh23*Zt21r-8*Mt^2*Zb21i*Zh23*Zt21i*sb^2+4*Mt^2*Zb21i*Zh23*Zt21i*sb^4
> B02066   |B02065-8*Mt^2*Zb21r*Zh23*Zt21r*sb^2+4*Mt^2*Zb21r*Zh23*Zt21r*sb^4+4*Mb^2*Zb21i*Zh21*Zt21r*sb^3-4*Mb^2*Zb21r*Zh21*Zt21i*sb^3-4*Mb^2*Zb21i*Zh23*Zt21i*sb^4
> B02067   |B02066-4*Mb^2*Zb21r*Zh23*Zt21r*sb^4
> B02068   |4*MW^2*Zh21*cb^2*sb^3+4*MW^2*Zh22*cb^3*sb^2-4*Mq^2*Zh22*cb^3-4*Mq^2*Zh21*sb^3
> B02069   |-MW^2*Zh23*c2b*s2b^2+4*Mq^2*Zh23*c2b
> B02070   |4*MW^2*Zh31*cb^2*sb^3+4*MW^2*Zh32*cb^3*sb^2-4*Mc^2*Zh32*cb^3-4*Mq^2*Zh31*sb^3
> B02071   |-MW^2*Zh33*c2b*s2b^2+4*Mc^2*Zh33*cb^4-4*Mq^2*Zh33*sb^4
> B02072   |Zh31*sb+Zh32*cb
> B02073   |MW^2*Zh31*cb^2*sb+MW^2*Zh32*cb^3-Ml^2*Zh31*sb
> B02074   |-MW^2*Zh33*c2b*cb^2-Ml^2*Zh33*sb^2
> B02075   |MW^2*Zh31*Zl21r*cb^2*sb-MW^2*Zh33*Zl21i*c2b*cb^2+MW^2*Zh32*Zl21r*cb^3-Ml^2*Zh31*Zl21r*sb-Ml^2*Zh33*Zl21i*sb^2
> B02076   |-MW^2*Zh31*Zl21i*cb^2*sb-MW^2*Zh33*Zl21r*c2b*cb^2-MW^2*Zh32*Zl21i*cb^3+Ml^2*Zh31*Zl21i*sb-Ml^2*Zh33*Zl21r*sb^2
> B02077   |4*MW^2*Zb11r*Zh31*Zt11r*cb^2*sb^3+4*MW^2*Zb11r*Zh32*Zt11r*cb^3*sb^2-4*Mb*Mt*Zb21i*Zh31*Zt21i*sb+4*Mb*Mt*Zb21i*Zh31*Zt21i*sb^3-4*Mb*Mt*Zb21r*Zh31*Zt21r*sb
> B02078   |B02077+4*Mb*Mt*Zb21r*Zh31*Zt21r*sb^3-4*Mb*Mt*Zb21i*Zh32*Zt21i*cb*sb^2-4*Mb*Mt*Zb21r*Zh32*Zt21r*cb*sb^2-4*Mt^2*Zb11r*Zh32*Zt11r*cb^3-4*Mb^2*Zb11r*Zh31*Zt11r*sb^3
> B02079   |-MW^2*Zb11r*Zh33*Zt11r*c2b*s2b^2-4*Mb*Mt*Zb21i*Zh31*Zt21r*sb+4*Mb*Mt*Zb21i*Zh31*Zt21r*sb^3+4*Mb*Mt*Zb21r*Zh31*Zt21i*sb-4*Mb*Mt*Zb21r*Zh31*Zt21i*sb^3
> B02080   |B02079-4*Mb*Mt*Zb21i*Zh32*Zt21r*cb*sb^2+4*Mb*Mt*Zb21r*Zh32*Zt21i*cb*sb^2+4*Mt^2*Zb11r*Zh33*Zt11r*cb^4-4*Mb^2*Zb11r*Zh33*Zt11r*sb^4
> B02081   |4*MW^2*Zb21r*Zh31*Zt11r*cb^2*sb^3-MW^2*Zb21i*Zh33*Zt11r*c2b*s2b^2+4*MW^2*Zb21r*Zh32*Zt11r*cb^3*sb^2+4*Mb*Mt*Zb11r*Zh31*Zt21r*cb^2*sb+4*Mb*Mt*Zb11r*Zh32*Zt21r*cb*sb^2
> B02082   |B02081-4*Mt^2*Zb21r*Zh32*Zt11r*cb^3+4*Mt^2*Zb21i*Zh33*Zt11r*cb^4-4*Mb^2*Zb21r*Zh31*Zt11r*sb^3-4*Mb^2*Zb21i*Zh33*Zt11r*sb^4
> B02083   |-4*MW^2*Zb21i*Zh31*Zt11r*cb^2*sb^3-MW^2*Zb21r*Zh33*Zt11r*c2b*s2b^2-4*MW^2*Zb21i*Zh32*Zt11r*cb^3*sb^2-4*Mb*Mt*Zb11r*Zh31*Zt21i*cb^2*sb-4*Mb*Mt*Zb11r*Zh32*Zt21i*cb*sb^2
> B02084   |B02083+4*Mt^2*Zb21r*Zh33*Zt11r*cb^4+4*Mt^2*Zb21i*Zh32*Zt11r*cb^3+4*Mb^2*Zb21i*Zh31*Zt11r*sb^3-4*Mb^2*Zb21r*Zh33*Zt11r*sb^4
> B02085   |4*MW^2*Zb11r*Zh31*Zt21r*cb^2*sb^3+MW^2*Zb11r*Zh33*Zt21i*c2b*s2b^2+4*MW^2*Zb11r*Zh32*Zt21r*cb^3*sb^2+4*Mb*Mt*Zb21r*Zh31*Zt11r*cb^2*sb+4*Mb*Mt*Zb21r*Zh32*Zt11r*cb*sb^2
> B02086   |B02085-4*Mt^2*Zb11r*Zh32*Zt21r*cb^3-4*Mt^2*Zb11r*Zh33*Zt21i*cb^4-4*Mb^2*Zb11r*Zh31*Zt21r*sb^3+4*Mb^2*Zb11r*Zh33*Zt21i*sb^4
> B02087   |4*MW^2*Zb11r*Zh31*Zt21i*cb^2*sb^3-MW^2*Zb11r*Zh33*Zt21r*c2b*s2b^2+4*MW^2*Zb11r*Zh32*Zt21i*cb^3*sb^2+4*Mb*Mt*Zb21i*Zh31*Zt11r*cb^2*sb+4*Mb*Mt*Zb21i*Zh32*Zt11r*cb*sb^2
> B02088   |B02087-4*Mt^2*Zb11r*Zh32*Zt21i*cb^3+4*Mt^2*Zb11r*Zh33*Zt21r*cb^4-4*Mb^2*Zb11r*Zh31*Zt21i*sb^3-4*Mb^2*Zb11r*Zh33*Zt21r*sb^4
> B02089   |4*MW^2*Zb21i*Zh31*Zt21i*sb^3-4*MW^2*Zb21i*Zh31*Zt21i*sb^5+4*MW^2*Zb21r*Zh31*Zt21r*sb^3-4*MW^2*Zb21r*Zh31*Zt21r*sb^5-2*MW^2*Zb21r*Zh33*Zt21i*s2b^2*sb^2
> B02090   |B02089-MW^2*Zb21i*Zh33*Zt21r*s2b^2+MW^2*Zb21r*Zh33*Zt21i*s2b^2+2*MW^2*Zb21i*Zh33*Zt21r*s2b^2*sb^2+4*MW^2*Zb21i*Zh32*Zt21i*cb*sb^2-4*MW^2*Zb21i*Zh32*Zt21i*cb*sb^4
> B02091   |B02090+4*MW^2*Zb21r*Zh32*Zt21r*cb*sb^2-4*MW^2*Zb21r*Zh32*Zt21r*cb*sb^4-4*Mb*Mt*Zb11r*Zh31*Zt11r*cb^2*sb-4*Mb*Mt*Zb11r*Zh32*Zt11r*cb*sb^2-4*Mt^2*Zb21i*Zh32*Zt21i*cb
> B02092   |B02091-4*Mt^2*Zb21r*Zh32*Zt21r*cb+4*Mt^2*Zb21i*Zh32*Zt21i*cb*sb^2+4*Mt^2*Zb21r*Zh32*Zt21r*cb*sb^2+4*Mt^2*Zb21i*Zh33*Zt21r-4*Mt^2*Zb21r*Zh33*Zt21i
> B02093   |B02092-8*Mt^2*Zb21i*Zh33*Zt21r*sb^2+4*Mt^2*Zb21i*Zh33*Zt21r*sb^4+8*Mt^2*Zb21r*Zh33*Zt21i*sb^2-4*Mt^2*Zb21r*Zh33*Zt21i*sb^4-4*Mb^2*Zb21i*Zh31*Zt21i*sb^3
> B02094   |B02093-4*Mb^2*Zb21r*Zh31*Zt21r*sb^3-4*Mb^2*Zb21i*Zh33*Zt21r*sb^4+4*Mb^2*Zb21r*Zh33*Zt21i*sb^4
> B02095   |-4*MW^2*Zb21i*Zh31*Zt21r*sb^3+4*MW^2*Zb21i*Zh31*Zt21r*sb^5+4*MW^2*Zb21r*Zh31*Zt21i*sb^3-4*MW^2*Zb21r*Zh31*Zt21i*sb^5+2*MW^2*Zb21r*Zh33*Zt21r*s2b^2*sb^2
> B02096   |B02095-MW^2*Zb21i*Zh33*Zt21i*s2b^2-MW^2*Zb21r*Zh33*Zt21r*s2b^2+2*MW^2*Zb21i*Zh33*Zt21i*s2b^2*sb^2-4*MW^2*Zb21i*Zh32*Zt21r*cb*sb^2+4*MW^2*Zb21i*Zh32*Zt21r*cb*sb^4
> B02097   |B02096+4*MW^2*Zb21r*Zh32*Zt21i*cb*sb^2-4*MW^2*Zb21r*Zh32*Zt21i*cb*sb^4+4*Mt^2*Zb21i*Zh32*Zt21r*cb-4*Mt^2*Zb21r*Zh32*Zt21i*cb-4*Mt^2*Zb21i*Zh32*Zt21r*cb*sb^2
> B02098   |B02097+4*Mt^2*Zb21r*Zh32*Zt21i*cb*sb^2+4*Mt^2*Zb21i*Zh33*Zt21i+4*Mt^2*Zb21r*Zh33*Zt21r-8*Mt^2*Zb21i*Zh33*Zt21i*sb^2+4*Mt^2*Zb21i*Zh33*Zt21i*sb^4
> B02099   |B02098-8*Mt^2*Zb21r*Zh33*Zt21r*sb^2+4*Mt^2*Zb21r*Zh33*Zt21r*sb^4+4*Mb^2*Zb21i*Zh31*Zt21r*sb^3-4*Mb^2*Zb21r*Zh31*Zt21i*sb^3-4*Mb^2*Zb21i*Zh33*Zt21i*sb^4
> B02100   |B02099-4*Mb^2*Zb21r*Zh33*Zt21r*sb^4
> B02101   |4*MW^2*Zh31*cb^2*sb^3+4*MW^2*Zh32*cb^3*sb^2-4*Mq^2*Zh32*cb^3-4*Mq^2*Zh31*sb^3
> B02102   |-MW^2*Zh33*c2b*s2b^2+4*Mq^2*Zh33*c2b
> B02103   |-2*c2b*la5i+la6i*s2b-la7i*s2b
> B02104   |2*la5i*s2b+2*cb^2*la6i+2*la7i*sb^2
> B02105   |Zh11*la4*sb-Zh12*cb*la4-2*Zh11*la5r*sb+2*Zh12*cb*la5r-2*Zh13*c2b*la5i
> B02106   |B02105+Zh13*la6i*s2b-Zh13*la7i*s2b
> B02107   |Zh21*la4*sb-Zh22*cb*la4-2*Zh21*la5r*sb+2*Zh22*cb*la5r-2*Zh23*c2b*la5i
> B02108   |B02107+Zh23*la6i*s2b-Zh23*la7i*s2b
> B02109   |Zh31*la4*sb-Zh32*cb*la4-2*Zh31*la5r*sb+2*Zh32*cb*la5r-2*Zh33*c2b*la5i
> B02110   |B02109+Zh33*la6i*s2b-Zh33*la7i*s2b
> B02111   |-2*Zh11*Zh13*cb*la4-2*Zh12*Zh13*la4*sb+4*Zh11*Zh13*cb*la5r+4*Zh12*Zh13*la5r*sb+4*Zh11*Zh12*la5i
> B02112   |B02111-2*Zh13^2*la5i*s2b+2*Zh11^2*la6i+2*Zh13^2*la6i*sb^2+2*Zh13^2*cb^2*la7i+2*Zh12^2*la7i
> B02113   |-Zh11*Zh23*cb*la4-Zh13*Zh21*cb*la4-Zh13*Zh22*la4*sb-Zh12*Zh23*la4*sb+2*Zh11*Zh23*cb*la5r
> B02114   |B02113+2*Zh13*Zh21*cb*la5r+2*Zh13*Zh22*la5r*sb+2*Zh12*Zh23*la5r*sb+2*Zh11*Zh22*la5i+2*Zh12*Zh21*la5i
> B02115   |B02114-2*Zh13*Zh23*la5i*s2b+2*Zh11*Zh21*la6i+2*Zh13*Zh23*la6i*sb^2+2*Zh13*Zh23*cb^2*la7i+2*Zh12*Zh22*la7i
> B02116   |-Zh11*Zh33*cb*la4-Zh13*Zh31*cb*la4-Zh13*Zh32*la4*sb-Zh12*Zh33*la4*sb+2*Zh11*Zh33*cb*la5r
> B02117   |B02116+2*Zh13*Zh31*cb*la5r+2*Zh13*Zh32*la5r*sb+2*Zh12*Zh33*la5r*sb+2*Zh11*Zh32*la5i+2*Zh12*Zh31*la5i
> B02118   |B02117-2*Zh13*Zh33*la5i*s2b+2*Zh11*Zh31*la6i+2*Zh13*Zh33*la6i*sb^2+2*Zh13*Zh33*cb^2*la7i+2*Zh12*Zh32*la7i
> B02119   |-2*Zh21*Zh23*cb*la4-2*Zh22*Zh23*la4*sb+4*Zh21*Zh23*cb*la5r+4*Zh22*Zh23*la5r*sb+4*Zh21*Zh22*la5i
> B02120   |B02119-2*Zh23^2*la5i*s2b+2*Zh21^2*la6i+2*Zh23^2*la6i*sb^2+2*Zh23^2*cb^2*la7i+2*Zh22^2*la7i
> B02121   |-Zh21*Zh33*cb*la4-Zh23*Zh31*cb*la4-Zh23*Zh32*la4*sb-Zh22*Zh33*la4*sb+2*Zh21*Zh33*cb*la5r
> B02122   |B02121+2*Zh23*Zh31*cb*la5r+2*Zh23*Zh32*la5r*sb+2*Zh22*Zh33*la5r*sb+2*Zh21*Zh32*la5i+2*Zh22*Zh31*la5i
> B02123   |B02122-2*Zh23*Zh33*la5i*s2b+2*Zh21*Zh31*la6i+2*Zh23*Zh33*la6i*sb^2+2*Zh23*Zh33*cb^2*la7i+2*Zh22*Zh32*la7i
> B02124   |-2*Zh31*Zh33*cb*la4-2*Zh32*Zh33*la4*sb+4*Zh31*Zh33*cb*la5r+4*Zh32*Zh33*la5r*sb+4*Zh31*Zh32*la5i
> B02125   |B02124-2*Zh33^2*la5i*s2b+2*Zh31^2*la6i+2*Zh33^2*la6i*sb^2+2*Zh33^2*cb^2*la7i+2*Zh32^2*la7i
> B02126   |Mb*Mt*Zb21i*Zt21r-Mb*Mt*Zb21r*Zt21i
> B02127   |2*MW^2*Zb11r*Zt21i*cb^2*sb^2-Mb*Mt*Zb21i*Zt11r-Mt^2*Zb11r*Zt21i*cb^2-Mb^2*Zb11r*Zt21i*sb^2
> B02128   |-2*MW^2*Zb21i*Zt11r*cb^2*sb^2+Mb*Mt*Zb11r*Zt21i+Mt^2*Zb21i*Zt11r*cb^2+Mb^2*Zb21i*Zt11r*sb^2
> B02129   |-2*MW^2*Zb21i*Zt21r*sb^2+2*MW^2*Zb21i*Zt21r*sb^4+2*MW^2*Zb21r*Zt21i*sb^2-2*MW^2*Zb21r*Zt21i*sb^4+Mt^2*Zb21i*Zt21r
> B02130   |B02129-Mt^2*Zb21r*Zt21i-Mt^2*Zb21i*Zt21r*sb^2+Mt^2*Zb21r*Zt21i*sb^2+Mb^2*Zb21i*Zt21r*sb^2-Mb^2*Zb21r*Zt21i*sb^2
> B02131   |-2*MW^2*Zl21i*cb^2+Ml^2*Zl21i
> B02132   |MW^2*Zb11r*Zh13*Zt11r*c2b*s2b^2+4*Mb*Mt*Zb21i*Zh11*Zt21r*sb-4*Mb*Mt*Zb21i*Zh11*Zt21r*sb^3-4*Mb*Mt*Zb21r*Zh11*Zt21i*sb+4*Mb*Mt*Zb21r*Zh11*Zt21i*sb^3
> B02133   |B02132+4*Mb*Mt*Zb21i*Zh12*Zt21r*cb*sb^2-4*Mb*Mt*Zb21r*Zh12*Zt21i*cb*sb^2-4*Mt^2*Zb11r*Zh13*Zt11r*cb^4+4*Mb^2*Zb11r*Zh13*Zt11r*sb^4
> B02134   |-4*MW^2*Zb11r*Zh11*Zt21i*cb^2*sb^3+MW^2*Zb11r*Zh13*Zt21r*c2b*s2b^2-4*MW^2*Zb11r*Zh12*Zt21i*cb^3*sb^2-4*Mb*Mt*Zb21i*Zh11*Zt11r*cb^2*sb-4*Mb*Mt*Zb21i*Zh12*Zt11r*cb*sb^2
> B02135   |B02134+4*Mt^2*Zb11r*Zh12*Zt21i*cb^3-4*Mt^2*Zb11r*Zh13*Zt21r*cb^4+4*Mb^2*Zb11r*Zh13*Zt21r*sb^4+4*Mb^2*Zb11r*Zh11*Zt21i*sb^3
> B02136   |4*MW^2*Zb21i*Zh11*Zt11r*cb^2*sb^3+MW^2*Zb21r*Zh13*Zt11r*c2b*s2b^2+4*MW^2*Zb21i*Zh12*Zt11r*cb^3*sb^2+4*Mb*Mt*Zb11r*Zh11*Zt21i*cb^2*sb+4*Mb*Mt*Zb11r*Zh12*Zt21i*cb*sb^2
> B02137   |B02136-4*Mt^2*Zb21i*Zh12*Zt11r*cb^3-4*Mt^2*Zb21r*Zh13*Zt11r*cb^4-4*Mb^2*Zb21i*Zh11*Zt11r*sb^3+4*Mb^2*Zb21r*Zh13*Zt11r*sb^4
> B02138   |4*MW^2*Zb21i*Zh11*Zt21r*sb^3-4*MW^2*Zb21i*Zh11*Zt21r*sb^5-4*MW^2*Zb21r*Zh11*Zt21i*sb^3+4*MW^2*Zb21r*Zh11*Zt21i*sb^5-2*MW^2*Zb21r*Zh13*Zt21r*s2b^2*sb^2
> B02139   |B02138+MW^2*Zb21i*Zh13*Zt21i*s2b^2+MW^2*Zb21r*Zh13*Zt21r*s2b^2-2*MW^2*Zb21i*Zh13*Zt21i*s2b^2*sb^2+4*MW^2*Zb21i*Zh12*Zt21r*cb*sb^2-4*MW^2*Zb21i*Zh12*Zt21r*cb*sb^4
> B02140   |B02139-4*MW^2*Zb21r*Zh12*Zt21i*cb*sb^2+4*MW^2*Zb21r*Zh12*Zt21i*cb*sb^4-4*Mt^2*Zb21i*Zh12*Zt21r*cb+4*Mt^2*Zb21r*Zh12*Zt21i*cb+4*Mt^2*Zb21i*Zh12*Zt21r*cb*sb^2
> B02141   |B02140-4*Mt^2*Zb21r*Zh12*Zt21i*cb*sb^2-4*Mt^2*Zb21i*Zh13*Zt21i-4*Mt^2*Zb21r*Zh13*Zt21r+8*Mt^2*Zb21i*Zh13*Zt21i*sb^2-4*Mt^2*Zb21i*Zh13*Zt21i*sb^4
> B02142   |B02141+8*Mt^2*Zb21r*Zh13*Zt21r*sb^2-4*Mt^2*Zb21r*Zh13*Zt21r*sb^4-4*Mb^2*Zb21i*Zh11*Zt21r*sb^3+4*Mb^2*Zb21r*Zh11*Zt21i*sb^3+4*Mb^2*Zb21i*Zh13*Zt21i*sb^4
> B02143   |B02142+4*Mb^2*Zb21r*Zh13*Zt21r*sb^4
> B02144   |MW^2*Zh13*c2b*s2b^2-4*Mq^2*Zh13*c2b
> B02145   |MW^2*Zh13*c2b*cb^2+Ml^2*Zh13*sb^2
> B02146   |MW^2*Zh11*Zl21i*cb^2*sb+MW^2*Zh13*Zl21r*c2b*cb^2+MW^2*Zh12*Zl21i*cb^3-Ml^2*Zh11*Zl21i*sb+Ml^2*Zh13*Zl21r*sb^2
> B02147   |MW^2*Zh13*c2b*s2b^2-4*Mc^2*Zh13*cb^4+4*Mq^2*Zh13*sb^4
> B02148   |MW^2*Zb11r*Zh23*Zt11r*c2b*s2b^2+4*Mb*Mt*Zb21i*Zh21*Zt21r*sb-4*Mb*Mt*Zb21i*Zh21*Zt21r*sb^3-4*Mb*Mt*Zb21r*Zh21*Zt21i*sb+4*Mb*Mt*Zb21r*Zh21*Zt21i*sb^3
> B02149   |B02148+4*Mb*Mt*Zb21i*Zh22*Zt21r*cb*sb^2-4*Mb*Mt*Zb21r*Zh22*Zt21i*cb*sb^2-4*Mt^2*Zb11r*Zh23*Zt11r*cb^4+4*Mb^2*Zb11r*Zh23*Zt11r*sb^4
> B02150   |-4*MW^2*Zb11r*Zh21*Zt21i*cb^2*sb^3+MW^2*Zb11r*Zh23*Zt21r*c2b*s2b^2-4*MW^2*Zb11r*Zh22*Zt21i*cb^3*sb^2-4*Mb*Mt*Zb21i*Zh21*Zt11r*cb^2*sb-4*Mb*Mt*Zb21i*Zh22*Zt11r*cb*sb^2
> B02151   |B02150+4*Mt^2*Zb11r*Zh22*Zt21i*cb^3-4*Mt^2*Zb11r*Zh23*Zt21r*cb^4+4*Mb^2*Zb11r*Zh23*Zt21r*sb^4+4*Mb^2*Zb11r*Zh21*Zt21i*sb^3
> B02152   |4*MW^2*Zb21i*Zh21*Zt11r*cb^2*sb^3+MW^2*Zb21r*Zh23*Zt11r*c2b*s2b^2+4*MW^2*Zb21i*Zh22*Zt11r*cb^3*sb^2+4*Mb*Mt*Zb11r*Zh21*Zt21i*cb^2*sb+4*Mb*Mt*Zb11r*Zh22*Zt21i*cb*sb^2
> B02153   |B02152-4*Mt^2*Zb21i*Zh22*Zt11r*cb^3-4*Mt^2*Zb21r*Zh23*Zt11r*cb^4-4*Mb^2*Zb21i*Zh21*Zt11r*sb^3+4*Mb^2*Zb21r*Zh23*Zt11r*sb^4
> B02154   |4*MW^2*Zb21i*Zh21*Zt21r*sb^3-4*MW^2*Zb21i*Zh21*Zt21r*sb^5-4*MW^2*Zb21r*Zh21*Zt21i*sb^3+4*MW^2*Zb21r*Zh21*Zt21i*sb^5-2*MW^2*Zb21r*Zh23*Zt21r*s2b^2*sb^2
> B02155   |B02154+MW^2*Zb21i*Zh23*Zt21i*s2b^2+MW^2*Zb21r*Zh23*Zt21r*s2b^2-2*MW^2*Zb21i*Zh23*Zt21i*s2b^2*sb^2+4*MW^2*Zb21i*Zh22*Zt21r*cb*sb^2-4*MW^2*Zb21i*Zh22*Zt21r*cb*sb^4
> B02156   |B02155-4*MW^2*Zb21r*Zh22*Zt21i*cb*sb^2+4*MW^2*Zb21r*Zh22*Zt21i*cb*sb^4-4*Mt^2*Zb21i*Zh22*Zt21r*cb+4*Mt^2*Zb21r*Zh22*Zt21i*cb+4*Mt^2*Zb21i*Zh22*Zt21r*cb*sb^2
> B02157   |B02156-4*Mt^2*Zb21r*Zh22*Zt21i*cb*sb^2-4*Mt^2*Zb21i*Zh23*Zt21i-4*Mt^2*Zb21r*Zh23*Zt21r+8*Mt^2*Zb21i*Zh23*Zt21i*sb^2-4*Mt^2*Zb21i*Zh23*Zt21i*sb^4
> B02158   |B02157+8*Mt^2*Zb21r*Zh23*Zt21r*sb^2-4*Mt^2*Zb21r*Zh23*Zt21r*sb^4-4*Mb^2*Zb21i*Zh21*Zt21r*sb^3+4*Mb^2*Zb21r*Zh21*Zt21i*sb^3+4*Mb^2*Zb21i*Zh23*Zt21i*sb^4
> B02159   |B02158+4*Mb^2*Zb21r*Zh23*Zt21r*sb^4
> B02160   |MW^2*Zh23*c2b*s2b^2-4*Mq^2*Zh23*c2b
> B02161   |MW^2*Zh23*c2b*cb^2+Ml^2*Zh23*sb^2
> B02162   |MW^2*Zh21*Zl21i*cb^2*sb+MW^2*Zh23*Zl21r*c2b*cb^2+MW^2*Zh22*Zl21i*cb^3-Ml^2*Zh21*Zl21i*sb+Ml^2*Zh23*Zl21r*sb^2
> B02163   |MW^2*Zh23*c2b*s2b^2-4*Mc^2*Zh23*cb^4+4*Mq^2*Zh23*sb^4
> B02164   |MW^2*Zb11r*Zh33*Zt11r*c2b*s2b^2+4*Mb*Mt*Zb21i*Zh31*Zt21r*sb-4*Mb*Mt*Zb21i*Zh31*Zt21r*sb^3-4*Mb*Mt*Zb21r*Zh31*Zt21i*sb+4*Mb*Mt*Zb21r*Zh31*Zt21i*sb^3
> B02165   |B02164+4*Mb*Mt*Zb21i*Zh32*Zt21r*cb*sb^2-4*Mb*Mt*Zb21r*Zh32*Zt21i*cb*sb^2-4*Mt^2*Zb11r*Zh33*Zt11r*cb^4+4*Mb^2*Zb11r*Zh33*Zt11r*sb^4
> B02166   |-4*MW^2*Zb11r*Zh31*Zt21i*cb^2*sb^3+MW^2*Zb11r*Zh33*Zt21r*c2b*s2b^2-4*MW^2*Zb11r*Zh32*Zt21i*cb^3*sb^2-4*Mb*Mt*Zb21i*Zh31*Zt11r*cb^2*sb-4*Mb*Mt*Zb21i*Zh32*Zt11r*cb*sb^2
> B02167   |B02166+4*Mt^2*Zb11r*Zh32*Zt21i*cb^3-4*Mt^2*Zb11r*Zh33*Zt21r*cb^4+4*Mb^2*Zb11r*Zh33*Zt21r*sb^4+4*Mb^2*Zb11r*Zh31*Zt21i*sb^3
> B02168   |4*MW^2*Zb21i*Zh31*Zt11r*cb^2*sb^3+MW^2*Zb21r*Zh33*Zt11r*c2b*s2b^2+4*MW^2*Zb21i*Zh32*Zt11r*cb^3*sb^2+4*Mb*Mt*Zb11r*Zh31*Zt21i*cb^2*sb+4*Mb*Mt*Zb11r*Zh32*Zt21i*cb*sb^2
> B02169   |B02168-4*Mt^2*Zb21i*Zh32*Zt11r*cb^3-4*Mt^2*Zb21r*Zh33*Zt11r*cb^4-4*Mb^2*Zb21i*Zh31*Zt11r*sb^3+4*Mb^2*Zb21r*Zh33*Zt11r*sb^4
> B02170   |4*MW^2*Zb21i*Zh31*Zt21r*sb^3-4*MW^2*Zb21i*Zh31*Zt21r*sb^5-4*MW^2*Zb21r*Zh31*Zt21i*sb^3+4*MW^2*Zb21r*Zh31*Zt21i*sb^5-2*MW^2*Zb21r*Zh33*Zt21r*s2b^2*sb^2
> B02171   |B02170+MW^2*Zb21i*Zh33*Zt21i*s2b^2+MW^2*Zb21r*Zh33*Zt21r*s2b^2-2*MW^2*Zb21i*Zh33*Zt21i*s2b^2*sb^2+4*MW^2*Zb21i*Zh32*Zt21r*cb*sb^2-4*MW^2*Zb21i*Zh32*Zt21r*cb*sb^4
> B02172   |B02171-4*MW^2*Zb21r*Zh32*Zt21i*cb*sb^2+4*MW^2*Zb21r*Zh32*Zt21i*cb*sb^4-4*Mt^2*Zb21i*Zh32*Zt21r*cb+4*Mt^2*Zb21r*Zh32*Zt21i*cb+4*Mt^2*Zb21i*Zh32*Zt21r*cb*sb^2
> B02173   |B02172-4*Mt^2*Zb21r*Zh32*Zt21i*cb*sb^2-4*Mt^2*Zb21i*Zh33*Zt21i-4*Mt^2*Zb21r*Zh33*Zt21r+8*Mt^2*Zb21i*Zh33*Zt21i*sb^2-4*Mt^2*Zb21i*Zh33*Zt21i*sb^4
> B02174   |B02173+8*Mt^2*Zb21r*Zh33*Zt21r*sb^2-4*Mt^2*Zb21r*Zh33*Zt21r*sb^4-4*Mb^2*Zb21i*Zh31*Zt21r*sb^3+4*Mb^2*Zb21r*Zh31*Zt21i*sb^3+4*Mb^2*Zb21i*Zh33*Zt21i*sb^4
> B02175   |B02174+4*Mb^2*Zb21r*Zh33*Zt21r*sb^4
> B02176   |MW^2*Zh33*c2b*s2b^2-4*Mq^2*Zh33*c2b
> B02177   |MW^2*Zh33*c2b*cb^2+Ml^2*Zh33*sb^2
> B02178   |MW^2*Zh31*Zl21i*cb^2*sb+MW^2*Zh33*Zl21r*c2b*cb^2+MW^2*Zh32*Zl21i*cb^3-Ml^2*Zh31*Zl21i*sb+Ml^2*Zh33*Zl21r*sb^2
> B02179   |MW^2*Zh33*c2b*s2b^2-4*Mc^2*Zh33*cb^4+4*Mq^2*Zh33*sb^4
> B02180   |cb^4*la1+la2*sb^4+cb^2*la3*sb^2+cb^2*la4*sb^2+2*cb^2*la5r*sb^2
> B02181   |B02180+2*cb^3*la6r*sb+2*cb*la7r*sb^3
> B02182   |4*Zh13*cb^3*la1*sb-4*Zh13*cb*la2*sb^3-Zh13*c2b*la3*s2b-Zh13*c2b*la4*s2b-2*Zh13*c2b*la5r*s2b
> B02183   |B02182+4*Zh11*cb*la5i*sb^2-4*Zh12*cb^2*la5i*sb+8*Zh13*cb^2*la6r*sb^2-2*Zh13*cb^2*la6r+2*Zh11*cb^2*la6i*sb
> B02184   |B02183-2*Zh12*cb^3*la6i+8*Zh13*la7r*sb^4-6*Zh13*la7r*sb^2+2*Zh11*la7i*sb^3-2*Zh12*cb*la7i*sb^2
> B02185   |4*Zh23*cb^3*la1*sb-4*Zh23*cb*la2*sb^3-Zh23*c2b*la3*s2b-Zh23*c2b*la4*s2b-2*Zh23*c2b*la5r*s2b
> B02186   |B02185+4*Zh21*cb*la5i*sb^2-4*Zh22*cb^2*la5i*sb+8*Zh23*cb^2*la6r*sb^2-2*Zh23*cb^2*la6r+2*Zh21*cb^2*la6i*sb
> B02187   |B02186-2*Zh22*cb^3*la6i+8*Zh23*la7r*sb^4-6*Zh23*la7r*sb^2+2*Zh21*la7i*sb^3-2*Zh22*cb*la7i*sb^2
> B02188   |4*Zh33*cb^3*la1*sb-4*Zh33*cb*la2*sb^3-Zh33*c2b*la3*s2b-Zh33*c2b*la4*s2b-2*Zh33*c2b*la5r*s2b
> B02189   |B02188+4*Zh31*cb*la5i*sb^2-4*Zh32*cb^2*la5i*sb+8*Zh33*cb^2*la6r*sb^2-2*Zh33*cb^2*la6r+2*Zh31*cb^2*la6i*sb
> B02190   |B02189-2*Zh32*cb^3*la6i+8*Zh33*la7r*sb^4-6*Zh33*la7r*sb^2+2*Zh31*la7i*sb^3-2*Zh32*cb*la7i*sb^2
> B02191   |2*Zh11^2*cb^2*la1+2*Zh13^2*cb^2*la1*sb^2+2*Zh12^2*la2*sb^2+2*Zh13^2*cb^2*la2*sb^2+Zh11^2*la3*sb^2
> B02192   |B02191-2*Zh13^2*cb^2*la3*sb^2+Zh13^2*la3+Zh12^2*cb^2*la3+Zh11*Zh12*la4*s2b-2*Zh13^2*cb^2*la4*sb^2
> B02193   |B02192+2*Zh11*Zh12*la5r*s2b-4*Zh13^2*cb^2*la5r*sb^2-4*Zh11*Zh13*cb^2*la5i*sb-4*Zh12*Zh13*cb*la5i*sb^2+Zh11^2*la6r*s2b
> B02194   |B02193-Zh13^2*c2b*la6r*s2b+2*Zh11*Zh12*cb^2*la6r-2*Zh11*Zh13*cb^3*la6i-2*Zh12*Zh13*cb^2*la6i*sb+2*Zh11*Zh12*la7r*sb^2
> B02195   |B02194+Zh13^2*c2b*la7r*s2b+Zh12^2*la7r*s2b-2*Zh11*Zh13*cb*la7i*sb^2-2*Zh12*Zh13*la7i*sb^3
> B02196   |4*Zh11*Zh21*cb^2*la1+4*Zh13*Zh23*cb^2*la1*sb^2+4*Zh12*Zh22*la2*sb^2+4*Zh13*Zh23*cb^2*la2*sb^2+2*Zh11*Zh21*la3*sb^2
> B02197   |B02196-4*Zh13*Zh23*cb^2*la3*sb^2+2*Zh13*Zh23*la3+2*Zh12*Zh22*cb^2*la3+Zh11*Zh22*la4*s2b+Zh12*Zh21*la4*s2b
> B02198   |B02197-4*Zh13*Zh23*cb^2*la4*sb^2+2*Zh11*Zh22*la5r*s2b+2*Zh12*Zh21*la5r*s2b-8*Zh13*Zh23*cb^2*la5r*sb^2-4*Zh11*Zh23*cb^2*la5i*sb
> B02199   |B02198-4*Zh13*Zh21*cb^2*la5i*sb-4*Zh13*Zh22*cb*la5i*sb^2-4*Zh12*Zh23*cb*la5i*sb^2+2*Zh11*Zh21*la6r*s2b-2*Zh13*Zh23*c2b*la6r*s2b
> B02200   |B02199+2*Zh11*Zh22*cb^2*la6r+2*Zh12*Zh21*cb^2*la6r-2*Zh11*Zh23*cb^3*la6i-2*Zh13*Zh21*cb^3*la6i-2*Zh13*Zh22*cb^2*la6i*sb
> B02201   |B02200-2*Zh12*Zh23*cb^2*la6i*sb+2*Zh11*Zh22*la7r*sb^2+2*Zh12*Zh21*la7r*sb^2+2*Zh13*Zh23*c2b*la7r*s2b+2*Zh12*Zh22*la7r*s2b
> B02202   |B02201-2*Zh11*Zh23*cb*la7i*sb^2-2*Zh13*Zh21*cb*la7i*sb^2-2*Zh13*Zh22*la7i*sb^3-2*Zh12*Zh23*la7i*sb^3
> B02203   |4*Zh11*Zh31*cb^2*la1+4*Zh13*Zh33*cb^2*la1*sb^2+4*Zh12*Zh32*la2*sb^2+4*Zh13*Zh33*cb^2*la2*sb^2+2*Zh11*Zh31*la3*sb^2
> B02204   |B02203-4*Zh13*Zh33*cb^2*la3*sb^2+2*Zh13*Zh33*la3+2*Zh12*Zh32*cb^2*la3+Zh11*Zh32*la4*s2b+Zh12*Zh31*la4*s2b
> B02205   |B02204-4*Zh13*Zh33*cb^2*la4*sb^2+2*Zh11*Zh32*la5r*s2b+2*Zh12*Zh31*la5r*s2b-8*Zh13*Zh33*cb^2*la5r*sb^2-4*Zh11*Zh33*cb^2*la5i*sb
> B02206   |B02205-4*Zh13*Zh31*cb^2*la5i*sb-4*Zh13*Zh32*cb*la5i*sb^2-4*Zh12*Zh33*cb*la5i*sb^2+2*Zh11*Zh31*la6r*s2b-2*Zh13*Zh33*c2b*la6r*s2b
> B02207   |B02206+2*Zh11*Zh32*cb^2*la6r+2*Zh12*Zh31*cb^2*la6r-2*Zh11*Zh33*cb^3*la6i-2*Zh13*Zh31*cb^3*la6i-2*Zh13*Zh32*cb^2*la6i*sb
> B02208   |B02207-2*Zh12*Zh33*cb^2*la6i*sb+2*Zh11*Zh32*la7r*sb^2+2*Zh12*Zh31*la7r*sb^2+2*Zh13*Zh33*c2b*la7r*s2b+2*Zh12*Zh32*la7r*s2b
> B02209   |B02208-2*Zh11*Zh33*cb*la7i*sb^2-2*Zh13*Zh31*cb*la7i*sb^2-2*Zh13*Zh32*la7i*sb^3-2*Zh12*Zh33*la7i*sb^3
> B02210   |2*Zh21^2*cb^2*la1+2*Zh23^2*cb^2*la1*sb^2+2*Zh22^2*la2*sb^2+2*Zh23^2*cb^2*la2*sb^2+Zh21^2*la3*sb^2
> B02211   |B02210-2*Zh23^2*cb^2*la3*sb^2+Zh23^2*la3+Zh22^2*cb^2*la3+Zh21*Zh22*la4*s2b-2*Zh23^2*cb^2*la4*sb^2
> B02212   |B02211+2*Zh21*Zh22*la5r*s2b-4*Zh23^2*cb^2*la5r*sb^2-4*Zh21*Zh23*cb^2*la5i*sb-4*Zh22*Zh23*cb*la5i*sb^2+Zh21^2*la6r*s2b
> B02213   |B02212-Zh23^2*c2b*la6r*s2b+2*Zh21*Zh22*cb^2*la6r-2*Zh21*Zh23*cb^3*la6i-2*Zh22*Zh23*cb^2*la6i*sb+2*Zh21*Zh22*la7r*sb^2
> B02214   |B02213+Zh23^2*c2b*la7r*s2b+Zh22^2*la7r*s2b-2*Zh21*Zh23*cb*la7i*sb^2-2*Zh22*Zh23*la7i*sb^3
> B02215   |4*Zh21*Zh31*cb^2*la1+4*Zh23*Zh33*cb^2*la1*sb^2+4*Zh22*Zh32*la2*sb^2+4*Zh23*Zh33*cb^2*la2*sb^2+2*Zh21*Zh31*la3*sb^2
> B02216   |B02215-4*Zh23*Zh33*cb^2*la3*sb^2+2*Zh23*Zh33*la3+2*Zh22*Zh32*cb^2*la3+Zh21*Zh32*la4*s2b+Zh22*Zh31*la4*s2b
> B02217   |B02216-4*Zh23*Zh33*cb^2*la4*sb^2+2*Zh21*Zh32*la5r*s2b+2*Zh22*Zh31*la5r*s2b-8*Zh23*Zh33*cb^2*la5r*sb^2-4*Zh21*Zh33*cb^2*la5i*sb
> B02218   |B02217-4*Zh23*Zh31*cb^2*la5i*sb-4*Zh23*Zh32*cb*la5i*sb^2-4*Zh22*Zh33*cb*la5i*sb^2+2*Zh21*Zh31*la6r*s2b-2*Zh23*Zh33*c2b*la6r*s2b
> B02219   |B02218+2*Zh21*Zh32*cb^2*la6r+2*Zh22*Zh31*cb^2*la6r-2*Zh21*Zh33*cb^3*la6i-2*Zh23*Zh31*cb^3*la6i-2*Zh23*Zh32*cb^2*la6i*sb
> B02220   |B02219-2*Zh22*Zh33*cb^2*la6i*sb+2*Zh21*Zh32*la7r*sb^2+2*Zh22*Zh31*la7r*sb^2+2*Zh23*Zh33*c2b*la7r*s2b+2*Zh22*Zh32*la7r*s2b
> B02221   |B02220-2*Zh21*Zh33*cb*la7i*sb^2-2*Zh23*Zh31*cb*la7i*sb^2-2*Zh23*Zh32*la7i*sb^3-2*Zh22*Zh33*la7i*sb^3
> B02222   |2*Zh31^2*cb^2*la1+2*Zh33^2*cb^2*la1*sb^2+2*Zh32^2*la2*sb^2+2*Zh33^2*cb^2*la2*sb^2+Zh31^2*la3*sb^2
> B02223   |B02222-2*Zh33^2*cb^2*la3*sb^2+Zh33^2*la3+Zh32^2*cb^2*la3+Zh31*Zh32*la4*s2b-2*Zh33^2*cb^2*la4*sb^2
> B02224   |B02223+2*Zh31*Zh32*la5r*s2b-4*Zh33^2*cb^2*la5r*sb^2-4*Zh31*Zh33*cb^2*la5i*sb-4*Zh32*Zh33*cb*la5i*sb^2+Zh31^2*la6r*s2b
> B02225   |B02224-Zh33^2*c2b*la6r*s2b+2*Zh31*Zh32*cb^2*la6r-2*Zh31*Zh33*cb^3*la6i-2*Zh32*Zh33*cb^2*la6i*sb+2*Zh31*Zh32*la7r*sb^2
> B02226   |B02225+Zh33^2*c2b*la7r*s2b+Zh32^2*la7r*s2b-2*Zh31*Zh33*cb*la7i*sb^2-2*Zh32*Zh33*la7i*sb^3
> B02227   |3*MW^2*Zb11r^2*c2b-4*MW^2*SW^2*Zb11r^2*c2b-2*MW^2*SW^2*Zb21i^2*c2b-2*MW^2*SW^2*Zb21r^2*c2b+6*Mb^2*Zb21i^2
> B02228   |B02227+6*Mb^2*Zb21r^2-6*Mb^2*SW^2*Zb21i^2-6*Mb^2*SW^2*Zb21r^2+6*CW^2*Mt^2*Zb11r^2
> B02229   |3*MW^2*Zb21r*c2b-2*MW^2*SW^2*Zb21r*c2b-6*CW^2*Mb^2*Zb21r+6*CW^2*Mt^2*Zb21r
> B02230   |-3*MW^2*Zb21i*c2b+2*MW^2*SW^2*Zb21i*c2b+6*CW^2*Mb^2*Zb21i-6*CW^2*Mt^2*Zb21i
> B02231   |3*MW^2*Zb21i*c2b-2*MW^2*SW^2*Zb21i*c2b-6*CW^2*Mb^2*Zb21i+6*CW^2*Mt^2*Zb21i
> B02232   |3*MW^2*Zb21i^2*c2b+3*MW^2*Zb21r^2*c2b-2*MW^2*SW^2*Zb11r^2*c2b-4*MW^2*SW^2*Zb21i^2*c2b-4*MW^2*SW^2*Zb21r^2*c2b
> B02233   |B02232+6*CW^2*Mb^2*Zb11r^2+6*Mt^2*Zb21i^2+6*Mt^2*Zb21r^2-6*Mt^2*SW^2*Zb21i^2-6*Mt^2*SW^2*Zb21r^2
> B02234   |2*MW^2*SW^2*c2b-3*MW^2*c2b+6*CW^2*Mq^2
> B02235   |2*MW^2*SW^2*c2b+3*CW^2*Mc^2
> B02236   |4*MW^2*SW^2*c2b-3*MW^2*c2b-6*CW^2*Mq^2
> B02237   |MW^2*SW^2*c2b-3*CW^2*Mq^2
> B02238   |MW^2*Zl11r^2*c2b-2*MW^2*SW^2*Zl21i^2*c2b-2*MW^2*SW^2*Zl21r^2*c2b+2*Ml^2*Zl21i^2+2*Ml^2*Zl21r^2
> B02239   |B02238-2*Ml^2*SW^2*Zl21i^2-2*Ml^2*SW^2*Zl21r^2
> B02240   |MW^2*Zl21r*c2b+2*MW^2*SW^2*Zl21r*c2b-2*CW^2*Ml^2*Zl21r
> B02241   |-MW^2*Zl21i*c2b-2*MW^2*SW^2*Zl21i*c2b+2*CW^2*Ml^2*Zl21i
> B02242   |MW^2*Zl21i*c2b+2*MW^2*SW^2*Zl21i*c2b-2*CW^2*Ml^2*Zl21i
> B02243   |MW^2*Zl21i^2*c2b+MW^2*Zl21r^2*c2b-2*MW^2*SW^2*Zl11r^2*c2b+2*CW^2*Ml^2*Zl11r^2
> B02244   |C2W*MW^2*c2b-2*CW^2*Ml^2
> B02245   |4*MW^2*SW^2*c2b-3*MW^2*c2b-6*CW^2*Mc^2
> B02246   |3*MW^2*Zt11r^2*c2b-2*MW^2*SW^2*Zt11r^2*c2b-4*MW^2*SW^2*Zt21i^2*c2b-4*MW^2*SW^2*Zt21r^2*c2b-6*Mt^2*Zt21i^2
> B02247   |B02246-6*Mt^2*Zt21r^2+6*Mt^2*SW^2*Zt21i^2+6*Mt^2*SW^2*Zt21r^2-6*CW^2*Mb^2*Zt11r^2
> B02248   |3*MW^2*Zt21r*c2b+2*MW^2*SW^2*Zt21r*c2b+6*CW^2*Mt^2*Zt21r-6*CW^2*Mb^2*Zt21r
> B02249   |-3*MW^2*Zt21i*c2b-2*MW^2*SW^2*Zt21i*c2b-6*CW^2*Mt^2*Zt21i+6*CW^2*Mb^2*Zt21i
> B02250   |3*MW^2*Zt21i*c2b+2*MW^2*SW^2*Zt21i*c2b+6*CW^2*Mt^2*Zt21i-6*CW^2*Mb^2*Zt21i
> B02251   |3*MW^2*Zt21i^2*c2b+3*MW^2*Zt21r^2*c2b-4*MW^2*SW^2*Zt11r^2*c2b-2*MW^2*SW^2*Zt21i^2*c2b-2*MW^2*SW^2*Zt21r^2*c2b
> B02252   |B02251-6*CW^2*Mt^2*Zt11r^2-6*Mb^2*Zt21i^2-6*Mb^2*Zt21r^2+6*Mb^2*SW^2*Zt21i^2+6*Mb^2*SW^2*Zt21r^2
> B02253   |2*MW^2*SW^2*c2b+3*CW^2*Mq^2
> B02254   |MW^2*c2b-Ml^2
> B02255   |MW^2*Zl21r*c2b-Ml^2*Zl21r
> B02256   |MW^2*Zl21i*c2b-Ml^2*Zl21i
> B02257   |MW^2*c2b+Mt^2-Mb^2
> B02258   |MW^2*Zb21r*c2b+Mt^2*Zb21r-Mb^2*Zb21r
> B02259   |MW^2*Zb21i*c2b+Mt^2*Zb21i-Mb^2*Zb21i
> B02260   |MW^2*Zt21r*c2b+Mt^2*Zt21r-Mb^2*Zt21r
> B02261   |-MW^2*Zt21i*c2b-Mt^2*Zt21i+Mb^2*Zt21i
> B02262   |2*MW^2*Zb21r*Zt21r*sb^2-MW^2*Zb21i*Zt21i-MW^2*Zb21r*Zt21r+2*MW^2*Zb21i*Zt21i*sb^2-Mt^2*Zb21i*Zt21i
> B02263   |B02262-Mt^2*Zb21r*Zt21r+Mb^2*Zb21i*Zt21i+Mb^2*Zb21r*Zt21r
> B02264   |-2*MW^2*Zb21r*Zt21i*sb^2-MW^2*Zb21i*Zt21r+MW^2*Zb21r*Zt21i+2*MW^2*Zb21i*Zt21r*sb^2-Mt^2*Zb21i*Zt21r
> B02265   |B02264+Mt^2*Zb21r*Zt21i+Mb^2*Zb21i*Zt21r-Mb^2*Zb21r*Zt21i
> B02266   |MW^2*Zh11*cb^2*sb-MW^2*Zh12*cb*sb^2+Mc^2*Zh12*cb-Mq^2*Zh11*sb
> B02267   |2*MW^2*Zh13*cb^2*sb^2-Mc^2*Zh13*cb^2-Mq^2*Zh13*sb^2
> B02268   |2*MW^2*Zh11*cb^2-MW^2*Zh12*s2b-2*Ml^2*Zh11
> B02269   |4*MW^2*Zh13*cb^2*sb-2*Ml^2*Zh13*sb
> B02270   |2*MW^2*Zh11*Zl21r*cb^2+4*MW^2*Zh13*Zl21i*cb^2*sb-MW^2*Zh12*Zl21r*s2b-2*Ml^2*Zh11*Zl21r-2*Ml^2*Zh13*Zl21i*sb
> B02271   |-2*MW^2*Zh11*Zl21i*cb^2+4*MW^2*Zh13*Zl21r*cb^2*sb+MW^2*Zh12*Zl21i*s2b+2*Ml^2*Zh11*Zl21i-2*Ml^2*Zh13*Zl21r*sb
> B02272   |MW^2*Zb11r*Zh11*Zt11r*cb^2*sb-MW^2*Zb11r*Zh12*Zt11r*cb*sb^2+Mb*Mt*Zb21i*Zh11*Zt21i*sb+Mb*Mt*Zb21r*Zh11*Zt21r*sb-Mb*Mt*Zb21i*Zh12*Zt21i*cb
> B02273   |B02272-Mb*Mt*Zb21r*Zh12*Zt21r*cb+Mb*Mt*Zb21i*Zh13*Zt21r-Mb*Mt*Zb21r*Zh13*Zt21i+Mt^2*Zb11r*Zh12*Zt11r*cb-Mb^2*Zb11r*Zh11*Zt11r*sb
> B02274   |2*MW^2*Zb11r*Zh13*Zt11r*cb^2*sb^2-Mb*Mt*Zb21i*Zh13*Zt21i-Mb*Mt*Zb21r*Zh13*Zt21r+Mb*Mt*Zb21i*Zh11*Zt21r*sb-Mb*Mt*Zb21r*Zh11*Zt21i*sb
> B02275   |B02274-Mb*Mt*Zb21i*Zh12*Zt21r*cb+Mb*Mt*Zb21r*Zh12*Zt21i*cb-Mt^2*Zb11r*Zh13*Zt11r*cb^2-Mb^2*Zb11r*Zh13*Zt11r*sb^2
> B02276   |MW^2*Zb21r*Zh11*Zt11r*cb^2*sb+2*MW^2*Zb21i*Zh13*Zt11r*cb^2*sb^2-MW^2*Zb21r*Zh12*Zt11r*cb*sb^2-Mb*Mt*Zb11r*Zh11*Zt21r*sb+Mb*Mt*Zb11r*Zh12*Zt21r*cb
> B02277   |B02276+Mb*Mt*Zb11r*Zh13*Zt21i+Mt^2*Zb21r*Zh12*Zt11r*cb-Mt^2*Zb21i*Zh13*Zt11r*cb^2-Mb^2*Zb21r*Zh11*Zt11r*sb-Mb^2*Zb21i*Zh13*Zt11r*sb^2
> B02278   |-MW^2*Zb21i*Zh11*Zt11r*cb^2*sb+2*MW^2*Zb21r*Zh13*Zt11r*cb^2*sb^2+MW^2*Zb21i*Zh12*Zt11r*cb*sb^2+Mb*Mt*Zb11r*Zh13*Zt21r+Mb*Mt*Zb11r*Zh11*Zt21i*sb
> B02279   |B02278-Mb*Mt*Zb11r*Zh12*Zt21i*cb-Mt^2*Zb21r*Zh13*Zt11r*cb^2-Mt^2*Zb21i*Zh12*Zt11r*cb+Mb^2*Zb21i*Zh11*Zt11r*sb-Mb^2*Zb21r*Zh13*Zt11r*sb^2
> B02280   |MW^2*Zb11r*Zh11*Zt21r*cb^2*sb-2*MW^2*Zb11r*Zh13*Zt21i*cb^2*sb^2-MW^2*Zb11r*Zh12*Zt21r*cb*sb^2-Mb*Mt*Zb21r*Zh11*Zt11r*sb+Mb*Mt*Zb21r*Zh12*Zt11r*cb
> B02281   |B02280-Mb*Mt*Zb21i*Zh13*Zt11r+Mt^2*Zb11r*Zh12*Zt21r*cb+Mt^2*Zb11r*Zh13*Zt21i*cb^2-Mb^2*Zb11r*Zh11*Zt21r*sb+Mb^2*Zb11r*Zh13*Zt21i*sb^2
> B02282   |MW^2*Zb11r*Zh11*Zt21i*cb^2*sb+2*MW^2*Zb11r*Zh13*Zt21r*cb^2*sb^2-MW^2*Zb11r*Zh12*Zt21i*cb*sb^2+Mb*Mt*Zb21r*Zh13*Zt11r-Mb*Mt*Zb21i*Zh11*Zt11r*sb
> B02283   |B02282+Mb*Mt*Zb21i*Zh12*Zt11r*cb+Mt^2*Zb11r*Zh12*Zt21i*cb-Mt^2*Zb11r*Zh13*Zt21r*cb^2-Mb^2*Zb11r*Zh11*Zt21i*sb-Mb^2*Zb11r*Zh13*Zt21r*sb^2
> B02284   |MW^2*Zb21i*Zh11*Zt21i*sb-MW^2*Zb21i*Zh11*Zt21i*sb^3+MW^2*Zb21r*Zh11*Zt21r*sb-MW^2*Zb21r*Zh11*Zt21r*sb^3+2*MW^2*Zb21i*Zh13*Zt21r*sb^2
> B02285   |B02284-2*MW^2*Zb21i*Zh13*Zt21r*sb^4-2*MW^2*Zb21r*Zh13*Zt21i*sb^2+2*MW^2*Zb21r*Zh13*Zt21i*sb^4-MW^2*Zb21i*Zh12*Zt21i*cb*sb^2-MW^2*Zb21r*Zh12*Zt21r*cb*sb^2
> B02286   |B02285+Mb*Mt*Zb11r*Zh11*Zt11r*sb-Mb*Mt*Zb11r*Zh12*Zt11r*cb+Mt^2*Zb21i*Zh12*Zt21i*cb+Mt^2*Zb21r*Zh12*Zt21r*cb-Mt^2*Zb21i*Zh13*Zt21r
> B02287   |B02286+Mt^2*Zb21r*Zh13*Zt21i+Mt^2*Zb21i*Zh13*Zt21r*sb^2-Mt^2*Zb21r*Zh13*Zt21i*sb^2-Mb^2*Zb21i*Zh11*Zt21i*sb-Mb^2*Zb21r*Zh11*Zt21r*sb
> B02288   |B02287-Mb^2*Zb21i*Zh13*Zt21r*sb^2+Mb^2*Zb21r*Zh13*Zt21i*sb^2
> B02289   |-MW^2*Zb21i*Zh11*Zt21r*sb+MW^2*Zb21i*Zh11*Zt21r*sb^3+MW^2*Zb21r*Zh11*Zt21i*sb-MW^2*Zb21r*Zh11*Zt21i*sb^3+2*MW^2*Zb21i*Zh13*Zt21i*sb^2
> B02290   |B02289-2*MW^2*Zb21i*Zh13*Zt21i*sb^4+2*MW^2*Zb21r*Zh13*Zt21r*sb^2-2*MW^2*Zb21r*Zh13*Zt21r*sb^4+MW^2*Zb21i*Zh12*Zt21r*cb*sb^2-MW^2*Zb21r*Zh12*Zt21i*cb*sb^2
> B02291   |B02290-Mb*Mt*Zb11r*Zh13*Zt11r-Mt^2*Zb21i*Zh12*Zt21r*cb+Mt^2*Zb21r*Zh12*Zt21i*cb-Mt^2*Zb21i*Zh13*Zt21i-Mt^2*Zb21r*Zh13*Zt21r
> B02292   |B02291+Mt^2*Zb21i*Zh13*Zt21i*sb^2+Mt^2*Zb21r*Zh13*Zt21r*sb^2+Mb^2*Zb21i*Zh11*Zt21r*sb-Mb^2*Zb21r*Zh11*Zt21i*sb-Mb^2*Zb21i*Zh13*Zt21i*sb^2
> B02293   |B02292-Mb^2*Zb21r*Zh13*Zt21r*sb^2
> B02294   |MW^2*Zh11*cb^2*sb-MW^2*Zh12*cb*sb^2+Mq^2*Zh12*cb-Mq^2*Zh11*sb
> B02295   |2*MW^2*Zh13*cb^2*sb^2-Mq^2*Zh13
> B02296   |MW^2*Zh21*cb^2*sb-MW^2*Zh22*cb*sb^2+Mc^2*Zh22*cb-Mq^2*Zh21*sb
> B02297   |2*MW^2*Zh23*cb^2*sb^2-Mc^2*Zh23*cb^2-Mq^2*Zh23*sb^2
> B02298   |2*MW^2*Zh21*cb^2-MW^2*Zh22*s2b-2*Ml^2*Zh21
> B02299   |4*MW^2*Zh23*cb^2*sb-2*Ml^2*Zh23*sb
> B02300   |2*MW^2*Zh21*Zl21r*cb^2+4*MW^2*Zh23*Zl21i*cb^2*sb-MW^2*Zh22*Zl21r*s2b-2*Ml^2*Zh21*Zl21r-2*Ml^2*Zh23*Zl21i*sb
> B02301   |-2*MW^2*Zh21*Zl21i*cb^2+4*MW^2*Zh23*Zl21r*cb^2*sb+MW^2*Zh22*Zl21i*s2b+2*Ml^2*Zh21*Zl21i-2*Ml^2*Zh23*Zl21r*sb
> B02302   |MW^2*Zb11r*Zh21*Zt11r*cb^2*sb-MW^2*Zb11r*Zh22*Zt11r*cb*sb^2+Mb*Mt*Zb21i*Zh21*Zt21i*sb+Mb*Mt*Zb21r*Zh21*Zt21r*sb-Mb*Mt*Zb21i*Zh22*Zt21i*cb
> B02303   |B02302-Mb*Mt*Zb21r*Zh22*Zt21r*cb+Mb*Mt*Zb21i*Zh23*Zt21r-Mb*Mt*Zb21r*Zh23*Zt21i+Mt^2*Zb11r*Zh22*Zt11r*cb-Mb^2*Zb11r*Zh21*Zt11r*sb
> B02304   |2*MW^2*Zb11r*Zh23*Zt11r*cb^2*sb^2-Mb*Mt*Zb21i*Zh23*Zt21i-Mb*Mt*Zb21r*Zh23*Zt21r+Mb*Mt*Zb21i*Zh21*Zt21r*sb-Mb*Mt*Zb21r*Zh21*Zt21i*sb
> B02305   |B02304-Mb*Mt*Zb21i*Zh22*Zt21r*cb+Mb*Mt*Zb21r*Zh22*Zt21i*cb-Mt^2*Zb11r*Zh23*Zt11r*cb^2-Mb^2*Zb11r*Zh23*Zt11r*sb^2
> B02306   |MW^2*Zb21r*Zh21*Zt11r*cb^2*sb+2*MW^2*Zb21i*Zh23*Zt11r*cb^2*sb^2-MW^2*Zb21r*Zh22*Zt11r*cb*sb^2-Mb*Mt*Zb11r*Zh21*Zt21r*sb+Mb*Mt*Zb11r*Zh22*Zt21r*cb
> B02307   |B02306+Mb*Mt*Zb11r*Zh23*Zt21i+Mt^2*Zb21r*Zh22*Zt11r*cb-Mt^2*Zb21i*Zh23*Zt11r*cb^2-Mb^2*Zb21r*Zh21*Zt11r*sb-Mb^2*Zb21i*Zh23*Zt11r*sb^2
> B02308   |-MW^2*Zb21i*Zh21*Zt11r*cb^2*sb+2*MW^2*Zb21r*Zh23*Zt11r*cb^2*sb^2+MW^2*Zb21i*Zh22*Zt11r*cb*sb^2+Mb*Mt*Zb11r*Zh23*Zt21r+Mb*Mt*Zb11r*Zh21*Zt21i*sb
> B02309   |B02308-Mb*Mt*Zb11r*Zh22*Zt21i*cb-Mt^2*Zb21r*Zh23*Zt11r*cb^2-Mt^2*Zb21i*Zh22*Zt11r*cb+Mb^2*Zb21i*Zh21*Zt11r*sb-Mb^2*Zb21r*Zh23*Zt11r*sb^2
> B02310   |MW^2*Zb11r*Zh21*Zt21r*cb^2*sb-2*MW^2*Zb11r*Zh23*Zt21i*cb^2*sb^2-MW^2*Zb11r*Zh22*Zt21r*cb*sb^2-Mb*Mt*Zb21r*Zh21*Zt11r*sb+Mb*Mt*Zb21r*Zh22*Zt11r*cb
> B02311   |B02310-Mb*Mt*Zb21i*Zh23*Zt11r+Mt^2*Zb11r*Zh22*Zt21r*cb+Mt^2*Zb11r*Zh23*Zt21i*cb^2-Mb^2*Zb11r*Zh21*Zt21r*sb+Mb^2*Zb11r*Zh23*Zt21i*sb^2
> B02312   |MW^2*Zb11r*Zh21*Zt21i*cb^2*sb+2*MW^2*Zb11r*Zh23*Zt21r*cb^2*sb^2-MW^2*Zb11r*Zh22*Zt21i*cb*sb^2+Mb*Mt*Zb21r*Zh23*Zt11r-Mb*Mt*Zb21i*Zh21*Zt11r*sb
> B02313   |B02312+Mb*Mt*Zb21i*Zh22*Zt11r*cb+Mt^2*Zb11r*Zh22*Zt21i*cb-Mt^2*Zb11r*Zh23*Zt21r*cb^2-Mb^2*Zb11r*Zh21*Zt21i*sb-Mb^2*Zb11r*Zh23*Zt21r*sb^2
> B02314   |MW^2*Zb21i*Zh21*Zt21i*sb-MW^2*Zb21i*Zh21*Zt21i*sb^3+MW^2*Zb21r*Zh21*Zt21r*sb-MW^2*Zb21r*Zh21*Zt21r*sb^3+2*MW^2*Zb21i*Zh23*Zt21r*sb^2
> B02315   |B02314-2*MW^2*Zb21i*Zh23*Zt21r*sb^4-2*MW^2*Zb21r*Zh23*Zt21i*sb^2+2*MW^2*Zb21r*Zh23*Zt21i*sb^4-MW^2*Zb21i*Zh22*Zt21i*cb*sb^2-MW^2*Zb21r*Zh22*Zt21r*cb*sb^2
> B02316   |B02315+Mb*Mt*Zb11r*Zh21*Zt11r*sb-Mb*Mt*Zb11r*Zh22*Zt11r*cb+Mt^2*Zb21i*Zh22*Zt21i*cb+Mt^2*Zb21r*Zh22*Zt21r*cb-Mt^2*Zb21i*Zh23*Zt21r
> B02317   |B02316+Mt^2*Zb21r*Zh23*Zt21i+Mt^2*Zb21i*Zh23*Zt21r*sb^2-Mt^2*Zb21r*Zh23*Zt21i*sb^2-Mb^2*Zb21i*Zh21*Zt21i*sb-Mb^2*Zb21r*Zh21*Zt21r*sb
> B02318   |B02317-Mb^2*Zb21i*Zh23*Zt21r*sb^2+Mb^2*Zb21r*Zh23*Zt21i*sb^2
> B02319   |-MW^2*Zb21i*Zh21*Zt21r*sb+MW^2*Zb21i*Zh21*Zt21r*sb^3+MW^2*Zb21r*Zh21*Zt21i*sb-MW^2*Zb21r*Zh21*Zt21i*sb^3+2*MW^2*Zb21i*Zh23*Zt21i*sb^2
> B02320   |B02319-2*MW^2*Zb21i*Zh23*Zt21i*sb^4+2*MW^2*Zb21r*Zh23*Zt21r*sb^2-2*MW^2*Zb21r*Zh23*Zt21r*sb^4+MW^2*Zb21i*Zh22*Zt21r*cb*sb^2-MW^2*Zb21r*Zh22*Zt21i*cb*sb^2
> B02321   |B02320-Mb*Mt*Zb11r*Zh23*Zt11r-Mt^2*Zb21i*Zh22*Zt21r*cb+Mt^2*Zb21r*Zh22*Zt21i*cb-Mt^2*Zb21i*Zh23*Zt21i-Mt^2*Zb21r*Zh23*Zt21r
> B02322   |B02321+Mt^2*Zb21i*Zh23*Zt21i*sb^2+Mt^2*Zb21r*Zh23*Zt21r*sb^2+Mb^2*Zb21i*Zh21*Zt21r*sb-Mb^2*Zb21r*Zh21*Zt21i*sb-Mb^2*Zb21i*Zh23*Zt21i*sb^2
> B02323   |B02322-Mb^2*Zb21r*Zh23*Zt21r*sb^2
> B02324   |MW^2*Zh21*cb^2*sb-MW^2*Zh22*cb*sb^2+Mq^2*Zh22*cb-Mq^2*Zh21*sb
> B02325   |2*MW^2*Zh23*cb^2*sb^2-Mq^2*Zh23
> B02326   |MW^2*Zh31*cb^2*sb-MW^2*Zh32*cb*sb^2+Mc^2*Zh32*cb-Mq^2*Zh31*sb
> B02327   |2*MW^2*Zh33*cb^2*sb^2-Mc^2*Zh33*cb^2-Mq^2*Zh33*sb^2
> B02328   |2*MW^2*Zh31*cb^2-MW^2*Zh32*s2b-2*Ml^2*Zh31
> B02329   |4*MW^2*Zh33*cb^2*sb-2*Ml^2*Zh33*sb
> B02330   |2*MW^2*Zh31*Zl21r*cb^2+4*MW^2*Zh33*Zl21i*cb^2*sb-MW^2*Zh32*Zl21r*s2b-2*Ml^2*Zh31*Zl21r-2*Ml^2*Zh33*Zl21i*sb
> B02331   |-2*MW^2*Zh31*Zl21i*cb^2+4*MW^2*Zh33*Zl21r*cb^2*sb+MW^2*Zh32*Zl21i*s2b+2*Ml^2*Zh31*Zl21i-2*Ml^2*Zh33*Zl21r*sb
> B02332   |MW^2*Zb11r*Zh31*Zt11r*cb^2*sb-MW^2*Zb11r*Zh32*Zt11r*cb*sb^2+Mb*Mt*Zb21i*Zh31*Zt21i*sb+Mb*Mt*Zb21r*Zh31*Zt21r*sb-Mb*Mt*Zb21i*Zh32*Zt21i*cb
> B02333   |B02332-Mb*Mt*Zb21r*Zh32*Zt21r*cb+Mb*Mt*Zb21i*Zh33*Zt21r-Mb*Mt*Zb21r*Zh33*Zt21i+Mt^2*Zb11r*Zh32*Zt11r*cb-Mb^2*Zb11r*Zh31*Zt11r*sb
> B02334   |2*MW^2*Zb11r*Zh33*Zt11r*cb^2*sb^2-Mb*Mt*Zb21i*Zh33*Zt21i-Mb*Mt*Zb21r*Zh33*Zt21r+Mb*Mt*Zb21i*Zh31*Zt21r*sb-Mb*Mt*Zb21r*Zh31*Zt21i*sb
> B02335   |B02334-Mb*Mt*Zb21i*Zh32*Zt21r*cb+Mb*Mt*Zb21r*Zh32*Zt21i*cb-Mt^2*Zb11r*Zh33*Zt11r*cb^2-Mb^2*Zb11r*Zh33*Zt11r*sb^2
> B02336   |MW^2*Zb21r*Zh31*Zt11r*cb^2*sb+2*MW^2*Zb21i*Zh33*Zt11r*cb^2*sb^2-MW^2*Zb21r*Zh32*Zt11r*cb*sb^2-Mb*Mt*Zb11r*Zh31*Zt21r*sb+Mb*Mt*Zb11r*Zh32*Zt21r*cb
> B02337   |B02336+Mb*Mt*Zb11r*Zh33*Zt21i+Mt^2*Zb21r*Zh32*Zt11r*cb-Mt^2*Zb21i*Zh33*Zt11r*cb^2-Mb^2*Zb21r*Zh31*Zt11r*sb-Mb^2*Zb21i*Zh33*Zt11r*sb^2
> B02338   |-MW^2*Zb21i*Zh31*Zt11r*cb^2*sb+2*MW^2*Zb21r*Zh33*Zt11r*cb^2*sb^2+MW^2*Zb21i*Zh32*Zt11r*cb*sb^2+Mb*Mt*Zb11r*Zh33*Zt21r+Mb*Mt*Zb11r*Zh31*Zt21i*sb
> B02339   |B02338-Mb*Mt*Zb11r*Zh32*Zt21i*cb-Mt^2*Zb21r*Zh33*Zt11r*cb^2-Mt^2*Zb21i*Zh32*Zt11r*cb+Mb^2*Zb21i*Zh31*Zt11r*sb-Mb^2*Zb21r*Zh33*Zt11r*sb^2
> B02340   |MW^2*Zb11r*Zh31*Zt21r*cb^2*sb-2*MW^2*Zb11r*Zh33*Zt21i*cb^2*sb^2-MW^2*Zb11r*Zh32*Zt21r*cb*sb^2-Mb*Mt*Zb21r*Zh31*Zt11r*sb+Mb*Mt*Zb21r*Zh32*Zt11r*cb
> B02341   |B02340-Mb*Mt*Zb21i*Zh33*Zt11r+Mt^2*Zb11r*Zh32*Zt21r*cb+Mt^2*Zb11r*Zh33*Zt21i*cb^2-Mb^2*Zb11r*Zh31*Zt21r*sb+Mb^2*Zb11r*Zh33*Zt21i*sb^2
> B02342   |MW^2*Zb11r*Zh31*Zt21i*cb^2*sb+2*MW^2*Zb11r*Zh33*Zt21r*cb^2*sb^2-MW^2*Zb11r*Zh32*Zt21i*cb*sb^2+Mb*Mt*Zb21r*Zh33*Zt11r-Mb*Mt*Zb21i*Zh31*Zt11r*sb
> B02343   |B02342+Mb*Mt*Zb21i*Zh32*Zt11r*cb+Mt^2*Zb11r*Zh32*Zt21i*cb-Mt^2*Zb11r*Zh33*Zt21r*cb^2-Mb^2*Zb11r*Zh31*Zt21i*sb-Mb^2*Zb11r*Zh33*Zt21r*sb^2
> B02344   |MW^2*Zb21i*Zh31*Zt21i*sb-MW^2*Zb21i*Zh31*Zt21i*sb^3+MW^2*Zb21r*Zh31*Zt21r*sb-MW^2*Zb21r*Zh31*Zt21r*sb^3+2*MW^2*Zb21i*Zh33*Zt21r*sb^2
> B02345   |B02344-2*MW^2*Zb21i*Zh33*Zt21r*sb^4-2*MW^2*Zb21r*Zh33*Zt21i*sb^2+2*MW^2*Zb21r*Zh33*Zt21i*sb^4-MW^2*Zb21i*Zh32*Zt21i*cb*sb^2-MW^2*Zb21r*Zh32*Zt21r*cb*sb^2
> B02346   |B02345+Mb*Mt*Zb11r*Zh31*Zt11r*sb-Mb*Mt*Zb11r*Zh32*Zt11r*cb+Mt^2*Zb21i*Zh32*Zt21i*cb+Mt^2*Zb21r*Zh32*Zt21r*cb-Mt^2*Zb21i*Zh33*Zt21r
> B02347   |B02346+Mt^2*Zb21r*Zh33*Zt21i+Mt^2*Zb21i*Zh33*Zt21r*sb^2-Mt^2*Zb21r*Zh33*Zt21i*sb^2-Mb^2*Zb21i*Zh31*Zt21i*sb-Mb^2*Zb21r*Zh31*Zt21r*sb
> B02348   |B02347-Mb^2*Zb21i*Zh33*Zt21r*sb^2+Mb^2*Zb21r*Zh33*Zt21i*sb^2
> B02349   |-MW^2*Zb21i*Zh31*Zt21r*sb+MW^2*Zb21i*Zh31*Zt21r*sb^3+MW^2*Zb21r*Zh31*Zt21i*sb-MW^2*Zb21r*Zh31*Zt21i*sb^3+2*MW^2*Zb21i*Zh33*Zt21i*sb^2
> B02350   |B02349-2*MW^2*Zb21i*Zh33*Zt21i*sb^4+2*MW^2*Zb21r*Zh33*Zt21r*sb^2-2*MW^2*Zb21r*Zh33*Zt21r*sb^4+MW^2*Zb21i*Zh32*Zt21r*cb*sb^2-MW^2*Zb21r*Zh32*Zt21i*cb*sb^2
> B02351   |B02350-Mb*Mt*Zb11r*Zh33*Zt11r-Mt^2*Zb21i*Zh32*Zt21r*cb+Mt^2*Zb21r*Zh32*Zt21i*cb-Mt^2*Zb21i*Zh33*Zt21i-Mt^2*Zb21r*Zh33*Zt21r
> B02352   |B02351+Mt^2*Zb21i*Zh33*Zt21i*sb^2+Mt^2*Zb21r*Zh33*Zt21r*sb^2+Mb^2*Zb21i*Zh31*Zt21r*sb-Mb^2*Zb21r*Zh31*Zt21i*sb-Mb^2*Zb21i*Zh33*Zt21i*sb^2
> B02353   |B02352-Mb^2*Zb21r*Zh33*Zt21r*sb^2
> B02354   |MW^2*Zh31*cb^2*sb-MW^2*Zh32*cb*sb^2+Mq^2*Zh32*cb-Mq^2*Zh31*sb
> B02355   |2*MW^2*Zh33*cb^2*sb^2-Mq^2*Zh33
> B02356   |MW^2*Zt21i*c2b+Mt^2*Zt21i-Mb^2*Zt21i
> B02357   |-MW^2*Zb21i*c2b-Mt^2*Zb21i+Mb^2*Zb21i
> B02358   |2*MW^2*Zb21r*Zt21i*sb^2+MW^2*Zb21i*Zt21r-MW^2*Zb21r*Zt21i-2*MW^2*Zb21i*Zt21r*sb^2+Mt^2*Zb21i*Zt21r
> B02359   |B02358-Mt^2*Zb21r*Zt21i-Mb^2*Zb21i*Zt21r+Mb^2*Zb21r*Zt21i
> B02360   |-MW^2*Zl21i*c2b+Ml^2*Zl21i
> B02361   |-2*MW^2*Zb11r*Zh13*Zt11r*cb^2*sb^2+Mb*Mt*Zb21i*Zh13*Zt21i+Mb*Mt*Zb21r*Zh13*Zt21r-Mb*Mt*Zb21i*Zh11*Zt21r*sb+Mb*Mt*Zb21r*Zh11*Zt21i*sb
> B02362   |B02361+Mb*Mt*Zb21i*Zh12*Zt21r*cb-Mb*Mt*Zb21r*Zh12*Zt21i*cb+Mt^2*Zb11r*Zh13*Zt11r*cb^2+Mb^2*Zb11r*Zh13*Zt11r*sb^2
> B02363   |-MW^2*Zb11r*Zh11*Zt21i*cb^2*sb-2*MW^2*Zb11r*Zh13*Zt21r*cb^2*sb^2+MW^2*Zb11r*Zh12*Zt21i*cb*sb^2-Mb*Mt*Zb21r*Zh13*Zt11r+Mb*Mt*Zb21i*Zh11*Zt11r*sb
> B02364   |B02363-Mb*Mt*Zb21i*Zh12*Zt11r*cb-Mt^2*Zb11r*Zh12*Zt21i*cb+Mt^2*Zb11r*Zh13*Zt21r*cb^2+Mb^2*Zb11r*Zh13*Zt21r*sb^2+Mb^2*Zb11r*Zh11*Zt21i*sb
> B02365   |MW^2*Zb21i*Zh11*Zt11r*cb^2*sb-2*MW^2*Zb21r*Zh13*Zt11r*cb^2*sb^2-MW^2*Zb21i*Zh12*Zt11r*cb*sb^2-Mb*Mt*Zb11r*Zh13*Zt21r-Mb*Mt*Zb11r*Zh11*Zt21i*sb
> B02366   |B02365+Mb*Mt*Zb11r*Zh12*Zt21i*cb+Mt^2*Zb21i*Zh12*Zt11r*cb+Mt^2*Zb21r*Zh13*Zt11r*cb^2-Mb^2*Zb21i*Zh11*Zt11r*sb+Mb^2*Zb21r*Zh13*Zt11r*sb^2
> B02367   |MW^2*Zb21i*Zh11*Zt21r*sb-MW^2*Zb21i*Zh11*Zt21r*sb^3-MW^2*Zb21r*Zh11*Zt21i*sb+MW^2*Zb21r*Zh11*Zt21i*sb^3-2*MW^2*Zb21i*Zh13*Zt21i*sb^2
> B02368   |B02367+2*MW^2*Zb21i*Zh13*Zt21i*sb^4-2*MW^2*Zb21r*Zh13*Zt21r*sb^2+2*MW^2*Zb21r*Zh13*Zt21r*sb^4-MW^2*Zb21i*Zh12*Zt21r*cb*sb^2+MW^2*Zb21r*Zh12*Zt21i*cb*sb^2
> B02369   |B02368+Mb*Mt*Zb11r*Zh13*Zt11r+Mt^2*Zb21i*Zh12*Zt21r*cb-Mt^2*Zb21r*Zh12*Zt21i*cb+Mt^2*Zb21i*Zh13*Zt21i+Mt^2*Zb21r*Zh13*Zt21r
> B02370   |B02369-Mt^2*Zb21i*Zh13*Zt21i*sb^2-Mt^2*Zb21r*Zh13*Zt21r*sb^2-Mb^2*Zb21i*Zh11*Zt21r*sb+Mb^2*Zb21r*Zh11*Zt21i*sb+Mb^2*Zb21i*Zh13*Zt21i*sb^2
> B02371   |B02370+Mb^2*Zb21r*Zh13*Zt21r*sb^2
> B02372   |-2*MW^2*Zh13*cb^2*sb^2+Mq^2*Zh13
> B02373   |-4*MW^2*Zh13*cb^2*sb+2*Ml^2*Zh13*sb
> B02374   |2*MW^2*Zh11*Zl21i*cb^2-4*MW^2*Zh13*Zl21r*cb^2*sb-MW^2*Zh12*Zl21i*s2b-2*Ml^2*Zh11*Zl21i+2*Ml^2*Zh13*Zl21r*sb
> B02375   |-2*MW^2*Zh13*cb^2*sb^2+Mc^2*Zh13*cb^2+Mq^2*Zh13*sb^2
> B02376   |-2*MW^2*Zb11r*Zh23*Zt11r*cb^2*sb^2+Mb*Mt*Zb21i*Zh23*Zt21i+Mb*Mt*Zb21r*Zh23*Zt21r-Mb*Mt*Zb21i*Zh21*Zt21r*sb+Mb*Mt*Zb21r*Zh21*Zt21i*sb
> B02377   |B02376+Mb*Mt*Zb21i*Zh22*Zt21r*cb-Mb*Mt*Zb21r*Zh22*Zt21i*cb+Mt^2*Zb11r*Zh23*Zt11r*cb^2+Mb^2*Zb11r*Zh23*Zt11r*sb^2
> B02378   |-MW^2*Zb11r*Zh21*Zt21i*cb^2*sb-2*MW^2*Zb11r*Zh23*Zt21r*cb^2*sb^2+MW^2*Zb11r*Zh22*Zt21i*cb*sb^2-Mb*Mt*Zb21r*Zh23*Zt11r+Mb*Mt*Zb21i*Zh21*Zt11r*sb
> B02379   |B02378-Mb*Mt*Zb21i*Zh22*Zt11r*cb-Mt^2*Zb11r*Zh22*Zt21i*cb+Mt^2*Zb11r*Zh23*Zt21r*cb^2+Mb^2*Zb11r*Zh23*Zt21r*sb^2+Mb^2*Zb11r*Zh21*Zt21i*sb
> B02380   |MW^2*Zb21i*Zh21*Zt11r*cb^2*sb-2*MW^2*Zb21r*Zh23*Zt11r*cb^2*sb^2-MW^2*Zb21i*Zh22*Zt11r*cb*sb^2-Mb*Mt*Zb11r*Zh23*Zt21r-Mb*Mt*Zb11r*Zh21*Zt21i*sb
> B02381   |B02380+Mb*Mt*Zb11r*Zh22*Zt21i*cb+Mt^2*Zb21i*Zh22*Zt11r*cb+Mt^2*Zb21r*Zh23*Zt11r*cb^2-Mb^2*Zb21i*Zh21*Zt11r*sb+Mb^2*Zb21r*Zh23*Zt11r*sb^2
> B02382   |MW^2*Zb21i*Zh21*Zt21r*sb-MW^2*Zb21i*Zh21*Zt21r*sb^3-MW^2*Zb21r*Zh21*Zt21i*sb+MW^2*Zb21r*Zh21*Zt21i*sb^3-2*MW^2*Zb21i*Zh23*Zt21i*sb^2
> B02383   |B02382+2*MW^2*Zb21i*Zh23*Zt21i*sb^4-2*MW^2*Zb21r*Zh23*Zt21r*sb^2+2*MW^2*Zb21r*Zh23*Zt21r*sb^4-MW^2*Zb21i*Zh22*Zt21r*cb*sb^2+MW^2*Zb21r*Zh22*Zt21i*cb*sb^2
> B02384   |B02383+Mb*Mt*Zb11r*Zh23*Zt11r+Mt^2*Zb21i*Zh22*Zt21r*cb-Mt^2*Zb21r*Zh22*Zt21i*cb+Mt^2*Zb21i*Zh23*Zt21i+Mt^2*Zb21r*Zh23*Zt21r
> B02385   |B02384-Mt^2*Zb21i*Zh23*Zt21i*sb^2-Mt^2*Zb21r*Zh23*Zt21r*sb^2-Mb^2*Zb21i*Zh21*Zt21r*sb+Mb^2*Zb21r*Zh21*Zt21i*sb+Mb^2*Zb21i*Zh23*Zt21i*sb^2
> B02386   |B02385+Mb^2*Zb21r*Zh23*Zt21r*sb^2
> B02387   |-2*MW^2*Zh23*cb^2*sb^2+Mq^2*Zh23
> B02388   |-4*MW^2*Zh23*cb^2*sb+2*Ml^2*Zh23*sb
> B02389   |2*MW^2*Zh21*Zl21i*cb^2-4*MW^2*Zh23*Zl21r*cb^2*sb-MW^2*Zh22*Zl21i*s2b-2*Ml^2*Zh21*Zl21i+2*Ml^2*Zh23*Zl21r*sb
> B02390   |-2*MW^2*Zh23*cb^2*sb^2+Mc^2*Zh23*cb^2+Mq^2*Zh23*sb^2
> B02391   |-2*MW^2*Zb11r*Zh33*Zt11r*cb^2*sb^2+Mb*Mt*Zb21i*Zh33*Zt21i+Mb*Mt*Zb21r*Zh33*Zt21r-Mb*Mt*Zb21i*Zh31*Zt21r*sb+Mb*Mt*Zb21r*Zh31*Zt21i*sb
> B02392   |B02391+Mb*Mt*Zb21i*Zh32*Zt21r*cb-Mb*Mt*Zb21r*Zh32*Zt21i*cb+Mt^2*Zb11r*Zh33*Zt11r*cb^2+Mb^2*Zb11r*Zh33*Zt11r*sb^2
> B02393   |-MW^2*Zb11r*Zh31*Zt21i*cb^2*sb-2*MW^2*Zb11r*Zh33*Zt21r*cb^2*sb^2+MW^2*Zb11r*Zh32*Zt21i*cb*sb^2-Mb*Mt*Zb21r*Zh33*Zt11r+Mb*Mt*Zb21i*Zh31*Zt11r*sb
> B02394   |B02393-Mb*Mt*Zb21i*Zh32*Zt11r*cb-Mt^2*Zb11r*Zh32*Zt21i*cb+Mt^2*Zb11r*Zh33*Zt21r*cb^2+Mb^2*Zb11r*Zh33*Zt21r*sb^2+Mb^2*Zb11r*Zh31*Zt21i*sb
> B02395   |MW^2*Zb21i*Zh31*Zt11r*cb^2*sb-2*MW^2*Zb21r*Zh33*Zt11r*cb^2*sb^2-MW^2*Zb21i*Zh32*Zt11r*cb*sb^2-Mb*Mt*Zb11r*Zh33*Zt21r-Mb*Mt*Zb11r*Zh31*Zt21i*sb
> B02396   |B02395+Mb*Mt*Zb11r*Zh32*Zt21i*cb+Mt^2*Zb21i*Zh32*Zt11r*cb+Mt^2*Zb21r*Zh33*Zt11r*cb^2-Mb^2*Zb21i*Zh31*Zt11r*sb+Mb^2*Zb21r*Zh33*Zt11r*sb^2
> B02397   |MW^2*Zb21i*Zh31*Zt21r*sb-MW^2*Zb21i*Zh31*Zt21r*sb^3-MW^2*Zb21r*Zh31*Zt21i*sb+MW^2*Zb21r*Zh31*Zt21i*sb^3-2*MW^2*Zb21i*Zh33*Zt21i*sb^2
> B02398   |B02397+2*MW^2*Zb21i*Zh33*Zt21i*sb^4-2*MW^2*Zb21r*Zh33*Zt21r*sb^2+2*MW^2*Zb21r*Zh33*Zt21r*sb^4-MW^2*Zb21i*Zh32*Zt21r*cb*sb^2+MW^2*Zb21r*Zh32*Zt21i*cb*sb^2
> B02399   |B02398+Mb*Mt*Zb11r*Zh33*Zt11r+Mt^2*Zb21i*Zh32*Zt21r*cb-Mt^2*Zb21r*Zh32*Zt21i*cb+Mt^2*Zb21i*Zh33*Zt21i+Mt^2*Zb21r*Zh33*Zt21r
> B02400   |B02399-Mt^2*Zb21i*Zh33*Zt21i*sb^2-Mt^2*Zb21r*Zh33*Zt21r*sb^2-Mb^2*Zb21i*Zh31*Zt21r*sb+Mb^2*Zb21r*Zh31*Zt21i*sb+Mb^2*Zb21i*Zh33*Zt21i*sb^2
> B02401   |B02400+Mb^2*Zb21r*Zh33*Zt21r*sb^2
> B02402   |-2*MW^2*Zh33*cb^2*sb^2+Mq^2*Zh33
> B02403   |-4*MW^2*Zh33*cb^2*sb+2*Ml^2*Zh33*sb
> B02404   |2*MW^2*Zh31*Zl21i*cb^2-4*MW^2*Zh33*Zl21r*cb^2*sb-MW^2*Zh32*Zl21i*s2b-2*Ml^2*Zh31*Zl21i+2*Ml^2*Zh33*Zl21r*sb
> B02405   |-2*MW^2*Zh33*cb^2*sb^2+Mc^2*Zh33*cb^2+Mq^2*Zh33*sb^2
> B02406   |4*SW^4*Zb21r^2+9*Zb11r^2-12*SW^2*Zb11r^2+4*SW^4*Zb11r^2+4*SW^4*Zb21i^2
> B02407   |3*Zb21r-4*SW^2*Zb21r
> B02408   |-3*Zb21i+4*SW^2*Zb21i
> B02409   |3*Zb21i-4*SW^2*Zb21i
> B02410   |4*SW^4*Zb21r^2+9*Zb21i^2+9*Zb21r^2-12*SW^2*Zb21i^2-12*SW^2*Zb21r^2
> B02411   |B02410+4*SW^4*Zb11r^2+4*SW^4*Zb21i^2
> B02412   |9+16*SW^4-24*SW^2
> B02413   |9+4*SW^4-12*SW^2
> B02414   |C2W^2*Zl11r^2+4*SW^4*Zl21i^2+4*SW^4*Zl21r^2
> B02415   |4*SW^2*Zl21r-Zl21r
> B02416   |-4*SW^2*Zl21i+Zl21i
> B02417   |4*SW^2*Zl21i-Zl21i
> B02418   |C2W^2*Zl21i^2+C2W^2*Zl21r^2+4*SW^4*Zl11r^2
> B02419   |16*SW^4*Zt21r^2+9*Zt11r^2-24*SW^2*Zt11r^2+16*SW^4*Zt11r^2+16*SW^4*Zt21i^2
> B02420   |8*SW^2*Zt21r-3*Zt21r
> B02421   |-8*SW^2*Zt21i+3*Zt21i
> B02422   |8*SW^2*Zt21i-3*Zt21i
> B02423   |16*SW^4*Zt21r^2+9*Zt21i^2+9*Zt21r^2-24*SW^2*Zt21i^2-24*SW^2*Zt21r^2
> B02424   |B02423+16*SW^4*Zt11r^2+16*SW^4*Zt21i^2
> B02425   |2*Zh11^2*cb^2*la1+6*Zh13^2*cb^2*la1*sb^2+2*Zh12^2*la2*sb^2+6*Zh13^2*cb^2*la2*sb^2+Zh11^2*la3*sb^2
> B02426   |B02425+Zh12^2*cb^2*la3-6*Zh13^2*cb^2*la3*sb^2+Zh13^2*la3+Zh11^2*la4*sb^2+Zh12^2*cb^2*la4
> B02427   |B02426-6*Zh13^2*cb^2*la4*sb^2+Zh13^2*la4+4*Zh11*Zh12*la5r*s2b-2*Zh11^2*la5r*sb^2-2*Zh12^2*cb^2*la5r
> B02428   |B02427-12*Zh13^2*cb^2*la5r*sb^2+2*Zh13^2*la5r+12*Zh11*Zh13*la5i*sb^3-8*Zh11*Zh13*la5i*sb-12*Zh12*Zh13*cb*la5i*sb^2
> B02429   |B02428+4*Zh12*Zh13*cb*la5i+Zh11^2*la6r*s2b+2*Zh11*Zh12*cb^2*la6r-3*Zh13^2*c2b*la6r*s2b+6*Zh11*Zh13*cb*la6i*sb^2
> B02430   |B02429-2*Zh11*Zh13*cb*la6i-6*Zh12*Zh13*cb^2*la6i*sb+3*Zh13^2*c2b*la7r*s2b+Zh12^2*la7r*s2b+2*Zh11*Zh12*la7r*sb^2
> B02431   |B02430-6*Zh12*Zh13*la7i*sb^3+4*Zh12*Zh13*la7i*sb-6*Zh11*Zh13*cb*la7i*sb^2
> B02432   |2*Zh11*Zh21*cb^2*la1+6*Zh13*Zh23*cb^2*la1*sb^2+2*Zh12*Zh22*la2*sb^2+6*Zh13*Zh23*cb^2*la2*sb^2+Zh11*Zh21*la3*sb^2
> B02433   |B02432+Zh12*Zh22*cb^2*la3-6*Zh13*Zh23*cb^2*la3*sb^2+Zh13*Zh23*la3+Zh11*Zh21*la4*sb^2+Zh12*Zh22*cb^2*la4
> B02434   |B02433-6*Zh13*Zh23*cb^2*la4*sb^2+Zh13*Zh23*la4+2*Zh11*Zh22*la5r*s2b-2*Zh11*Zh21*la5r*sb^2+2*Zh12*Zh21*la5r*s2b
> B02435   |B02434-2*Zh12*Zh22*cb^2*la5r-12*Zh13*Zh23*cb^2*la5r*sb^2+2*Zh13*Zh23*la5r+6*Zh11*Zh23*la5i*sb^3-4*Zh11*Zh23*la5i*sb
> B02436   |B02435+6*Zh13*Zh21*la5i*sb^3-4*Zh13*Zh21*la5i*sb-6*Zh12*Zh23*cb*la5i*sb^2+2*Zh12*Zh23*cb*la5i-6*Zh13*Zh22*cb*la5i*sb^2
> B02437   |B02436+2*Zh13*Zh22*cb*la5i+Zh11*Zh21*la6r*s2b+Zh11*Zh22*cb^2*la6r+Zh12*Zh21*cb^2*la6r-3*Zh13*Zh23*c2b*la6r*s2b
> B02438   |B02437+3*Zh11*Zh23*cb*la6i*sb^2-Zh11*Zh23*cb*la6i+3*Zh13*Zh21*cb*la6i*sb^2-Zh13*Zh21*cb*la6i-3*Zh13*Zh22*cb^2*la6i*sb
> B02439   |B02438-3*Zh12*Zh23*cb^2*la6i*sb+3*Zh13*Zh23*c2b*la7r*s2b+Zh12*Zh22*la7r*s2b+Zh11*Zh22*la7r*sb^2+Zh12*Zh21*la7r*sb^2
> B02440   |B02439-3*Zh12*Zh23*la7i*sb^3+2*Zh12*Zh23*la7i*sb-3*Zh13*Zh22*la7i*sb^3+2*Zh13*Zh22*la7i*sb-3*Zh13*Zh21*cb*la7i*sb^2
> B02441   |B02440-3*Zh11*Zh23*cb*la7i*sb^2
> B02442   |2*Zh11*Zh31*cb^2*la1+6*Zh13*Zh33*cb^2*la1*sb^2+2*Zh12*Zh32*la2*sb^2+6*Zh13*Zh33*cb^2*la2*sb^2+Zh11*Zh31*la3*sb^2
> B02443   |B02442+Zh12*Zh32*cb^2*la3-6*Zh13*Zh33*cb^2*la3*sb^2+Zh13*Zh33*la3+Zh11*Zh31*la4*sb^2+Zh12*Zh32*cb^2*la4
> B02444   |B02443-6*Zh13*Zh33*cb^2*la4*sb^2+Zh13*Zh33*la4+2*Zh11*Zh32*la5r*s2b-2*Zh11*Zh31*la5r*sb^2+2*Zh12*Zh31*la5r*s2b
> B02445   |B02444-2*Zh12*Zh32*cb^2*la5r-12*Zh13*Zh33*cb^2*la5r*sb^2+2*Zh13*Zh33*la5r+6*Zh11*Zh33*la5i*sb^3-4*Zh11*Zh33*la5i*sb
> B02446   |B02445+6*Zh13*Zh31*la5i*sb^3-4*Zh13*Zh31*la5i*sb-6*Zh12*Zh33*cb*la5i*sb^2+2*Zh12*Zh33*cb*la5i-6*Zh13*Zh32*cb*la5i*sb^2
> B02447   |B02446+2*Zh13*Zh32*cb*la5i+Zh11*Zh31*la6r*s2b+Zh11*Zh32*cb^2*la6r+Zh12*Zh31*cb^2*la6r-3*Zh13*Zh33*c2b*la6r*s2b
> B02448   |B02447+3*Zh11*Zh33*cb*la6i*sb^2-Zh11*Zh33*cb*la6i+3*Zh13*Zh31*cb*la6i*sb^2-Zh13*Zh31*cb*la6i-3*Zh13*Zh32*cb^2*la6i*sb
> B02449   |B02448-3*Zh12*Zh33*cb^2*la6i*sb+3*Zh13*Zh33*c2b*la7r*s2b+Zh12*Zh32*la7r*s2b+Zh11*Zh32*la7r*sb^2+Zh12*Zh31*la7r*sb^2
> B02450   |B02449-3*Zh12*Zh33*la7i*sb^3+2*Zh12*Zh33*la7i*sb-3*Zh13*Zh32*la7i*sb^3+2*Zh13*Zh32*la7i*sb-3*Zh13*Zh31*cb*la7i*sb^2
> B02451   |B02450-3*Zh11*Zh33*cb*la7i*sb^2
> B02452   |2*Zh21^2*cb^2*la1+6*Zh23^2*cb^2*la1*sb^2+2*Zh22^2*la2*sb^2+6*Zh23^2*cb^2*la2*sb^2+Zh21^2*la3*sb^2
> B02453   |B02452+Zh22^2*cb^2*la3-6*Zh23^2*cb^2*la3*sb^2+Zh23^2*la3+Zh21^2*la4*sb^2+Zh22^2*cb^2*la4
> B02454   |B02453-6*Zh23^2*cb^2*la4*sb^2+Zh23^2*la4+4*Zh21*Zh22*la5r*s2b-2*Zh21^2*la5r*sb^2-2*Zh22^2*cb^2*la5r
> B02455   |B02454-12*Zh23^2*cb^2*la5r*sb^2+2*Zh23^2*la5r+12*Zh21*Zh23*la5i*sb^3-8*Zh21*Zh23*la5i*sb-12*Zh22*Zh23*cb*la5i*sb^2
> B02456   |B02455+4*Zh22*Zh23*cb*la5i+Zh21^2*la6r*s2b+2*Zh21*Zh22*cb^2*la6r-3*Zh23^2*c2b*la6r*s2b+6*Zh21*Zh23*cb*la6i*sb^2
> B02457   |B02456-2*Zh21*Zh23*cb*la6i-6*Zh22*Zh23*cb^2*la6i*sb+3*Zh23^2*c2b*la7r*s2b+Zh22^2*la7r*s2b+2*Zh21*Zh22*la7r*sb^2
> B02458   |B02457-6*Zh22*Zh23*la7i*sb^3+4*Zh22*Zh23*la7i*sb-6*Zh21*Zh23*cb*la7i*sb^2
> B02459   |2*Zh21*Zh31*cb^2*la1+6*Zh23*Zh33*cb^2*la1*sb^2+2*Zh22*Zh32*la2*sb^2+6*Zh23*Zh33*cb^2*la2*sb^2+Zh21*Zh31*la3*sb^2
> B02460   |B02459+Zh22*Zh32*cb^2*la3-6*Zh23*Zh33*cb^2*la3*sb^2+Zh23*Zh33*la3+Zh21*Zh31*la4*sb^2+Zh22*Zh32*cb^2*la4
> B02461   |B02460-6*Zh23*Zh33*cb^2*la4*sb^2+Zh23*Zh33*la4+2*Zh21*Zh32*la5r*s2b-2*Zh21*Zh31*la5r*sb^2+2*Zh22*Zh31*la5r*s2b
> B02462   |B02461-2*Zh22*Zh32*cb^2*la5r-12*Zh23*Zh33*cb^2*la5r*sb^2+2*Zh23*Zh33*la5r+6*Zh21*Zh33*la5i*sb^3-4*Zh21*Zh33*la5i*sb
> B02463   |B02462+6*Zh23*Zh31*la5i*sb^3-4*Zh23*Zh31*la5i*sb-6*Zh22*Zh33*cb*la5i*sb^2+2*Zh22*Zh33*cb*la5i-6*Zh23*Zh32*cb*la5i*sb^2
> B02464   |B02463+2*Zh23*Zh32*cb*la5i+Zh21*Zh31*la6r*s2b+Zh21*Zh32*cb^2*la6r+Zh22*Zh31*cb^2*la6r-3*Zh23*Zh33*c2b*la6r*s2b
> B02465   |B02464+3*Zh21*Zh33*cb*la6i*sb^2-Zh21*Zh33*cb*la6i+3*Zh23*Zh31*cb*la6i*sb^2-Zh23*Zh31*cb*la6i-3*Zh23*Zh32*cb^2*la6i*sb
> B02466   |B02465-3*Zh22*Zh33*cb^2*la6i*sb+3*Zh23*Zh33*c2b*la7r*s2b+Zh22*Zh32*la7r*s2b+Zh21*Zh32*la7r*sb^2+Zh22*Zh31*la7r*sb^2
> B02467   |B02466-3*Zh22*Zh33*la7i*sb^3+2*Zh22*Zh33*la7i*sb-3*Zh23*Zh32*la7i*sb^3+2*Zh23*Zh32*la7i*sb-3*Zh23*Zh31*cb*la7i*sb^2
> B02468   |B02467-3*Zh21*Zh33*cb*la7i*sb^2
> B02469   |2*Zh31^2*cb^2*la1+6*Zh33^2*cb^2*la1*sb^2+2*Zh32^2*la2*sb^2+6*Zh33^2*cb^2*la2*sb^2+Zh31^2*la3*sb^2
> B02470   |B02469+Zh32^2*cb^2*la3-6*Zh33^2*cb^2*la3*sb^2+Zh33^2*la3+Zh31^2*la4*sb^2+Zh32^2*cb^2*la4
> B02471   |B02470-6*Zh33^2*cb^2*la4*sb^2+Zh33^2*la4+4*Zh31*Zh32*la5r*s2b-2*Zh31^2*la5r*sb^2-2*Zh32^2*cb^2*la5r
> B02472   |B02471-12*Zh33^2*cb^2*la5r*sb^2+2*Zh33^2*la5r+12*Zh31*Zh33*la5i*sb^3-8*Zh31*Zh33*la5i*sb-12*Zh32*Zh33*cb*la5i*sb^2
> B02473   |B02472+4*Zh32*Zh33*cb*la5i+Zh31^2*la6r*s2b+2*Zh31*Zh32*cb^2*la6r-3*Zh33^2*c2b*la6r*s2b+6*Zh31*Zh33*cb*la6i*sb^2
> B02474   |B02473-2*Zh31*Zh33*cb*la6i-6*Zh32*Zh33*cb^2*la6i*sb+3*Zh33^2*c2b*la7r*s2b+Zh32^2*la7r*s2b+2*Zh31*Zh32*la7r*sb^2
> B02475   |B02474-6*Zh32*Zh33*la7i*sb^3+4*Zh32*Zh33*la7i*sb-6*Zh31*Zh33*cb*la7i*sb^2
> B02476   |2*MW^2*SW^2*Zb21r^2*c2b+3*MW^2*Zb11r^2*c2b-2*MW^2*SW^2*Zb11r^2*c2b+2*MW^2*SW^2*Zb21i^2*c2b-6*CW^2*Mb^2
> B02477   |2*MW^2*SW^2*Zb21r^2*c2b-3*MW^2*Zb21i^2*c2b-3*MW^2*Zb21r^2*c2b-2*MW^2*SW^2*Zb11r^2*c2b+2*MW^2*SW^2*Zb21i^2*c2b
> B02478   |B02477+6*CW^2*Mb^2
> B02479   |2*MW^2*SW^2*Zl21r^2*c2b+MW^2*Zl11r^2*c2b-2*MW^2*SW^2*Zl11r^2*c2b+2*MW^2*SW^2*Zl21i^2*c2b-2*CW^2*Ml^2
> B02480   |2*MW^2*SW^2*Zl21r^2*c2b-MW^2*Zl21i^2*c2b-MW^2*Zl21r^2*c2b-2*MW^2*SW^2*Zl11r^2*c2b+2*MW^2*SW^2*Zl21i^2*c2b
> B02481   |B02480+2*CW^2*Ml^2
> B02482   |4*MW^2*SW^2*Zt21r^2*c2b+3*MW^2*Zt11r^2*c2b-4*MW^2*SW^2*Zt11r^2*c2b+4*MW^2*SW^2*Zt21i^2*c2b+6*CW^2*Mt^2
> B02483   |4*MW^2*SW^2*Zt21r^2*c2b-3*MW^2*Zt21i^2*c2b-3*MW^2*Zt21r^2*c2b-4*MW^2*SW^2*Zt11r^2*c2b+4*MW^2*SW^2*Zt21i^2*c2b
> B02484   |B02483-6*CW^2*Mt^2
> B02485   |2*Zh11^2*Zh13*la1*s2b+4*Zh13^3*cb*la1*sb^3-2*Zh12^2*Zh13*la2*s2b-4*Zh13^3*cb^3*la2*sb-Zh11^2*Zh13*la3*s2b
> B02486   |B02485+Zh12^2*Zh13*la3*s2b+Zh13^3*c2b*la3*s2b-Zh11^2*Zh13*la4*s2b+Zh12^2*Zh13*la4*s2b+Zh13^3*c2b*la4*s2b
> B02487   |B02486-8*Zh11*Zh12*Zh13*c2b*la5r+2*Zh11^2*Zh13*la5r*s2b-2*Zh12^2*Zh13*la5r*s2b+2*Zh13^3*c2b*la5r*s2b+4*Zh11^2*Zh12*la5i*sb
> B02488   |B02487-4*Zh11*Zh12^2*cb*la5i-12*Zh11*Zh13^2*cb*la5i*sb^2+4*Zh11*Zh13^2*cb*la5i-12*Zh12*Zh13^2*la5i*sb^3+8*Zh12*Zh13^2*la5i*sb
> B02489   |B02488+2*Zh11*Zh12*Zh13*la6r*s2b-2*Zh11^2*Zh13*c2b*la6r+8*Zh13^3*la6r*sb^4-6*Zh13^3*la6r*sb^2+2*Zh11^3*la6i*sb
> B02490   |B02489+6*Zh11*Zh13^2*la6i*sb^3-4*Zh11*Zh13^2*la6i*sb-2*Zh11^2*Zh12*cb*la6i-6*Zh12*Zh13^2*cb*la6i*sb^2-2*Zh11*Zh12*Zh13*la7r*s2b
> B02491   |B02490-2*Zh12^2*Zh13*c2b*la7r+8*Zh13^3*cb^2*la7r*sb^2-2*Zh13^3*cb^2*la7r-2*Zh12^3*cb*la7i+6*Zh12*Zh13^2*cb*la7i*sb^2
> B02492   |B02491-2*Zh12*Zh13^2*cb*la7i+6*Zh11*Zh13^2*cb^2*la7i*sb+2*Zh11*Zh12^2*la7i*sb
> B02493   |2*Zh11^2*Zh23*la1*s2b+4*Zh11*Zh13*Zh21*la1*s2b+12*Zh13^2*Zh23*cb*la1*sb^3-2*Zh12^2*Zh23*la2*s2b-4*Zh12*Zh13*Zh22*la2*s2b
> B02494   |B02493-12*Zh13^2*Zh23*cb^3*la2*sb-Zh11^2*Zh23*la3*s2b-2*Zh11*Zh13*Zh21*la3*s2b+2*Zh12*Zh13*Zh22*la3*s2b+3*Zh13^2*Zh23*c2b*la3*s2b
> B02495   |B02494+Zh12^2*Zh23*la3*s2b-2*Zh11*Zh13*Zh21*la4*s2b-Zh11^2*Zh23*la4*s2b+2*Zh12*Zh13*Zh22*la4*s2b+Zh12^2*Zh23*la4*s2b
> B02496   |B02495+3*Zh13^2*Zh23*c2b*la4*s2b-8*Zh11*Zh12*Zh23*c2b*la5r-8*Zh11*Zh13*Zh22*c2b*la5r+4*Zh11*Zh13*Zh21*la5r*s2b+2*Zh11^2*Zh23*la5r*s2b
> B02497   |B02496-8*Zh12*Zh13*Zh21*c2b*la5r-4*Zh12*Zh13*Zh22*la5r*s2b-2*Zh12^2*Zh23*la5r*s2b+6*Zh13^2*Zh23*c2b*la5r*s2b+8*Zh11*Zh12*Zh21*la5i*sb
> B02498   |B02497-8*Zh11*Zh12*Zh22*cb*la5i+4*Zh11^2*Zh22*la5i*sb-24*Zh11*Zh13*Zh23*cb*la5i*sb^2+8*Zh11*Zh13*Zh23*cb*la5i-4*Zh12^2*Zh21*cb*la5i
> B02499   |B02498-12*Zh13^2*Zh21*cb*la5i*sb^2+4*Zh13^2*Zh21*cb*la5i-24*Zh12*Zh13*Zh23*la5i*sb^3+16*Zh12*Zh13*Zh23*la5i*sb-12*Zh13^2*Zh22*la5i*sb^3
> B02500   |B02499+8*Zh13^2*Zh22*la5i*sb+2*Zh11*Zh13*Zh22*la6r*s2b+2*Zh11*Zh12*Zh23*la6r*s2b+2*Zh12*Zh13*Zh21*la6r*s2b-2*Zh11^2*Zh23*c2b*la6r
> B02501   |B02500-4*Zh11*Zh13*Zh21*c2b*la6r+24*Zh13^2*Zh23*la6r*sb^4-18*Zh13^2*Zh23*la6r*sb^2+6*Zh11^2*Zh21*la6i*sb+12*Zh11*Zh13*Zh23*la6i*sb^3
> B02502   |B02501-8*Zh11*Zh13*Zh23*la6i*sb+6*Zh13^2*Zh21*la6i*sb^3-4*Zh13^2*Zh21*la6i*sb-2*Zh11^2*Zh22*cb*la6i-4*Zh11*Zh12*Zh21*cb*la6i
> B02503   |B02502-6*Zh13^2*Zh22*cb*la6i*sb^2-12*Zh12*Zh13*Zh23*cb*la6i*sb^2-2*Zh12*Zh13*Zh21*la7r*s2b-2*Zh11*Zh12*Zh23*la7r*s2b-2*Zh11*Zh13*Zh22*la7r*s2b
> B02504   |B02503-4*Zh12*Zh13*Zh22*c2b*la7r+24*Zh13^2*Zh23*cb^2*la7r*sb^2-6*Zh13^2*Zh23*cb^2*la7r-2*Zh12^2*Zh23*c2b*la7r-6*Zh12^2*Zh22*cb*la7i
> B02505   |B02504+12*Zh12*Zh13*Zh23*cb*la7i*sb^2-4*Zh12*Zh13*Zh23*cb*la7i+6*Zh13^2*Zh22*cb*la7i*sb^2-2*Zh13^2*Zh22*cb*la7i+6*Zh13^2*Zh21*cb^2*la7i*sb
> B02506   |B02505+12*Zh11*Zh13*Zh23*cb^2*la7i*sb+4*Zh11*Zh12*Zh22*la7i*sb+2*Zh12^2*Zh21*la7i*sb
> B02507   |2*Zh11^2*Zh33*la1*s2b+4*Zh11*Zh13*Zh31*la1*s2b+12*Zh13^2*Zh33*cb*la1*sb^3-2*Zh12^2*Zh33*la2*s2b-4*Zh12*Zh13*Zh32*la2*s2b
> B02508   |B02507-12*Zh13^2*Zh33*cb^3*la2*sb-Zh11^2*Zh33*la3*s2b-2*Zh11*Zh13*Zh31*la3*s2b+2*Zh12*Zh13*Zh32*la3*s2b+3*Zh13^2*Zh33*c2b*la3*s2b
> B02509   |B02508+Zh12^2*Zh33*la3*s2b-2*Zh11*Zh13*Zh31*la4*s2b-Zh11^2*Zh33*la4*s2b+2*Zh12*Zh13*Zh32*la4*s2b+Zh12^2*Zh33*la4*s2b
> B02510   |B02509+3*Zh13^2*Zh33*c2b*la4*s2b-8*Zh11*Zh12*Zh33*c2b*la5r-8*Zh11*Zh13*Zh32*c2b*la5r+4*Zh11*Zh13*Zh31*la5r*s2b+2*Zh11^2*Zh33*la5r*s2b
> B02511   |B02510-8*Zh12*Zh13*Zh31*c2b*la5r-4*Zh12*Zh13*Zh32*la5r*s2b-2*Zh12^2*Zh33*la5r*s2b+6*Zh13^2*Zh33*c2b*la5r*s2b+8*Zh11*Zh12*Zh31*la5i*sb
> B02512   |B02511-8*Zh11*Zh12*Zh32*cb*la5i+4*Zh11^2*Zh32*la5i*sb-24*Zh11*Zh13*Zh33*cb*la5i*sb^2+8*Zh11*Zh13*Zh33*cb*la5i-4*Zh12^2*Zh31*cb*la5i
> B02513   |B02512-12*Zh13^2*Zh31*cb*la5i*sb^2+4*Zh13^2*Zh31*cb*la5i-24*Zh12*Zh13*Zh33*la5i*sb^3+16*Zh12*Zh13*Zh33*la5i*sb-12*Zh13^2*Zh32*la5i*sb^3
> B02514   |B02513+8*Zh13^2*Zh32*la5i*sb+2*Zh11*Zh13*Zh32*la6r*s2b+2*Zh11*Zh12*Zh33*la6r*s2b+2*Zh12*Zh13*Zh31*la6r*s2b-2*Zh11^2*Zh33*c2b*la6r
> B02515   |B02514-4*Zh11*Zh13*Zh31*c2b*la6r+24*Zh13^2*Zh33*la6r*sb^4-18*Zh13^2*Zh33*la6r*sb^2+6*Zh11^2*Zh31*la6i*sb+12*Zh11*Zh13*Zh33*la6i*sb^3
> B02516   |B02515-8*Zh11*Zh13*Zh33*la6i*sb+6*Zh13^2*Zh31*la6i*sb^3-4*Zh13^2*Zh31*la6i*sb-2*Zh11^2*Zh32*cb*la6i-4*Zh11*Zh12*Zh31*cb*la6i
> B02517   |B02516-6*Zh13^2*Zh32*cb*la6i*sb^2-12*Zh12*Zh13*Zh33*cb*la6i*sb^2-2*Zh12*Zh13*Zh31*la7r*s2b-2*Zh11*Zh12*Zh33*la7r*s2b-2*Zh11*Zh13*Zh32*la7r*s2b
> B02518   |B02517-4*Zh12*Zh13*Zh32*c2b*la7r+24*Zh13^2*Zh33*cb^2*la7r*sb^2-6*Zh13^2*Zh33*cb^2*la7r-2*Zh12^2*Zh33*c2b*la7r-6*Zh12^2*Zh32*cb*la7i
> B02519   |B02518+12*Zh12*Zh13*Zh33*cb*la7i*sb^2-4*Zh12*Zh13*Zh33*cb*la7i+6*Zh13^2*Zh32*cb*la7i*sb^2-2*Zh13^2*Zh32*cb*la7i+6*Zh13^2*Zh31*cb^2*la7i*sb
> B02520   |B02519+12*Zh11*Zh13*Zh33*cb^2*la7i*sb+4*Zh11*Zh12*Zh32*la7i*sb+2*Zh12^2*Zh31*la7i*sb
> B02521   |4*Zh11*Zh21*Zh23*la1*s2b+2*Zh13*Zh21^2*la1*s2b+12*Zh13*Zh23^2*cb*la1*sb^3-4*Zh12*Zh22*Zh23*la2*s2b-2*Zh13*Zh22^2*la2*s2b
> B02522   |B02521-12*Zh13*Zh23^2*cb^3*la2*sb-2*Zh11*Zh21*Zh23*la3*s2b-Zh13*Zh21^2*la3*s2b+Zh13*Zh22^2*la3*s2b+3*Zh13*Zh23^2*c2b*la3*s2b
> B02523   |B02522+2*Zh12*Zh22*Zh23*la3*s2b-2*Zh11*Zh21*Zh23*la4*s2b-Zh13*Zh21^2*la4*s2b+2*Zh12*Zh22*Zh23*la4*s2b+Zh13*Zh22^2*la4*s2b
> B02524   |B02523+3*Zh13*Zh23^2*c2b*la4*s2b-8*Zh11*Zh22*Zh23*c2b*la5r+4*Zh11*Zh21*Zh23*la5r*s2b-8*Zh12*Zh21*Zh23*c2b*la5r-8*Zh13*Zh21*Zh22*c2b*la5r
> B02525   |B02524+2*Zh13*Zh21^2*la5r*s2b-4*Zh12*Zh22*Zh23*la5r*s2b-2*Zh13*Zh22^2*la5r*s2b+6*Zh13*Zh23^2*c2b*la5r*s2b+8*Zh11*Zh21*Zh22*la5i*sb
> B02526   |B02525-4*Zh11*Zh22^2*cb*la5i-12*Zh11*Zh23^2*cb*la5i*sb^2+4*Zh11*Zh23^2*cb*la5i+4*Zh12*Zh21^2*la5i*sb-8*Zh12*Zh21*Zh22*cb*la5i
> B02527   |B02526-24*Zh13*Zh21*Zh23*cb*la5i*sb^2+8*Zh13*Zh21*Zh23*cb*la5i-12*Zh12*Zh23^2*la5i*sb^3+8*Zh12*Zh23^2*la5i*sb-24*Zh13*Zh22*Zh23*la5i*sb^3
> B02528   |B02527+16*Zh13*Zh22*Zh23*la5i*sb+2*Zh11*Zh22*Zh23*la6r*s2b+2*Zh13*Zh21*Zh22*la6r*s2b+2*Zh12*Zh21*Zh23*la6r*s2b-4*Zh11*Zh21*Zh23*c2b*la6r
> B02529   |B02528-2*Zh13*Zh21^2*c2b*la6r+24*Zh13*Zh23^2*la6r*sb^4-18*Zh13*Zh23^2*la6r*sb^2+6*Zh11*Zh21^2*la6i*sb+6*Zh11*Zh23^2*la6i*sb^3
> B02530   |B02529-4*Zh11*Zh23^2*la6i*sb+12*Zh13*Zh21*Zh23*la6i*sb^3-8*Zh13*Zh21*Zh23*la6i*sb-4*Zh11*Zh21*Zh22*cb*la6i-2*Zh12*Zh21^2*cb*la6i
> B02531   |B02530-12*Zh13*Zh22*Zh23*cb*la6i*sb^2-6*Zh12*Zh23^2*cb*la6i*sb^2-2*Zh12*Zh21*Zh23*la7r*s2b-2*Zh13*Zh21*Zh22*la7r*s2b-2*Zh11*Zh22*Zh23*la7r*s2b
> B02532   |B02531-2*Zh13*Zh22^2*c2b*la7r+24*Zh13*Zh23^2*cb^2*la7r*sb^2-6*Zh13*Zh23^2*cb^2*la7r-4*Zh12*Zh22*Zh23*c2b*la7r-6*Zh12*Zh22^2*cb*la7i
> B02533   |B02532+6*Zh12*Zh23^2*cb*la7i*sb^2-2*Zh12*Zh23^2*cb*la7i+12*Zh13*Zh22*Zh23*cb*la7i*sb^2-4*Zh13*Zh22*Zh23*cb*la7i+12*Zh13*Zh21*Zh23*cb^2*la7i*sb
> B02534   |B02533+6*Zh11*Zh23^2*cb^2*la7i*sb+4*Zh12*Zh21*Zh22*la7i*sb+2*Zh11*Zh22^2*la7i*sb
> B02535   |2*Zh11*Zh21*Zh33*la1*s2b+2*Zh11*Zh23*Zh31*la1*s2b+2*Zh13*Zh21*Zh31*la1*s2b+12*Zh13*Zh23*Zh33*cb*la1*sb^3-2*Zh12*Zh22*Zh33*la2*s2b
> B02536   |B02535-2*Zh12*Zh23*Zh32*la2*s2b-2*Zh13*Zh22*Zh32*la2*s2b-12*Zh13*Zh23*Zh33*cb^3*la2*sb-Zh11*Zh21*Zh33*la3*s2b-Zh11*Zh23*Zh31*la3*s2b
> B02537   |B02536-Zh13*Zh21*Zh31*la3*s2b+Zh13*Zh22*Zh32*la3*s2b+3*Zh13*Zh23*Zh33*c2b*la3*s2b+Zh12*Zh23*Zh32*la3*s2b+Zh12*Zh22*Zh33*la3*s2b
> B02538   |B02537-Zh11*Zh23*Zh31*la4*s2b-Zh11*Zh21*Zh33*la4*s2b-Zh13*Zh21*Zh31*la4*s2b+Zh12*Zh23*Zh32*la4*s2b+Zh12*Zh22*Zh33*la4*s2b
> B02539   |B02538+Zh13*Zh22*Zh32*la4*s2b+3*Zh13*Zh23*Zh33*c2b*la4*s2b-4*Zh11*Zh22*Zh33*c2b*la5r-4*Zh11*Zh23*Zh32*c2b*la5r+2*Zh11*Zh23*Zh31*la5r*s2b
> B02540   |B02539+2*Zh11*Zh21*Zh33*la5r*s2b-4*Zh12*Zh21*Zh33*c2b*la5r-4*Zh13*Zh21*Zh32*c2b*la5r+2*Zh13*Zh21*Zh31*la5r*s2b-4*Zh12*Zh23*Zh31*c2b*la5r
> B02541   |B02540-4*Zh13*Zh22*Zh31*c2b*la5r-2*Zh12*Zh23*Zh32*la5r*s2b-2*Zh12*Zh22*Zh33*la5r*s2b-2*Zh13*Zh22*Zh32*la5r*s2b+6*Zh13*Zh23*Zh33*c2b*la5r*s2b
> B02542   |B02541+4*Zh11*Zh22*Zh31*la5i*sb-4*Zh11*Zh22*Zh32*cb*la5i+4*Zh11*Zh21*Zh32*la5i*sb-12*Zh11*Zh23*Zh33*cb*la5i*sb^2+4*Zh11*Zh23*Zh33*cb*la5i
> B02543   |B02542+4*Zh12*Zh21*Zh31*la5i*sb-4*Zh12*Zh21*Zh32*cb*la5i-12*Zh13*Zh21*Zh33*cb*la5i*sb^2+4*Zh13*Zh21*Zh33*cb*la5i-4*Zh12*Zh22*Zh31*cb*la5i
> B02544   |B02543-12*Zh13*Zh23*Zh31*cb*la5i*sb^2+4*Zh13*Zh23*Zh31*cb*la5i-12*Zh12*Zh23*Zh33*la5i*sb^3+8*Zh12*Zh23*Zh33*la5i*sb-12*Zh13*Zh22*Zh33*la5i*sb^3
> B02545   |B02544+8*Zh13*Zh22*Zh33*la5i*sb-12*Zh13*Zh23*Zh32*la5i*sb^3+8*Zh13*Zh23*Zh32*la5i*sb+Zh11*Zh23*Zh32*la6r*s2b+Zh11*Zh22*Zh33*la6r*s2b
> B02546   |B02545+Zh13*Zh21*Zh32*la6r*s2b+Zh12*Zh21*Zh33*la6r*s2b+Zh13*Zh22*Zh31*la6r*s2b+Zh12*Zh23*Zh31*la6r*s2b-2*Zh11*Zh21*Zh33*c2b*la6r
> B02547   |B02546-2*Zh11*Zh23*Zh31*c2b*la6r-2*Zh13*Zh21*Zh31*c2b*la6r+24*Zh13*Zh23*Zh33*la6r*sb^4-18*Zh13*Zh23*Zh33*la6r*sb^2+6*Zh11*Zh21*Zh31*la6i*sb
> B02548   |B02547+6*Zh11*Zh23*Zh33*la6i*sb^3-4*Zh11*Zh23*Zh33*la6i*sb+6*Zh13*Zh21*Zh33*la6i*sb^3-4*Zh13*Zh21*Zh33*la6i*sb+6*Zh13*Zh23*Zh31*la6i*sb^3
> B02549   |B02548-4*Zh13*Zh23*Zh31*la6i*sb-2*Zh11*Zh21*Zh32*cb*la6i-2*Zh11*Zh22*Zh31*cb*la6i-2*Zh12*Zh21*Zh31*cb*la6i-6*Zh13*Zh23*Zh32*cb*la6i*sb^2
> B02550   |B02549-6*Zh13*Zh22*Zh33*cb*la6i*sb^2-6*Zh12*Zh23*Zh33*cb*la6i*sb^2-Zh12*Zh23*Zh31*la7r*s2b-Zh12*Zh21*Zh33*la7r*s2b-Zh13*Zh22*Zh31*la7r*s2b
> B02551   |B02550-Zh11*Zh22*Zh33*la7r*s2b-Zh13*Zh21*Zh32*la7r*s2b-Zh11*Zh23*Zh32*la7r*s2b-2*Zh13*Zh22*Zh32*c2b*la7r+24*Zh13*Zh23*Zh33*cb^2*la7r*sb^2
> B02552   |B02551-6*Zh13*Zh23*Zh33*cb^2*la7r-2*Zh12*Zh23*Zh32*c2b*la7r-2*Zh12*Zh22*Zh33*c2b*la7r-6*Zh12*Zh22*Zh32*cb*la7i+6*Zh12*Zh23*Zh33*cb*la7i*sb^2
> B02553   |B02552-2*Zh12*Zh23*Zh33*cb*la7i+6*Zh13*Zh22*Zh33*cb*la7i*sb^2-2*Zh13*Zh22*Zh33*cb*la7i+6*Zh13*Zh23*Zh32*cb*la7i*sb^2-2*Zh13*Zh23*Zh32*cb*la7i
> B02554   |B02553+6*Zh13*Zh23*Zh31*cb^2*la7i*sb+6*Zh13*Zh21*Zh33*cb^2*la7i*sb+6*Zh11*Zh23*Zh33*cb^2*la7i*sb+2*Zh12*Zh21*Zh32*la7i*sb+2*Zh12*Zh22*Zh31*la7i*sb
> B02555   |B02554+2*Zh11*Zh22*Zh32*la7i*sb
> B02556   |4*Zh11*Zh31*Zh33*la1*s2b+2*Zh13*Zh31^2*la1*s2b+12*Zh13*Zh33^2*cb*la1*sb^3-4*Zh12*Zh32*Zh33*la2*s2b-2*Zh13*Zh32^2*la2*s2b
> B02557   |B02556-12*Zh13*Zh33^2*cb^3*la2*sb-2*Zh11*Zh31*Zh33*la3*s2b-Zh13*Zh31^2*la3*s2b+Zh13*Zh32^2*la3*s2b+3*Zh13*Zh33^2*c2b*la3*s2b
> B02558   |B02557+2*Zh12*Zh32*Zh33*la3*s2b-2*Zh11*Zh31*Zh33*la4*s2b-Zh13*Zh31^2*la4*s2b+2*Zh12*Zh32*Zh33*la4*s2b+Zh13*Zh32^2*la4*s2b
> B02559   |B02558+3*Zh13*Zh33^2*c2b*la4*s2b-8*Zh11*Zh32*Zh33*c2b*la5r+4*Zh11*Zh31*Zh33*la5r*s2b-8*Zh12*Zh31*Zh33*c2b*la5r-8*Zh13*Zh31*Zh32*c2b*la5r
> B02560   |B02559+2*Zh13*Zh31^2*la5r*s2b-4*Zh12*Zh32*Zh33*la5r*s2b-2*Zh13*Zh32^2*la5r*s2b+6*Zh13*Zh33^2*c2b*la5r*s2b+8*Zh11*Zh31*Zh32*la5i*sb
> B02561   |B02560-4*Zh11*Zh32^2*cb*la5i-12*Zh11*Zh33^2*cb*la5i*sb^2+4*Zh11*Zh33^2*cb*la5i+4*Zh12*Zh31^2*la5i*sb-8*Zh12*Zh31*Zh32*cb*la5i
> B02562   |B02561-24*Zh13*Zh31*Zh33*cb*la5i*sb^2+8*Zh13*Zh31*Zh33*cb*la5i-12*Zh12*Zh33^2*la5i*sb^3+8*Zh12*Zh33^2*la5i*sb-24*Zh13*Zh32*Zh33*la5i*sb^3
> B02563   |B02562+16*Zh13*Zh32*Zh33*la5i*sb+2*Zh11*Zh32*Zh33*la6r*s2b+2*Zh13*Zh31*Zh32*la6r*s2b+2*Zh12*Zh31*Zh33*la6r*s2b-4*Zh11*Zh31*Zh33*c2b*la6r
> B02564   |B02563-2*Zh13*Zh31^2*c2b*la6r+24*Zh13*Zh33^2*la6r*sb^4-18*Zh13*Zh33^2*la6r*sb^2+6*Zh11*Zh31^2*la6i*sb+6*Zh11*Zh33^2*la6i*sb^3
> B02565   |B02564-4*Zh11*Zh33^2*la6i*sb+12*Zh13*Zh31*Zh33*la6i*sb^3-8*Zh13*Zh31*Zh33*la6i*sb-4*Zh11*Zh31*Zh32*cb*la6i-2*Zh12*Zh31^2*cb*la6i
> B02566   |B02565-12*Zh13*Zh32*Zh33*cb*la6i*sb^2-6*Zh12*Zh33^2*cb*la6i*sb^2-2*Zh12*Zh31*Zh33*la7r*s2b-2*Zh13*Zh31*Zh32*la7r*s2b-2*Zh11*Zh32*Zh33*la7r*s2b
> B02567   |B02566-2*Zh13*Zh32^2*c2b*la7r+24*Zh13*Zh33^2*cb^2*la7r*sb^2-6*Zh13*Zh33^2*cb^2*la7r-4*Zh12*Zh32*Zh33*c2b*la7r-6*Zh12*Zh32^2*cb*la7i
> B02568   |B02567+6*Zh12*Zh33^2*cb*la7i*sb^2-2*Zh12*Zh33^2*cb*la7i+12*Zh13*Zh32*Zh33*cb*la7i*sb^2-4*Zh13*Zh32*Zh33*cb*la7i+12*Zh13*Zh31*Zh33*cb^2*la7i*sb
> B02569   |B02568+6*Zh11*Zh33^2*cb^2*la7i*sb+4*Zh12*Zh31*Zh32*la7i*sb+2*Zh11*Zh32^2*la7i*sb
> B02570   |2*MW^2*SW^2*Zb21r^2*cb^2+3*MW^2*Zb11r^2*cb^2-2*MW^2*SW^2*Zb11r^2*cb^2+2*MW^2*SW^2*Zb21i^2*cb^2-3*CW^2*Mb^2
> B02571   |2*MW^2*SW^2*Zb21r^2*cb^2-3*MW^2*Zb21i^2*cb^2-3*MW^2*Zb21r^2*cb^2-2*MW^2*SW^2*Zb11r^2*cb^2+2*MW^2*SW^2*Zb21i^2*cb^2
> B02572   |B02571+3*CW^2*Mb^2
> B02573   |2*MW^2*SW^2*Zl21r^2*cb^2+MW^2*Zl11r^2*cb^2-2*MW^2*SW^2*Zl11r^2*cb^2+2*MW^2*SW^2*Zl21i^2*cb^2-CW^2*Ml^2
> B02574   |2*MW^2*SW^2*Zl21r^2*cb^2-MW^2*Zl21i^2*cb^2-MW^2*Zl21r^2*cb^2-2*MW^2*SW^2*Zl11r^2*cb^2+2*MW^2*SW^2*Zl21i^2*cb^2
> B02575   |B02574+CW^2*Ml^2
> B02576   |4*MW^2*SW^2*Zt21r^2*sb^2+3*MW^2*Zt11r^2*sb^2-4*MW^2*SW^2*Zt11r^2*sb^2+4*MW^2*SW^2*Zt21i^2*sb^2-3*CW^2*Mt^2
> B02577   |4*MW^2*SW^2*Zt21r^2*sb^2-3*MW^2*Zt21i^2*sb^2-3*MW^2*Zt21r^2*sb^2-4*MW^2*SW^2*Zt11r^2*sb^2+4*MW^2*SW^2*Zt21i^2*sb^2
> B02578   |B02577+3*CW^2*Mt^2
> B02579   |2*Zh21^2*Zh23*la1*s2b+4*Zh23^3*cb*la1*sb^3-2*Zh22^2*Zh23*la2*s2b-4*Zh23^3*cb^3*la2*sb-Zh21^2*Zh23*la3*s2b
> B02580   |B02579+Zh22^2*Zh23*la3*s2b+Zh23^3*c2b*la3*s2b-Zh21^2*Zh23*la4*s2b+Zh22^2*Zh23*la4*s2b+Zh23^3*c2b*la4*s2b
> B02581   |B02580-8*Zh21*Zh22*Zh23*c2b*la5r+2*Zh21^2*Zh23*la5r*s2b-2*Zh22^2*Zh23*la5r*s2b+2*Zh23^3*c2b*la5r*s2b+4*Zh21^2*Zh22*la5i*sb
> B02582   |B02581-4*Zh21*Zh22^2*cb*la5i-12*Zh21*Zh23^2*cb*la5i*sb^2+4*Zh21*Zh23^2*cb*la5i-12*Zh22*Zh23^2*la5i*sb^3+8*Zh22*Zh23^2*la5i*sb
> B02583   |B02582+2*Zh21*Zh22*Zh23*la6r*s2b-2*Zh21^2*Zh23*c2b*la6r+8*Zh23^3*la6r*sb^4-6*Zh23^3*la6r*sb^2+2*Zh21^3*la6i*sb
> B02584   |B02583+6*Zh21*Zh23^2*la6i*sb^3-4*Zh21*Zh23^2*la6i*sb-2*Zh21^2*Zh22*cb*la6i-6*Zh22*Zh23^2*cb*la6i*sb^2-2*Zh21*Zh22*Zh23*la7r*s2b
> B02585   |B02584-2*Zh22^2*Zh23*c2b*la7r+8*Zh23^3*cb^2*la7r*sb^2-2*Zh23^3*cb^2*la7r-2*Zh22^3*cb*la7i+6*Zh22*Zh23^2*cb*la7i*sb^2
> B02586   |B02585-2*Zh22*Zh23^2*cb*la7i+6*Zh21*Zh23^2*cb^2*la7i*sb+2*Zh21*Zh22^2*la7i*sb
> B02587   |2*Zh21^2*Zh33*la1*s2b+4*Zh21*Zh23*Zh31*la1*s2b+12*Zh23^2*Zh33*cb*la1*sb^3-2*Zh22^2*Zh33*la2*s2b-4*Zh22*Zh23*Zh32*la2*s2b
> B02588   |B02587-12*Zh23^2*Zh33*cb^3*la2*sb-Zh21^2*Zh33*la3*s2b-2*Zh21*Zh23*Zh31*la3*s2b+2*Zh22*Zh23*Zh32*la3*s2b+3*Zh23^2*Zh33*c2b*la3*s2b
> B02589   |B02588+Zh22^2*Zh33*la3*s2b-2*Zh21*Zh23*Zh31*la4*s2b-Zh21^2*Zh33*la4*s2b+2*Zh22*Zh23*Zh32*la4*s2b+Zh22^2*Zh33*la4*s2b
> B02590   |B02589+3*Zh23^2*Zh33*c2b*la4*s2b-8*Zh21*Zh22*Zh33*c2b*la5r-8*Zh21*Zh23*Zh32*c2b*la5r+4*Zh21*Zh23*Zh31*la5r*s2b+2*Zh21^2*Zh33*la5r*s2b
> B02591   |B02590-8*Zh22*Zh23*Zh31*c2b*la5r-4*Zh22*Zh23*Zh32*la5r*s2b-2*Zh22^2*Zh33*la5r*s2b+6*Zh23^2*Zh33*c2b*la5r*s2b+8*Zh21*Zh22*Zh31*la5i*sb
> B02592   |B02591-8*Zh21*Zh22*Zh32*cb*la5i+4*Zh21^2*Zh32*la5i*sb-24*Zh21*Zh23*Zh33*cb*la5i*sb^2+8*Zh21*Zh23*Zh33*cb*la5i-4*Zh22^2*Zh31*cb*la5i
> B02593   |B02592-12*Zh23^2*Zh31*cb*la5i*sb^2+4*Zh23^2*Zh31*cb*la5i-24*Zh22*Zh23*Zh33*la5i*sb^3+16*Zh22*Zh23*Zh33*la5i*sb-12*Zh23^2*Zh32*la5i*sb^3
> B02594   |B02593+8*Zh23^2*Zh32*la5i*sb+2*Zh21*Zh23*Zh32*la6r*s2b+2*Zh21*Zh22*Zh33*la6r*s2b+2*Zh22*Zh23*Zh31*la6r*s2b-2*Zh21^2*Zh33*c2b*la6r
> B02595   |B02594-4*Zh21*Zh23*Zh31*c2b*la6r+24*Zh23^2*Zh33*la6r*sb^4-18*Zh23^2*Zh33*la6r*sb^2+6*Zh21^2*Zh31*la6i*sb+12*Zh21*Zh23*Zh33*la6i*sb^3
> B02596   |B02595-8*Zh21*Zh23*Zh33*la6i*sb+6*Zh23^2*Zh31*la6i*sb^3-4*Zh23^2*Zh31*la6i*sb-2*Zh21^2*Zh32*cb*la6i-4*Zh21*Zh22*Zh31*cb*la6i
> B02597   |B02596-6*Zh23^2*Zh32*cb*la6i*sb^2-12*Zh22*Zh23*Zh33*cb*la6i*sb^2-2*Zh22*Zh23*Zh31*la7r*s2b-2*Zh21*Zh22*Zh33*la7r*s2b-2*Zh21*Zh23*Zh32*la7r*s2b
> B02598   |B02597-4*Zh22*Zh23*Zh32*c2b*la7r+24*Zh23^2*Zh33*cb^2*la7r*sb^2-6*Zh23^2*Zh33*cb^2*la7r-2*Zh22^2*Zh33*c2b*la7r-6*Zh22^2*Zh32*cb*la7i
> B02599   |B02598+12*Zh22*Zh23*Zh33*cb*la7i*sb^2-4*Zh22*Zh23*Zh33*cb*la7i+6*Zh23^2*Zh32*cb*la7i*sb^2-2*Zh23^2*Zh32*cb*la7i+6*Zh23^2*Zh31*cb^2*la7i*sb
> B02600   |B02599+12*Zh21*Zh23*Zh33*cb^2*la7i*sb+4*Zh21*Zh22*Zh32*la7i*sb+2*Zh22^2*Zh31*la7i*sb
> B02601   |4*Zh21*Zh31*Zh33*la1*s2b+2*Zh23*Zh31^2*la1*s2b+12*Zh23*Zh33^2*cb*la1*sb^3-4*Zh22*Zh32*Zh33*la2*s2b-2*Zh23*Zh32^2*la2*s2b
> B02602   |B02601-12*Zh23*Zh33^2*cb^3*la2*sb-2*Zh21*Zh31*Zh33*la3*s2b-Zh23*Zh31^2*la3*s2b+Zh23*Zh32^2*la3*s2b+3*Zh23*Zh33^2*c2b*la3*s2b
> B02603   |B02602+2*Zh22*Zh32*Zh33*la3*s2b-2*Zh21*Zh31*Zh33*la4*s2b-Zh23*Zh31^2*la4*s2b+2*Zh22*Zh32*Zh33*la4*s2b+Zh23*Zh32^2*la4*s2b
> B02604   |B02603+3*Zh23*Zh33^2*c2b*la4*s2b-8*Zh21*Zh32*Zh33*c2b*la5r+4*Zh21*Zh31*Zh33*la5r*s2b-8*Zh22*Zh31*Zh33*c2b*la5r-8*Zh23*Zh31*Zh32*c2b*la5r
> B02605   |B02604+2*Zh23*Zh31^2*la5r*s2b-4*Zh22*Zh32*Zh33*la5r*s2b-2*Zh23*Zh32^2*la5r*s2b+6*Zh23*Zh33^2*c2b*la5r*s2b+8*Zh21*Zh31*Zh32*la5i*sb
> B02606   |B02605-4*Zh21*Zh32^2*cb*la5i-12*Zh21*Zh33^2*cb*la5i*sb^2+4*Zh21*Zh33^2*cb*la5i+4*Zh22*Zh31^2*la5i*sb-8*Zh22*Zh31*Zh32*cb*la5i
> B02607   |B02606-24*Zh23*Zh31*Zh33*cb*la5i*sb^2+8*Zh23*Zh31*Zh33*cb*la5i-12*Zh22*Zh33^2*la5i*sb^3+8*Zh22*Zh33^2*la5i*sb-24*Zh23*Zh32*Zh33*la5i*sb^3
> B02608   |B02607+16*Zh23*Zh32*Zh33*la5i*sb+2*Zh21*Zh32*Zh33*la6r*s2b+2*Zh23*Zh31*Zh32*la6r*s2b+2*Zh22*Zh31*Zh33*la6r*s2b-4*Zh21*Zh31*Zh33*c2b*la6r
> B02609   |B02608-2*Zh23*Zh31^2*c2b*la6r+24*Zh23*Zh33^2*la6r*sb^4-18*Zh23*Zh33^2*la6r*sb^2+6*Zh21*Zh31^2*la6i*sb+6*Zh21*Zh33^2*la6i*sb^3
> B02610   |B02609-4*Zh21*Zh33^2*la6i*sb+12*Zh23*Zh31*Zh33*la6i*sb^3-8*Zh23*Zh31*Zh33*la6i*sb-4*Zh21*Zh31*Zh32*cb*la6i-2*Zh22*Zh31^2*cb*la6i
> B02611   |B02610-12*Zh23*Zh32*Zh33*cb*la6i*sb^2-6*Zh22*Zh33^2*cb*la6i*sb^2-2*Zh22*Zh31*Zh33*la7r*s2b-2*Zh23*Zh31*Zh32*la7r*s2b-2*Zh21*Zh32*Zh33*la7r*s2b
> B02612   |B02611-2*Zh23*Zh32^2*c2b*la7r+24*Zh23*Zh33^2*cb^2*la7r*sb^2-6*Zh23*Zh33^2*cb^2*la7r-4*Zh22*Zh32*Zh33*c2b*la7r-6*Zh22*Zh32^2*cb*la7i
> B02613   |B02612+6*Zh22*Zh33^2*cb*la7i*sb^2-2*Zh22*Zh33^2*cb*la7i+12*Zh23*Zh32*Zh33*cb*la7i*sb^2-4*Zh23*Zh32*Zh33*cb*la7i+12*Zh23*Zh31*Zh33*cb^2*la7i*sb
> B02614   |B02613+6*Zh21*Zh33^2*cb^2*la7i*sb+4*Zh22*Zh31*Zh32*la7i*sb+2*Zh21*Zh32^2*la7i*sb
> B02615   |2*Zh31^2*Zh33*la1*s2b+4*Zh33^3*cb*la1*sb^3-2*Zh32^2*Zh33*la2*s2b-4*Zh33^3*cb^3*la2*sb-Zh31^2*Zh33*la3*s2b
> B02616   |B02615+Zh32^2*Zh33*la3*s2b+Zh33^3*c2b*la3*s2b-Zh31^2*Zh33*la4*s2b+Zh32^2*Zh33*la4*s2b+Zh33^3*c2b*la4*s2b
> B02617   |B02616-8*Zh31*Zh32*Zh33*c2b*la5r+2*Zh31^2*Zh33*la5r*s2b-2*Zh32^2*Zh33*la5r*s2b+2*Zh33^3*c2b*la5r*s2b+4*Zh31^2*Zh32*la5i*sb
> B02618   |B02617-4*Zh31*Zh32^2*cb*la5i-12*Zh31*Zh33^2*cb*la5i*sb^2+4*Zh31*Zh33^2*cb*la5i-12*Zh32*Zh33^2*la5i*sb^3+8*Zh32*Zh33^2*la5i*sb
> B02619   |B02618+2*Zh31*Zh32*Zh33*la6r*s2b-2*Zh31^2*Zh33*c2b*la6r+8*Zh33^3*la6r*sb^4-6*Zh33^3*la6r*sb^2+2*Zh31^3*la6i*sb
> B02620   |B02619+6*Zh31*Zh33^2*la6i*sb^3-4*Zh31*Zh33^2*la6i*sb-2*Zh31^2*Zh32*cb*la6i-6*Zh32*Zh33^2*cb*la6i*sb^2-2*Zh31*Zh32*Zh33*la7r*s2b
> B02621   |B02620-2*Zh32^2*Zh33*c2b*la7r+8*Zh33^3*cb^2*la7r*sb^2-2*Zh33^3*cb^2*la7r-2*Zh32^3*cb*la7i+6*Zh32*Zh33^2*cb*la7i*sb^2
> B02622   |B02621-2*Zh32*Zh33^2*cb*la7i+6*Zh31*Zh33^2*cb^2*la7i*sb+2*Zh31*Zh32^2*la7i*sb
> B02623   |Zh11^4*la1+2*Zh11^2*Zh13^2*la1*sb^2+Zh13^4*la1*sb^4+Zh12^4*la2+2*Zh12^2*Zh13^2*cb^2*la2
> B02624   |B02623+Zh13^4*cb^4*la2+Zh11^2*Zh12^2*la3+Zh11^2*Zh13^2*cb^2*la3+Zh12^2*Zh13^2*la3*sb^2+Zh13^4*cb^2*la3*sb^2
> B02625   |B02624+Zh11^2*Zh12^2*la4+Zh11^2*Zh13^2*cb^2*la4+Zh12^2*Zh13^2*la4*sb^2+Zh13^4*cb^2*la4*sb^2+2*Zh11^2*Zh12^2*la5r
> B02626   |B02625-4*Zh11*Zh12*Zh13^2*la5r*s2b-2*Zh11^2*Zh13^2*cb^2*la5r-2*Zh12^2*Zh13^2*la5r*sb^2+2*Zh13^4*cb^2*la5r*sb^2-4*Zh11^2*Zh12*Zh13*cb*la5i
> B02627   |B02626-4*Zh11*Zh12^2*Zh13*la5i*sb+4*Zh11*Zh13^3*cb^2*la5i*sb+4*Zh12*Zh13^3*cb*la5i*sb^2+2*Zh11^3*Zh12*la6r-Zh11^2*Zh13^2*la6r*s2b
> B02628   |B02627+2*Zh11*Zh12*Zh13^2*la6r*sb^2-2*Zh13^4*cb*la6r*sb^3-2*Zh11^3*Zh13*cb*la6i-2*Zh11^2*Zh12*Zh13*la6i*sb-2*Zh11*Zh13^3*cb*la6i*sb^2
> B02629   |B02628-2*Zh12*Zh13^3*la6i*sb^3+2*Zh11*Zh12^3*la7r-Zh12^2*Zh13^2*la7r*s2b+2*Zh11*Zh12*Zh13^2*cb^2*la7r-2*Zh13^4*cb^3*la7r*sb
> B02630   |B02629-2*Zh12^3*Zh13*la7i*sb-2*Zh11*Zh12^2*Zh13*cb*la7i-2*Zh11*Zh13^3*cb^3*la7i-2*Zh12*Zh13^3*cb^2*la7i*sb
> B02631   |2*Zh11^3*Zh21*la1+2*Zh11^2*Zh13*Zh23*la1*sb^2+2*Zh11*Zh13^2*Zh21*la1*sb^2+2*Zh13^3*Zh23*la1*sb^4+2*Zh12^3*Zh22*la2
> B02632   |B02631+2*Zh12^2*Zh13*Zh23*cb^2*la2+2*Zh12*Zh13^2*Zh22*cb^2*la2+2*Zh13^3*Zh23*cb^4*la2+Zh11^2*Zh12*Zh22*la3+Zh11^2*Zh13*Zh23*cb^2*la3
> B02633   |B02632+Zh11*Zh12^2*Zh21*la3+Zh11*Zh13^2*Zh21*cb^2*la3+Zh12*Zh13^2*Zh22*la3*sb^2+2*Zh13^3*Zh23*cb^2*la3*sb^2+Zh12^2*Zh13*Zh23*la3*sb^2
> B02634   |B02633+Zh11^2*Zh12*Zh22*la4+Zh11*Zh12^2*Zh21*la4+Zh11^2*Zh13*Zh23*cb^2*la4+Zh11*Zh13^2*Zh21*cb^2*la4+Zh12*Zh13^2*Zh22*la4*sb^2
> B02635   |B02634+Zh12^2*Zh13*Zh23*la4*sb^2+2*Zh13^3*Zh23*cb^2*la4*sb^2+2*Zh11^2*Zh12*Zh22*la5r+2*Zh11*Zh12^2*Zh21*la5r-4*Zh11*Zh12*Zh13*Zh23*la5r*s2b
> B02636   |B02635-2*Zh11*Zh13^2*Zh22*la5r*s2b-2*Zh11^2*Zh13*Zh23*cb^2*la5r-2*Zh11*Zh13^2*Zh21*cb^2*la5r-2*Zh12*Zh13^2*Zh21*la5r*s2b-2*Zh12*Zh13^2*Zh22*la5r*sb^2
> B02637   |B02636-2*Zh12^2*Zh13*Zh23*la5r*sb^2+4*Zh13^3*Zh23*cb^2*la5r*sb^2-2*Zh11^2*Zh12*Zh23*cb*la5i-4*Zh11*Zh12*Zh13*Zh21*cb*la5i-4*Zh11*Zh12*Zh13*Zh22*la5i*sb
> B02638   |B02637-2*Zh11*Zh12^2*Zh23*la5i*sb-2*Zh11^2*Zh13*Zh22*cb*la5i+6*Zh11*Zh13^2*Zh23*cb^2*la5i*sb-2*Zh12^2*Zh13*Zh21*la5i*sb+2*Zh13^3*Zh21*cb^2*la5i*sb
> B02639   |B02638+6*Zh12*Zh13^2*Zh23*cb*la5i*sb^2+2*Zh13^3*Zh22*cb*la5i*sb^2+Zh11^3*Zh22*la6r+3*Zh11^2*Zh12*Zh21*la6r+2*Zh11*Zh12*Zh13*Zh23*la6r*sb^2
> B02640   |B02639-Zh11^2*Zh13*Zh23*la6r*s2b-Zh11*Zh13^2*Zh21*la6r*s2b+Zh11*Zh13^2*Zh22*la6r*sb^2+Zh12*Zh13^2*Zh21*la6r*sb^2-4*Zh13^3*Zh23*cb*la6r*sb^3
> B02641   |B02640-Zh11^3*Zh23*cb*la6i-3*Zh11^2*Zh13*Zh21*cb*la6i-3*Zh11*Zh13^2*Zh23*cb*la6i*sb^2-Zh11^2*Zh13*Zh22*la6i*sb-2*Zh11*Zh12*Zh13*Zh21*la6i*sb
> B02642   |B02641-Zh13^3*Zh21*cb*la6i*sb^2-Zh13^3*Zh22*la6i*sb^3-3*Zh12*Zh13^2*Zh23*la6i*sb^3-Zh11^2*Zh12*Zh23*la6i*sb+3*Zh11*Zh12^2*Zh22*la7r
> B02643   |B02642+Zh12^3*Zh21*la7r+2*Zh11*Zh12*Zh13*Zh23*cb^2*la7r-Zh12*Zh13^2*Zh22*la7r*s2b-Zh12^2*Zh13*Zh23*la7r*s2b+Zh11*Zh13^2*Zh22*cb^2*la7r
> B02644   |B02643+Zh12*Zh13^2*Zh21*cb^2*la7r-4*Zh13^3*Zh23*cb^3*la7r*sb-3*Zh12^2*Zh13*Zh22*la7i*sb-Zh12^3*Zh23*la7i*sb-3*Zh12*Zh13^2*Zh23*cb^2*la7i*sb
> B02645   |B02644-2*Zh11*Zh12*Zh13*Zh22*cb*la7i-Zh12^2*Zh13*Zh21*cb*la7i-3*Zh11*Zh13^2*Zh23*cb^3*la7i-Zh13^3*Zh21*cb^3*la7i-Zh13^3*Zh22*cb^2*la7i*sb
> B02646   |B02645-Zh11*Zh12^2*Zh23*cb*la7i
> B02647   |2*Zh11^3*Zh31*la1+2*Zh11^2*Zh13*Zh33*la1*sb^2+2*Zh11*Zh13^2*Zh31*la1*sb^2+2*Zh13^3*Zh33*la1*sb^4+2*Zh12^3*Zh32*la2
> B02648   |B02647+2*Zh12^2*Zh13*Zh33*cb^2*la2+2*Zh12*Zh13^2*Zh32*cb^2*la2+2*Zh13^3*Zh33*cb^4*la2+Zh11^2*Zh12*Zh32*la3+Zh11^2*Zh13*Zh33*cb^2*la3
> B02649   |B02648+Zh11*Zh12^2*Zh31*la3+Zh11*Zh13^2*Zh31*cb^2*la3+Zh12*Zh13^2*Zh32*la3*sb^2+2*Zh13^3*Zh33*cb^2*la3*sb^2+Zh12^2*Zh13*Zh33*la3*sb^2
> B02650   |B02649+Zh11^2*Zh12*Zh32*la4+Zh11*Zh12^2*Zh31*la4+Zh11^2*Zh13*Zh33*cb^2*la4+Zh11*Zh13^2*Zh31*cb^2*la4+Zh12*Zh13^2*Zh32*la4*sb^2
> B02651   |B02650+Zh12^2*Zh13*Zh33*la4*sb^2+2*Zh13^3*Zh33*cb^2*la4*sb^2+2*Zh11^2*Zh12*Zh32*la5r+2*Zh11*Zh12^2*Zh31*la5r-4*Zh11*Zh12*Zh13*Zh33*la5r*s2b
> B02652   |B02651-2*Zh11*Zh13^2*Zh32*la5r*s2b-2*Zh11^2*Zh13*Zh33*cb^2*la5r-2*Zh11*Zh13^2*Zh31*cb^2*la5r-2*Zh12*Zh13^2*Zh31*la5r*s2b-2*Zh12*Zh13^2*Zh32*la5r*sb^2
> B02653   |B02652-2*Zh12^2*Zh13*Zh33*la5r*sb^2+4*Zh13^3*Zh33*cb^2*la5r*sb^2-2*Zh11^2*Zh12*Zh33*cb*la5i-4*Zh11*Zh12*Zh13*Zh31*cb*la5i-4*Zh11*Zh12*Zh13*Zh32*la5i*sb
> B02654   |B02653-2*Zh11*Zh12^2*Zh33*la5i*sb-2*Zh11^2*Zh13*Zh32*cb*la5i+6*Zh11*Zh13^2*Zh33*cb^2*la5i*sb-2*Zh12^2*Zh13*Zh31*la5i*sb+2*Zh13^3*Zh31*cb^2*la5i*sb
> B02655   |B02654+6*Zh12*Zh13^2*Zh33*cb*la5i*sb^2+2*Zh13^3*Zh32*cb*la5i*sb^2+Zh11^3*Zh32*la6r+3*Zh11^2*Zh12*Zh31*la6r+2*Zh11*Zh12*Zh13*Zh33*la6r*sb^2
> B02656   |B02655-Zh11^2*Zh13*Zh33*la6r*s2b-Zh11*Zh13^2*Zh31*la6r*s2b+Zh11*Zh13^2*Zh32*la6r*sb^2+Zh12*Zh13^2*Zh31*la6r*sb^2-4*Zh13^3*Zh33*cb*la6r*sb^3
> B02657   |B02656-Zh11^3*Zh33*cb*la6i-3*Zh11^2*Zh13*Zh31*cb*la6i-3*Zh11*Zh13^2*Zh33*cb*la6i*sb^2-Zh11^2*Zh13*Zh32*la6i*sb-2*Zh11*Zh12*Zh13*Zh31*la6i*sb
> B02658   |B02657-Zh13^3*Zh31*cb*la6i*sb^2-Zh13^3*Zh32*la6i*sb^3-3*Zh12*Zh13^2*Zh33*la6i*sb^3-Zh11^2*Zh12*Zh33*la6i*sb+3*Zh11*Zh12^2*Zh32*la7r
> B02659   |B02658+Zh12^3*Zh31*la7r+2*Zh11*Zh12*Zh13*Zh33*cb^2*la7r-Zh12*Zh13^2*Zh32*la7r*s2b-Zh12^2*Zh13*Zh33*la7r*s2b+Zh11*Zh13^2*Zh32*cb^2*la7r
> B02660   |B02659+Zh12*Zh13^2*Zh31*cb^2*la7r-4*Zh13^3*Zh33*cb^3*la7r*sb-3*Zh12^2*Zh13*Zh32*la7i*sb-Zh12^3*Zh33*la7i*sb-3*Zh12*Zh13^2*Zh33*cb^2*la7i*sb
> B02661   |B02660-2*Zh11*Zh12*Zh13*Zh32*cb*la7i-Zh12^2*Zh13*Zh31*cb*la7i-3*Zh11*Zh13^2*Zh33*cb^3*la7i-Zh13^3*Zh31*cb^3*la7i-Zh13^3*Zh32*cb^2*la7i*sb
> B02662   |B02661-Zh11*Zh12^2*Zh33*cb*la7i
> B02663   |6*Zh11^2*Zh21^2*la1+8*Zh11*Zh13*Zh21*Zh23*la1*sb^2+2*Zh11^2*Zh23^2*la1*sb^2+2*Zh13^2*Zh21^2*la1*sb^2+6*Zh13^2*Zh23^2*la1*sb^4
> B02664   |B02663+6*Zh12^2*Zh22^2*la2+8*Zh12*Zh13*Zh22*Zh23*cb^2*la2+2*Zh12^2*Zh23^2*cb^2*la2+2*Zh13^2*Zh22^2*cb^2*la2+6*Zh13^2*Zh23^2*cb^4*la2
> B02665   |B02664+Zh11^2*Zh22^2*la3+Zh11^2*Zh23^2*cb^2*la3+4*Zh11*Zh12*Zh21*Zh22*la3+4*Zh11*Zh13*Zh21*Zh23*cb^2*la3+Zh12^2*Zh21^2*la3
> B02666   |B02665+Zh13^2*Zh21^2*cb^2*la3+Zh13^2*Zh22^2*la3*sb^2+6*Zh13^2*Zh23^2*cb^2*la3*sb^2+4*Zh12*Zh13*Zh22*Zh23*la3*sb^2+Zh12^2*Zh23^2*la3*sb^2
> B02667   |B02666+4*Zh11*Zh12*Zh21*Zh22*la4+Zh11^2*Zh22^2*la4+4*Zh11*Zh13*Zh21*Zh23*cb^2*la4+Zh11^2*Zh23^2*cb^2*la4+Zh12^2*Zh21^2*la4
> B02668   |B02667+Zh13^2*Zh21^2*cb^2*la4+4*Zh12*Zh13*Zh22*Zh23*la4*sb^2+Zh13^2*Zh22^2*la4*sb^2+6*Zh13^2*Zh23^2*cb^2*la4*sb^2+Zh12^2*Zh23^2*la4*sb^2
> B02669   |B02668+8*Zh11*Zh12*Zh21*Zh22*la5r-4*Zh11*Zh12*Zh23^2*la5r*s2b+2*Zh11^2*Zh22^2*la5r-8*Zh11*Zh13*Zh22*Zh23*la5r*s2b-8*Zh11*Zh13*Zh21*Zh23*cb^2*la5r
> B02670   |B02669-2*Zh11^2*Zh23^2*cb^2*la5r+2*Zh12^2*Zh21^2*la5r-8*Zh12*Zh13*Zh21*Zh23*la5r*s2b-4*Zh13^2*Zh21*Zh22*la5r*s2b-2*Zh13^2*Zh21^2*cb^2*la5r
> B02671   |B02670-8*Zh12*Zh13*Zh22*Zh23*la5r*sb^2-2*Zh13^2*Zh22^2*la5r*sb^2+12*Zh13^2*Zh23^2*cb^2*la5r*sb^2-2*Zh12^2*Zh23^2*la5r*sb^2-8*Zh11*Zh12*Zh21*Zh23*cb*la5i
> B02672   |B02671-8*Zh11*Zh12*Zh22*Zh23*la5i*sb-4*Zh11^2*Zh22*Zh23*cb*la5i-8*Zh11*Zh13*Zh21*Zh22*cb*la5i-4*Zh11*Zh13*Zh22^2*la5i*sb+12*Zh11*Zh13*Zh23^2*cb^2*la5i*sb
> B02673   |B02672-4*Zh12*Zh13*Zh21^2*cb*la5i-8*Zh12*Zh13*Zh21*Zh22*la5i*sb-4*Zh12^2*Zh21*Zh23*la5i*sb+12*Zh13^2*Zh21*Zh23*cb^2*la5i*sb+12*Zh12*Zh13*Zh23^2*cb*la5i*sb^2
> B02674   |B02673+12*Zh13^2*Zh22*Zh23*cb*la5i*sb^2+6*Zh11^2*Zh21*Zh22*la6r+6*Zh11*Zh12*Zh21^2*la6r+4*Zh11*Zh13*Zh22*Zh23*la6r*sb^2+4*Zh12*Zh13*Zh21*Zh23*la6r*sb^2
> B02675   |B02674-4*Zh11*Zh13*Zh21*Zh23*la6r*s2b-Zh13^2*Zh21^2*la6r*s2b+2*Zh13^2*Zh21*Zh22*la6r*sb^2-12*Zh13^2*Zh23^2*cb*la6r*sb^3-Zh11^2*Zh23^2*la6r*s2b
> B02676   |B02675+2*Zh11*Zh12*Zh23^2*la6r*sb^2-6*Zh11^2*Zh21*Zh23*cb*la6i-6*Zh11*Zh13*Zh21^2*cb*la6i-6*Zh11*Zh13*Zh23^2*cb*la6i*sb^2-6*Zh13^2*Zh21*Zh23*cb*la6i*sb^2
> B02677   |B02676-4*Zh11*Zh13*Zh21*Zh22*la6i*sb-2*Zh12*Zh13*Zh21^2*la6i*sb-6*Zh13^2*Zh22*Zh23*la6i*sb^3-6*Zh12*Zh13*Zh23^2*la6i*sb^3-2*Zh11^2*Zh22*Zh23*la6i*sb
> B02678   |B02677-4*Zh11*Zh12*Zh21*Zh23*la6i*sb+6*Zh12^2*Zh21*Zh22*la7r+6*Zh11*Zh12*Zh22^2*la7r+4*Zh12*Zh13*Zh21*Zh23*cb^2*la7r+4*Zh11*Zh13*Zh22*Zh23*cb^2*la7r
> B02679   |B02678-4*Zh12*Zh13*Zh22*Zh23*la7r*s2b-Zh13^2*Zh22^2*la7r*s2b+2*Zh13^2*Zh21*Zh22*cb^2*la7r-12*Zh13^2*Zh23^2*cb^3*la7r*sb-Zh12^2*Zh23^2*la7r*s2b
> B02680   |B02679+2*Zh11*Zh12*Zh23^2*cb^2*la7r-6*Zh12^2*Zh22*Zh23*la7i*sb-6*Zh12*Zh13*Zh22^2*la7i*sb-6*Zh12*Zh13*Zh23^2*cb^2*la7i*sb-6*Zh13^2*Zh22*Zh23*cb^2*la7i*sb
> B02681   |B02680-4*Zh12*Zh13*Zh21*Zh22*cb*la7i-2*Zh11*Zh13*Zh22^2*cb*la7i-6*Zh13^2*Zh21*Zh23*cb^3*la7i-6*Zh11*Zh13*Zh23^2*cb^3*la7i-4*Zh11*Zh12*Zh22*Zh23*cb*la7i
> B02682   |B02681-2*Zh12^2*Zh21*Zh23*cb*la7i
> B02683   |6*Zh11^2*Zh21*Zh31*la1+2*Zh11^2*Zh23*Zh33*la1*sb^2+4*Zh11*Zh13*Zh21*Zh33*la1*sb^2+4*Zh11*Zh13*Zh23*Zh31*la1*sb^2+2*Zh13^2*Zh21*Zh31*la1*sb^2
> B02684   |B02683+6*Zh13^2*Zh23*Zh33*la1*sb^4+6*Zh12^2*Zh22*Zh32*la2+2*Zh12^2*Zh23*Zh33*cb^2*la2+4*Zh12*Zh13*Zh22*Zh33*cb^2*la2+4*Zh12*Zh13*Zh23*Zh32*cb^2*la2
> B02685   |B02684+2*Zh13^2*Zh22*Zh32*cb^2*la2+6*Zh13^2*Zh23*Zh33*cb^4*la2+Zh11^2*Zh22*Zh32*la3+Zh11^2*Zh23*Zh33*cb^2*la3+2*Zh11*Zh12*Zh21*Zh32*la3
> B02686   |B02685+2*Zh11*Zh13*Zh21*Zh33*cb^2*la3+2*Zh11*Zh12*Zh22*Zh31*la3+2*Zh11*Zh13*Zh23*Zh31*cb^2*la3+Zh12^2*Zh21*Zh31*la3+Zh13^2*Zh21*Zh31*cb^2*la3
> B02687   |B02686+Zh13^2*Zh22*Zh32*la3*sb^2+6*Zh13^2*Zh23*Zh33*cb^2*la3*sb^2+2*Zh12*Zh13*Zh23*Zh32*la3*sb^2+2*Zh12*Zh13*Zh22*Zh33*la3*sb^2+Zh12^2*Zh23*Zh33*la3*sb^2
> B02688   |B02687+2*Zh11*Zh12*Zh21*Zh32*la4+2*Zh11*Zh12*Zh22*Zh31*la4+Zh11^2*Zh22*Zh32*la4+2*Zh11*Zh13*Zh21*Zh33*cb^2*la4+2*Zh11*Zh13*Zh23*Zh31*cb^2*la4
> B02689   |B02688+Zh11^2*Zh23*Zh33*cb^2*la4+Zh12^2*Zh21*Zh31*la4+Zh13^2*Zh21*Zh31*cb^2*la4+2*Zh12*Zh13*Zh23*Zh32*la4*sb^2+2*Zh12*Zh13*Zh22*Zh33*la4*sb^2
> B02690   |B02689+Zh13^2*Zh22*Zh32*la4*sb^2+6*Zh13^2*Zh23*Zh33*cb^2*la4*sb^2+Zh12^2*Zh23*Zh33*la4*sb^2+4*Zh11*Zh12*Zh21*Zh32*la5r+4*Zh11*Zh12*Zh22*Zh31*la5r
> B02691   |B02690-4*Zh11*Zh12*Zh23*Zh33*la5r*s2b+2*Zh11^2*Zh22*Zh32*la5r-4*Zh11*Zh13*Zh22*Zh33*la5r*s2b-4*Zh11*Zh13*Zh23*Zh32*la5r*s2b-4*Zh11*Zh13*Zh21*Zh33*cb^2*la5r
> B02692   |B02691-4*Zh11*Zh13*Zh23*Zh31*cb^2*la5r-2*Zh11^2*Zh23*Zh33*cb^2*la5r+2*Zh12^2*Zh21*Zh31*la5r-4*Zh12*Zh13*Zh21*Zh33*la5r*s2b-2*Zh13^2*Zh21*Zh32*la5r*s2b
> B02693   |B02692-2*Zh13^2*Zh21*Zh31*cb^2*la5r-4*Zh12*Zh13*Zh23*Zh31*la5r*s2b-2*Zh13^2*Zh22*Zh31*la5r*s2b-4*Zh12*Zh13*Zh23*Zh32*la5r*sb^2-4*Zh12*Zh13*Zh22*Zh33*la5r*sb^2
> B02694   |B02693-2*Zh13^2*Zh22*Zh32*la5r*sb^2+12*Zh13^2*Zh23*Zh33*cb^2*la5r*sb^2-2*Zh12^2*Zh23*Zh33*la5r*sb^2-4*Zh11*Zh12*Zh21*Zh33*cb*la5i-4*Zh11*Zh12*Zh23*Zh31*cb*la5i
> B02695   |B02694-4*Zh11*Zh12*Zh23*Zh32*la5i*sb-4*Zh11*Zh12*Zh22*Zh33*la5i*sb-2*Zh11^2*Zh22*Zh33*cb*la5i-4*Zh11*Zh13*Zh22*Zh31*cb*la5i-4*Zh11*Zh13*Zh22*Zh32*la5i*sb
> B02696   |B02695-2*Zh11^2*Zh23*Zh32*cb*la5i-4*Zh11*Zh13*Zh21*Zh32*cb*la5i+12*Zh11*Zh13*Zh23*Zh33*cb^2*la5i*sb-4*Zh12*Zh13*Zh21*Zh31*cb*la5i-4*Zh12*Zh13*Zh21*Zh32*la5i*sb
> B02697   |B02696-2*Zh12^2*Zh21*Zh33*la5i*sb+6*Zh13^2*Zh21*Zh33*cb^2*la5i*sb-4*Zh12*Zh13*Zh22*Zh31*la5i*sb-2*Zh12^2*Zh23*Zh31*la5i*sb+6*Zh13^2*Zh23*Zh31*cb^2*la5i*sb
> B02698   |B02697+12*Zh12*Zh13*Zh23*Zh33*cb*la5i*sb^2+6*Zh13^2*Zh22*Zh33*cb*la5i*sb^2+6*Zh13^2*Zh23*Zh32*cb*la5i*sb^2+3*Zh11^2*Zh21*Zh32*la6r+3*Zh11^2*Zh22*Zh31*la6r
> B02699   |B02698+6*Zh11*Zh12*Zh21*Zh31*la6r+2*Zh11*Zh13*Zh23*Zh32*la6r*sb^2+2*Zh11*Zh13*Zh22*Zh33*la6r*sb^2+2*Zh11*Zh12*Zh23*Zh33*la6r*sb^2+2*Zh12*Zh13*Zh21*Zh33*la6r*sb^2
> B02700   |B02699+2*Zh12*Zh13*Zh23*Zh31*la6r*sb^2-2*Zh11*Zh13*Zh21*Zh33*la6r*s2b-2*Zh11*Zh13*Zh23*Zh31*la6r*s2b-Zh13^2*Zh21*Zh31*la6r*s2b+Zh13^2*Zh21*Zh32*la6r*sb^2
> B02701   |B02700+Zh13^2*Zh22*Zh31*la6r*sb^2-12*Zh13^2*Zh23*Zh33*cb*la6r*sb^3-Zh11^2*Zh23*Zh33*la6r*s2b-3*Zh11^2*Zh21*Zh33*cb*la6i-3*Zh11^2*Zh23*Zh31*cb*la6i
> B02702   |B02701-6*Zh11*Zh13*Zh21*Zh31*cb*la6i-6*Zh11*Zh13*Zh23*Zh33*cb*la6i*sb^2-3*Zh13^2*Zh21*Zh33*cb*la6i*sb^2-3*Zh13^2*Zh23*Zh31*cb*la6i*sb^2-2*Zh11*Zh13*Zh21*Zh32*la6i*sb
> B02703   |B02702-2*Zh11*Zh13*Zh22*Zh31*la6i*sb-2*Zh12*Zh13*Zh21*Zh31*la6i*sb-3*Zh13^2*Zh23*Zh32*la6i*sb^3-3*Zh13^2*Zh22*Zh33*la6i*sb^3-6*Zh12*Zh13*Zh23*Zh33*la6i*sb^3
> B02704   |B02703-Zh11^2*Zh23*Zh32*la6i*sb-2*Zh11*Zh12*Zh23*Zh31*la6i*sb-Zh11^2*Zh22*Zh33*la6i*sb-2*Zh11*Zh12*Zh21*Zh33*la6i*sb+3*Zh12^2*Zh21*Zh32*la7r
> B02705   |B02704+3*Zh12^2*Zh22*Zh31*la7r+6*Zh11*Zh12*Zh22*Zh32*la7r+2*Zh12*Zh13*Zh21*Zh33*cb^2*la7r+2*Zh12*Zh13*Zh23*Zh31*cb^2*la7r+2*Zh11*Zh12*Zh23*Zh33*cb^2*la7r
> B02706   |B02705+2*Zh11*Zh13*Zh22*Zh33*cb^2*la7r+2*Zh11*Zh13*Zh23*Zh32*cb^2*la7r-2*Zh12*Zh13*Zh23*Zh32*la7r*s2b-2*Zh12*Zh13*Zh22*Zh33*la7r*s2b-Zh13^2*Zh22*Zh32*la7r*s2b
> B02707   |B02706+Zh13^2*Zh21*Zh32*cb^2*la7r+Zh13^2*Zh22*Zh31*cb^2*la7r-12*Zh13^2*Zh23*Zh33*cb^3*la7r*sb-Zh12^2*Zh23*Zh33*la7r*s2b-3*Zh12^2*Zh23*Zh32*la7i*sb
> B02708   |B02707-3*Zh12^2*Zh22*Zh33*la7i*sb-6*Zh12*Zh13*Zh22*Zh32*la7i*sb-6*Zh12*Zh13*Zh23*Zh33*cb^2*la7i*sb-3*Zh13^2*Zh22*Zh33*cb^2*la7i*sb-3*Zh13^2*Zh23*Zh32*cb^2*la7i*sb
> B02709   |B02708-2*Zh12*Zh13*Zh21*Zh32*cb*la7i-2*Zh12*Zh13*Zh22*Zh31*cb*la7i-2*Zh11*Zh13*Zh22*Zh32*cb*la7i-3*Zh13^2*Zh21*Zh33*cb^3*la7i-3*Zh13^2*Zh23*Zh31*cb^3*la7i
> B02710   |B02709-6*Zh11*Zh13*Zh23*Zh33*cb^3*la7i-2*Zh11*Zh12*Zh23*Zh32*cb*la7i-Zh12^2*Zh23*Zh31*cb*la7i-2*Zh11*Zh12*Zh22*Zh33*cb*la7i-Zh12^2*Zh21*Zh33*cb*la7i
> B02711   |6*Zh11^2*Zh31^2*la1+8*Zh11*Zh13*Zh31*Zh33*la1*sb^2+2*Zh11^2*Zh33^2*la1*sb^2+2*Zh13^2*Zh31^2*la1*sb^2+6*Zh13^2*Zh33^2*la1*sb^4
> B02712   |B02711+6*Zh12^2*Zh32^2*la2+8*Zh12*Zh13*Zh32*Zh33*cb^2*la2+2*Zh12^2*Zh33^2*cb^2*la2+2*Zh13^2*Zh32^2*cb^2*la2+6*Zh13^2*Zh33^2*cb^4*la2
> B02713   |B02712+Zh11^2*Zh32^2*la3+Zh11^2*Zh33^2*cb^2*la3+4*Zh11*Zh12*Zh31*Zh32*la3+4*Zh11*Zh13*Zh31*Zh33*cb^2*la3+Zh12^2*Zh31^2*la3
> B02714   |B02713+Zh13^2*Zh31^2*cb^2*la3+Zh13^2*Zh32^2*la3*sb^2+6*Zh13^2*Zh33^2*cb^2*la3*sb^2+4*Zh12*Zh13*Zh32*Zh33*la3*sb^2+Zh12^2*Zh33^2*la3*sb^2
> B02715   |B02714+4*Zh11*Zh12*Zh31*Zh32*la4+Zh11^2*Zh32^2*la4+4*Zh11*Zh13*Zh31*Zh33*cb^2*la4+Zh11^2*Zh33^2*cb^2*la4+Zh12^2*Zh31^2*la4
> B02716   |B02715+Zh13^2*Zh31^2*cb^2*la4+4*Zh12*Zh13*Zh32*Zh33*la4*sb^2+Zh13^2*Zh32^2*la4*sb^2+6*Zh13^2*Zh33^2*cb^2*la4*sb^2+Zh12^2*Zh33^2*la4*sb^2
> B02717   |B02716+8*Zh11*Zh12*Zh31*Zh32*la5r-4*Zh11*Zh12*Zh33^2*la5r*s2b+2*Zh11^2*Zh32^2*la5r-8*Zh11*Zh13*Zh32*Zh33*la5r*s2b-8*Zh11*Zh13*Zh31*Zh33*cb^2*la5r
> B02718   |B02717-2*Zh11^2*Zh33^2*cb^2*la5r+2*Zh12^2*Zh31^2*la5r-8*Zh12*Zh13*Zh31*Zh33*la5r*s2b-4*Zh13^2*Zh31*Zh32*la5r*s2b-2*Zh13^2*Zh31^2*cb^2*la5r
> B02719   |B02718-8*Zh12*Zh13*Zh32*Zh33*la5r*sb^2-2*Zh13^2*Zh32^2*la5r*sb^2+12*Zh13^2*Zh33^2*cb^2*la5r*sb^2-2*Zh12^2*Zh33^2*la5r*sb^2-8*Zh11*Zh12*Zh31*Zh33*cb*la5i
> B02720   |B02719-8*Zh11*Zh12*Zh32*Zh33*la5i*sb-4*Zh11^2*Zh32*Zh33*cb*la5i-8*Zh11*Zh13*Zh31*Zh32*cb*la5i-4*Zh11*Zh13*Zh32^2*la5i*sb+12*Zh11*Zh13*Zh33^2*cb^2*la5i*sb
> B02721   |B02720-4*Zh12*Zh13*Zh31^2*cb*la5i-8*Zh12*Zh13*Zh31*Zh32*la5i*sb-4*Zh12^2*Zh31*Zh33*la5i*sb+12*Zh13^2*Zh31*Zh33*cb^2*la5i*sb+12*Zh12*Zh13*Zh33^2*cb*la5i*sb^2
> B02722   |B02721+12*Zh13^2*Zh32*Zh33*cb*la5i*sb^2+6*Zh11^2*Zh31*Zh32*la6r+6*Zh11*Zh12*Zh31^2*la6r+4*Zh11*Zh13*Zh32*Zh33*la6r*sb^2+4*Zh12*Zh13*Zh31*Zh33*la6r*sb^2
> B02723   |B02722-4*Zh11*Zh13*Zh31*Zh33*la6r*s2b-Zh13^2*Zh31^2*la6r*s2b+2*Zh13^2*Zh31*Zh32*la6r*sb^2-12*Zh13^2*Zh33^2*cb*la6r*sb^3-Zh11^2*Zh33^2*la6r*s2b
> B02724   |B02723+2*Zh11*Zh12*Zh33^2*la6r*sb^2-6*Zh11^2*Zh31*Zh33*cb*la6i-6*Zh11*Zh13*Zh31^2*cb*la6i-6*Zh11*Zh13*Zh33^2*cb*la6i*sb^2-6*Zh13^2*Zh31*Zh33*cb*la6i*sb^2
> B02725   |B02724-4*Zh11*Zh13*Zh31*Zh32*la6i*sb-2*Zh12*Zh13*Zh31^2*la6i*sb-6*Zh13^2*Zh32*Zh33*la6i*sb^3-6*Zh12*Zh13*Zh33^2*la6i*sb^3-2*Zh11^2*Zh32*Zh33*la6i*sb
> B02726   |B02725-4*Zh11*Zh12*Zh31*Zh33*la6i*sb+6*Zh12^2*Zh31*Zh32*la7r+6*Zh11*Zh12*Zh32^2*la7r+4*Zh12*Zh13*Zh31*Zh33*cb^2*la7r+4*Zh11*Zh13*Zh32*Zh33*cb^2*la7r
> B02727   |B02726-4*Zh12*Zh13*Zh32*Zh33*la7r*s2b-Zh13^2*Zh32^2*la7r*s2b+2*Zh13^2*Zh31*Zh32*cb^2*la7r-12*Zh13^2*Zh33^2*cb^3*la7r*sb-Zh12^2*Zh33^2*la7r*s2b
> B02728   |B02727+2*Zh11*Zh12*Zh33^2*cb^2*la7r-6*Zh12^2*Zh32*Zh33*la7i*sb-6*Zh12*Zh13*Zh32^2*la7i*sb-6*Zh12*Zh13*Zh33^2*cb^2*la7i*sb-6*Zh13^2*Zh32*Zh33*cb^2*la7i*sb
> B02729   |B02728-4*Zh12*Zh13*Zh31*Zh32*cb*la7i-2*Zh11*Zh13*Zh32^2*cb*la7i-6*Zh13^2*Zh31*Zh33*cb^3*la7i-6*Zh11*Zh13*Zh33^2*cb^3*la7i-4*Zh11*Zh12*Zh32*Zh33*cb*la7i
> B02730   |B02729-2*Zh12^2*Zh31*Zh33*cb*la7i
> B02731   |2*MW^2*SW^2*Zb21r^2*Zh11^2*cb^2+3*MW^2*Zb11r^2*Zh11^2*cb^2-2*MW^2*SW^2*Zb11r^2*Zh11^2*cb^2+2*MW^2*SW^2*Zb21i^2*Zh11^2*cb^2-2*MW^2*SW^2*Zb21r^2*Zh13^2*c2b*cb^2
> B02732   |B02731-3*MW^2*Zb11r^2*Zh13^2*c2b*cb^2+2*MW^2*SW^2*Zb11r^2*Zh13^2*c2b*cb^2-2*MW^2*SW^2*Zb21i^2*Zh13^2*c2b*cb^2-2*MW^2*SW^2*Zb21r^2*Zh12^2*cb^2-3*MW^2*Zb11r^2*Zh12^2*cb^2
> B02733   |B02732+2*MW^2*SW^2*Zb11r^2*Zh12^2*cb^2-2*MW^2*SW^2*Zb21i^2*Zh12^2*cb^2-6*CW^2*Mb^2*Zh11^2-6*CW^2*Mb^2*Zh13^2*sb^2
> B02734   |3*Zb21r*Zh11^2-4*SW^2*Zb21r*Zh11^2-3*Zb21r*Zh13^2*c2b+4*SW^2*Zb21r*Zh13^2*c2b-3*Zb21r*Zh12^2
> B02735   |B02734+4*SW^2*Zb21r*Zh12^2
> B02736   |-3*Zb21i*Zh11^2+4*SW^2*Zb21i*Zh11^2+3*Zb21i*Zh13^2*c2b-4*SW^2*Zb21i*Zh13^2*c2b+3*Zb21i*Zh12^2
> B02737   |B02736-4*SW^2*Zb21i*Zh12^2
> B02738   |3*Zb21i*Zh11^2-4*SW^2*Zb21i*Zh11^2-3*Zb21i*Zh13^2*c2b+4*SW^2*Zb21i*Zh13^2*c2b-3*Zb21i*Zh12^2
> B02739   |B02738+4*SW^2*Zb21i*Zh12^2
> B02740   |2*MW^2*SW^2*Zb21r^2*Zh11^2*cb^2-3*MW^2*Zb21i^2*Zh11^2*cb^2-3*MW^2*Zb21r^2*Zh11^2*cb^2-2*MW^2*SW^2*Zb11r^2*Zh11^2*cb^2+2*MW^2*SW^2*Zb21i^2*Zh11^2*cb^2
> B02741   |B02740-2*MW^2*SW^2*Zb21r^2*Zh13^2*c2b*cb^2+3*MW^2*Zb21i^2*Zh13^2*c2b*cb^2+3*MW^2*Zb21r^2*Zh13^2*c2b*cb^2+2*MW^2*SW^2*Zb11r^2*Zh13^2*c2b*cb^2-2*MW^2*SW^2*Zb21i^2*Zh13^2*c2b*cb^2
> B02742   |B02741-2*MW^2*SW^2*Zb21r^2*Zh12^2*cb^2+3*MW^2*Zb21i^2*Zh12^2*cb^2+3*MW^2*Zb21r^2*Zh12^2*cb^2+2*MW^2*SW^2*Zb11r^2*Zh12^2*cb^2-2*MW^2*SW^2*Zb21i^2*Zh12^2*cb^2
> B02743   |B02742+6*CW^2*Mb^2*Zh11^2+6*CW^2*Mb^2*Zh13^2*sb^2
> B02744   |4*MW^2*SW^2*Zh11^2*sb^2-3*MW^2*Zh11^2*sb^2-4*MW^2*SW^2*Zh13^2*c2b*sb^2+3*MW^2*Zh13^2*c2b*sb^2-4*MW^2*SW^2*Zh12^2*sb^2
> B02745   |B02744+3*MW^2*Zh12^2*sb^2-6*CW^2*Mc^2*Zh12^2-6*CW^2*Mc^2*Zh13^2*cb^2
> B02746   |2*MW^2*SW^2*Zh11^2*sb^2-2*MW^2*SW^2*Zh13^2*c2b*sb^2-2*MW^2*SW^2*Zh12^2*sb^2+3*CW^2*Mc^2*Zh12^2+3*CW^2*Mc^2*Zh13^2*cb^2
> B02747   |2*MW^2*SW^2*Zh11^2*cb^2-3*MW^2*Zh11^2*cb^2-2*MW^2*SW^2*Zh13^2*c2b*cb^2+3*MW^2*Zh13^2*c2b*cb^2-2*MW^2*SW^2*Zh12^2*cb^2
> B02748   |B02747+3*MW^2*Zh12^2*cb^2+6*CW^2*Mq^2*Zh11^2+6*CW^2*Mq^2*Zh13^2*sb^2
> B02749   |MW^2*SW^2*Zh11^2*cb^2-MW^2*SW^2*Zh13^2*c2b*cb^2-MW^2*SW^2*Zh12^2*cb^2-3*CW^2*Mq^2*Zh11^2-3*CW^2*Mq^2*Zh13^2*sb^2
> B02750   |Zh11^2-Zh13^2*c2b-Zh12^2
> B02751   |2*MW^2*SW^2*Zh11^2*Zl21r^2*cb^2+MW^2*Zh11^2*Zl11r^2*cb^2-2*MW^2*SW^2*Zh11^2*Zl11r^2*cb^2+2*MW^2*SW^2*Zh11^2*Zl21i^2*cb^2-2*MW^2*SW^2*Zh13^2*Zl21r^2*c2b*cb^2
> B02752   |B02751-MW^2*Zh13^2*Zl11r^2*c2b*cb^2+2*MW^2*SW^2*Zh13^2*Zl11r^2*c2b*cb^2-2*MW^2*SW^2*Zh13^2*Zl21i^2*c2b*cb^2-2*MW^2*SW^2*Zh12^2*Zl21r^2*cb^2-MW^2*Zh12^2*Zl11r^2*cb^2
> B02753   |B02752+2*MW^2*SW^2*Zh12^2*Zl11r^2*cb^2-2*MW^2*SW^2*Zh12^2*Zl21i^2*cb^2-2*CW^2*Ml^2*Zh11^2-2*CW^2*Ml^2*Zh13^2*sb^2
> B02754   |4*SW^2*Zh11^2*Zl21r-Zh11^2*Zl21r-4*SW^2*Zh13^2*Zl21r*c2b+Zh13^2*Zl21r*c2b-4*SW^2*Zh12^2*Zl21r
> B02755   |B02754+Zh12^2*Zl21r
> B02756   |-4*SW^2*Zh11^2*Zl21i+Zh11^2*Zl21i+4*SW^2*Zh13^2*Zl21i*c2b-Zh13^2*Zl21i*c2b+4*SW^2*Zh12^2*Zl21i
> B02757   |B02756-Zh12^2*Zl21i
> B02758   |4*SW^2*Zh11^2*Zl21i-Zh11^2*Zl21i-4*SW^2*Zh13^2*Zl21i*c2b+Zh13^2*Zl21i*c2b-4*SW^2*Zh12^2*Zl21i
> B02759   |B02758+Zh12^2*Zl21i
> B02760   |2*MW^2*SW^2*Zh11^2*Zl21r^2*cb^2-MW^2*Zh11^2*Zl21i^2*cb^2-MW^2*Zh11^2*Zl21r^2*cb^2-2*MW^2*SW^2*Zh11^2*Zl11r^2*cb^2+2*MW^2*SW^2*Zh11^2*Zl21i^2*cb^2
> B02761   |B02760-2*MW^2*SW^2*Zh13^2*Zl21r^2*c2b*cb^2+MW^2*Zh13^2*Zl21i^2*c2b*cb^2+MW^2*Zh13^2*Zl21r^2*c2b*cb^2+2*MW^2*SW^2*Zh13^2*Zl11r^2*c2b*cb^2-2*MW^2*SW^2*Zh13^2*Zl21i^2*c2b*cb^2
> B02762   |B02761-2*MW^2*SW^2*Zh12^2*Zl21r^2*cb^2+MW^2*Zh12^2*Zl21i^2*cb^2+MW^2*Zh12^2*Zl21r^2*cb^2+2*MW^2*SW^2*Zh12^2*Zl11r^2*cb^2-2*MW^2*SW^2*Zh12^2*Zl21i^2*cb^2
> B02763   |B02762+2*CW^2*Ml^2*Zh11^2+2*CW^2*Ml^2*Zh13^2*sb^2
> B02764   |4*MW^2*SW^2*Zh11^2*Zt21r^2*sb^2+3*MW^2*Zh11^2*Zt11r^2*sb^2-4*MW^2*SW^2*Zh11^2*Zt11r^2*sb^2+4*MW^2*SW^2*Zh11^2*Zt21i^2*sb^2-3*MW^2*Zh13^2*Zt11r^2*sb^2
> B02765   |B02764+6*MW^2*Zh13^2*Zt11r^2*sb^4+4*MW^2*SW^2*Zh13^2*Zt11r^2*sb^2-8*MW^2*SW^2*Zh13^2*Zt11r^2*sb^4-4*MW^2*SW^2*Zh13^2*Zt21i^2*sb^2+8*MW^2*SW^2*Zh13^2*Zt21i^2*sb^4
> B02766   |B02765-4*MW^2*SW^2*Zh13^2*Zt21r^2*sb^2+8*MW^2*SW^2*Zh13^2*Zt21r^2*sb^4-4*MW^2*SW^2*Zh12^2*Zt21r^2*sb^2-3*MW^2*Zh12^2*Zt11r^2*sb^2+4*MW^2*SW^2*Zh12^2*Zt11r^2*sb^2
> B02767   |B02766-4*MW^2*SW^2*Zh12^2*Zt21i^2*sb^2+6*CW^2*Mt^2*Zh12^2+6*CW^2*Mt^2*Zh13^2*cb^2
> B02768   |8*SW^2*Zh11^2*Zt21r-3*Zh11^2*Zt21r-8*SW^2*Zh13^2*Zt21r*c2b+3*Zh13^2*Zt21r*c2b-8*SW^2*Zh12^2*Zt21r
> B02769   |B02768+3*Zh12^2*Zt21r
> B02770   |-8*SW^2*Zh11^2*Zt21i+3*Zh11^2*Zt21i+8*SW^2*Zh13^2*Zt21i*c2b-3*Zh13^2*Zt21i*c2b+8*SW^2*Zh12^2*Zt21i
> B02771   |B02770-3*Zh12^2*Zt21i
> B02772   |8*SW^2*Zh11^2*Zt21i-3*Zh11^2*Zt21i-8*SW^2*Zh13^2*Zt21i*c2b+3*Zh13^2*Zt21i*c2b-8*SW^2*Zh12^2*Zt21i
> B02773   |B02772+3*Zh12^2*Zt21i
> B02774   |4*MW^2*SW^2*Zh11^2*Zt21r^2*sb^2-3*MW^2*Zh11^2*Zt21i^2*sb^2-3*MW^2*Zh11^2*Zt21r^2*sb^2-4*MW^2*SW^2*Zh11^2*Zt11r^2*sb^2+4*MW^2*SW^2*Zh11^2*Zt21i^2*sb^2
> B02775   |B02774+3*MW^2*Zh13^2*Zt21i^2*sb^2-6*MW^2*Zh13^2*Zt21i^2*sb^4+3*MW^2*Zh13^2*Zt21r^2*sb^2-6*MW^2*Zh13^2*Zt21r^2*sb^4+4*MW^2*SW^2*Zh13^2*Zt11r^2*sb^2
> B02776   |B02775-8*MW^2*SW^2*Zh13^2*Zt11r^2*sb^4-4*MW^2*SW^2*Zh13^2*Zt21i^2*sb^2+8*MW^2*SW^2*Zh13^2*Zt21i^2*sb^4-4*MW^2*SW^2*Zh13^2*Zt21r^2*sb^2+8*MW^2*SW^2*Zh13^2*Zt21r^2*sb^4
> B02777   |B02776-4*MW^2*SW^2*Zh12^2*Zt21r^2*sb^2+3*MW^2*Zh12^2*Zt21i^2*sb^2+3*MW^2*Zh12^2*Zt21r^2*sb^2+4*MW^2*SW^2*Zh12^2*Zt11r^2*sb^2-4*MW^2*SW^2*Zh12^2*Zt21i^2*sb^2
> B02778   |B02777-6*CW^2*Mt^2*Zh12^2-6*CW^2*Mt^2*Zh13^2*cb^2
> B02779   |4*MW^2*SW^2*Zh11^2*sb^2-3*MW^2*Zh11^2*sb^2-4*MW^2*SW^2*Zh13^2*c2b*sb^2+3*MW^2*Zh13^2*c2b*sb^2-4*MW^2*SW^2*Zh12^2*sb^2
> B02780   |B02779+3*MW^2*Zh12^2*sb^2-6*CW^2*Mq^2*Zh12^2-6*CW^2*Mq^2*Zh13^2*cb^2
> B02781   |2*MW^2*SW^2*Zh11^2*sb^2-2*MW^2*SW^2*Zh13^2*c2b*sb^2-2*MW^2*SW^2*Zh12^2*sb^2+3*CW^2*Mq^2*Zh12^2+3*CW^2*Mq^2*Zh13^2*cb^2
> B02782   |2*Zh11*Zh21^3*la1+2*Zh11*Zh21*Zh23^2*la1*sb^2+2*Zh13*Zh21^2*Zh23*la1*sb^2+2*Zh13*Zh23^3*la1*sb^4+2*Zh12*Zh22^3*la2
> B02783   |B02782+2*Zh12*Zh22*Zh23^2*cb^2*la2+2*Zh13*Zh22^2*Zh23*cb^2*la2+2*Zh13*Zh23^3*cb^4*la2+Zh11*Zh21*Zh22^2*la3+Zh11*Zh21*Zh23^2*cb^2*la3
> B02784   |B02783+Zh12*Zh21^2*Zh22*la3+Zh13*Zh21^2*Zh23*cb^2*la3+Zh13*Zh22^2*Zh23*la3*sb^2+2*Zh13*Zh23^3*cb^2*la3*sb^2+Zh12*Zh22*Zh23^2*la3*sb^2
> B02785   |B02784+Zh11*Zh21*Zh22^2*la4+Zh11*Zh21*Zh23^2*cb^2*la4+Zh12*Zh21^2*Zh22*la4+Zh13*Zh21^2*Zh23*cb^2*la4+Zh13*Zh22^2*Zh23*la4*sb^2
> B02786   |B02785+2*Zh13*Zh23^3*cb^2*la4*sb^2+Zh12*Zh22*Zh23^2*la4*sb^2+2*Zh11*Zh21*Zh22^2*la5r-2*Zh11*Zh22*Zh23^2*la5r*s2b-2*Zh11*Zh21*Zh23^2*cb^2*la5r
> B02787   |B02786+2*Zh12*Zh21^2*Zh22*la5r-2*Zh12*Zh21*Zh23^2*la5r*s2b-4*Zh13*Zh21*Zh22*Zh23*la5r*s2b-2*Zh13*Zh21^2*Zh23*cb^2*la5r-2*Zh13*Zh22^2*Zh23*la5r*sb^2
> B02788   |B02787+4*Zh13*Zh23^3*cb^2*la5r*sb^2-2*Zh12*Zh22*Zh23^2*la5r*sb^2-4*Zh11*Zh21*Zh22*Zh23*cb*la5i-2*Zh11*Zh22^2*Zh23*la5i*sb+2*Zh11*Zh23^3*cb^2*la5i*sb
> B02789   |B02788-2*Zh12*Zh21^2*Zh23*cb*la5i-4*Zh12*Zh21*Zh22*Zh23*la5i*sb-2*Zh13*Zh21^2*Zh22*cb*la5i-2*Zh13*Zh21*Zh22^2*la5i*sb+6*Zh13*Zh21*Zh23^2*cb^2*la5i*sb
> B02790   |B02789+6*Zh13*Zh22*Zh23^2*cb*la5i*sb^2+2*Zh12*Zh23^3*cb*la5i*sb^2+3*Zh11*Zh21^2*Zh22*la6r+Zh12*Zh21^3*la6r+2*Zh13*Zh21*Zh22*Zh23*la6r*sb^2
> B02791   |B02790-Zh13*Zh21^2*Zh23*la6r*s2b-4*Zh13*Zh23^3*cb*la6r*sb^3-Zh11*Zh21*Zh23^2*la6r*s2b+Zh11*Zh22*Zh23^2*la6r*sb^2+Zh12*Zh21*Zh23^2*la6r*sb^2
> B02792   |B02791-3*Zh11*Zh21^2*Zh23*cb*la6i-Zh13*Zh21^3*cb*la6i-3*Zh13*Zh21*Zh23^2*cb*la6i*sb^2-Zh13*Zh21^2*Zh22*la6i*sb-3*Zh13*Zh22*Zh23^2*la6i*sb^3
> B02793   |B02792-2*Zh11*Zh21*Zh22*Zh23*la6i*sb-Zh12*Zh21^2*Zh23*la6i*sb-Zh11*Zh23^3*cb*la6i*sb^2-Zh12*Zh23^3*la6i*sb^3+3*Zh12*Zh21*Zh22^2*la7r
> B02794   |B02793+Zh11*Zh22^3*la7r+2*Zh13*Zh21*Zh22*Zh23*cb^2*la7r-Zh13*Zh22^2*Zh23*la7r*s2b-4*Zh13*Zh23^3*cb^3*la7r*sb-Zh12*Zh22*Zh23^2*la7r*s2b
> B02795   |B02794+Zh11*Zh22*Zh23^2*cb^2*la7r+Zh12*Zh21*Zh23^2*cb^2*la7r-3*Zh12*Zh22^2*Zh23*la7i*sb-Zh13*Zh22^3*la7i*sb-3*Zh13*Zh22*Zh23^2*cb^2*la7i*sb
> B02796   |B02795-Zh13*Zh21*Zh22^2*cb*la7i-3*Zh13*Zh21*Zh23^2*cb^3*la7i-2*Zh12*Zh21*Zh22*Zh23*cb*la7i-Zh11*Zh22^2*Zh23*cb*la7i-Zh11*Zh23^3*cb^3*la7i
> B02797   |B02796-Zh12*Zh23^3*cb^2*la7i*sb
> B02798   |6*Zh11*Zh21^2*Zh31*la1+4*Zh11*Zh21*Zh23*Zh33*la1*sb^2+2*Zh11*Zh23^2*Zh31*la1*sb^2+2*Zh13*Zh21^2*Zh33*la1*sb^2+4*Zh13*Zh21*Zh23*Zh31*la1*sb^2
> B02799   |B02798+6*Zh13*Zh23^2*Zh33*la1*sb^4+6*Zh12*Zh22^2*Zh32*la2+4*Zh12*Zh22*Zh23*Zh33*cb^2*la2+2*Zh12*Zh23^2*Zh32*cb^2*la2+2*Zh13*Zh22^2*Zh33*cb^2*la2
> B02800   |B02799+4*Zh13*Zh22*Zh23*Zh32*cb^2*la2+6*Zh13*Zh23^2*Zh33*cb^4*la2+2*Zh11*Zh21*Zh22*Zh32*la3+2*Zh11*Zh21*Zh23*Zh33*cb^2*la3+Zh11*Zh22^2*Zh31*la3
> B02801   |B02800+Zh11*Zh23^2*Zh31*cb^2*la3+Zh12*Zh21^2*Zh32*la3+Zh13*Zh21^2*Zh33*cb^2*la3+2*Zh12*Zh21*Zh22*Zh31*la3+2*Zh13*Zh21*Zh23*Zh31*cb^2*la3
> B02802   |B02801+2*Zh13*Zh22*Zh23*Zh32*la3*sb^2+6*Zh13*Zh23^2*Zh33*cb^2*la3*sb^2+Zh13*Zh22^2*Zh33*la3*sb^2+Zh12*Zh23^2*Zh32*la3*sb^2+2*Zh12*Zh22*Zh23*Zh33*la3*sb^2
> B02803   |B02802+2*Zh11*Zh21*Zh22*Zh32*la4+Zh11*Zh22^2*Zh31*la4+2*Zh11*Zh21*Zh23*Zh33*cb^2*la4+Zh11*Zh23^2*Zh31*cb^2*la4+Zh12*Zh21^2*Zh32*la4
> B02804   |B02803+2*Zh12*Zh21*Zh22*Zh31*la4+Zh13*Zh21^2*Zh33*cb^2*la4+2*Zh13*Zh21*Zh23*Zh31*cb^2*la4+2*Zh13*Zh22*Zh23*Zh32*la4*sb^2+Zh13*Zh22^2*Zh33*la4*sb^2
> B02805   |B02804+6*Zh13*Zh23^2*Zh33*cb^2*la4*sb^2+Zh12*Zh23^2*Zh32*la4*sb^2+2*Zh12*Zh22*Zh23*Zh33*la4*sb^2+4*Zh11*Zh21*Zh22*Zh32*la5r+2*Zh11*Zh22^2*Zh31*la5r
> B02806   |B02805-4*Zh11*Zh22*Zh23*Zh33*la5r*s2b-2*Zh11*Zh23^2*Zh32*la5r*s2b-4*Zh11*Zh21*Zh23*Zh33*cb^2*la5r-2*Zh11*Zh23^2*Zh31*cb^2*la5r+2*Zh12*Zh21^2*Zh32*la5r
> B02807   |B02806+4*Zh12*Zh21*Zh22*Zh31*la5r-4*Zh12*Zh21*Zh23*Zh33*la5r*s2b-4*Zh13*Zh21*Zh22*Zh33*la5r*s2b-4*Zh13*Zh21*Zh23*Zh32*la5r*s2b-2*Zh13*Zh21^2*Zh33*cb^2*la5r
> B02808   |B02807-4*Zh13*Zh21*Zh23*Zh31*cb^2*la5r-2*Zh12*Zh23^2*Zh31*la5r*s2b-4*Zh13*Zh22*Zh23*Zh31*la5r*s2b-4*Zh13*Zh22*Zh23*Zh32*la5r*sb^2-2*Zh13*Zh22^2*Zh33*la5r*sb^2
> B02809   |B02808+12*Zh13*Zh23^2*Zh33*cb^2*la5r*sb^2-2*Zh12*Zh23^2*Zh32*la5r*sb^2-4*Zh12*Zh22*Zh23*Zh33*la5r*sb^2-4*Zh11*Zh21*Zh22*Zh33*cb*la5i-4*Zh11*Zh22*Zh23*Zh31*cb*la5i
> B02810   |B02809-4*Zh11*Zh22*Zh23*Zh32*la5i*sb-2*Zh11*Zh22^2*Zh33*la5i*sb-4*Zh11*Zh21*Zh23*Zh32*cb*la5i+6*Zh11*Zh23^2*Zh33*cb^2*la5i*sb-2*Zh12*Zh21^2*Zh33*cb*la5i
> B02811   |B02810-4*Zh12*Zh21*Zh23*Zh31*cb*la5i-4*Zh12*Zh21*Zh23*Zh32*la5i*sb-4*Zh12*Zh21*Zh22*Zh33*la5i*sb-4*Zh13*Zh21*Zh22*Zh31*cb*la5i-4*Zh13*Zh21*Zh22*Zh32*la5i*sb
> B02812   |B02811-2*Zh13*Zh21^2*Zh32*cb*la5i+12*Zh13*Zh21*Zh23*Zh33*cb^2*la5i*sb-4*Zh12*Zh22*Zh23*Zh31*la5i*sb-2*Zh13*Zh22^2*Zh31*la5i*sb+6*Zh13*Zh23^2*Zh31*cb^2*la5i*sb
> B02813   |B02812+12*Zh13*Zh22*Zh23*Zh33*cb*la5i*sb^2+6*Zh13*Zh23^2*Zh32*cb*la5i*sb^2+6*Zh12*Zh23^2*Zh33*cb*la5i*sb^2+3*Zh11*Zh21^2*Zh32*la6r+6*Zh11*Zh21*Zh22*Zh31*la6r
> B02814   |B02813+2*Zh11*Zh22*Zh23*Zh33*la6r*sb^2+3*Zh12*Zh21^2*Zh31*la6r+2*Zh13*Zh21*Zh23*Zh32*la6r*sb^2+2*Zh13*Zh21*Zh22*Zh33*la6r*sb^2+2*Zh12*Zh21*Zh23*Zh33*la6r*sb^2
> B02815   |B02814+2*Zh13*Zh22*Zh23*Zh31*la6r*sb^2-Zh13*Zh21^2*Zh33*la6r*s2b-2*Zh13*Zh21*Zh23*Zh31*la6r*s2b-12*Zh13*Zh23^2*Zh33*cb*la6r*sb^3-2*Zh11*Zh21*Zh23*Zh33*la6r*s2b
> B02816   |B02815-Zh11*Zh23^2*Zh31*la6r*s2b+Zh11*Zh23^2*Zh32*la6r*sb^2+Zh12*Zh23^2*Zh31*la6r*sb^2-3*Zh11*Zh21^2*Zh33*cb*la6i-6*Zh11*Zh21*Zh23*Zh31*cb*la6i
> B02817   |B02816-3*Zh11*Zh23^2*Zh33*cb*la6i*sb^2-3*Zh13*Zh21^2*Zh31*cb*la6i-6*Zh13*Zh21*Zh23*Zh33*cb*la6i*sb^2-3*Zh13*Zh23^2*Zh31*cb*la6i*sb^2-Zh13*Zh21^2*Zh32*la6i*sb
> B02818   |B02817-2*Zh13*Zh21*Zh22*Zh31*la6i*sb-3*Zh13*Zh23^2*Zh32*la6i*sb^3-6*Zh13*Zh22*Zh23*Zh33*la6i*sb^3-2*Zh11*Zh21*Zh23*Zh32*la6i*sb-2*Zh11*Zh22*Zh23*Zh31*la6i*sb
> B02819   |B02818-2*Zh12*Zh21*Zh23*Zh31*la6i*sb-3*Zh12*Zh23^2*Zh33*la6i*sb^3-2*Zh11*Zh21*Zh22*Zh33*la6i*sb-Zh12*Zh21^2*Zh33*la6i*sb+6*Zh12*Zh21*Zh22*Zh32*la7r
> B02820   |B02819+3*Zh12*Zh22^2*Zh31*la7r+2*Zh12*Zh21*Zh23*Zh33*cb^2*la7r+3*Zh11*Zh22^2*Zh32*la7r+2*Zh13*Zh21*Zh22*Zh33*cb^2*la7r+2*Zh13*Zh22*Zh23*Zh31*cb^2*la7r
> B02821   |B02820+2*Zh11*Zh22*Zh23*Zh33*cb^2*la7r+2*Zh13*Zh21*Zh23*Zh32*cb^2*la7r-2*Zh13*Zh22*Zh23*Zh32*la7r*s2b-Zh13*Zh22^2*Zh33*la7r*s2b-12*Zh13*Zh23^2*Zh33*cb^3*la7r*sb
> B02822   |B02821-Zh12*Zh23^2*Zh32*la7r*s2b-2*Zh12*Zh22*Zh23*Zh33*la7r*s2b+Zh11*Zh23^2*Zh32*cb^2*la7r+Zh12*Zh23^2*Zh31*cb^2*la7r-6*Zh12*Zh22*Zh23*Zh32*la7i*sb
> B02823   |B02822-3*Zh12*Zh22^2*Zh33*la7i*sb-3*Zh12*Zh23^2*Zh33*cb^2*la7i*sb-3*Zh13*Zh22^2*Zh32*la7i*sb-6*Zh13*Zh22*Zh23*Zh33*cb^2*la7i*sb-3*Zh13*Zh23^2*Zh32*cb^2*la7i*sb
> B02824   |B02823-2*Zh13*Zh21*Zh22*Zh32*cb*la7i-Zh13*Zh22^2*Zh31*cb*la7i-6*Zh13*Zh21*Zh23*Zh33*cb^3*la7i-3*Zh13*Zh23^2*Zh31*cb^3*la7i-2*Zh12*Zh21*Zh23*Zh32*cb*la7i
> B02825   |B02824-2*Zh12*Zh22*Zh23*Zh31*cb*la7i-2*Zh11*Zh22*Zh23*Zh32*cb*la7i-3*Zh11*Zh23^2*Zh33*cb^3*la7i-2*Zh12*Zh21*Zh22*Zh33*cb*la7i-Zh11*Zh22^2*Zh33*cb*la7i
> B02826   |6*Zh11*Zh21*Zh31^2*la1+4*Zh11*Zh23*Zh31*Zh33*la1*sb^2+2*Zh11*Zh21*Zh33^2*la1*sb^2+4*Zh13*Zh21*Zh31*Zh33*la1*sb^2+2*Zh13*Zh23*Zh31^2*la1*sb^2
> B02827   |B02826+6*Zh13*Zh23*Zh33^2*la1*sb^4+6*Zh12*Zh22*Zh32^2*la2+4*Zh12*Zh23*Zh32*Zh33*cb^2*la2+2*Zh12*Zh22*Zh33^2*cb^2*la2+4*Zh13*Zh22*Zh32*Zh33*cb^2*la2
> B02828   |B02827+2*Zh13*Zh23*Zh32^2*cb^2*la2+6*Zh13*Zh23*Zh33^2*cb^4*la2+Zh11*Zh21*Zh32^2*la3+Zh11*Zh21*Zh33^2*cb^2*la3+2*Zh11*Zh22*Zh31*Zh32*la3
> B02829   |B02828+2*Zh11*Zh23*Zh31*Zh33*cb^2*la3+2*Zh12*Zh21*Zh31*Zh32*la3+2*Zh13*Zh21*Zh31*Zh33*cb^2*la3+Zh12*Zh22*Zh31^2*la3+Zh13*Zh23*Zh31^2*cb^2*la3
> B02830   |B02829+Zh13*Zh23*Zh32^2*la3*sb^2+6*Zh13*Zh23*Zh33^2*cb^2*la3*sb^2+2*Zh13*Zh22*Zh32*Zh33*la3*sb^2+2*Zh12*Zh23*Zh32*Zh33*la3*sb^2+Zh12*Zh22*Zh33^2*la3*sb^2
> B02831   |B02830+2*Zh11*Zh22*Zh31*Zh32*la4+Zh11*Zh21*Zh32^2*la4+2*Zh11*Zh23*Zh31*Zh33*cb^2*la4+Zh11*Zh21*Zh33^2*cb^2*la4+2*Zh12*Zh21*Zh31*Zh32*la4
> B02832   |B02831+2*Zh13*Zh21*Zh31*Zh33*cb^2*la4+Zh12*Zh22*Zh31^2*la4+Zh13*Zh23*Zh31^2*cb^2*la4+2*Zh13*Zh22*Zh32*Zh33*la4*sb^2+Zh13*Zh23*Zh32^2*la4*sb^2
> B02833   |B02832+6*Zh13*Zh23*Zh33^2*cb^2*la4*sb^2+2*Zh12*Zh23*Zh32*Zh33*la4*sb^2+Zh12*Zh22*Zh33^2*la4*sb^2+4*Zh11*Zh22*Zh31*Zh32*la5r-2*Zh11*Zh22*Zh33^2*la5r*s2b
> B02834   |B02833+2*Zh11*Zh21*Zh32^2*la5r-4*Zh11*Zh23*Zh32*Zh33*la5r*s2b-4*Zh11*Zh23*Zh31*Zh33*cb^2*la5r-2*Zh11*Zh21*Zh33^2*cb^2*la5r+4*Zh12*Zh21*Zh31*Zh32*la5r
> B02835   |B02834-2*Zh12*Zh21*Zh33^2*la5r*s2b-4*Zh13*Zh21*Zh32*Zh33*la5r*s2b-4*Zh13*Zh21*Zh31*Zh33*cb^2*la5r+2*Zh12*Zh22*Zh31^2*la5r-4*Zh12*Zh23*Zh31*Zh33*la5r*s2b
> B02836   |B02835-4*Zh13*Zh22*Zh31*Zh33*la5r*s2b-4*Zh13*Zh23*Zh31*Zh32*la5r*s2b-2*Zh13*Zh23*Zh31^2*cb^2*la5r-4*Zh13*Zh22*Zh32*Zh33*la5r*sb^2-2*Zh13*Zh23*Zh32^2*la5r*sb^2
> B02837   |B02836+12*Zh13*Zh23*Zh33^2*cb^2*la5r*sb^2-4*Zh12*Zh23*Zh32*Zh33*la5r*sb^2-2*Zh12*Zh22*Zh33^2*la5r*sb^2-4*Zh11*Zh22*Zh31*Zh33*cb*la5i-4*Zh11*Zh22*Zh32*Zh33*la5i*sb
> B02838   |B02837-4*Zh11*Zh21*Zh32*Zh33*cb*la5i-4*Zh11*Zh23*Zh31*Zh32*cb*la5i-2*Zh11*Zh23*Zh32^2*la5i*sb+6*Zh11*Zh23*Zh33^2*cb^2*la5i*sb-4*Zh12*Zh21*Zh31*Zh33*cb*la5i
> B02839   |B02838-4*Zh12*Zh21*Zh32*Zh33*la5i*sb-4*Zh13*Zh21*Zh31*Zh32*cb*la5i-2*Zh13*Zh21*Zh32^2*la5i*sb+6*Zh13*Zh21*Zh33^2*cb^2*la5i*sb-2*Zh12*Zh23*Zh31^2*cb*la5i
> B02840   |B02839-4*Zh12*Zh23*Zh31*Zh32*la5i*sb-4*Zh12*Zh22*Zh31*Zh33*la5i*sb-2*Zh13*Zh22*Zh31^2*cb*la5i-4*Zh13*Zh22*Zh31*Zh32*la5i*sb+12*Zh13*Zh23*Zh31*Zh33*cb^2*la5i*sb
> B02841   |B02840+6*Zh13*Zh22*Zh33^2*cb*la5i*sb^2+12*Zh13*Zh23*Zh32*Zh33*cb*la5i*sb^2+6*Zh12*Zh23*Zh33^2*cb*la5i*sb^2+6*Zh11*Zh21*Zh31*Zh32*la6r+3*Zh11*Zh22*Zh31^2*la6r
> B02842   |B02841+2*Zh11*Zh23*Zh32*Zh33*la6r*sb^2+3*Zh12*Zh21*Zh31^2*la6r+2*Zh13*Zh21*Zh32*Zh33*la6r*sb^2+2*Zh13*Zh23*Zh31*Zh32*la6r*sb^2+2*Zh13*Zh22*Zh31*Zh33*la6r*sb^2
> B02843   |B02842+2*Zh12*Zh23*Zh31*Zh33*la6r*sb^2-2*Zh13*Zh21*Zh31*Zh33*la6r*s2b-Zh13*Zh23*Zh31^2*la6r*s2b-12*Zh13*Zh23*Zh33^2*cb*la6r*sb^3-2*Zh11*Zh23*Zh31*Zh33*la6r*s2b
> B02844   |B02843-Zh11*Zh21*Zh33^2*la6r*s2b+Zh11*Zh22*Zh33^2*la6r*sb^2+Zh12*Zh21*Zh33^2*la6r*sb^2-6*Zh11*Zh21*Zh31*Zh33*cb*la6i-3*Zh11*Zh23*Zh31^2*cb*la6i
> B02845   |B02844-3*Zh11*Zh23*Zh33^2*cb*la6i*sb^2-3*Zh13*Zh21*Zh31^2*cb*la6i-3*Zh13*Zh21*Zh33^2*cb*la6i*sb^2-6*Zh13*Zh23*Zh31*Zh33*cb*la6i*sb^2-2*Zh13*Zh21*Zh31*Zh32*la6i*sb
> B02846   |B02845-Zh13*Zh22*Zh31^2*la6i*sb-6*Zh13*Zh23*Zh32*Zh33*la6i*sb^3-3*Zh13*Zh22*Zh33^2*la6i*sb^3-2*Zh11*Zh23*Zh31*Zh32*la6i*sb-Zh12*Zh23*Zh31^2*la6i*sb
> B02847   |B02846-3*Zh12*Zh23*Zh33^2*la6i*sb^3-2*Zh11*Zh21*Zh32*Zh33*la6i*sb-2*Zh11*Zh22*Zh31*Zh33*la6i*sb-2*Zh12*Zh21*Zh31*Zh33*la6i*sb+6*Zh12*Zh22*Zh31*Zh32*la7r
> B02848   |B02847+3*Zh12*Zh21*Zh32^2*la7r+2*Zh12*Zh23*Zh31*Zh33*cb^2*la7r+3*Zh11*Zh22*Zh32^2*la7r+2*Zh13*Zh22*Zh31*Zh33*cb^2*la7r+2*Zh13*Zh21*Zh32*Zh33*cb^2*la7r
> B02849   |B02848+2*Zh13*Zh23*Zh31*Zh32*cb^2*la7r+2*Zh11*Zh23*Zh32*Zh33*cb^2*la7r-2*Zh13*Zh22*Zh32*Zh33*la7r*s2b-Zh13*Zh23*Zh32^2*la7r*s2b-12*Zh13*Zh23*Zh33^2*cb^3*la7r*sb
> B02850   |B02849-2*Zh12*Zh23*Zh32*Zh33*la7r*s2b-Zh12*Zh22*Zh33^2*la7r*s2b+Zh11*Zh22*Zh33^2*cb^2*la7r+Zh12*Zh21*Zh33^2*cb^2*la7r-6*Zh12*Zh22*Zh32*Zh33*la7i*sb
> B02851   |B02850-3*Zh12*Zh23*Zh32^2*la7i*sb-3*Zh12*Zh23*Zh33^2*cb^2*la7i*sb-3*Zh13*Zh22*Zh32^2*la7i*sb-3*Zh13*Zh22*Zh33^2*cb^2*la7i*sb-6*Zh13*Zh23*Zh32*Zh33*cb^2*la7i*sb
> B02852   |B02851-2*Zh13*Zh22*Zh31*Zh32*cb*la7i-Zh13*Zh21*Zh32^2*cb*la7i-6*Zh13*Zh23*Zh31*Zh33*cb^3*la7i-3*Zh13*Zh21*Zh33^2*cb^3*la7i-2*Zh12*Zh23*Zh31*Zh32*cb*la7i
> B02853   |B02852-Zh11*Zh23*Zh32^2*cb*la7i-3*Zh11*Zh23*Zh33^2*cb^3*la7i-2*Zh12*Zh21*Zh32*Zh33*cb*la7i-2*Zh12*Zh22*Zh31*Zh33*cb*la7i-2*Zh11*Zh22*Zh32*Zh33*cb*la7i
> B02854   |2*MW^2*SW^2*Zb21r^2*Zh11*Zh21*cb^2+3*MW^2*Zb11r^2*Zh11*Zh21*cb^2-2*MW^2*SW^2*Zb11r^2*Zh11*Zh21*cb^2+2*MW^2*SW^2*Zb21i^2*Zh11*Zh21*cb^2-2*MW^2*SW^2*Zb21r^2*Zh13*Zh23*c2b*cb^2
> B02855   |B02854-3*MW^2*Zb11r^2*Zh13*Zh23*c2b*cb^2+2*MW^2*SW^2*Zb11r^2*Zh13*Zh23*c2b*cb^2-2*MW^2*SW^2*Zb21i^2*Zh13*Zh23*c2b*cb^2-2*MW^2*SW^2*Zb21r^2*Zh12*Zh22*cb^2-3*MW^2*Zb11r^2*Zh12*Zh22*cb^2
> B02856   |B02855+2*MW^2*SW^2*Zb11r^2*Zh12*Zh22*cb^2-2*MW^2*SW^2*Zb21i^2*Zh12*Zh22*cb^2-6*CW^2*Mb^2*Zh11*Zh21-6*CW^2*Mb^2*Zh13*Zh23*sb^2
> B02857   |3*Zb21r*Zh11*Zh21-4*SW^2*Zb21r*Zh11*Zh21-3*Zb21r*Zh13*Zh23*c2b+4*SW^2*Zb21r*Zh13*Zh23*c2b-3*Zb21r*Zh12*Zh22
> B02858   |B02857+4*SW^2*Zb21r*Zh12*Zh22
> B02859   |-3*Zb21i*Zh11*Zh21+4*SW^2*Zb21i*Zh11*Zh21+3*Zb21i*Zh13*Zh23*c2b-4*SW^2*Zb21i*Zh13*Zh23*c2b+3*Zb21i*Zh12*Zh22
> B02860   |B02859-4*SW^2*Zb21i*Zh12*Zh22
> B02861   |3*Zb21i*Zh11*Zh21-4*SW^2*Zb21i*Zh11*Zh21-3*Zb21i*Zh13*Zh23*c2b+4*SW^2*Zb21i*Zh13*Zh23*c2b-3*Zb21i*Zh12*Zh22
> B02862   |B02861+4*SW^2*Zb21i*Zh12*Zh22
> B02863   |2*MW^2*SW^2*Zb21r^2*Zh11*Zh21*cb^2-3*MW^2*Zb21i^2*Zh11*Zh21*cb^2-3*MW^2*Zb21r^2*Zh11*Zh21*cb^2-2*MW^2*SW^2*Zb11r^2*Zh11*Zh21*cb^2+2*MW^2*SW^2*Zb21i^2*Zh11*Zh21*cb^2
> B02864   |B02863-2*MW^2*SW^2*Zb21r^2*Zh13*Zh23*c2b*cb^2+3*MW^2*Zb21i^2*Zh13*Zh23*c2b*cb^2+3*MW^2*Zb21r^2*Zh13*Zh23*c2b*cb^2+2*MW^2*SW^2*Zb11r^2*Zh13*Zh23*c2b*cb^2-2*MW^2*SW^2*Zb21i^2*Zh13*Zh23*c2b*cb^2
> B02865   |B02864-2*MW^2*SW^2*Zb21r^2*Zh12*Zh22*cb^2+3*MW^2*Zb21i^2*Zh12*Zh22*cb^2+3*MW^2*Zb21r^2*Zh12*Zh22*cb^2+2*MW^2*SW^2*Zb11r^2*Zh12*Zh22*cb^2-2*MW^2*SW^2*Zb21i^2*Zh12*Zh22*cb^2
> B02866   |B02865+6*CW^2*Mb^2*Zh11*Zh21+6*CW^2*Mb^2*Zh13*Zh23*sb^2
> B02867   |4*MW^2*SW^2*Zh11*Zh21*sb^2-3*MW^2*Zh11*Zh21*sb^2-4*MW^2*SW^2*Zh13*Zh23*c2b*sb^2+3*MW^2*Zh13*Zh23*c2b*sb^2-4*MW^2*SW^2*Zh12*Zh22*sb^2
> B02868   |B02867+3*MW^2*Zh12*Zh22*sb^2-6*CW^2*Mc^2*Zh12*Zh22-6*CW^2*Mc^2*Zh13*Zh23*cb^2
> B02869   |2*MW^2*SW^2*Zh11*Zh21*sb^2-2*MW^2*SW^2*Zh13*Zh23*c2b*sb^2-2*MW^2*SW^2*Zh12*Zh22*sb^2+3*CW^2*Mc^2*Zh12*Zh22+3*CW^2*Mc^2*Zh13*Zh23*cb^2
> B02870   |2*MW^2*SW^2*Zh11*Zh21*cb^2-3*MW^2*Zh11*Zh21*cb^2-2*MW^2*SW^2*Zh13*Zh23*c2b*cb^2+3*MW^2*Zh13*Zh23*c2b*cb^2-2*MW^2*SW^2*Zh12*Zh22*cb^2
> B02871   |B02870+3*MW^2*Zh12*Zh22*cb^2+6*CW^2*Mq^2*Zh11*Zh21+6*CW^2*Mq^2*Zh13*Zh23*sb^2
> B02872   |MW^2*SW^2*Zh11*Zh21*cb^2-MW^2*SW^2*Zh13*Zh23*c2b*cb^2-MW^2*SW^2*Zh12*Zh22*cb^2-3*CW^2*Mq^2*Zh11*Zh21-3*CW^2*Mq^2*Zh13*Zh23*sb^2
> B02873   |Zh11*Zh21-Zh13*Zh23*c2b-Zh12*Zh22
> B02874   |2*MW^2*SW^2*Zh11*Zh21*Zl21r^2*cb^2+MW^2*Zh11*Zh21*Zl11r^2*cb^2-2*MW^2*SW^2*Zh11*Zh21*Zl11r^2*cb^2+2*MW^2*SW^2*Zh11*Zh21*Zl21i^2*cb^2-2*MW^2*SW^2*Zh13*Zh23*Zl21r^2*c2b*cb^2
> B02875   |B02874-MW^2*Zh13*Zh23*Zl11r^2*c2b*cb^2+2*MW^2*SW^2*Zh13*Zh23*Zl11r^2*c2b*cb^2-2*MW^2*SW^2*Zh13*Zh23*Zl21i^2*c2b*cb^2-2*MW^2*SW^2*Zh12*Zh22*Zl21r^2*cb^2-MW^2*Zh12*Zh22*Zl11r^2*cb^2
> B02876   |B02875+2*MW^2*SW^2*Zh12*Zh22*Zl11r^2*cb^2-2*MW^2*SW^2*Zh12*Zh22*Zl21i^2*cb^2-2*CW^2*Ml^2*Zh11*Zh21-2*CW^2*Ml^2*Zh13*Zh23*sb^2
> B02877   |4*SW^2*Zh11*Zh21*Zl21r-Zh11*Zh21*Zl21r-4*SW^2*Zh13*Zh23*Zl21r*c2b+Zh13*Zh23*Zl21r*c2b-4*SW^2*Zh12*Zh22*Zl21r
> B02878   |B02877+Zh12*Zh22*Zl21r
> B02879   |-4*SW^2*Zh11*Zh21*Zl21i+Zh11*Zh21*Zl21i+4*SW^2*Zh13*Zh23*Zl21i*c2b-Zh13*Zh23*Zl21i*c2b+4*SW^2*Zh12*Zh22*Zl21i
> B02880   |B02879-Zh12*Zh22*Zl21i
> B02881   |4*SW^2*Zh11*Zh21*Zl21i-Zh11*Zh21*Zl21i-4*SW^2*Zh13*Zh23*Zl21i*c2b+Zh13*Zh23*Zl21i*c2b-4*SW^2*Zh12*Zh22*Zl21i
> B02882   |B02881+Zh12*Zh22*Zl21i
> B02883   |2*MW^2*SW^2*Zh11*Zh21*Zl21r^2*cb^2-MW^2*Zh11*Zh21*Zl21i^2*cb^2-MW^2*Zh11*Zh21*Zl21r^2*cb^2-2*MW^2*SW^2*Zh11*Zh21*Zl11r^2*cb^2+2*MW^2*SW^2*Zh11*Zh21*Zl21i^2*cb^2
> B02884   |B02883-2*MW^2*SW^2*Zh13*Zh23*Zl21r^2*c2b*cb^2+MW^2*Zh13*Zh23*Zl21i^2*c2b*cb^2+MW^2*Zh13*Zh23*Zl21r^2*c2b*cb^2+2*MW^2*SW^2*Zh13*Zh23*Zl11r^2*c2b*cb^2-2*MW^2*SW^2*Zh13*Zh23*Zl21i^2*c2b*cb^2
> B02885   |B02884-2*MW^2*SW^2*Zh12*Zh22*Zl21r^2*cb^2+MW^2*Zh12*Zh22*Zl21i^2*cb^2+MW^2*Zh12*Zh22*Zl21r^2*cb^2+2*MW^2*SW^2*Zh12*Zh22*Zl11r^2*cb^2-2*MW^2*SW^2*Zh12*Zh22*Zl21i^2*cb^2
> B02886   |B02885+2*CW^2*Ml^2*Zh11*Zh21+2*CW^2*Ml^2*Zh13*Zh23*sb^2
> B02887   |4*MW^2*SW^2*Zh11*Zh21*Zt21r^2*sb^2+3*MW^2*Zh11*Zh21*Zt11r^2*sb^2-4*MW^2*SW^2*Zh11*Zh21*Zt11r^2*sb^2+4*MW^2*SW^2*Zh11*Zh21*Zt21i^2*sb^2-3*MW^2*Zh13*Zh23*Zt11r^2*sb^2
> B02888   |B02887+6*MW^2*Zh13*Zh23*Zt11r^2*sb^4+4*MW^2*SW^2*Zh13*Zh23*Zt11r^2*sb^2-8*MW^2*SW^2*Zh13*Zh23*Zt11r^2*sb^4-4*MW^2*SW^2*Zh13*Zh23*Zt21i^2*sb^2+8*MW^2*SW^2*Zh13*Zh23*Zt21i^2*sb^4
> B02889   |B02888-4*MW^2*SW^2*Zh13*Zh23*Zt21r^2*sb^2+8*MW^2*SW^2*Zh13*Zh23*Zt21r^2*sb^4-4*MW^2*SW^2*Zh12*Zh22*Zt21r^2*sb^2-3*MW^2*Zh12*Zh22*Zt11r^2*sb^2+4*MW^2*SW^2*Zh12*Zh22*Zt11r^2*sb^2
> B02890   |B02889-4*MW^2*SW^2*Zh12*Zh22*Zt21i^2*sb^2+6*CW^2*Mt^2*Zh12*Zh22+6*CW^2*Mt^2*Zh13*Zh23*cb^2
> B02891   |8*SW^2*Zh11*Zh21*Zt21r-3*Zh11*Zh21*Zt21r-8*SW^2*Zh13*Zh23*Zt21r*c2b+3*Zh13*Zh23*Zt21r*c2b-8*SW^2*Zh12*Zh22*Zt21r
> B02892   |B02891+3*Zh12*Zh22*Zt21r
> B02893   |-8*SW^2*Zh11*Zh21*Zt21i+3*Zh11*Zh21*Zt21i+8*SW^2*Zh13*Zh23*Zt21i*c2b-3*Zh13*Zh23*Zt21i*c2b+8*SW^2*Zh12*Zh22*Zt21i
> B02894   |B02893-3*Zh12*Zh22*Zt21i
> B02895   |8*SW^2*Zh11*Zh21*Zt21i-3*Zh11*Zh21*Zt21i-8*SW^2*Zh13*Zh23*Zt21i*c2b+3*Zh13*Zh23*Zt21i*c2b-8*SW^2*Zh12*Zh22*Zt21i
> B02896   |B02895+3*Zh12*Zh22*Zt21i
> B02897   |4*MW^2*SW^2*Zh11*Zh21*Zt21r^2*sb^2-3*MW^2*Zh11*Zh21*Zt21i^2*sb^2-3*MW^2*Zh11*Zh21*Zt21r^2*sb^2-4*MW^2*SW^2*Zh11*Zh21*Zt11r^2*sb^2+4*MW^2*SW^2*Zh11*Zh21*Zt21i^2*sb^2
> B02898   |B02897+3*MW^2*Zh13*Zh23*Zt21i^2*sb^2-6*MW^2*Zh13*Zh23*Zt21i^2*sb^4+3*MW^2*Zh13*Zh23*Zt21r^2*sb^2-6*MW^2*Zh13*Zh23*Zt21r^2*sb^4+4*MW^2*SW^2*Zh13*Zh23*Zt11r^2*sb^2
> B02899   |B02898-8*MW^2*SW^2*Zh13*Zh23*Zt11r^2*sb^4-4*MW^2*SW^2*Zh13*Zh23*Zt21i^2*sb^2+8*MW^2*SW^2*Zh13*Zh23*Zt21i^2*sb^4-4*MW^2*SW^2*Zh13*Zh23*Zt21r^2*sb^2+8*MW^2*SW^2*Zh13*Zh23*Zt21r^2*sb^4
> B02900   |B02899-4*MW^2*SW^2*Zh12*Zh22*Zt21r^2*sb^2+3*MW^2*Zh12*Zh22*Zt21i^2*sb^2+3*MW^2*Zh12*Zh22*Zt21r^2*sb^2+4*MW^2*SW^2*Zh12*Zh22*Zt11r^2*sb^2-4*MW^2*SW^2*Zh12*Zh22*Zt21i^2*sb^2
> B02901   |B02900-6*CW^2*Mt^2*Zh12*Zh22-6*CW^2*Mt^2*Zh13*Zh23*cb^2
> B02902   |4*MW^2*SW^2*Zh11*Zh21*sb^2-3*MW^2*Zh11*Zh21*sb^2-4*MW^2*SW^2*Zh13*Zh23*c2b*sb^2+3*MW^2*Zh13*Zh23*c2b*sb^2-4*MW^2*SW^2*Zh12*Zh22*sb^2
> B02903   |B02902+3*MW^2*Zh12*Zh22*sb^2-6*CW^2*Mq^2*Zh12*Zh22-6*CW^2*Mq^2*Zh13*Zh23*cb^2
> B02904   |2*MW^2*SW^2*Zh11*Zh21*sb^2-2*MW^2*SW^2*Zh13*Zh23*c2b*sb^2-2*MW^2*SW^2*Zh12*Zh22*sb^2+3*CW^2*Mq^2*Zh12*Zh22+3*CW^2*Mq^2*Zh13*Zh23*cb^2
> B02905   |2*Zh11*Zh31^3*la1+2*Zh11*Zh31*Zh33^2*la1*sb^2+2*Zh13*Zh31^2*Zh33*la1*sb^2+2*Zh13*Zh33^3*la1*sb^4+2*Zh12*Zh32^3*la2
> B02906   |B02905+2*Zh12*Zh32*Zh33^2*cb^2*la2+2*Zh13*Zh32^2*Zh33*cb^2*la2+2*Zh13*Zh33^3*cb^4*la2+Zh11*Zh31*Zh32^2*la3+Zh11*Zh31*Zh33^2*cb^2*la3
> B02907   |B02906+Zh12*Zh31^2*Zh32*la3+Zh13*Zh31^2*Zh33*cb^2*la3+Zh13*Zh32^2*Zh33*la3*sb^2+2*Zh13*Zh33^3*cb^2*la3*sb^2+Zh12*Zh32*Zh33^2*la3*sb^2
> B02908   |B02907+Zh11*Zh31*Zh32^2*la4+Zh11*Zh31*Zh33^2*cb^2*la4+Zh12*Zh31^2*Zh32*la4+Zh13*Zh31^2*Zh33*cb^2*la4+Zh13*Zh32^2*Zh33*la4*sb^2
> B02909   |B02908+2*Zh13*Zh33^3*cb^2*la4*sb^2+Zh12*Zh32*Zh33^2*la4*sb^2+2*Zh11*Zh31*Zh32^2*la5r-2*Zh11*Zh32*Zh33^2*la5r*s2b-2*Zh11*Zh31*Zh33^2*cb^2*la5r
> B02910   |B02909+2*Zh12*Zh31^2*Zh32*la5r-2*Zh12*Zh31*Zh33^2*la5r*s2b-4*Zh13*Zh31*Zh32*Zh33*la5r*s2b-2*Zh13*Zh31^2*Zh33*cb^2*la5r-2*Zh13*Zh32^2*Zh33*la5r*sb^2
> B02911   |B02910+4*Zh13*Zh33^3*cb^2*la5r*sb^2-2*Zh12*Zh32*Zh33^2*la5r*sb^2-4*Zh11*Zh31*Zh32*Zh33*cb*la5i-2*Zh11*Zh32^2*Zh33*la5i*sb+2*Zh11*Zh33^3*cb^2*la5i*sb
> B02912   |B02911-2*Zh12*Zh31^2*Zh33*cb*la5i-4*Zh12*Zh31*Zh32*Zh33*la5i*sb-2*Zh13*Zh31^2*Zh32*cb*la5i-2*Zh13*Zh31*Zh32^2*la5i*sb+6*Zh13*Zh31*Zh33^2*cb^2*la5i*sb
> B02913   |B02912+6*Zh13*Zh32*Zh33^2*cb*la5i*sb^2+2*Zh12*Zh33^3*cb*la5i*sb^2+3*Zh11*Zh31^2*Zh32*la6r+Zh12*Zh31^3*la6r+2*Zh13*Zh31*Zh32*Zh33*la6r*sb^2
> B02914   |B02913-Zh13*Zh31^2*Zh33*la6r*s2b-4*Zh13*Zh33^3*cb*la6r*sb^3-Zh11*Zh31*Zh33^2*la6r*s2b+Zh11*Zh32*Zh33^2*la6r*sb^2+Zh12*Zh31*Zh33^2*la6r*sb^2
> B02915   |B02914-3*Zh11*Zh31^2*Zh33*cb*la6i-Zh13*Zh31^3*cb*la6i-3*Zh13*Zh31*Zh33^2*cb*la6i*sb^2-Zh13*Zh31^2*Zh32*la6i*sb-3*Zh13*Zh32*Zh33^2*la6i*sb^3
> B02916   |B02915-2*Zh11*Zh31*Zh32*Zh33*la6i*sb-Zh12*Zh31^2*Zh33*la6i*sb-Zh11*Zh33^3*cb*la6i*sb^2-Zh12*Zh33^3*la6i*sb^3+3*Zh12*Zh31*Zh32^2*la7r
> B02917   |B02916+Zh11*Zh32^3*la7r+2*Zh13*Zh31*Zh32*Zh33*cb^2*la7r-Zh13*Zh32^2*Zh33*la7r*s2b-4*Zh13*Zh33^3*cb^3*la7r*sb-Zh12*Zh32*Zh33^2*la7r*s2b
> B02918   |B02917+Zh11*Zh32*Zh33^2*cb^2*la7r+Zh12*Zh31*Zh33^2*cb^2*la7r-3*Zh12*Zh32^2*Zh33*la7i*sb-Zh13*Zh32^3*la7i*sb-3*Zh13*Zh32*Zh33^2*cb^2*la7i*sb
> B02919   |B02918-Zh13*Zh31*Zh32^2*cb*la7i-3*Zh13*Zh31*Zh33^2*cb^3*la7i-2*Zh12*Zh31*Zh32*Zh33*cb*la7i-Zh11*Zh32^2*Zh33*cb*la7i-Zh11*Zh33^3*cb^3*la7i
> B02920   |B02919-Zh12*Zh33^3*cb^2*la7i*sb
> B02921   |2*MW^2*SW^2*Zb21r^2*Zh11*Zh31*cb^2+3*MW^2*Zb11r^2*Zh11*Zh31*cb^2-2*MW^2*SW^2*Zb11r^2*Zh11*Zh31*cb^2+2*MW^2*SW^2*Zb21i^2*Zh11*Zh31*cb^2-2*MW^2*SW^2*Zb21r^2*Zh13*Zh33*c2b*cb^2
> B02922   |B02921-3*MW^2*Zb11r^2*Zh13*Zh33*c2b*cb^2+2*MW^2*SW^2*Zb11r^2*Zh13*Zh33*c2b*cb^2-2*MW^2*SW^2*Zb21i^2*Zh13*Zh33*c2b*cb^2-2*MW^2*SW^2*Zb21r^2*Zh12*Zh32*cb^2-3*MW^2*Zb11r^2*Zh12*Zh32*cb^2
> B02923   |B02922+2*MW^2*SW^2*Zb11r^2*Zh12*Zh32*cb^2-2*MW^2*SW^2*Zb21i^2*Zh12*Zh32*cb^2-6*CW^2*Mb^2*Zh11*Zh31-6*CW^2*Mb^2*Zh13*Zh33*sb^2
> B02924   |3*Zb21r*Zh11*Zh31-4*SW^2*Zb21r*Zh11*Zh31-3*Zb21r*Zh13*Zh33*c2b+4*SW^2*Zb21r*Zh13*Zh33*c2b-3*Zb21r*Zh12*Zh32
> B02925   |B02924+4*SW^2*Zb21r*Zh12*Zh32
> B02926   |-3*Zb21i*Zh11*Zh31+4*SW^2*Zb21i*Zh11*Zh31+3*Zb21i*Zh13*Zh33*c2b-4*SW^2*Zb21i*Zh13*Zh33*c2b+3*Zb21i*Zh12*Zh32
> B02927   |B02926-4*SW^2*Zb21i*Zh12*Zh32
> B02928   |3*Zb21i*Zh11*Zh31-4*SW^2*Zb21i*Zh11*Zh31-3*Zb21i*Zh13*Zh33*c2b+4*SW^2*Zb21i*Zh13*Zh33*c2b-3*Zb21i*Zh12*Zh32
> B02929   |B02928+4*SW^2*Zb21i*Zh12*Zh32
> B02930   |2*MW^2*SW^2*Zb21r^2*Zh11*Zh31*cb^2-3*MW^2*Zb21i^2*Zh11*Zh31*cb^2-3*MW^2*Zb21r^2*Zh11*Zh31*cb^2-2*MW^2*SW^2*Zb11r^2*Zh11*Zh31*cb^2+2*MW^2*SW^2*Zb21i^2*Zh11*Zh31*cb^2
> B02931   |B02930-2*MW^2*SW^2*Zb21r^2*Zh13*Zh33*c2b*cb^2+3*MW^2*Zb21i^2*Zh13*Zh33*c2b*cb^2+3*MW^2*Zb21r^2*Zh13*Zh33*c2b*cb^2+2*MW^2*SW^2*Zb11r^2*Zh13*Zh33*c2b*cb^2-2*MW^2*SW^2*Zb21i^2*Zh13*Zh33*c2b*cb^2
> B02932   |B02931-2*MW^2*SW^2*Zb21r^2*Zh12*Zh32*cb^2+3*MW^2*Zb21i^2*Zh12*Zh32*cb^2+3*MW^2*Zb21r^2*Zh12*Zh32*cb^2+2*MW^2*SW^2*Zb11r^2*Zh12*Zh32*cb^2-2*MW^2*SW^2*Zb21i^2*Zh12*Zh32*cb^2
> B02933   |B02932+6*CW^2*Mb^2*Zh11*Zh31+6*CW^2*Mb^2*Zh13*Zh33*sb^2
> B02934   |4*MW^2*SW^2*Zh11*Zh31*sb^2-3*MW^2*Zh11*Zh31*sb^2-4*MW^2*SW^2*Zh13*Zh33*c2b*sb^2+3*MW^2*Zh13*Zh33*c2b*sb^2-4*MW^2*SW^2*Zh12*Zh32*sb^2
> B02935   |B02934+3*MW^2*Zh12*Zh32*sb^2-6*CW^2*Mc^2*Zh12*Zh32-6*CW^2*Mc^2*Zh13*Zh33*cb^2
> B02936   |2*MW^2*SW^2*Zh11*Zh31*sb^2-2*MW^2*SW^2*Zh13*Zh33*c2b*sb^2-2*MW^2*SW^2*Zh12*Zh32*sb^2+3*CW^2*Mc^2*Zh12*Zh32+3*CW^2*Mc^2*Zh13*Zh33*cb^2
> B02937   |2*MW^2*SW^2*Zh11*Zh31*cb^2-3*MW^2*Zh11*Zh31*cb^2-2*MW^2*SW^2*Zh13*Zh33*c2b*cb^2+3*MW^2*Zh13*Zh33*c2b*cb^2-2*MW^2*SW^2*Zh12*Zh32*cb^2
> B02938   |B02937+3*MW^2*Zh12*Zh32*cb^2+6*CW^2*Mq^2*Zh11*Zh31+6*CW^2*Mq^2*Zh13*Zh33*sb^2
> B02939   |MW^2*SW^2*Zh11*Zh31*cb^2-MW^2*SW^2*Zh13*Zh33*c2b*cb^2-MW^2*SW^2*Zh12*Zh32*cb^2-3*CW^2*Mq^2*Zh11*Zh31-3*CW^2*Mq^2*Zh13*Zh33*sb^2
> B02940   |Zh11*Zh31-Zh13*Zh33*c2b-Zh12*Zh32
> B02941   |2*MW^2*SW^2*Zh11*Zh31*Zl21r^2*cb^2+MW^2*Zh11*Zh31*Zl11r^2*cb^2-2*MW^2*SW^2*Zh11*Zh31*Zl11r^2*cb^2+2*MW^2*SW^2*Zh11*Zh31*Zl21i^2*cb^2-2*MW^2*SW^2*Zh13*Zh33*Zl21r^2*c2b*cb^2
> B02942   |B02941-MW^2*Zh13*Zh33*Zl11r^2*c2b*cb^2+2*MW^2*SW^2*Zh13*Zh33*Zl11r^2*c2b*cb^2-2*MW^2*SW^2*Zh13*Zh33*Zl21i^2*c2b*cb^2-2*MW^2*SW^2*Zh12*Zh32*Zl21r^2*cb^2-MW^2*Zh12*Zh32*Zl11r^2*cb^2
> B02943   |B02942+2*MW^2*SW^2*Zh12*Zh32*Zl11r^2*cb^2-2*MW^2*SW^2*Zh12*Zh32*Zl21i^2*cb^2-2*CW^2*Ml^2*Zh11*Zh31-2*CW^2*Ml^2*Zh13*Zh33*sb^2
> B02944   |4*SW^2*Zh11*Zh31*Zl21r-Zh11*Zh31*Zl21r-4*SW^2*Zh13*Zh33*Zl21r*c2b+Zh13*Zh33*Zl21r*c2b-4*SW^2*Zh12*Zh32*Zl21r
> B02945   |B02944+Zh12*Zh32*Zl21r
> B02946   |-4*SW^2*Zh11*Zh31*Zl21i+Zh11*Zh31*Zl21i+4*SW^2*Zh13*Zh33*Zl21i*c2b-Zh13*Zh33*Zl21i*c2b+4*SW^2*Zh12*Zh32*Zl21i
> B02947   |B02946-Zh12*Zh32*Zl21i
> B02948   |4*SW^2*Zh11*Zh31*Zl21i-Zh11*Zh31*Zl21i-4*SW^2*Zh13*Zh33*Zl21i*c2b+Zh13*Zh33*Zl21i*c2b-4*SW^2*Zh12*Zh32*Zl21i
> B02949   |B02948+Zh12*Zh32*Zl21i
> B02950   |2*MW^2*SW^2*Zh11*Zh31*Zl21r^2*cb^2-MW^2*Zh11*Zh31*Zl21i^2*cb^2-MW^2*Zh11*Zh31*Zl21r^2*cb^2-2*MW^2*SW^2*Zh11*Zh31*Zl11r^2*cb^2+2*MW^2*SW^2*Zh11*Zh31*Zl21i^2*cb^2
> B02951   |B02950-2*MW^2*SW^2*Zh13*Zh33*Zl21r^2*c2b*cb^2+MW^2*Zh13*Zh33*Zl21i^2*c2b*cb^2+MW^2*Zh13*Zh33*Zl21r^2*c2b*cb^2+2*MW^2*SW^2*Zh13*Zh33*Zl11r^2*c2b*cb^2-2*MW^2*SW^2*Zh13*Zh33*Zl21i^2*c2b*cb^2
> B02952   |B02951-2*MW^2*SW^2*Zh12*Zh32*Zl21r^2*cb^2+MW^2*Zh12*Zh32*Zl21i^2*cb^2+MW^2*Zh12*Zh32*Zl21r^2*cb^2+2*MW^2*SW^2*Zh12*Zh32*Zl11r^2*cb^2-2*MW^2*SW^2*Zh12*Zh32*Zl21i^2*cb^2
> B02953   |B02952+2*CW^2*Ml^2*Zh11*Zh31+2*CW^2*Ml^2*Zh13*Zh33*sb^2
> B02954   |4*MW^2*SW^2*Zh11*Zh31*Zt21r^2*sb^2+3*MW^2*Zh11*Zh31*Zt11r^2*sb^2-4*MW^2*SW^2*Zh11*Zh31*Zt11r^2*sb^2+4*MW^2*SW^2*Zh11*Zh31*Zt21i^2*sb^2-3*MW^2*Zh13*Zh33*Zt11r^2*sb^2
> B02955   |B02954+6*MW^2*Zh13*Zh33*Zt11r^2*sb^4+4*MW^2*SW^2*Zh13*Zh33*Zt11r^2*sb^2-8*MW^2*SW^2*Zh13*Zh33*Zt11r^2*sb^4-4*MW^2*SW^2*Zh13*Zh33*Zt21i^2*sb^2+8*MW^2*SW^2*Zh13*Zh33*Zt21i^2*sb^4
> B02956   |B02955-4*MW^2*SW^2*Zh13*Zh33*Zt21r^2*sb^2+8*MW^2*SW^2*Zh13*Zh33*Zt21r^2*sb^4-4*MW^2*SW^2*Zh12*Zh32*Zt21r^2*sb^2-3*MW^2*Zh12*Zh32*Zt11r^2*sb^2+4*MW^2*SW^2*Zh12*Zh32*Zt11r^2*sb^2
> B02957   |B02956-4*MW^2*SW^2*Zh12*Zh32*Zt21i^2*sb^2+6*CW^2*Mt^2*Zh12*Zh32+6*CW^2*Mt^2*Zh13*Zh33*cb^2
> B02958   |8*SW^2*Zh11*Zh31*Zt21r-3*Zh11*Zh31*Zt21r-8*SW^2*Zh13*Zh33*Zt21r*c2b+3*Zh13*Zh33*Zt21r*c2b-8*SW^2*Zh12*Zh32*Zt21r
> B02959   |B02958+3*Zh12*Zh32*Zt21r
> B02960   |-8*SW^2*Zh11*Zh31*Zt21i+3*Zh11*Zh31*Zt21i+8*SW^2*Zh13*Zh33*Zt21i*c2b-3*Zh13*Zh33*Zt21i*c2b+8*SW^2*Zh12*Zh32*Zt21i
> B02961   |B02960-3*Zh12*Zh32*Zt21i
> B02962   |8*SW^2*Zh11*Zh31*Zt21i-3*Zh11*Zh31*Zt21i-8*SW^2*Zh13*Zh33*Zt21i*c2b+3*Zh13*Zh33*Zt21i*c2b-8*SW^2*Zh12*Zh32*Zt21i
> B02963   |B02962+3*Zh12*Zh32*Zt21i
> B02964   |4*MW^2*SW^2*Zh11*Zh31*Zt21r^2*sb^2-3*MW^2*Zh11*Zh31*Zt21i^2*sb^2-3*MW^2*Zh11*Zh31*Zt21r^2*sb^2-4*MW^2*SW^2*Zh11*Zh31*Zt11r^2*sb^2+4*MW^2*SW^2*Zh11*Zh31*Zt21i^2*sb^2
> B02965   |B02964+3*MW^2*Zh13*Zh33*Zt21i^2*sb^2-6*MW^2*Zh13*Zh33*Zt21i^2*sb^4+3*MW^2*Zh13*Zh33*Zt21r^2*sb^2-6*MW^2*Zh13*Zh33*Zt21r^2*sb^4+4*MW^2*SW^2*Zh13*Zh33*Zt11r^2*sb^2
> B02966   |B02965-8*MW^2*SW^2*Zh13*Zh33*Zt11r^2*sb^4-4*MW^2*SW^2*Zh13*Zh33*Zt21i^2*sb^2+8*MW^2*SW^2*Zh13*Zh33*Zt21i^2*sb^4-4*MW^2*SW^2*Zh13*Zh33*Zt21r^2*sb^2+8*MW^2*SW^2*Zh13*Zh33*Zt21r^2*sb^4
> B02967   |B02966-4*MW^2*SW^2*Zh12*Zh32*Zt21r^2*sb^2+3*MW^2*Zh12*Zh32*Zt21i^2*sb^2+3*MW^2*Zh12*Zh32*Zt21r^2*sb^2+4*MW^2*SW^2*Zh12*Zh32*Zt11r^2*sb^2-4*MW^2*SW^2*Zh12*Zh32*Zt21i^2*sb^2
> B02968   |B02967-6*CW^2*Mt^2*Zh12*Zh32-6*CW^2*Mt^2*Zh13*Zh33*cb^2
> B02969   |4*MW^2*SW^2*Zh11*Zh31*sb^2-3*MW^2*Zh11*Zh31*sb^2-4*MW^2*SW^2*Zh13*Zh33*c2b*sb^2+3*MW^2*Zh13*Zh33*c2b*sb^2-4*MW^2*SW^2*Zh12*Zh32*sb^2
> B02970   |B02969+3*MW^2*Zh12*Zh32*sb^2-6*CW^2*Mq^2*Zh12*Zh32-6*CW^2*Mq^2*Zh13*Zh33*cb^2
> B02971   |2*MW^2*SW^2*Zh11*Zh31*sb^2-2*MW^2*SW^2*Zh13*Zh33*c2b*sb^2-2*MW^2*SW^2*Zh12*Zh32*sb^2+3*CW^2*Mq^2*Zh12*Zh32+3*CW^2*Mq^2*Zh13*Zh33*cb^2
> B02972   |Zh21^4*la1+2*Zh21^2*Zh23^2*la1*sb^2+Zh23^4*la1*sb^4+Zh22^4*la2+2*Zh22^2*Zh23^2*cb^2*la2
> B02973   |B02972+Zh23^4*cb^4*la2+Zh21^2*Zh22^2*la3+Zh21^2*Zh23^2*cb^2*la3+Zh22^2*Zh23^2*la3*sb^2+Zh23^4*cb^2*la3*sb^2
> B02974   |B02973+Zh21^2*Zh22^2*la4+Zh21^2*Zh23^2*cb^2*la4+Zh22^2*Zh23^2*la4*sb^2+Zh23^4*cb^2*la4*sb^2+2*Zh21^2*Zh22^2*la5r
> B02975   |B02974-4*Zh21*Zh22*Zh23^2*la5r*s2b-2*Zh21^2*Zh23^2*cb^2*la5r-2*Zh22^2*Zh23^2*la5r*sb^2+2*Zh23^4*cb^2*la5r*sb^2-4*Zh21^2*Zh22*Zh23*cb*la5i
> B02976   |B02975-4*Zh21*Zh22^2*Zh23*la5i*sb+4*Zh21*Zh23^3*cb^2*la5i*sb+4*Zh22*Zh23^3*cb*la5i*sb^2+2*Zh21^3*Zh22*la6r-Zh21^2*Zh23^2*la6r*s2b
> B02977   |B02976+2*Zh21*Zh22*Zh23^2*la6r*sb^2-2*Zh23^4*cb*la6r*sb^3-2*Zh21^3*Zh23*cb*la6i-2*Zh21^2*Zh22*Zh23*la6i*sb-2*Zh21*Zh23^3*cb*la6i*sb^2
> B02978   |B02977-2*Zh22*Zh23^3*la6i*sb^3+2*Zh21*Zh22^3*la7r-Zh22^2*Zh23^2*la7r*s2b+2*Zh21*Zh22*Zh23^2*cb^2*la7r-2*Zh23^4*cb^3*la7r*sb
> B02979   |B02978-2*Zh22^3*Zh23*la7i*sb-2*Zh21*Zh22^2*Zh23*cb*la7i-2*Zh21*Zh23^3*cb^3*la7i-2*Zh22*Zh23^3*cb^2*la7i*sb
> B02980   |2*Zh21^3*Zh31*la1+2*Zh21^2*Zh23*Zh33*la1*sb^2+2*Zh21*Zh23^2*Zh31*la1*sb^2+2*Zh23^3*Zh33*la1*sb^4+2*Zh22^3*Zh32*la2
> B02981   |B02980+2*Zh22^2*Zh23*Zh33*cb^2*la2+2*Zh22*Zh23^2*Zh32*cb^2*la2+2*Zh23^3*Zh33*cb^4*la2+Zh21^2*Zh22*Zh32*la3+Zh21^2*Zh23*Zh33*cb^2*la3
> B02982   |B02981+Zh21*Zh22^2*Zh31*la3+Zh21*Zh23^2*Zh31*cb^2*la3+Zh22*Zh23^2*Zh32*la3*sb^2+2*Zh23^3*Zh33*cb^2*la3*sb^2+Zh22^2*Zh23*Zh33*la3*sb^2
> B02983   |B02982+Zh21^2*Zh22*Zh32*la4+Zh21*Zh22^2*Zh31*la4+Zh21^2*Zh23*Zh33*cb^2*la4+Zh21*Zh23^2*Zh31*cb^2*la4+Zh22*Zh23^2*Zh32*la4*sb^2
> B02984   |B02983+Zh22^2*Zh23*Zh33*la4*sb^2+2*Zh23^3*Zh33*cb^2*la4*sb^2+2*Zh21^2*Zh22*Zh32*la5r+2*Zh21*Zh22^2*Zh31*la5r-4*Zh21*Zh22*Zh23*Zh33*la5r*s2b
> B02985   |B02984-2*Zh21*Zh23^2*Zh32*la5r*s2b-2*Zh21^2*Zh23*Zh33*cb^2*la5r-2*Zh21*Zh23^2*Zh31*cb^2*la5r-2*Zh22*Zh23^2*Zh31*la5r*s2b-2*Zh22*Zh23^2*Zh32*la5r*sb^2
> B02986   |B02985-2*Zh22^2*Zh23*Zh33*la5r*sb^2+4*Zh23^3*Zh33*cb^2*la5r*sb^2-2*Zh21^2*Zh22*Zh33*cb*la5i-4*Zh21*Zh22*Zh23*Zh31*cb*la5i-4*Zh21*Zh22*Zh23*Zh32*la5i*sb
> B02987   |B02986-2*Zh21*Zh22^2*Zh33*la5i*sb-2*Zh21^2*Zh23*Zh32*cb*la5i+6*Zh21*Zh23^2*Zh33*cb^2*la5i*sb-2*Zh22^2*Zh23*Zh31*la5i*sb+2*Zh23^3*Zh31*cb^2*la5i*sb
> B02988   |B02987+6*Zh22*Zh23^2*Zh33*cb*la5i*sb^2+2*Zh23^3*Zh32*cb*la5i*sb^2+Zh21^3*Zh32*la6r+3*Zh21^2*Zh22*Zh31*la6r+2*Zh21*Zh22*Zh23*Zh33*la6r*sb^2
> B02989   |B02988-Zh21^2*Zh23*Zh33*la6r*s2b-Zh21*Zh23^2*Zh31*la6r*s2b+Zh21*Zh23^2*Zh32*la6r*sb^2+Zh22*Zh23^2*Zh31*la6r*sb^2-4*Zh23^3*Zh33*cb*la6r*sb^3
> B02990   |B02989-Zh21^3*Zh33*cb*la6i-3*Zh21^2*Zh23*Zh31*cb*la6i-3*Zh21*Zh23^2*Zh33*cb*la6i*sb^2-Zh21^2*Zh23*Zh32*la6i*sb-2*Zh21*Zh22*Zh23*Zh31*la6i*sb
> B02991   |B02990-Zh23^3*Zh31*cb*la6i*sb^2-Zh23^3*Zh32*la6i*sb^3-3*Zh22*Zh23^2*Zh33*la6i*sb^3-Zh21^2*Zh22*Zh33*la6i*sb+3*Zh21*Zh22^2*Zh32*la7r
> B02992   |B02991+Zh22^3*Zh31*la7r+2*Zh21*Zh22*Zh23*Zh33*cb^2*la7r-Zh22*Zh23^2*Zh32*la7r*s2b-Zh22^2*Zh23*Zh33*la7r*s2b+Zh21*Zh23^2*Zh32*cb^2*la7r
> B02993   |B02992+Zh22*Zh23^2*Zh31*cb^2*la7r-4*Zh23^3*Zh33*cb^3*la7r*sb-3*Zh22^2*Zh23*Zh32*la7i*sb-Zh22^3*Zh33*la7i*sb-3*Zh22*Zh23^2*Zh33*cb^2*la7i*sb
> B02994   |B02993-2*Zh21*Zh22*Zh23*Zh32*cb*la7i-Zh22^2*Zh23*Zh31*cb*la7i-3*Zh21*Zh23^2*Zh33*cb^3*la7i-Zh23^3*Zh31*cb^3*la7i-Zh23^3*Zh32*cb^2*la7i*sb
> B02995   |B02994-Zh21*Zh22^2*Zh33*cb*la7i
> B02996   |6*Zh21^2*Zh31^2*la1+8*Zh21*Zh23*Zh31*Zh33*la1*sb^2+2*Zh21^2*Zh33^2*la1*sb^2+2*Zh23^2*Zh31^2*la1*sb^2+6*Zh23^2*Zh33^2*la1*sb^4
> B02997   |B02996+6*Zh22^2*Zh32^2*la2+8*Zh22*Zh23*Zh32*Zh33*cb^2*la2+2*Zh22^2*Zh33^2*cb^2*la2+2*Zh23^2*Zh32^2*cb^2*la2+6*Zh23^2*Zh33^2*cb^4*la2
> B02998   |B02997+Zh21^2*Zh32^2*la3+Zh21^2*Zh33^2*cb^2*la3+4*Zh21*Zh22*Zh31*Zh32*la3+4*Zh21*Zh23*Zh31*Zh33*cb^2*la3+Zh22^2*Zh31^2*la3
> B02999   |B02998+Zh23^2*Zh31^2*cb^2*la3+Zh23^2*Zh32^2*la3*sb^2+6*Zh23^2*Zh33^2*cb^2*la3*sb^2+4*Zh22*Zh23*Zh32*Zh33*la3*sb^2+Zh22^2*Zh33^2*la3*sb^2
> B03000   |B02999+4*Zh21*Zh22*Zh31*Zh32*la4+Zh21^2*Zh32^2*la4+4*Zh21*Zh23*Zh31*Zh33*cb^2*la4+Zh21^2*Zh33^2*cb^2*la4+Zh22^2*Zh31^2*la4
> B03001   |B03000+Zh23^2*Zh31^2*cb^2*la4+4*Zh22*Zh23*Zh32*Zh33*la4*sb^2+Zh23^2*Zh32^2*la4*sb^2+6*Zh23^2*Zh33^2*cb^2*la4*sb^2+Zh22^2*Zh33^2*la4*sb^2
> B03002   |B03001+8*Zh21*Zh22*Zh31*Zh32*la5r-4*Zh21*Zh22*Zh33^2*la5r*s2b+2*Zh21^2*Zh32^2*la5r-8*Zh21*Zh23*Zh32*Zh33*la5r*s2b-8*Zh21*Zh23*Zh31*Zh33*cb^2*la5r
> B03003   |B03002-2*Zh21^2*Zh33^2*cb^2*la5r+2*Zh22^2*Zh31^2*la5r-8*Zh22*Zh23*Zh31*Zh33*la5r*s2b-4*Zh23^2*Zh31*Zh32*la5r*s2b-2*Zh23^2*Zh31^2*cb^2*la5r
> B03004   |B03003-8*Zh22*Zh23*Zh32*Zh33*la5r*sb^2-2*Zh23^2*Zh32^2*la5r*sb^2+12*Zh23^2*Zh33^2*cb^2*la5r*sb^2-2*Zh22^2*Zh33^2*la5r*sb^2-8*Zh21*Zh22*Zh31*Zh33*cb*la5i
> B03005   |B03004-8*Zh21*Zh22*Zh32*Zh33*la5i*sb-4*Zh21^2*Zh32*Zh33*cb*la5i-8*Zh21*Zh23*Zh31*Zh32*cb*la5i-4*Zh21*Zh23*Zh32^2*la5i*sb+12*Zh21*Zh23*Zh33^2*cb^2*la5i*sb
> B03006   |B03005-4*Zh22*Zh23*Zh31^2*cb*la5i-8*Zh22*Zh23*Zh31*Zh32*la5i*sb-4*Zh22^2*Zh31*Zh33*la5i*sb+12*Zh23^2*Zh31*Zh33*cb^2*la5i*sb+12*Zh22*Zh23*Zh33^2*cb*la5i*sb^2
> B03007   |B03006+12*Zh23^2*Zh32*Zh33*cb*la5i*sb^2+6*Zh21^2*Zh31*Zh32*la6r+6*Zh21*Zh22*Zh31^2*la6r+4*Zh21*Zh23*Zh32*Zh33*la6r*sb^2+4*Zh22*Zh23*Zh31*Zh33*la6r*sb^2
> B03008   |B03007-4*Zh21*Zh23*Zh31*Zh33*la6r*s2b-Zh23^2*Zh31^2*la6r*s2b+2*Zh23^2*Zh31*Zh32*la6r*sb^2-12*Zh23^2*Zh33^2*cb*la6r*sb^3-Zh21^2*Zh33^2*la6r*s2b
> B03009   |B03008+2*Zh21*Zh22*Zh33^2*la6r*sb^2-6*Zh21^2*Zh31*Zh33*cb*la6i-6*Zh21*Zh23*Zh31^2*cb*la6i-6*Zh21*Zh23*Zh33^2*cb*la6i*sb^2-6*Zh23^2*Zh31*Zh33*cb*la6i*sb^2
> B03010   |B03009-4*Zh21*Zh23*Zh31*Zh32*la6i*sb-2*Zh22*Zh23*Zh31^2*la6i*sb-6*Zh23^2*Zh32*Zh33*la6i*sb^3-6*Zh22*Zh23*Zh33^2*la6i*sb^3-2*Zh21^2*Zh32*Zh33*la6i*sb
> B03011   |B03010-4*Zh21*Zh22*Zh31*Zh33*la6i*sb+6*Zh22^2*Zh31*Zh32*la7r+6*Zh21*Zh22*Zh32^2*la7r+4*Zh22*Zh23*Zh31*Zh33*cb^2*la7r+4*Zh21*Zh23*Zh32*Zh33*cb^2*la7r
> B03012   |B03011-4*Zh22*Zh23*Zh32*Zh33*la7r*s2b-Zh23^2*Zh32^2*la7r*s2b+2*Zh23^2*Zh31*Zh32*cb^2*la7r-12*Zh23^2*Zh33^2*cb^3*la7r*sb-Zh22^2*Zh33^2*la7r*s2b
> B03013   |B03012+2*Zh21*Zh22*Zh33^2*cb^2*la7r-6*Zh22^2*Zh32*Zh33*la7i*sb-6*Zh22*Zh23*Zh32^2*la7i*sb-6*Zh22*Zh23*Zh33^2*cb^2*la7i*sb-6*Zh23^2*Zh32*Zh33*cb^2*la7i*sb
> B03014   |B03013-4*Zh22*Zh23*Zh31*Zh32*cb*la7i-2*Zh21*Zh23*Zh32^2*cb*la7i-6*Zh23^2*Zh31*Zh33*cb^3*la7i-6*Zh21*Zh23*Zh33^2*cb^3*la7i-4*Zh21*Zh22*Zh32*Zh33*cb*la7i
> B03015   |B03014-2*Zh22^2*Zh31*Zh33*cb*la7i
> B03016   |2*MW^2*SW^2*Zb21r^2*Zh21^2*cb^2+3*MW^2*Zb11r^2*Zh21^2*cb^2-2*MW^2*SW^2*Zb11r^2*Zh21^2*cb^2+2*MW^2*SW^2*Zb21i^2*Zh21^2*cb^2-2*MW^2*SW^2*Zb21r^2*Zh23^2*c2b*cb^2
> B03017   |B03016-3*MW^2*Zb11r^2*Zh23^2*c2b*cb^2+2*MW^2*SW^2*Zb11r^2*Zh23^2*c2b*cb^2-2*MW^2*SW^2*Zb21i^2*Zh23^2*c2b*cb^2-2*MW^2*SW^2*Zb21r^2*Zh22^2*cb^2-3*MW^2*Zb11r^2*Zh22^2*cb^2
> B03018   |B03017+2*MW^2*SW^2*Zb11r^2*Zh22^2*cb^2-2*MW^2*SW^2*Zb21i^2*Zh22^2*cb^2-6*CW^2*Mb^2*Zh21^2-6*CW^2*Mb^2*Zh23^2*sb^2
> B03019   |3*Zb21r*Zh21^2-4*SW^2*Zb21r*Zh21^2-3*Zb21r*Zh23^2*c2b+4*SW^2*Zb21r*Zh23^2*c2b-3*Zb21r*Zh22^2
> B03020   |B03019+4*SW^2*Zb21r*Zh22^2
> B03021   |-3*Zb21i*Zh21^2+4*SW^2*Zb21i*Zh21^2+3*Zb21i*Zh23^2*c2b-4*SW^2*Zb21i*Zh23^2*c2b+3*Zb21i*Zh22^2
> B03022   |B03021-4*SW^2*Zb21i*Zh22^2
> B03023   |3*Zb21i*Zh21^2-4*SW^2*Zb21i*Zh21^2-3*Zb21i*Zh23^2*c2b+4*SW^2*Zb21i*Zh23^2*c2b-3*Zb21i*Zh22^2
> B03024   |B03023+4*SW^2*Zb21i*Zh22^2
> B03025   |2*MW^2*SW^2*Zb21r^2*Zh21^2*cb^2-3*MW^2*Zb21i^2*Zh21^2*cb^2-3*MW^2*Zb21r^2*Zh21^2*cb^2-2*MW^2*SW^2*Zb11r^2*Zh21^2*cb^2+2*MW^2*SW^2*Zb21i^2*Zh21^2*cb^2
> B03026   |B03025-2*MW^2*SW^2*Zb21r^2*Zh23^2*c2b*cb^2+3*MW^2*Zb21i^2*Zh23^2*c2b*cb^2+3*MW^2*Zb21r^2*Zh23^2*c2b*cb^2+2*MW^2*SW^2*Zb11r^2*Zh23^2*c2b*cb^2-2*MW^2*SW^2*Zb21i^2*Zh23^2*c2b*cb^2
> B03027   |B03026-2*MW^2*SW^2*Zb21r^2*Zh22^2*cb^2+3*MW^2*Zb21i^2*Zh22^2*cb^2+3*MW^2*Zb21r^2*Zh22^2*cb^2+2*MW^2*SW^2*Zb11r^2*Zh22^2*cb^2-2*MW^2*SW^2*Zb21i^2*Zh22^2*cb^2
> B03028   |B03027+6*CW^2*Mb^2*Zh21^2+6*CW^2*Mb^2*Zh23^2*sb^2
> B03029   |4*MW^2*SW^2*Zh21^2*sb^2-3*MW^2*Zh21^2*sb^2-4*MW^2*SW^2*Zh23^2*c2b*sb^2+3*MW^2*Zh23^2*c2b*sb^2-4*MW^2*SW^2*Zh22^2*sb^2
> B03030   |B03029+3*MW^2*Zh22^2*sb^2-6*CW^2*Mc^2*Zh22^2-6*CW^2*Mc^2*Zh23^2*cb^2
> B03031   |2*MW^2*SW^2*Zh21^2*sb^2-2*MW^2*SW^2*Zh23^2*c2b*sb^2-2*MW^2*SW^2*Zh22^2*sb^2+3*CW^2*Mc^2*Zh22^2+3*CW^2*Mc^2*Zh23^2*cb^2
> B03032   |2*MW^2*SW^2*Zh21^2*cb^2-3*MW^2*Zh21^2*cb^2-2*MW^2*SW^2*Zh23^2*c2b*cb^2+3*MW^2*Zh23^2*c2b*cb^2-2*MW^2*SW^2*Zh22^2*cb^2
> B03033   |B03032+3*MW^2*Zh22^2*cb^2+6*CW^2*Mq^2*Zh21^2+6*CW^2*Mq^2*Zh23^2*sb^2
> B03034   |MW^2*SW^2*Zh21^2*cb^2-MW^2*SW^2*Zh23^2*c2b*cb^2-MW^2*SW^2*Zh22^2*cb^2-3*CW^2*Mq^2*Zh21^2-3*CW^2*Mq^2*Zh23^2*sb^2
> B03035   |Zh21^2-Zh23^2*c2b-Zh22^2
> B03036   |2*MW^2*SW^2*Zh21^2*Zl21r^2*cb^2+MW^2*Zh21^2*Zl11r^2*cb^2-2*MW^2*SW^2*Zh21^2*Zl11r^2*cb^2+2*MW^2*SW^2*Zh21^2*Zl21i^2*cb^2-2*MW^2*SW^2*Zh23^2*Zl21r^2*c2b*cb^2
> B03037   |B03036-MW^2*Zh23^2*Zl11r^2*c2b*cb^2+2*MW^2*SW^2*Zh23^2*Zl11r^2*c2b*cb^2-2*MW^2*SW^2*Zh23^2*Zl21i^2*c2b*cb^2-2*MW^2*SW^2*Zh22^2*Zl21r^2*cb^2-MW^2*Zh22^2*Zl11r^2*cb^2
> B03038   |B03037+2*MW^2*SW^2*Zh22^2*Zl11r^2*cb^2-2*MW^2*SW^2*Zh22^2*Zl21i^2*cb^2-2*CW^2*Ml^2*Zh21^2-2*CW^2*Ml^2*Zh23^2*sb^2
> B03039   |4*SW^2*Zh21^2*Zl21r-Zh21^2*Zl21r-4*SW^2*Zh23^2*Zl21r*c2b+Zh23^2*Zl21r*c2b-4*SW^2*Zh22^2*Zl21r
> B03040   |B03039+Zh22^2*Zl21r
> B03041   |-4*SW^2*Zh21^2*Zl21i+Zh21^2*Zl21i+4*SW^2*Zh23^2*Zl21i*c2b-Zh23^2*Zl21i*c2b+4*SW^2*Zh22^2*Zl21i
> B03042   |B03041-Zh22^2*Zl21i
> B03043   |4*SW^2*Zh21^2*Zl21i-Zh21^2*Zl21i-4*SW^2*Zh23^2*Zl21i*c2b+Zh23^2*Zl21i*c2b-4*SW^2*Zh22^2*Zl21i
> B03044   |B03043+Zh22^2*Zl21i
> B03045   |2*MW^2*SW^2*Zh21^2*Zl21r^2*cb^2-MW^2*Zh21^2*Zl21i^2*cb^2-MW^2*Zh21^2*Zl21r^2*cb^2-2*MW^2*SW^2*Zh21^2*Zl11r^2*cb^2+2*MW^2*SW^2*Zh21^2*Zl21i^2*cb^2
> B03046   |B03045-2*MW^2*SW^2*Zh23^2*Zl21r^2*c2b*cb^2+MW^2*Zh23^2*Zl21i^2*c2b*cb^2+MW^2*Zh23^2*Zl21r^2*c2b*cb^2+2*MW^2*SW^2*Zh23^2*Zl11r^2*c2b*cb^2-2*MW^2*SW^2*Zh23^2*Zl21i^2*c2b*cb^2
> B03047   |B03046-2*MW^2*SW^2*Zh22^2*Zl21r^2*cb^2+MW^2*Zh22^2*Zl21i^2*cb^2+MW^2*Zh22^2*Zl21r^2*cb^2+2*MW^2*SW^2*Zh22^2*Zl11r^2*cb^2-2*MW^2*SW^2*Zh22^2*Zl21i^2*cb^2
> B03048   |B03047+2*CW^2*Ml^2*Zh21^2+2*CW^2*Ml^2*Zh23^2*sb^2
> B03049   |4*MW^2*SW^2*Zh21^2*Zt21r^2*sb^2+3*MW^2*Zh21^2*Zt11r^2*sb^2-4*MW^2*SW^2*Zh21^2*Zt11r^2*sb^2+4*MW^2*SW^2*Zh21^2*Zt21i^2*sb^2-3*MW^2*Zh23^2*Zt11r^2*sb^2
> B03050   |B03049+6*MW^2*Zh23^2*Zt11r^2*sb^4+4*MW^2*SW^2*Zh23^2*Zt11r^2*sb^2-8*MW^2*SW^2*Zh23^2*Zt11r^2*sb^4-4*MW^2*SW^2*Zh23^2*Zt21i^2*sb^2+8*MW^2*SW^2*Zh23^2*Zt21i^2*sb^4
> B03051   |B03050-4*MW^2*SW^2*Zh23^2*Zt21r^2*sb^2+8*MW^2*SW^2*Zh23^2*Zt21r^2*sb^4-4*MW^2*SW^2*Zh22^2*Zt21r^2*sb^2-3*MW^2*Zh22^2*Zt11r^2*sb^2+4*MW^2*SW^2*Zh22^2*Zt11r^2*sb^2
> B03052   |B03051-4*MW^2*SW^2*Zh22^2*Zt21i^2*sb^2+6*CW^2*Mt^2*Zh22^2+6*CW^2*Mt^2*Zh23^2*cb^2
> B03053   |8*SW^2*Zh21^2*Zt21r-3*Zh21^2*Zt21r-8*SW^2*Zh23^2*Zt21r*c2b+3*Zh23^2*Zt21r*c2b-8*SW^2*Zh22^2*Zt21r
> B03054   |B03053+3*Zh22^2*Zt21r
> B03055   |-8*SW^2*Zh21^2*Zt21i+3*Zh21^2*Zt21i+8*SW^2*Zh23^2*Zt21i*c2b-3*Zh23^2*Zt21i*c2b+8*SW^2*Zh22^2*Zt21i
> B03056   |B03055-3*Zh22^2*Zt21i
> B03057   |8*SW^2*Zh21^2*Zt21i-3*Zh21^2*Zt21i-8*SW^2*Zh23^2*Zt21i*c2b+3*Zh23^2*Zt21i*c2b-8*SW^2*Zh22^2*Zt21i
> B03058   |B03057+3*Zh22^2*Zt21i
> B03059   |4*MW^2*SW^2*Zh21^2*Zt21r^2*sb^2-3*MW^2*Zh21^2*Zt21i^2*sb^2-3*MW^2*Zh21^2*Zt21r^2*sb^2-4*MW^2*SW^2*Zh21^2*Zt11r^2*sb^2+4*MW^2*SW^2*Zh21^2*Zt21i^2*sb^2
> B03060   |B03059+3*MW^2*Zh23^2*Zt21i^2*sb^2-6*MW^2*Zh23^2*Zt21i^2*sb^4+3*MW^2*Zh23^2*Zt21r^2*sb^2-6*MW^2*Zh23^2*Zt21r^2*sb^4+4*MW^2*SW^2*Zh23^2*Zt11r^2*sb^2
> B03061   |B03060-8*MW^2*SW^2*Zh23^2*Zt11r^2*sb^4-4*MW^2*SW^2*Zh23^2*Zt21i^2*sb^2+8*MW^2*SW^2*Zh23^2*Zt21i^2*sb^4-4*MW^2*SW^2*Zh23^2*Zt21r^2*sb^2+8*MW^2*SW^2*Zh23^2*Zt21r^2*sb^4
> B03062   |B03061-4*MW^2*SW^2*Zh22^2*Zt21r^2*sb^2+3*MW^2*Zh22^2*Zt21i^2*sb^2+3*MW^2*Zh22^2*Zt21r^2*sb^2+4*MW^2*SW^2*Zh22^2*Zt11r^2*sb^2-4*MW^2*SW^2*Zh22^2*Zt21i^2*sb^2
> B03063   |B03062-6*CW^2*Mt^2*Zh22^2-6*CW^2*Mt^2*Zh23^2*cb^2
> B03064   |4*MW^2*SW^2*Zh21^2*sb^2-3*MW^2*Zh21^2*sb^2-4*MW^2*SW^2*Zh23^2*c2b*sb^2+3*MW^2*Zh23^2*c2b*sb^2-4*MW^2*SW^2*Zh22^2*sb^2
> B03065   |B03064+3*MW^2*Zh22^2*sb^2-6*CW^2*Mq^2*Zh22^2-6*CW^2*Mq^2*Zh23^2*cb^2
> B03066   |2*MW^2*SW^2*Zh21^2*sb^2-2*MW^2*SW^2*Zh23^2*c2b*sb^2-2*MW^2*SW^2*Zh22^2*sb^2+3*CW^2*Mq^2*Zh22^2+3*CW^2*Mq^2*Zh23^2*cb^2
> B03067   |2*Zh21*Zh31^3*la1+2*Zh21*Zh31*Zh33^2*la1*sb^2+2*Zh23*Zh31^2*Zh33*la1*sb^2+2*Zh23*Zh33^3*la1*sb^4+2*Zh22*Zh32^3*la2
> B03068   |B03067+2*Zh22*Zh32*Zh33^2*cb^2*la2+2*Zh23*Zh32^2*Zh33*cb^2*la2+2*Zh23*Zh33^3*cb^4*la2+Zh21*Zh31*Zh32^2*la3+Zh21*Zh31*Zh33^2*cb^2*la3
> B03069   |B03068+Zh22*Zh31^2*Zh32*la3+Zh23*Zh31^2*Zh33*cb^2*la3+Zh23*Zh32^2*Zh33*la3*sb^2+2*Zh23*Zh33^3*cb^2*la3*sb^2+Zh22*Zh32*Zh33^2*la3*sb^2
> B03070   |B03069+Zh21*Zh31*Zh32^2*la4+Zh21*Zh31*Zh33^2*cb^2*la4+Zh22*Zh31^2*Zh32*la4+Zh23*Zh31^2*Zh33*cb^2*la4+Zh23*Zh32^2*Zh33*la4*sb^2
> B03071   |B03070+2*Zh23*Zh33^3*cb^2*la4*sb^2+Zh22*Zh32*Zh33^2*la4*sb^2+2*Zh21*Zh31*Zh32^2*la5r-2*Zh21*Zh32*Zh33^2*la5r*s2b-2*Zh21*Zh31*Zh33^2*cb^2*la5r
> B03072   |B03071+2*Zh22*Zh31^2*Zh32*la5r-2*Zh22*Zh31*Zh33^2*la5r*s2b-4*Zh23*Zh31*Zh32*Zh33*la5r*s2b-2*Zh23*Zh31^2*Zh33*cb^2*la5r-2*Zh23*Zh32^2*Zh33*la5r*sb^2
> B03073   |B03072+4*Zh23*Zh33^3*cb^2*la5r*sb^2-2*Zh22*Zh32*Zh33^2*la5r*sb^2-4*Zh21*Zh31*Zh32*Zh33*cb*la5i-2*Zh21*Zh32^2*Zh33*la5i*sb+2*Zh21*Zh33^3*cb^2*la5i*sb
> B03074   |B03073-2*Zh22*Zh31^2*Zh33*cb*la5i-4*Zh22*Zh31*Zh32*Zh33*la5i*sb-2*Zh23*Zh31^2*Zh32*cb*la5i-2*Zh23*Zh31*Zh32^2*la5i*sb+6*Zh23*Zh31*Zh33^2*cb^2*la5i*sb
> B03075   |B03074+6*Zh23*Zh32*Zh33^2*cb*la5i*sb^2+2*Zh22*Zh33^3*cb*la5i*sb^2+3*Zh21*Zh31^2*Zh32*la6r+Zh22*Zh31^3*la6r+2*Zh23*Zh31*Zh32*Zh33*la6r*sb^2
> B03076   |B03075-Zh23*Zh31^2*Zh33*la6r*s2b-4*Zh23*Zh33^3*cb*la6r*sb^3-Zh21*Zh31*Zh33^2*la6r*s2b+Zh21*Zh32*Zh33^2*la6r*sb^2+Zh22*Zh31*Zh33^2*la6r*sb^2
> B03077   |B03076-3*Zh21*Zh31^2*Zh33*cb*la6i-Zh23*Zh31^3*cb*la6i-3*Zh23*Zh31*Zh33^2*cb*la6i*sb^2-Zh23*Zh31^2*Zh32*la6i*sb-3*Zh23*Zh32*Zh33^2*la6i*sb^3
> B03078   |B03077-2*Zh21*Zh31*Zh32*Zh33*la6i*sb-Zh22*Zh31^2*Zh33*la6i*sb-Zh21*Zh33^3*cb*la6i*sb^2-Zh22*Zh33^3*la6i*sb^3+3*Zh22*Zh31*Zh32^2*la7r
> B03079   |B03078+Zh21*Zh32^3*la7r+2*Zh23*Zh31*Zh32*Zh33*cb^2*la7r-Zh23*Zh32^2*Zh33*la7r*s2b-4*Zh23*Zh33^3*cb^3*la7r*sb-Zh22*Zh32*Zh33^2*la7r*s2b
> B03080   |B03079+Zh21*Zh32*Zh33^2*cb^2*la7r+Zh22*Zh31*Zh33^2*cb^2*la7r-3*Zh22*Zh32^2*Zh33*la7i*sb-Zh23*Zh32^3*la7i*sb-3*Zh23*Zh32*Zh33^2*cb^2*la7i*sb
> B03081   |B03080-Zh23*Zh31*Zh32^2*cb*la7i-3*Zh23*Zh31*Zh33^2*cb^3*la7i-2*Zh22*Zh31*Zh32*Zh33*cb*la7i-Zh21*Zh32^2*Zh33*cb*la7i-Zh21*Zh33^3*cb^3*la7i
> B03082   |B03081-Zh22*Zh33^3*cb^2*la7i*sb
> B03083   |2*MW^2*SW^2*Zb21r^2*Zh21*Zh31*cb^2+3*MW^2*Zb11r^2*Zh21*Zh31*cb^2-2*MW^2*SW^2*Zb11r^2*Zh21*Zh31*cb^2+2*MW^2*SW^2*Zb21i^2*Zh21*Zh31*cb^2-2*MW^2*SW^2*Zb21r^2*Zh23*Zh33*c2b*cb^2
> B03084   |B03083-3*MW^2*Zb11r^2*Zh23*Zh33*c2b*cb^2+2*MW^2*SW^2*Zb11r^2*Zh23*Zh33*c2b*cb^2-2*MW^2*SW^2*Zb21i^2*Zh23*Zh33*c2b*cb^2-2*MW^2*SW^2*Zb21r^2*Zh22*Zh32*cb^2-3*MW^2*Zb11r^2*Zh22*Zh32*cb^2
> B03085   |B03084+2*MW^2*SW^2*Zb11r^2*Zh22*Zh32*cb^2-2*MW^2*SW^2*Zb21i^2*Zh22*Zh32*cb^2-6*CW^2*Mb^2*Zh21*Zh31-6*CW^2*Mb^2*Zh23*Zh33*sb^2
> B03086   |3*Zb21r*Zh21*Zh31-4*SW^2*Zb21r*Zh21*Zh31-3*Zb21r*Zh23*Zh33*c2b+4*SW^2*Zb21r*Zh23*Zh33*c2b-3*Zb21r*Zh22*Zh32
> B03087   |B03086+4*SW^2*Zb21r*Zh22*Zh32
> B03088   |-3*Zb21i*Zh21*Zh31+4*SW^2*Zb21i*Zh21*Zh31+3*Zb21i*Zh23*Zh33*c2b-4*SW^2*Zb21i*Zh23*Zh33*c2b+3*Zb21i*Zh22*Zh32
> B03089   |B03088-4*SW^2*Zb21i*Zh22*Zh32
> B03090   |3*Zb21i*Zh21*Zh31-4*SW^2*Zb21i*Zh21*Zh31-3*Zb21i*Zh23*Zh33*c2b+4*SW^2*Zb21i*Zh23*Zh33*c2b-3*Zb21i*Zh22*Zh32
> B03091   |B03090+4*SW^2*Zb21i*Zh22*Zh32
> B03092   |2*MW^2*SW^2*Zb21r^2*Zh21*Zh31*cb^2-3*MW^2*Zb21i^2*Zh21*Zh31*cb^2-3*MW^2*Zb21r^2*Zh21*Zh31*cb^2-2*MW^2*SW^2*Zb11r^2*Zh21*Zh31*cb^2+2*MW^2*SW^2*Zb21i^2*Zh21*Zh31*cb^2
> B03093   |B03092-2*MW^2*SW^2*Zb21r^2*Zh23*Zh33*c2b*cb^2+3*MW^2*Zb21i^2*Zh23*Zh33*c2b*cb^2+3*MW^2*Zb21r^2*Zh23*Zh33*c2b*cb^2+2*MW^2*SW^2*Zb11r^2*Zh23*Zh33*c2b*cb^2-2*MW^2*SW^2*Zb21i^2*Zh23*Zh33*c2b*cb^2
> B03094   |B03093-2*MW^2*SW^2*Zb21r^2*Zh22*Zh32*cb^2+3*MW^2*Zb21i^2*Zh22*Zh32*cb^2+3*MW^2*Zb21r^2*Zh22*Zh32*cb^2+2*MW^2*SW^2*Zb11r^2*Zh22*Zh32*cb^2-2*MW^2*SW^2*Zb21i^2*Zh22*Zh32*cb^2
> B03095   |B03094+6*CW^2*Mb^2*Zh21*Zh31+6*CW^2*Mb^2*Zh23*Zh33*sb^2
> B03096   |4*MW^2*SW^2*Zh21*Zh31*sb^2-3*MW^2*Zh21*Zh31*sb^2-4*MW^2*SW^2*Zh23*Zh33*c2b*sb^2+3*MW^2*Zh23*Zh33*c2b*sb^2-4*MW^2*SW^2*Zh22*Zh32*sb^2
> B03097   |B03096+3*MW^2*Zh22*Zh32*sb^2-6*CW^2*Mc^2*Zh22*Zh32-6*CW^2*Mc^2*Zh23*Zh33*cb^2
> B03098   |2*MW^2*SW^2*Zh21*Zh31*sb^2-2*MW^2*SW^2*Zh23*Zh33*c2b*sb^2-2*MW^2*SW^2*Zh22*Zh32*sb^2+3*CW^2*Mc^2*Zh22*Zh32+3*CW^2*Mc^2*Zh23*Zh33*cb^2
> B03099   |2*MW^2*SW^2*Zh21*Zh31*cb^2-3*MW^2*Zh21*Zh31*cb^2-2*MW^2*SW^2*Zh23*Zh33*c2b*cb^2+3*MW^2*Zh23*Zh33*c2b*cb^2-2*MW^2*SW^2*Zh22*Zh32*cb^2
> B03100   |B03099+3*MW^2*Zh22*Zh32*cb^2+6*CW^2*Mq^2*Zh21*Zh31+6*CW^2*Mq^2*Zh23*Zh33*sb^2
> B03101   |MW^2*SW^2*Zh21*Zh31*cb^2-MW^2*SW^2*Zh23*Zh33*c2b*cb^2-MW^2*SW^2*Zh22*Zh32*cb^2-3*CW^2*Mq^2*Zh21*Zh31-3*CW^2*Mq^2*Zh23*Zh33*sb^2
> B03102   |Zh21*Zh31-Zh23*Zh33*c2b-Zh22*Zh32
> B03103   |2*MW^2*SW^2*Zh21*Zh31*Zl21r^2*cb^2+MW^2*Zh21*Zh31*Zl11r^2*cb^2-2*MW^2*SW^2*Zh21*Zh31*Zl11r^2*cb^2+2*MW^2*SW^2*Zh21*Zh31*Zl21i^2*cb^2-2*MW^2*SW^2*Zh23*Zh33*Zl21r^2*c2b*cb^2
> B03104   |B03103-MW^2*Zh23*Zh33*Zl11r^2*c2b*cb^2+2*MW^2*SW^2*Zh23*Zh33*Zl11r^2*c2b*cb^2-2*MW^2*SW^2*Zh23*Zh33*Zl21i^2*c2b*cb^2-2*MW^2*SW^2*Zh22*Zh32*Zl21r^2*cb^2-MW^2*Zh22*Zh32*Zl11r^2*cb^2
> B03105   |B03104+2*MW^2*SW^2*Zh22*Zh32*Zl11r^2*cb^2-2*MW^2*SW^2*Zh22*Zh32*Zl21i^2*cb^2-2*CW^2*Ml^2*Zh21*Zh31-2*CW^2*Ml^2*Zh23*Zh33*sb^2
> B03106   |4*SW^2*Zh21*Zh31*Zl21r-Zh21*Zh31*Zl21r-4*SW^2*Zh23*Zh33*Zl21r*c2b+Zh23*Zh33*Zl21r*c2b-4*SW^2*Zh22*Zh32*Zl21r
> B03107   |B03106+Zh22*Zh32*Zl21r
> B03108   |-4*SW^2*Zh21*Zh31*Zl21i+Zh21*Zh31*Zl21i+4*SW^2*Zh23*Zh33*Zl21i*c2b-Zh23*Zh33*Zl21i*c2b+4*SW^2*Zh22*Zh32*Zl21i
> B03109   |B03108-Zh22*Zh32*Zl21i
> B03110   |4*SW^2*Zh21*Zh31*Zl21i-Zh21*Zh31*Zl21i-4*SW^2*Zh23*Zh33*Zl21i*c2b+Zh23*Zh33*Zl21i*c2b-4*SW^2*Zh22*Zh32*Zl21i
> B03111   |B03110+Zh22*Zh32*Zl21i
> B03112   |2*MW^2*SW^2*Zh21*Zh31*Zl21r^2*cb^2-MW^2*Zh21*Zh31*Zl21i^2*cb^2-MW^2*Zh21*Zh31*Zl21r^2*cb^2-2*MW^2*SW^2*Zh21*Zh31*Zl11r^2*cb^2+2*MW^2*SW^2*Zh21*Zh31*Zl21i^2*cb^2
> B03113   |B03112-2*MW^2*SW^2*Zh23*Zh33*Zl21r^2*c2b*cb^2+MW^2*Zh23*Zh33*Zl21i^2*c2b*cb^2+MW^2*Zh23*Zh33*Zl21r^2*c2b*cb^2+2*MW^2*SW^2*Zh23*Zh33*Zl11r^2*c2b*cb^2-2*MW^2*SW^2*Zh23*Zh33*Zl21i^2*c2b*cb^2
> B03114   |B03113-2*MW^2*SW^2*Zh22*Zh32*Zl21r^2*cb^2+MW^2*Zh22*Zh32*Zl21i^2*cb^2+MW^2*Zh22*Zh32*Zl21r^2*cb^2+2*MW^2*SW^2*Zh22*Zh32*Zl11r^2*cb^2-2*MW^2*SW^2*Zh22*Zh32*Zl21i^2*cb^2
> B03115   |B03114+2*CW^2*Ml^2*Zh21*Zh31+2*CW^2*Ml^2*Zh23*Zh33*sb^2
> B03116   |4*MW^2*SW^2*Zh21*Zh31*Zt21r^2*sb^2+3*MW^2*Zh21*Zh31*Zt11r^2*sb^2-4*MW^2*SW^2*Zh21*Zh31*Zt11r^2*sb^2+4*MW^2*SW^2*Zh21*Zh31*Zt21i^2*sb^2-3*MW^2*Zh23*Zh33*Zt11r^2*sb^2
> B03117   |B03116+6*MW^2*Zh23*Zh33*Zt11r^2*sb^4+4*MW^2*SW^2*Zh23*Zh33*Zt11r^2*sb^2-8*MW^2*SW^2*Zh23*Zh33*Zt11r^2*sb^4-4*MW^2*SW^2*Zh23*Zh33*Zt21i^2*sb^2+8*MW^2*SW^2*Zh23*Zh33*Zt21i^2*sb^4
> B03118   |B03117-4*MW^2*SW^2*Zh23*Zh33*Zt21r^2*sb^2+8*MW^2*SW^2*Zh23*Zh33*Zt21r^2*sb^4-4*MW^2*SW^2*Zh22*Zh32*Zt21r^2*sb^2-3*MW^2*Zh22*Zh32*Zt11r^2*sb^2+4*MW^2*SW^2*Zh22*Zh32*Zt11r^2*sb^2
> B03119   |B03118-4*MW^2*SW^2*Zh22*Zh32*Zt21i^2*sb^2+6*CW^2*Mt^2*Zh22*Zh32+6*CW^2*Mt^2*Zh23*Zh33*cb^2
> B03120   |8*SW^2*Zh21*Zh31*Zt21r-3*Zh21*Zh31*Zt21r-8*SW^2*Zh23*Zh33*Zt21r*c2b+3*Zh23*Zh33*Zt21r*c2b-8*SW^2*Zh22*Zh32*Zt21r
> B03121   |B03120+3*Zh22*Zh32*Zt21r
> B03122   |-8*SW^2*Zh21*Zh31*Zt21i+3*Zh21*Zh31*Zt21i+8*SW^2*Zh23*Zh33*Zt21i*c2b-3*Zh23*Zh33*Zt21i*c2b+8*SW^2*Zh22*Zh32*Zt21i
> B03123   |B03122-3*Zh22*Zh32*Zt21i
> B03124   |8*SW^2*Zh21*Zh31*Zt21i-3*Zh21*Zh31*Zt21i-8*SW^2*Zh23*Zh33*Zt21i*c2b+3*Zh23*Zh33*Zt21i*c2b-8*SW^2*Zh22*Zh32*Zt21i
> B03125   |B03124+3*Zh22*Zh32*Zt21i
> B03126   |4*MW^2*SW^2*Zh21*Zh31*Zt21r^2*sb^2-3*MW^2*Zh21*Zh31*Zt21i^2*sb^2-3*MW^2*Zh21*Zh31*Zt21r^2*sb^2-4*MW^2*SW^2*Zh21*Zh31*Zt11r^2*sb^2+4*MW^2*SW^2*Zh21*Zh31*Zt21i^2*sb^2
> B03127   |B03126+3*MW^2*Zh23*Zh33*Zt21i^2*sb^2-6*MW^2*Zh23*Zh33*Zt21i^2*sb^4+3*MW^2*Zh23*Zh33*Zt21r^2*sb^2-6*MW^2*Zh23*Zh33*Zt21r^2*sb^4+4*MW^2*SW^2*Zh23*Zh33*Zt11r^2*sb^2
> B03128   |B03127-8*MW^2*SW^2*Zh23*Zh33*Zt11r^2*sb^4-4*MW^2*SW^2*Zh23*Zh33*Zt21i^2*sb^2+8*MW^2*SW^2*Zh23*Zh33*Zt21i^2*sb^4-4*MW^2*SW^2*Zh23*Zh33*Zt21r^2*sb^2+8*MW^2*SW^2*Zh23*Zh33*Zt21r^2*sb^4
> B03129   |B03128-4*MW^2*SW^2*Zh22*Zh32*Zt21r^2*sb^2+3*MW^2*Zh22*Zh32*Zt21i^2*sb^2+3*MW^2*Zh22*Zh32*Zt21r^2*sb^2+4*MW^2*SW^2*Zh22*Zh32*Zt11r^2*sb^2-4*MW^2*SW^2*Zh22*Zh32*Zt21i^2*sb^2
> B03130   |B03129-6*CW^2*Mt^2*Zh22*Zh32-6*CW^2*Mt^2*Zh23*Zh33*cb^2
> B03131   |4*MW^2*SW^2*Zh21*Zh31*sb^2-3*MW^2*Zh21*Zh31*sb^2-4*MW^2*SW^2*Zh23*Zh33*c2b*sb^2+3*MW^2*Zh23*Zh33*c2b*sb^2-4*MW^2*SW^2*Zh22*Zh32*sb^2
> B03132   |B03131+3*MW^2*Zh22*Zh32*sb^2-6*CW^2*Mq^2*Zh22*Zh32-6*CW^2*Mq^2*Zh23*Zh33*cb^2
> B03133   |2*MW^2*SW^2*Zh21*Zh31*sb^2-2*MW^2*SW^2*Zh23*Zh33*c2b*sb^2-2*MW^2*SW^2*Zh22*Zh32*sb^2+3*CW^2*Mq^2*Zh22*Zh32+3*CW^2*Mq^2*Zh23*Zh33*cb^2
> B03134   |Zh31^4*la1+2*Zh31^2*Zh33^2*la1*sb^2+Zh33^4*la1*sb^4+Zh32^4*la2+2*Zh32^2*Zh33^2*cb^2*la2
> B03135   |B03134+Zh33^4*cb^4*la2+Zh31^2*Zh32^2*la3+Zh31^2*Zh33^2*cb^2*la3+Zh32^2*Zh33^2*la3*sb^2+Zh33^4*cb^2*la3*sb^2
> B03136   |B03135+Zh31^2*Zh32^2*la4+Zh31^2*Zh33^2*cb^2*la4+Zh32^2*Zh33^2*la4*sb^2+Zh33^4*cb^2*la4*sb^2+2*Zh31^2*Zh32^2*la5r
> B03137   |B03136-4*Zh31*Zh32*Zh33^2*la5r*s2b-2*Zh31^2*Zh33^2*cb^2*la5r-2*Zh32^2*Zh33^2*la5r*sb^2+2*Zh33^4*cb^2*la5r*sb^2-4*Zh31^2*Zh32*Zh33*cb*la5i
> B03138   |B03137-4*Zh31*Zh32^2*Zh33*la5i*sb+4*Zh31*Zh33^3*cb^2*la5i*sb+4*Zh32*Zh33^3*cb*la5i*sb^2+2*Zh31^3*Zh32*la6r-Zh31^2*Zh33^2*la6r*s2b
> B03139   |B03138+2*Zh31*Zh32*Zh33^2*la6r*sb^2-2*Zh33^4*cb*la6r*sb^3-2*Zh31^3*Zh33*cb*la6i-2*Zh31^2*Zh32*Zh33*la6i*sb-2*Zh31*Zh33^3*cb*la6i*sb^2
> B03140   |B03139-2*Zh32*Zh33^3*la6i*sb^3+2*Zh31*Zh32^3*la7r-Zh32^2*Zh33^2*la7r*s2b+2*Zh31*Zh32*Zh33^2*cb^2*la7r-2*Zh33^4*cb^3*la7r*sb
> B03141   |B03140-2*Zh32^3*Zh33*la7i*sb-2*Zh31*Zh32^2*Zh33*cb*la7i-2*Zh31*Zh33^3*cb^3*la7i-2*Zh32*Zh33^3*cb^2*la7i*sb
> B03142   |2*MW^2*SW^2*Zb21r^2*Zh31^2*cb^2+3*MW^2*Zb11r^2*Zh31^2*cb^2-2*MW^2*SW^2*Zb11r^2*Zh31^2*cb^2+2*MW^2*SW^2*Zb21i^2*Zh31^2*cb^2-2*MW^2*SW^2*Zb21r^2*Zh33^2*c2b*cb^2
> B03143   |B03142-3*MW^2*Zb11r^2*Zh33^2*c2b*cb^2+2*MW^2*SW^2*Zb11r^2*Zh33^2*c2b*cb^2-2*MW^2*SW^2*Zb21i^2*Zh33^2*c2b*cb^2-2*MW^2*SW^2*Zb21r^2*Zh32^2*cb^2-3*MW^2*Zb11r^2*Zh32^2*cb^2
> B03144   |B03143+2*MW^2*SW^2*Zb11r^2*Zh32^2*cb^2-2*MW^2*SW^2*Zb21i^2*Zh32^2*cb^2-6*CW^2*Mb^2*Zh31^2-6*CW^2*Mb^2*Zh33^2*sb^2
> B03145   |3*Zb21r*Zh31^2-4*SW^2*Zb21r*Zh31^2-3*Zb21r*Zh33^2*c2b+4*SW^2*Zb21r*Zh33^2*c2b-3*Zb21r*Zh32^2
> B03146   |B03145+4*SW^2*Zb21r*Zh32^2
> B03147   |-3*Zb21i*Zh31^2+4*SW^2*Zb21i*Zh31^2+3*Zb21i*Zh33^2*c2b-4*SW^2*Zb21i*Zh33^2*c2b+3*Zb21i*Zh32^2
> B03148   |B03147-4*SW^2*Zb21i*Zh32^2
> B03149   |3*Zb21i*Zh31^2-4*SW^2*Zb21i*Zh31^2-3*Zb21i*Zh33^2*c2b+4*SW^2*Zb21i*Zh33^2*c2b-3*Zb21i*Zh32^2
> B03150   |B03149+4*SW^2*Zb21i*Zh32^2
> B03151   |2*MW^2*SW^2*Zb21r^2*Zh31^2*cb^2-3*MW^2*Zb21i^2*Zh31^2*cb^2-3*MW^2*Zb21r^2*Zh31^2*cb^2-2*MW^2*SW^2*Zb11r^2*Zh31^2*cb^2+2*MW^2*SW^2*Zb21i^2*Zh31^2*cb^2
> B03152   |B03151-2*MW^2*SW^2*Zb21r^2*Zh33^2*c2b*cb^2+3*MW^2*Zb21i^2*Zh33^2*c2b*cb^2+3*MW^2*Zb21r^2*Zh33^2*c2b*cb^2+2*MW^2*SW^2*Zb11r^2*Zh33^2*c2b*cb^2-2*MW^2*SW^2*Zb21i^2*Zh33^2*c2b*cb^2
> B03153   |B03152-2*MW^2*SW^2*Zb21r^2*Zh32^2*cb^2+3*MW^2*Zb21i^2*Zh32^2*cb^2+3*MW^2*Zb21r^2*Zh32^2*cb^2+2*MW^2*SW^2*Zb11r^2*Zh32^2*cb^2-2*MW^2*SW^2*Zb21i^2*Zh32^2*cb^2
> B03154   |B03153+6*CW^2*Mb^2*Zh31^2+6*CW^2*Mb^2*Zh33^2*sb^2
> B03155   |4*MW^2*SW^2*Zh31^2*sb^2-3*MW^2*Zh31^2*sb^2-4*MW^2*SW^2*Zh33^2*c2b*sb^2+3*MW^2*Zh33^2*c2b*sb^2-4*MW^2*SW^2*Zh32^2*sb^2
> B03156   |B03155+3*MW^2*Zh32^2*sb^2-6*CW^2*Mc^2*Zh32^2-6*CW^2*Mc^2*Zh33^2*cb^2
> B03157   |2*MW^2*SW^2*Zh31^2*sb^2-2*MW^2*SW^2*Zh33^2*c2b*sb^2-2*MW^2*SW^2*Zh32^2*sb^2+3*CW^2*Mc^2*Zh32^2+3*CW^2*Mc^2*Zh33^2*cb^2
> B03158   |2*MW^2*SW^2*Zh31^2*cb^2-3*MW^2*Zh31^2*cb^2-2*MW^2*SW^2*Zh33^2*c2b*cb^2+3*MW^2*Zh33^2*c2b*cb^2-2*MW^2*SW^2*Zh32^2*cb^2
> B03159   |B03158+3*MW^2*Zh32^2*cb^2+6*CW^2*Mq^2*Zh31^2+6*CW^2*Mq^2*Zh33^2*sb^2
> B03160   |MW^2*SW^2*Zh31^2*cb^2-MW^2*SW^2*Zh33^2*c2b*cb^2-MW^2*SW^2*Zh32^2*cb^2-3*CW^2*Mq^2*Zh31^2-3*CW^2*Mq^2*Zh33^2*sb^2
> B03161   |Zh31^2-Zh33^2*c2b-Zh32^2
> B03162   |2*MW^2*SW^2*Zh31^2*Zl21r^2*cb^2+MW^2*Zh31^2*Zl11r^2*cb^2-2*MW^2*SW^2*Zh31^2*Zl11r^2*cb^2+2*MW^2*SW^2*Zh31^2*Zl21i^2*cb^2-2*MW^2*SW^2*Zh33^2*Zl21r^2*c2b*cb^2
> B03163   |B03162-MW^2*Zh33^2*Zl11r^2*c2b*cb^2+2*MW^2*SW^2*Zh33^2*Zl11r^2*c2b*cb^2-2*MW^2*SW^2*Zh33^2*Zl21i^2*c2b*cb^2-2*MW^2*SW^2*Zh32^2*Zl21r^2*cb^2-MW^2*Zh32^2*Zl11r^2*cb^2
> B03164   |B03163+2*MW^2*SW^2*Zh32^2*Zl11r^2*cb^2-2*MW^2*SW^2*Zh32^2*Zl21i^2*cb^2-2*CW^2*Ml^2*Zh31^2-2*CW^2*Ml^2*Zh33^2*sb^2
> B03165   |4*SW^2*Zh31^2*Zl21r-Zh31^2*Zl21r-4*SW^2*Zh33^2*Zl21r*c2b+Zh33^2*Zl21r*c2b-4*SW^2*Zh32^2*Zl21r
> B03166   |B03165+Zh32^2*Zl21r
> B03167   |-4*SW^2*Zh31^2*Zl21i+Zh31^2*Zl21i+4*SW^2*Zh33^2*Zl21i*c2b-Zh33^2*Zl21i*c2b+4*SW^2*Zh32^2*Zl21i
> B03168   |B03167-Zh32^2*Zl21i
> B03169   |4*SW^2*Zh31^2*Zl21i-Zh31^2*Zl21i-4*SW^2*Zh33^2*Zl21i*c2b+Zh33^2*Zl21i*c2b-4*SW^2*Zh32^2*Zl21i
> B03170   |B03169+Zh32^2*Zl21i
> B03171   |2*MW^2*SW^2*Zh31^2*Zl21r^2*cb^2-MW^2*Zh31^2*Zl21i^2*cb^2-MW^2*Zh31^2*Zl21r^2*cb^2-2*MW^2*SW^2*Zh31^2*Zl11r^2*cb^2+2*MW^2*SW^2*Zh31^2*Zl21i^2*cb^2
> B03172   |B03171-2*MW^2*SW^2*Zh33^2*Zl21r^2*c2b*cb^2+MW^2*Zh33^2*Zl21i^2*c2b*cb^2+MW^2*Zh33^2*Zl21r^2*c2b*cb^2+2*MW^2*SW^2*Zh33^2*Zl11r^2*c2b*cb^2-2*MW^2*SW^2*Zh33^2*Zl21i^2*c2b*cb^2
> B03173   |B03172-2*MW^2*SW^2*Zh32^2*Zl21r^2*cb^2+MW^2*Zh32^2*Zl21i^2*cb^2+MW^2*Zh32^2*Zl21r^2*cb^2+2*MW^2*SW^2*Zh32^2*Zl11r^2*cb^2-2*MW^2*SW^2*Zh32^2*Zl21i^2*cb^2
> B03174   |B03173+2*CW^2*Ml^2*Zh31^2+2*CW^2*Ml^2*Zh33^2*sb^2
> B03175   |4*MW^2*SW^2*Zh31^2*Zt21r^2*sb^2+3*MW^2*Zh31^2*Zt11r^2*sb^2-4*MW^2*SW^2*Zh31^2*Zt11r^2*sb^2+4*MW^2*SW^2*Zh31^2*Zt21i^2*sb^2-3*MW^2*Zh33^2*Zt11r^2*sb^2
> B03176   |B03175+6*MW^2*Zh33^2*Zt11r^2*sb^4+4*MW^2*SW^2*Zh33^2*Zt11r^2*sb^2-8*MW^2*SW^2*Zh33^2*Zt11r^2*sb^4-4*MW^2*SW^2*Zh33^2*Zt21i^2*sb^2+8*MW^2*SW^2*Zh33^2*Zt21i^2*sb^4
> B03177   |B03176-4*MW^2*SW^2*Zh33^2*Zt21r^2*sb^2+8*MW^2*SW^2*Zh33^2*Zt21r^2*sb^4-4*MW^2*SW^2*Zh32^2*Zt21r^2*sb^2-3*MW^2*Zh32^2*Zt11r^2*sb^2+4*MW^2*SW^2*Zh32^2*Zt11r^2*sb^2
> B03178   |B03177-4*MW^2*SW^2*Zh32^2*Zt21i^2*sb^2+6*CW^2*Mt^2*Zh32^2+6*CW^2*Mt^2*Zh33^2*cb^2
> B03179   |8*SW^2*Zh31^2*Zt21r-3*Zh31^2*Zt21r-8*SW^2*Zh33^2*Zt21r*c2b+3*Zh33^2*Zt21r*c2b-8*SW^2*Zh32^2*Zt21r
> B03180   |B03179+3*Zh32^2*Zt21r
> B03181   |-8*SW^2*Zh31^2*Zt21i+3*Zh31^2*Zt21i+8*SW^2*Zh33^2*Zt21i*c2b-3*Zh33^2*Zt21i*c2b+8*SW^2*Zh32^2*Zt21i
> B03182   |B03181-3*Zh32^2*Zt21i
> B03183   |8*SW^2*Zh31^2*Zt21i-3*Zh31^2*Zt21i-8*SW^2*Zh33^2*Zt21i*c2b+3*Zh33^2*Zt21i*c2b-8*SW^2*Zh32^2*Zt21i
> B03184   |B03183+3*Zh32^2*Zt21i
> B03185   |4*MW^2*SW^2*Zh31^2*Zt21r^2*sb^2-3*MW^2*Zh31^2*Zt21i^2*sb^2-3*MW^2*Zh31^2*Zt21r^2*sb^2-4*MW^2*SW^2*Zh31^2*Zt11r^2*sb^2+4*MW^2*SW^2*Zh31^2*Zt21i^2*sb^2
> B03186   |B03185+3*MW^2*Zh33^2*Zt21i^2*sb^2-6*MW^2*Zh33^2*Zt21i^2*sb^4+3*MW^2*Zh33^2*Zt21r^2*sb^2-6*MW^2*Zh33^2*Zt21r^2*sb^4+4*MW^2*SW^2*Zh33^2*Zt11r^2*sb^2
> B03187   |B03186-8*MW^2*SW^2*Zh33^2*Zt11r^2*sb^4-4*MW^2*SW^2*Zh33^2*Zt21i^2*sb^2+8*MW^2*SW^2*Zh33^2*Zt21i^2*sb^4-4*MW^2*SW^2*Zh33^2*Zt21r^2*sb^2+8*MW^2*SW^2*Zh33^2*Zt21r^2*sb^4
> B03188   |B03187-4*MW^2*SW^2*Zh32^2*Zt21r^2*sb^2+3*MW^2*Zh32^2*Zt21i^2*sb^2+3*MW^2*Zh32^2*Zt21r^2*sb^2+4*MW^2*SW^2*Zh32^2*Zt11r^2*sb^2-4*MW^2*SW^2*Zh32^2*Zt21i^2*sb^2
> B03189   |B03188-6*CW^2*Mt^2*Zh32^2-6*CW^2*Mt^2*Zh33^2*cb^2
> B03190   |4*MW^2*SW^2*Zh31^2*sb^2-3*MW^2*Zh31^2*sb^2-4*MW^2*SW^2*Zh33^2*c2b*sb^2+3*MW^2*Zh33^2*c2b*sb^2-4*MW^2*SW^2*Zh32^2*sb^2
> B03191   |B03190+3*MW^2*Zh32^2*sb^2-6*CW^2*Mq^2*Zh32^2-6*CW^2*Mq^2*Zh33^2*cb^2
> B03192   |2*MW^2*SW^2*Zh31^2*sb^2-2*MW^2*SW^2*Zh33^2*c2b*sb^2-2*MW^2*SW^2*Zh32^2*sb^2+3*CW^2*Mq^2*Zh32^2+3*CW^2*Mq^2*Zh33^2*cb^2
