out ax^5+bx^4+cx^3+dx^2+fx+g=0
in Ax+B=0
-A^5g+A^4Bf-A^3B^2d+A^2B^3c-AB^4b+B^5a=0
in Ax^2+Bx+C=0
A^5g^2
+A^4(Cf^2-2Cdg-Bfg)
+A^3(-BCdf-2C^2cf+3BCcg+C^2d^2+B^2dg+2C^2bg)
+A^2(-BC^2cd+3BC^2bf+B^2Ccf+2C^3af+C^3c^2-4B^2Cbg-B^3cg-2C^3bd-5BC^2ag)
+A(-B^3Cbf+3BC^3ad-4B^2C^2af-BC^3bc-2C^4ac+5B^3Cag+B^4bg+B^2C^2bd+C^4b^2)
+a(B^4Cf+B^2C^3c-B^3C^2d-BC^4b+C^5a-B^5g)=0
in Ax^3+Bx^2+Cx+D=0
-A^5g^3
+A^4(3Dcg^2-3Ddfg+2Cdg^2+Df^3-Cf^2g+Bfg^2)
+A^3(3D^2afg-5CDag^2+3D^2bdg-3D^2bf^2+5CDbfg-2C^2bg^2-4BDbg^2-3D^2c^2g+3D^2cdf-CDcdg-2CDcf^2+BDcfg+2C^2cfg-3BCcg^2-D^2d^3+CDd^2f-C^2d^2g+2BDd^2g-BDdf^2+BCdfg-B^2dg^2)
+A^2(3D^3ad^2-3D^3acf-5CD^2adf+2C^2Daf^2+4BD^2af^2-3D^3abg+7CD^2acg-7BD^2adg+3C^2Dadg-2C^3afg-7BCDafg+5B^2Dag^2+5BC^2ag^2+3D^3b^2f-4CD^2b^2g-3D^3bcd+CD^2bcf-C^2Dbcg+5BD^2bcg+2CD^2bd^2-BD^2bdf-2C^2Dbdf+2C^3bdg-4BCDbdg+3BCDbf^2-B^2Dbfg-3BC^2bfg+4B^2Cbg^2+D^3c^3-CD^2c^2d+C^2Dc^2f-2BD^2c^2f+3BCDc^2g-C^3c^2g+BD^2cd^2-BCDcdf+BC^2cdg-2B^2Dcdg+B^2Dcf^2-B^2Ccfg+B^3cg^2)
+A(-3D^4a^2d+4CD^3a^2f-5C^2D^2a^2g+5BD^3a^2g+3D^4abc-2CD^3ac^2-CD^3abd+BD^3acd+2C^2D^2acd-3BCD^2ad^2+C^2D^2abf-5BD^3abf-2C^3Dacf+4BCD^2acf+B^2D^2adf+3BC^2Dadf-4B^2CDaf^2-C^3Dabg+7BCD^2abg+2C^4acg-3B^2D^2acg-6BC^2Dacg-3BC^3adg+6B^2CDadg+4B^2C^2afg+B^3Dafg-5B^3Cag^2-D^4b^3+CD^3b^2c-C^2D^2b^2d+2BD^3b^2d+C^3Db^2f-3BCD^2b^2f-C^4b^2g+4BC^2Db^2g-2B^2D^2b^2g-BD^3bc^2+BCD^2bcd-BC^2Dbcf+2B^2D^2bcf+BC^3bcg-3B^2CDbcg-B^2D^2bd^2+B^2CDbdf-B^2C^2bdg+2B^3Dbdg-B^3Dbf^2+B^3Cbfg-B^4bg^2)
+a(D^5a^2-CD^4ab+C^2D^3ac-C^3D^2ad-2BD^4ac+3BCD^3ad+C^4Daf-4BC^2D^2af+2B^2D^3af-C^5ag-5B^2CD^2ag+5BC^3Dag+BD^4b^2-BCD^3bc+B^2D^3c^2+BC^2D^2bd-B^2CD^2cd+B^3D^2d^2-2B^2D^3bd-BC^3Dbf+B^2C^2Dcf-B^3CDdf+B^4Df^2+3B^2CD^2bf-2B^3D^2cf+BC^4bg-B^2C^3cg+B^3C^2dg-B^4Cfg+B^5g^2+2B^3D^2bg-4B^2C^2Dbg+3B^3CDcg-2B^4Ddg)
=0
in Ax^4+Bx^3+Cx^2+Dx+F=0
A^5g^4
+A^4(-4Fbg^3-3Dcg^3+4Fcfg^2+2Fd^2g^2+3Ddfg^2-4Fdf^2g-2Cdg^3-Df^3g-Bfg^3+Ff^4+Cf^2g^2)
+A^3(-4F^2af^3-4F^2acg^2+8F^2adfg-7DFadg^2+7DFaf^2g+5BFag^3+5CDag^3-3D^2afg^2-6CFafg^2+6F^2b^2g^2-3DFbf^3+4F^2bdf^2-8F^2bcfg+5DFbcg^2-4F^2bd^2g+2DFbdfg-3D^2bdg^2+2CFbdg^2+2CFbf^2g+3D^2bf^2g+4BDbg^3+2C^2bg^3-BFbfg^2-5CDbfg^2+2F^2c^2f^2+4F^2c^2dg-5DFc^2fg+3D^2c^2g^2-3CFc^2g^2-4F^2cd^2f-2CFcf^3+3DFcdf^2+DFcd^2g+2CDcf^2g+BFcf^2g+3BCcg^3-3D^2cdfg+4CFcdfg+CDcdg^2-5BFcdg^2-2C^2cfg^2-BDcfg^2+F^2d^4+D^2d^3g-2CFd^3g-DFd^3f-CDd^2fg-2BDd^2g^2+3BFd^2fg+C^2d^2g^2+CFd^2f^2-BCdfg^2+BDdf^2g+B^2dg^3-BFdf^3)
+A^2(6F^3a^2f^2-4F^3a^2dg-11DF^2a^2fg+5CF^2a^2g^2+5D^2Fa^2g^2-3DF^2ad^3+4F^3acd^2-8F^3abdf+5DF^2abf^2-4F^3ac^2f+2DF^2acdf-3D^2Facf^2+2CF^2acf^2+2CF^2ad^2f+3D^2Fad^2f+4BDFaf^3+2C^2Faf^3-BF^2adf^2-5CDFadf^2+8F^3abcg+6DF^2abdg-8D^2Fabfg+4CF^2abfg-11BF^2abg^2+3D^3abg^2-2CDFabg^2+DF^2ac^2g+D^2Facdg-12CF^2acdg+6BF^2acfg+3D^3acfg+2CDFacfg+BDFacg^2-7CD^2acg^2+8C^2Facg^2+BF^2ad^2g+6CDFad^2g-3D^3ad^2g-4C^2Fadfg-10BDFadfg+5CD^2adfg+7BD^2adg^2+4BCFadg^2-3C^2Dadg^2-3BCFaf^2g-4BD^2af^2g-2C^2Daf^2g-5B^2Dag^3-5BC^2ag^3+B^2Fafg^2+7BCDafg^2+2C^3afg^2-4F^3b^3g+2F^3b^2d^2+4F^3b^2cf-5DF^2b^2df+3D^2Fb^2f^2-3CF^2b^2f^2-DF^2b^2cg+2D^2Fb^2dg+2CF^2b^2dg-3D^3b^2fg+2CDFb^2fg+5BF^2b^2fg+4CD^2b^2g^2-4C^2Fb^2g^2-8BDFb^2g^2-4F^3bc^2d-2CF^2bd^3+3DF^2bcd^2+DF^2bc^2f+2CDFbd^2f+BF^2bd^2f+3BCFbf^3-3D^2Fbcdf+4CF^2bcdf+CDFbcf^2-5BF^2bcf^2-2C^2Fbdf^2-BDFbdf^2-D^2Fbc^2g+2CF^2bc^2g+2BF^2bcdg+3D^3bcdg-8CDFbcdg+10BDFbcfg-CD^2bcfg-5BD^2bcg^2+2BCFbcg^2+C^2Dbcg^2-2CD^2bd^2g+4C^2Fbd^2g+BD^2bdfg-8BCFbdfg+2C^2Dbdfg+4BCDbdg^2+2B^2Fbdg^2-2C^3bdg^2-3BCDbf^2g-B^2Fbf^2g-4B^2Cbg^3+3BC^2bfg^2+B^2Dbfg^2+F^3c^4-DF^2c^3d+D^2Fc^3f-2CF^2c^3f-D^3c^3g+3CDFc^3g-3BF^2c^3g+CF^2c^2d^2-CDFc^2df+3BF^2c^2df+C^2Fc^2f^2-2BDFc^2f^2+CD^2c^2dg-BDFc^2dg-2C^2Fc^2dg-C^2Dc^2fg+2BD^2c^2fg+BCFc^2fg+C^3c^2g^2-3BCDc^2g^2+3B^2Fc^2g^2-BF^2cd^3+BDFcd^2f+B^2Fcf^3-BCFcdf^2-BD^2cd^2g+2BCFcd^2g-B^2Dcf^2g-B^3cg^3+BCDcdfg-3B^2Fcdfg-BC^2cdg^2+2B^2Dcdg^2+B^2Ccfg^2)
+A(-4F^4a^3f+5DF^3a^3g+2F^4a^2c^2+4F^4a^2bd-5DF^3a^2cd+3D^2F^2a^2d^2-3CF^3a^2d^2-DF^3a^2bf+2D^2F^2a^2cf+2CF^3a^2cf-3D^3Fa^2df+2CDF^2a^2df+5BF^3a^2df+4CD^2Fa^2f^2-4C^2F^2a^2f^2-8BDF^2a^2f^2-6CF^3a^2bg+D^2F^2a^2bg-2D^3Fa^2cg+4CDF^2a^2cg-7BF^3a^2cg+3D^4a^2dg-9CD^2Fa^2dg+BDF^2a^2dg+8C^2F^2a^2dg-4CD^3a^2fg+3C^2DFa^2fg+13BD^2Fa^2fg-2BCF^2a^2fg+5C^2D^2a^2g^2-5C^3Fa^2g^2-5BCDFa^2g^2+5B^2F^2a^2g^2-5BD^3a^2g^2-4F^4ab^2c-2CF^3ac^3+3DF^3abc^2+DF^3ab^2d+2CDF^2ac^2d+BF^3ac^2d+3BCF^2ad^3-3D^2F^2abcd+4CF^3abcd+CDF^2abd^2-5BF^3abd^2-2C^2F^2acd^2-BDF^2acd^2-D^2F^2ab^2f+2CF^3ab^2f+2BF^3abcf+3D^3Fabcf-8CDF^2abcf+10BDF^2abdf-CD^2Fabdf-5BD^2Fabf^2+2BCF^2abf^2+C^2DFabf^2-2CD^2Fac^2f+4C^2F^2ac^2f+BD^2Facdf-8BCF^2acdf+2C^2DFacdf+4BCDFacf^2+2B^2F^2acf^2-2C^3Facf^2-3BCDFad^2f-B^2F^2ad^2f-4B^2CFaf^3+3BC^2Fadf^2+B^2DFadf^2+7BF^3ab^2g+D^3Fab^2g-3CDF^2ab^2g-10BDF^2abcg-3D^4abcg+11CD^2Fabcg-4C^2F^2abcg-5BD^2Fabdg+CD^3abdg+2BCF^2abdg-2C^2DFabdg+5BD^3abfg-C^2D^2abfg-8B^2F^2abfg-7BCD^2abg^2+3BC^2Fabg^2+13B^2DFabg^2+C^3Dabg^2+6BCF^2ac^2g+2CD^3ac^2g-6C^2DFac^2g+B^2F^2acdg-BD^3acdg+5BCDFacdg-2C^2D^2acdg+4C^3Facdg-5B^2DFacfg-4BCD^2acfg+2C^3Dacfg-2BC^2Facfg+3B^2D^2acg^2-9B^2CFacg^2+6BC^2Dacg^2-2C^4acg^2+3BCD^2ad^2g-6BC^2Fad^2g-B^2D^2adfg+11B^2CFadfg-3BC^2Dadfg-6B^2CDadg^2-2B^3Fadg^2+3BC^3adg^2+4B^2CDaf^2g+B^3Faf^2g+5B^3Cag^3-4B^2C^2afg^2-B^3Dafg^2+F^4b^4-DF^3b^3c+D^2F^2b^3d-2CF^3b^3d-D^3Fb^3f+3CDF^2b^3f-3BF^3b^3f+D^4b^3g-4CD^2Fb^3g+4BDF^2b^3g+2C^2F^2b^3g+CF^3b^2c^2-CDF^2b^2cd+3BF^3b^2cd+C^2F^2b^2d^2-2BDF^2b^2d^2+CD^2Fb^2cf-BDF^2b^2cf-2C^2F^2b^2cf-C^2DFb^2df+2BD^2Fb^2df+BCF^2b^2df+C^3Fb^2f^2-3BCDFb^2f^2+3B^2F^2b^2f^2-CD^3b^2cg+BD^2Fb^2cg+3C^2DFb^2cg-5BCF^2b^2cg+C^2D^2b^2dg-2BD^3b^2dg+4BCDFb^2dg-2C^3Fb^2dg-3B^2F^2b^2dg-C^3Db^2fg+3BCD^2b^2fg-5B^2DFb^2fg+BC^2Fb^2fg+C^4b^2g^2-4BC^2Db^2g^2+4B^2CFb^2g^2+2B^2D^2b^2g^2-BF^3bc^3+BDF^2bc^2d+B^2F^2bd^3-BCF^2bcd^2-BD^2Fbc^2f+2BCF^2bc^2f-B^2DFbd^2f-B^3Fbf^3+BCDFbcdf-3B^2F^2bcdf-BC^2Fbcf^2+2B^2DFbcf^2+B^2CFbdf^2+BD^3bc^2g-3BCDFbc^2g+3B^2F^2bc^2g-BCD^2bcdg+B^2DFbcdg+2BC^2Fbcdg+BC^2Dbcfg-2B^2D^2bcfg-B^2CFbcfg-BC^3bcg^2+3B^2CDbcg^2-3B^3Fbcg^2+B^2D^2bd^2g-2B^2CFbd^2g-B^2CDbdfg+3B^3Fbdfg+B^2C^2bdg^2-2B^3Dbdg^2+B^3Dbf^2g+B^4bg^3-B^3Cbfg^2)
+a(F^5a^3-DF^4a^2b+D^2F^3a^2c-2CF^4a^2c-D^3F^2a^2d+3CDF^3a^2d-3BF^4a^2d+D^4Fa^2f-4CD^2F^2a^2f+4BDF^3a^2f+2C^2F^3a^2f-D^5a^2g+5CD^3Fa^2g-5BD^2F^2a^2g-5C^2DF^2a^2g+5BCF^3a^2g+CF^4ab^2-CDF^3abc+3BF^4abc+C^2F^3ac^2-2BDF^3ac^2+CD^2F^2abd-BDF^3abd-2C^2F^3abd-C^2DF^2acd+2BD^2F^2acd+BCF^3acd+C^3F^2ad^2-3BCDF^2ad^2+3B^2F^3ad^2-CD^3Fabf+BD^2F^2abf+3C^2DF^2abf-5BCF^3abf+C^2D^2Facf-2BD^3Facf+4BCDF^2acf-2C^3F^2acf-3B^2F^3acf-C^3DFadf+3BCD^2Fadf-5B^2DF^2adf+BC^2F^2adf+C^4Faf^2-4BC^2DFaf^2+4B^2CF^2af^2+2B^2D^2Faf^2+CD^4abg-4C^2D^2Fabg+7BCDF^2abg+2C^3F^2abg-BD^3Fabg-3B^2F^3abg-C^2D^3acg+2BD^4acg-6BCD^2Facg+3C^3DFacg+7B^2DF^2acg-3BC^2F^2acg+C^3D^2adg-3BCD^3adg+3B^2D^2Fadg+6BC^2DFadg-2C^4Fadg-7B^2CF^2adg-C^4Dafg+4BC^2D^2afg-7B^2CDFafg-2B^2D^3afg+BC^3Fafg+3B^3F^2afg+C^5ag^2-5BC^3Dag^2+5B^2C^2Fag^2+5B^2CD^2ag^2-5B^3DFag^2-BF^4b^3+BDF^3b^2c+B^2F^3c^3-BCF^3bc^2-BD^2F^2b^2d+2BCF^3b^2d-B^2DF^2c^2d-B^3F^2d^3+BCDF^2bcd-3B^2F^3bcd-BC^2F^2bd^2+2B^2DF^2bd^2+B^2CF^2cd^2+BD^3Fb^2f-3BCDF^2b^2f+3B^2F^3b^2f-BCD^2Fbcf+B^2DF^2bcf+2BC^2F^2bcf+BC^2DFbdf-2B^2D^2Fbdf-B^2CF^2bdf-BC^3Fbf^2+3B^2CDFbf^2-3B^3F^2bf^2+B^2D^2Fc^2f-2B^2CF^2c^2f-B^2CDFcdf+3B^3F^2cdf+B^2C^2Fcf^2-2B^3DFcf^2+B^3DFd^2f+B^4Ff^3-B^3CFdf^2-BD^4b^2g+4BCD^2Fb^2g-4B^2DF^2b^2g-2BC^2F^2b^2g+BCD^3bcg-B^2D^2Fbcg-3BC^2DFbcg+5B^2CF^2bcg-BC^2D^2bdg+2B^2D^3bdg-4B^2CDFbdg+2BC^3Fbdg+3B^3F^2bdg+BC^3Dbfg-3B^2CD^2bfg+5B^3DFbfg-B^2C^2Fbfg-BC^4bg^2+4B^2C^2Dbg^2-4B^3CFbg^2-2B^3D^2bg^2-B^2D^3c^2g+3B^2CDFc^2g-3B^3F^2c^2g+B^2CD^2cdg-B^3DFcdg-2B^2C^2Fcdg-B^2C^2Dcfg+2B^3D^2cfg+B^3CFcfg+B^2C^3cg^2-3B^3CDcg^2+3B^4Fcg^2-B^3D^2d^2g+2B^3CFd^2g+B^3CDdfg-3B^4Fdfg-B^3C^2dg^2+2B^4Ddg^2-B^4Df^2g-B^5g^3+B^4Cfg^2)
=0
in Ax^5+Bx^4+Cx^3+Dx^2+Fx+G=0
-A^5g^5
+A^4(4Fbg^4+3Dcg^4-4Fcfg^3-2Fd^2g^3-3Ddfg^3+4Fdf^2g^2+2Cdg^4+Df^3g^2+Bfg^4-Ff^4g-Cf^2g^3-5Gbfg^3+5Gcf^2g^2+5Gd^2fg^2-5Gdf^3g+Gf^5+5Gag^4-5Gcdg^3)
+A^3(4F^2af^3g+4F^2acg^3-8F^2adfg^2+7DFadg^3-7DFaf^2g^2-5BFag^4-5CDag^4+3D^2afg^3+6CFafg^3-6F^2b^2g^3+3DFbf^3g-4F^2bdf^2g+8F^2bcfg^2-5DFbcg^3+4F^2bd^2g^2-2DFbdfg^2+3D^2bdg^3-2CFbdg^3-2CFbf^2g^2-3D^2bf^2g^2-4BDbg^4-2C^2bg^4+BFbfg^3+5CDbfg^3-2F^2c^2f^2g-4F^2c^2dg^2+5DFc^2fg^2-3D^2c^2g^3+3CFc^2g^3+4F^2cd^2fg+2CFcf^3g-3DFcdf^2g-DFcd^2g^2-2CDcf^2g^2-BFcf^2g^2-3BCcg^4+3D^2cdfg^2-4CFcdfg^2-CDcdg^3+5BFcdg^3+2C^2cfg^3+BDcfg^3-F^2d^4g-D^2d^3g^2+2CFd^3g^2+DFd^3fg+CDd^2fg^2+2BDd^2g^3-3BFd^2fg^2-C^2d^2g^3-CFd^2f^2g+BCdfg^3-BDdf^2g^2-B^2dg^4+BFdf^3g+6BGbdg^3-7BGcdfg^2-2BGd^3g^2+4BGd^2f^2g-BGdf^4+BGafg^3-BGbf^2g^2+3BGc^2g^3+BGcf^3g-2CGaf^2g^2-4CGbdfg^2+2CGbf^3g-7CGc^2fg^2-2CGcf^4+6CGcdf^2g-3CGd^3fg+CGd^2f^3-3CGadg^3+7CGbcg^3+3CGcd^2g^2-DGadfg^2+3DGaf^3g-3DGbf^4-DGbcfg^2+9DGbdf^2g-3DGc^2f^2g+3DGcdf^3-6DGcd^2fg-DGd^3f^2-7DGacg^3+4DGb^2g^3-8DGbd^2g^2+7DGc^2dg^2+2DGd^4g-4FGaf^4+2FGacfg^2+7FGadf^2g+11FGb^2fg^2+4FGbdf^3-13FGbcf^2g-3FGbd^2fg+2FGc^2f^3+7FGc^2dfg-4FGcd^2f^2+FGd^4f-11FGabg^3+FGad^2g^2+2FGbcdg^2-3FGc^3g^2-FGcd^3g+5G^2adf^3+15G^2acdg^2-10G^2ad^2fg-5G^2b^2dg^2-5G^2bd^2f^2+5G^2bcdfg+5G^2bd^3g-5G^2c^2df^2-5G^2c^2d^2g+5G^2cd^3f-G^2d^5-10G^2a^2g^3-10G^2acf^2g+15G^2abfg^2-5G^2b^2f^2g-5G^2bc^2g^2+5G^2bcf^3+5G^2c^3fg)
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+a(B^5g^4-4B^4Gbg^3-3B^4Fcg^3+4B^4Gcfg^2+2B^4Gd^2g^2+3B^4Fdfg^2-4B^4Gdf^2g-2B^4Ddg^3-B^4Ff^3g-B^4Cfg^3+B^4Gf^4+B^4Df^2g^2-4B^3G^2af^3-4B^3G^2acg^2+8B^3G^2adfg-7B^3FGadg^2+7B^3FGaf^2g+5B^3CGag^3+5B^3DFag^3-3B^3F^2afg^2-6B^3DGafg^2+6B^3G^2b^2g^2-3B^3FGbf^3+4B^3G^2bdf^2-8B^3G^2bcfg+5B^3FGbcg^2-4B^3G^2bd^2g+2B^3FGbdfg-3B^3F^2bdg^2+2B^3DGbdg^2+2B^3DGbf^2g+3B^3F^2bf^2g+4B^3CFbg^3+2B^3D^2bg^3-B^3CGbfg^2-5B^3DFbfg^2+2B^3G^2c^2f^2+4B^3G^2c^2dg-5B^3FGc^2fg+3B^3F^2c^2g^2-3B^3DGc^2g^2-4B^3G^2cd^2f-2B^3DGcf^3+3B^3FGcdf^2+B^3FGcd^2g+2B^3DFcf^2g+B^3CGcf^2g+3B^3CDcg^3-3B^3F^2cdfg+4B^3DGcdfg+B^3DFcdg^2-5B^3CGcdg^2-2B^3D^2cfg^2-B^3CFcfg^2+B^3G^2d^4+B^3F^2d^3g-2B^3DGd^3g-B^3FGd^3f-B^3DFd^2fg-2B^3CFd^2g^2+3B^3CGd^2fg+B^3D^2d^2g^2+B^3DGd^2f^2-B^3CDdfg^2+B^3CFdf^2g+B^3C^2dg^3-B^3CGdf^3+6B^2G^3a^2f^2-4B^2G^3a^2dg-11B^2FG^2a^2fg+5B^2DG^2a^2g^2+5B^2F^2Ga^2g^2-3B^2FG^2ad^3+4B^2G^3acd^2-8B^2G^3abdf+5B^2FG^2abf^2-4B^2G^3ac^2f+2B^2FG^2acdf-3B^2F^2Gacf^2+2B^2DG^2acf^2+2B^2DG^2ad^2f+3B^2F^2Gad^2f+4B^2CFGaf^3+2B^2D^2Gaf^3-B^2CG^2adf^2-5B^2DFGadf^2+8B^2G^3abcg+6B^2FG^2abdg-8B^2F^2Gabfg+4B^2DG^2abfg-11B^2CG^2abg^2+3B^2F^3abg^2-2B^2DFGabg^2+B^2FG^2ac^2g+B^2F^2Gacdg-12B^2DG^2acdg+6B^2CG^2acfg+3B^2F^3acfg+2B^2DFGacfg+B^2CFGacg^2-7B^2DF^2acg^2+8B^2D^2Gacg^2+B^2CG^2ad^2g+6B^2DFGad^2g-3B^2F^3ad^2g-4B^2D^2Gadfg-10B^2CFGadfg+5B^2DF^2adfg+7B^2CF^2adg^2+4B^2CDGadg^2-3B^2D^2Fadg^2-3B^2CDGaf^2g-4B^2CF^2af^2g-2B^2D^2Faf^2g-5B^2C^2Fag^3-5B^2CD^2ag^3+B^2C^2Gafg^2+7B^2CDFafg^2+2B^2D^3afg^2-4B^2G^3b^3g+2B^2G^3b^2d^2+4B^2G^3b^2cf-5B^2FG^2b^2df+3B^2F^2Gb^2f^2-3B^2DG^2b^2f^2-B^2FG^2b^2cg+2B^2F^2Gb^2dg+2B^2DG^2b^2dg-3B^2F^3b^2fg+2B^2DFGb^2fg+5B^2CG^2b^2fg+4B^2DF^2b^2g^2-4B^2D^2Gb^2g^2-8B^2CFGb^2g^2-4B^2G^3bc^2d-2B^2DG^2bd^3+3B^2FG^2bcd^2+B^2FG^2bc^2f+2B^2DFGbd^2f+B^2CG^2bd^2f+3B^2CDGbf^3-3B^2F^2Gbcdf+4B^2DG^2bcdf+B^2DFGbcf^2-5B^2CG^2bcf^2-2B^2D^2Gbdf^2-B^2CFGbdf^2-B^2F^2Gbc^2g+2B^2DG^2bc^2g+2B^2CG^2bcdg+3B^2F^3bcdg-8B^2DFGbcdg+10B^2CFGbcfg-B^2DF^2bcfg-5B^2CF^2bcg^2+2B^2CDGbcg^2+B^2D^2Fbcg^2-2B^2DF^2bd^2g+4B^2D^2Gbd^2g+B^2CF^2bdfg-8B^2CDGbdfg+2B^2D^2Fbdfg+4B^2CDFbdg^2+2B^2C^2Gbdg^2-2B^2D^3bdg^2-3B^2CDFbf^2g-B^2C^2Gbf^2g-4B^2C^2Dbg^3+3B^2CD^2bfg^2+B^2C^2Fbfg^2+B^2G^3c^4-B^2FG^2c^3d+B^2F^2Gc^3f-2B^2DG^2c^3f-B^2F^3c^3g+3B^2DFGc^3g-3B^2CG^2c^3g+B^2DG^2c^2d^2-B^2DFGc^2df+3B^2CG^2c^2df+B^2D^2Gc^2f^2-2B^2CFGc^2f^2+B^2DF^2c^2dg-B^2CFGc^2dg-2B^2D^2Gc^2dg-B^2D^2Fc^2fg+2B^2CF^2c^2fg+B^2CDGc^2fg+B^2D^3c^2g^2-3B^2CDFc^2g^2+3B^2C^2Gc^2g^2-B^2CG^2cd^3+B^2CFGcd^2f+B^2C^2Gcf^3-B^2CDGcdf^2-B^2CF^2cd^2g+2B^2CDGcd^2g-B^2C^2Fcf^2g-B^2C^3cg^3+B^2CDFcdfg-3B^2C^2Gcdfg-B^2CD^2cdg^2+2B^2C^2Fcdg^2+B^2C^2Dcfg^2-4BG^4a^3f+5BFG^3a^3g+2BG^4a^2c^2+4BG^4a^2bd-5BFG^3a^2cd+3BF^2G^2a^2d^2-3BDG^3a^2d^2-BFG^3a^2bf+2BF^2G^2a^2cf+2BDG^3a^2cf-3BF^3Ga^2df+2BDFG^2a^2df+5BCG^3a^2df+4BDF^2Ga^2f^2-4BD^2G^2a^2f^2-8BCFG^2a^2f^2-6BDG^3a^2bg+BF^2G^2a^2bg-2BF^3Ga^2cg+4BDFG^2a^2cg-7BCG^3a^2cg+3BF^4a^2dg-9BDF^2Ga^2dg+BCFG^2a^2dg+8BD^2G^2a^2dg-4BDF^3a^2fg+3BD^2FGa^2fg+13BCF^2Ga^2fg-2BCDG^2a^2fg+5BD^2F^2a^2g^2-5BD^3Ga^2g^2-5BCDFGa^2g^2+5BC^2G^2a^2g^2-5BCF^3a^2g^2-4BG^4ab^2c-2BDG^3ac^3+3BFG^3abc^2+BFG^3ab^2d+2BDFG^2ac^2d+BCG^3ac^2d+3BCDG^2ad^3-3BF^2G^2abcd+4BDG^3abcd+BDFG^2abd^2-5BCG^3abd^2-2BD^2G^2acd^2-BCFG^2acd^2-BF^2G^2ab^2f+2BDG^3ab^2f+2BCG^3abcf+3BF^3Gabcf-8BDFG^2abcf+10BCFG^2abdf-BDF^2Gabdf-5BCF^2Gabf^2+2BCDG^2abf^2+BD^2FGabf^2-2BDF^2Gac^2f+4BD^2G^2ac^2f+BCF^2Gacdf-8BCDG^2acdf+2BD^2FGacdf+4BCDFGacf^2+2BC^2G^2acf^2-2BD^3Gacf^2-3BCDFGad^2f-BC^2G^2ad^2f-4BC^2DGaf^3+3BCD^2Gadf^2+BC^2FGadf^2+7BCG^3ab^2g+BF^3Gab^2g-3BDFG^2ab^2g-10BCFG^2abcg-3BF^4abcg+11BDF^2Gabcg-4BD^2G^2abcg-5BCF^2Gabdg+BDF^3abdg+2BCDG^2abdg-2BD^2FGabdg+5BCF^3abfg-BD^2F^2abfg-8BC^2G^2abfg-7BCDF^2abg^2+3BCD^2Gabg^2+13BC^2FGabg^2+BD^3Fabg^2+6BCDG^2ac^2g+2BDF^3ac^2g-6BD^2FGac^2g+BC^2G^2acdg-BCF^3acdg+5BCDFGacdg-2BD^2F^2acdg+4BD^3Gacdg-5BC^2FGacfg-4BCDF^2acfg+2BD^3Facfg-2BCD^2Gacfg+3BC^2F^2acg^2-9BC^2DGacg^2+6BCD^2Facg^2-2BD^4acg^2+3BCDF^2ad^2g-6BCD^2Gad^2g-BC^2F^2adfg+11BC^2DGadfg-3BCD^2Fadfg-6BC^2DFadg^2-2BC^3Gadg^2+3BCD^3adg^2+4BC^2DFaf^2g+BC^3Gaf^2g+5BC^3Dag^3-4BC^2D^2afg^2-BC^3Fafg^2+BG^4b^4-BFG^3b^3c+BF^2G^2b^3d-2BDG^3b^3d-BF^3Gb^3f+3BDFG^2b^3f-3BCG^3b^3f+BF^4b^3g-4BDF^2Gb^3g+4BCFG^2b^3g+2BD^2G^2b^3g+BDG^3b^2c^2-BDFG^2b^2cd+3BCG^3b^2cd+BD^2G^2b^2d^2-2BCFG^2b^2d^2+BDF^2Gb^2cf-BCFG^2b^2cf-2BD^2G^2b^2cf-BD^2FGb^2df+2BCF^2Gb^2df+BCDG^2b^2df+BD^3Gb^2f^2-3BCDFGb^2f^2+3BC^2G^2b^2f^2-BDF^3b^2cg+BCF^2Gb^2cg+3BD^2FGb^2cg-5BCDG^2b^2cg+BD^2F^2b^2dg-2BCF^3b^2dg+4BCDFGb^2dg-2BD^3Gb^2dg-3BC^2G^2b^2dg-BD^3Fb^2fg+3BCDF^2b^2fg-5BC^2FGb^2fg+BCD^2Gb^2fg+BD^4b^2g^2-4BCD^2Fb^2g^2+4BC^2DGb^2g^2+2BC^2F^2b^2g^2-BCG^3bc^3+BCFG^2bc^2d+BC^2G^2bd^3-BCDG^2bcd^2-BCF^2Gbc^2f+2BCDG^2bc^2f-BC^2FGbd^2f-BC^3Gbf^3+BCDFGbcdf-3BC^2G^2bcdf-BCD^2Gbcf^2+2BC^2FGbcf^2+BC^2DGbdf^2+BCF^3bc^2g-3BCDFGbc^2g+3BC^2G^2bc^2g-BCDF^2bcdg+BC^2FGbcdg+2BCD^2Gbcdg+BCD^2Fbcfg-2BC^2F^2bcfg-BC^2DGbcfg-BCD^3bcg^2+3BC^2DFbcg^2-3BC^3Gbcg^2+BC^2F^2bd^2g-2BC^2DGbd^2g-BC^2DFbdfg+3BC^3Gbdfg+BC^2D^2bdg^2-2BC^3Fbdg^2+BC^3Fbf^2g+BC^4bg^3-BC^3Dbfg^2+G^5a^4-FG^4a^3b+F^2G^3a^3c-2DG^4a^3c-F^3G^2a^3d+3DFG^3a^3d-3CG^4a^3d+F^4Ga^3f-4DF^2G^2a^3f+4CFG^3a^3f+2D^2G^3a^3f-F^5a^3g+5DF^3Ga^3g-5CF^2G^2a^3g-5D^2FG^2a^3g+5CDG^3a^3g+DG^4a^2b^2-DFG^3a^2bc+3CG^4a^2bc+D^2G^3a^2c^2-2CFG^3a^2c^2+DF^2G^2a^2bd-CFG^3a^2bd-2D^2G^3a^2bd-D^2FG^2a^2cd+2CF^2G^2a^2cd+CDG^3a^2cd+D^3G^2a^2d^2-3CDFG^2a^2d^2+3C^2G^3a^2d^2-DF^3Ga^2bf+CF^2G^2a^2bf+3D^2FG^2a^2bf-5CDG^3a^2bf+D^2F^2Ga^2cf-2CF^3Ga^2cf+4CDFG^2a^2cf-2D^3G^2a^2cf-3C^2G^3a^2cf-D^3FGa^2df+3CDF^2Ga^2df-5C^2FG^2a^2df+CD^2G^2a^2df+D^4Ga^2f^2-4CD^2FGa^2f^2+4C^2DG^2a^2f^2+2C^2F^2Ga^2f^2+DF^4a^2bg-4D^2F^2Ga^2bg+7CDFG^2a^2bg+2D^3G^2a^2bg-CF^3Ga^2bg-3C^2G^3a^2bg-D^2F^3a^2cg+2CF^4a^2cg-6CDF^2Ga^2cg+3D^3FGa^2cg+7C^2FG^2a^2cg-3CD^2G^2a^2cg+D^3F^2a^2dg-3CDF^3a^2dg+3C^2F^2Ga^2dg+6CD^2FGa^2dg-2D^4Ga^2dg-7C^2DG^2a^2dg-D^4Fa^2fg+4CD^2F^2a^2fg-7C^2DFGa^2fg-2C^2F^3a^2fg+CD^3Ga^2fg+3C^3G^2a^2fg+D^5a^2g^2-5CD^3Fa^2g^2+5C^2D^2Ga^2g^2+5C^2DF^2a^2g^2-5C^3FGa^2g^2-CG^4ab^3+CFG^3ab^2c+C^2G^3ac^3-CDG^3abc^2-CF^2G^2ab^2d+2CDG^3ab^2d-C^2FG^2ac^2d-C^3G^2ad^3+CDFG^2abcd-3C^2G^3abcd-CD^2G^2abd^2+2C^2FG^2abd^2+C^2DG^2acd^2+CF^3Gab^2f-3CDFG^2ab^2f+3C^2G^3ab^2f-CDF^2Gabcf+C^2FG^2abcf+2CD^2G^2abcf+CD^2FGabdf-2C^2F^2Gabdf-C^2DG^2abdf-CD^3Gabf^2+3C^2DFGabf^2-3C^3G^2abf^2+C^2F^2Gac^2f-2C^2DG^2ac^2f-C^2DFGacdf+3C^3G^2acdf+C^2D^2Gacf^2-2C^3FGacf^2+C^3FGad^2f+C^4Gaf^3-C^3DGadf^2-CF^4ab^2g+4CDF^2Gab^2g-4C^2FG^2ab^2g-2CD^2G^2ab^2g+CDF^3abcg-C^2F^2Gabcg-3CD^2FGabcg+5C^2DG^2abcg-CD^2F^2abdg+2C^2F^3abdg-4C^2DFGabdg+2CD^3Gabdg+3C^3G^2abdg+CD^3Fabfg-3C^2DF^2abfg+5C^3FGabfg-C^2D^2Gabfg-CD^4abg^2+4C^2D^2Fabg^2-4C^3DGabg^2-2C^3F^2abg^2-C^2F^3ac^2g+3C^2DFGac^2g-3C^3G^2ac^2g+C^2DF^2acdg-C^3FGacdg-2C^2D^2Gacdg-C^2D^2Facfg+2C^3F^2acfg+C^3DGacfg+C^2D^3acg^2-3C^3DFacg^2+3C^4Gacg^2-C^3F^2ad^2g+2C^3DGad^2g+C^3DFadfg-3C^4Gadfg-C^3D^2adg^2+2C^4Fadg^2-C^4Faf^2g-C^5ag^3+C^4Dafg^2)
=0
in Ax^6+Bx^5+Cx^4+Dx^3+Fx^2+Gx+H=0
A^5g^6
+A^4(-4Fbg^5-3Dcg^5+4Fcfg^4+2Fd^2g^4+3Ddfg^4-4Fdf^2g^3-2Cdg^5-Df^3g^3-Bfg^5+Ff^4g^2+Cf^2g^4+5Gbfg^4-5Gcf^2g^3-5Gd^2fg^3+5Gdf^3g^2-Gf^5g-5Gag^5+5Gcdg^4-6Hbf^2g^3+6Hcf^3g^2+9Hd^2f^2g^2-6Hdf^4g+Hf^6+6Hafg^4-12Hcdfg^3+6Hbdg^4-2Hd^3g^3+3Hc^2g^4)
+A^3(-4F^2af^3g^2-4F^2acg^4+8F^2adfg^3-7DFadg^4+7DFaf^2g^3+5BFag^5+5CDag^5-3D^2afg^4-6CFafg^4+6F^2b^2g^4-3DFbf^3g^2+4F^2bdf^2g^2-8F^2bcfg^3+5DFbcg^4-4F^2bd^2g^3+2DFbdfg^3-3D^2bdg^4+2CFbdg^4+2CFbf^2g^3+3D^2bf^2g^3+4BDbg^5+2C^2bg^5-BFbfg^4-5CDbfg^4+2F^2c^2f^2g^2+4F^2c^2dg^3-5DFc^2fg^3+3D^2c^2g^4-3CFc^2g^4-4F^2cd^2fg^2-2CFcf^3g^2+3DFcdf^2g^2+DFcd^2g^3+2CDcf^2g^3+BFcf^2g^3+3BCcg^5-3D^2cdfg^3+4CFcdfg^3+CDcdg^4-5BFcdg^4-2C^2cfg^4-BDcfg^4+F^2d^4g^2+D^2d^3g^3-2CFd^3g^3-DFd^3fg^2-CDd^2fg^3-2BDd^2g^4+3BFd^2fg^3+C^2d^2g^4+CFd^2f^2g^2-BCdfg^4+BDdf^2g^3+B^2dg^5-BFdf^3g^2-6BGbdg^4+7BGcdfg^3+2BGd^3g^3-4BGd^2f^2g^2+BGdf^4g-BGafg^4+BGbf^2g^3-3BGc^2g^4-BGcf^3g^2+2CGaf^2g^3+4CGbdfg^3-2CGbf^3g^2+7CGc^2fg^3+2CGcf^4g-6CGcdf^2g^2+3CGd^3fg^2-CGd^2f^3g+3CGadg^4-7CGbcg^4-3CGcd^2g^3+DGadfg^3-3DGaf^3g^2+3DGbf^4g+DGbcfg^3-9DGbdf^2g^2+3DGc^2f^2g^2-3DGcdf^3g+6DGcd^2fg^2+DGd^3f^2g+7DGacg^4-4DGb^2g^4+8DGbd^2g^3-7DGc^2dg^3-2DGd^4g^2+4FGaf^4g-2FGacfg^3-7FGadf^2g^2-11FGb^2fg^3-4FGbdf^3g+13FGbcf^2g^2+3FGbd^2fg^2-2FGc^2f^3g-7FGc^2dfg^2+4FGcd^2f^2g-FGd^4fg+11FGabg^4-FGad^2g^3-2FGbcdg^3+3FGc^3g^3+FGcd^3g^2-5G^2adf^3g-15G^2acdg^3+10G^2ad^2fg^2+5G^2b^2dg^3+5G^2bd^2f^2g-5G^2bcdfg^2-5G^2bd^3g^2+5G^2c^2df^2g+5G^2c^2d^2g^2-5G^2cd^3fg+G^2d^5g+10G^2a^2g^4+10G^2acf^2g^2-15G^2abfg^3+5G^2b^2f^2g^2+5G^2bc^2g^3-5G^2bcf^3g-5G^2c^3fg^2+8BHbdfg^3-9BHcdf^2g^2-5BHd^3fg^2+5BHd^2f^3g-BHdf^5-7BHadg^4+7BHcd^2g^3-7BHbcg^4+4BHc^2fg^3+BHcf^4g+BHaf^2g^3-BHbf^3g^2-2CHaf^3g^2-6CHbdf^2g^2+2CHbf^4g-9CHc^2f^2g^2-2CHcf^5+8CHcdf^3g-4CHd^3f^2g+CHd^2f^4+4CHadfg^3+16CHbcfg^3-8CHacg^4-4CHb^2g^4-4CHbd^2g^3+2CHc^2dg^3+2CHd^4g^2-9DHadf^2g^2+3DHaf^4g-3DHbf^5-9DHbcf^2g^2+12DHbdf^3g-3DHc^2f^3g+3DHcdf^4-9DHcd^2f^2g-DHd^3f^3+9DHb^2fg^3-9DHbd^2fg^2+18DHc^2dfg^2+3DHd^4fg-9DHabg^4+9DHad^2g^3-6DHc^3g^3-3DHcd^3g^2-4FHaf^5-6FHacf^2g^2+16FHadf^3g+9FHb^2f^2g^2+4FHbdf^4-8FHbcf^3g-12FHbd^2f^2g+2FHc^2f^4-4FHcd^2f^3+FHd^4f^2-4FHabfg^3-18FHad^2fg^2+12FHbcdfg^2+2FHc^3fg^2+8FHcd^3fg+20FHacdg^3-14FHb^2dg^3+10FHbd^3g^2-9FHc^2d^2g^2-2FHd^5g-5FHa^2g^4-2FHbc^2g^3+5GHadf^4+24GHacdfg^2-9GHad^2f^2g-3GHb^2dfg^2-5GHbd^2f^3+12GHbcdf^2g+4GHbd^3fg-5GHc^2df^3-9GHc^2d^2fg+5GHcd^3f^2-GHd^5f-19GHa^2fg^3-16GHacf^3g+27GHabf^2g^2-8GHb^2f^3g-18GHbc^2fg^2+5GHbcf^4+7GHc^3f^2g-4GHac^2g^3+11GHb^2cg^3-3GHbcd^2g^2+4GHc^3dg^2+GHcd^4g-8GHabdg^3-GHad^3g^2-6H^2ad^2f^3-18H^2acd^2g^2+12H^2ad^3fg+9H^2b^2d^2g^2+6H^2bd^3f^2-6H^2bd^4g+9H^2c^2d^2f^2+6H^2c^2d^3g-6H^2cd^4f+H^2d^6+6H^2a^2dg^3-12H^2bcdf^3-12H^2c^3dfg-12H^2abf^3g+12H^2abcg^3+2H^2b^3g^3-18H^2b^2cfg^2+18H^2bc^2f^2g+9H^2a^2f^2g^2+6H^2acf^4-2H^2c^3f^3+3H^2b^2f^4+3H^2c^4g^2)
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5BF^2Ga^2df^2g+11BF^2Ga^2cfg^2-3BF^2Ga^2d^2g^2-BF^2Gac^2dfg+11BG^3a^2bf^2g+2BG^3a^2bdg^2+7BG^3abcd^2g-13BG^3ab^2dfg-3BG^3abc^2fg+7BG^3ab^2cg^2-4BG^3b^4g^2+2BG^3b^3d^2g+4BG^3b^3cfg-4BG^3b^2c^2dg+BG^3bc^4g-11BG^3a^3fg^2-3BG^3a^2d^3g+2BG^3a^2cdfg+BG^3a^2c^2g^2-BG^3ac^3dg-23BFG^2a^2bfg^2-5BFG^2abd^3g+8BFG^2ab^2f^2g+12BFG^2ab^2dg^2+BFG^2abc^2g^2-5BFG^2b^3dfg-BFG^2b^3cg^2+3BFG^2b^2cd^2g+BFG^2b^2c^2fg-BFG^2bc^3dg+15BFG^2a^3g^3-4BFG^2a^2cf^2g+8BFG^2a^2d^2fg-10BFG^2a^2cdg^2+BFG^2ac^2d^2g-C^3Gb^2f^3g-3C^3Gb^2cg^3+3C^3Gb^2dfg^2+C^3Ga^2fg^3+6C^3Gac^2g^3+2C^3Gacf^3g-6C^3Gacdfg^2-C^2DGabf^3g-11C^2DGabcg^3+3C^2DGabdfg^2+4C^2DGb^3g^3+C^2DGb^2df^2g-C^2DGb^2cfg^2-2C^2DGb^2d^2g^2-4C^2DGa^2dg^3+C^2DGa^2f^2g^2+2C^2DGac^2fg^2-2C^2DGacdf^2g+4C^2DGacd^2g^2+5C^2FGab^2g^3+10C^2FGabcfg^2-5C^2FGb^3fg^2-C^2FGb^2d^2fg+2C^2FGb^2cf^2g+C^2FGb^2cdg^2+4C^2FGa^2f^3g-C^2FGa^2cg^3-11C^2FGa^2dfg^2-4C^2FGac^2f^2g-2C^2FGac^2dg^2+2C^2FGacd^2fg-4C^2G^2a^2bg^3-6C^2G^2abcf^2g-3C^2G^2ab^2fg^2+6C^2G^2abcdg^2+3C^2G^2b^3f^2g-3C^2G^2b^3dg^2+C^2G^2b^2d^3g-3C^2G^2b^2cdfg+3C^2G^2b^2c^2g^2-C^2G^2a^2df^2g+7C^2G^2a^2cfg^2+2C^2G^2a^2d^2g^2-6C^2G^2ac^3g^2+6C^2G^2ac^2dfg-2C^2G^2acd^3g+CD^2Gabdf^2g-CD^2Gab^2g^3-3CD^2Gabcfg^2-2CD^2Gabd^2g^2+CD^2Gb^3fg^2-CD^2Gb^2cf^2g+2CD^2Gb^2cdg^2-4CD^2Ga^2f^3g+4CD^2Ga^2cg^3+11CD^2Ga^2dfg^2+2CD^2Gac^2f^2g-4CD^2Gac^2dg^2+9CDFGa^2bg^3+8CDFGabcf^2g-CDFGabd^2fg-7CDFGabcdg^2-3CDFGb^3f^2g+4CDFGb^3dg^2+CDFGb^2cdfg-3CDFGb^2c^2g^2-2CDFGa^2df^2g-18CDFGa^2cfg^2+2CDFGab^2fg^2+6CDFGac^3g^2-2CDFGac^2dfg+6CDFGa^2d^2g^2-10CDG^2a^2bfg^2+CDG^2abd^3g-CDG^2ab^2f^2g-5CDG^2abcdfg+4CDG^2ab^2dg^2+13CDG^2abc^2g^2+CDG^2b^3dfg-5CDG^2b^3cg^2-CDG^2b^2cd^2g+2CDG^2b^2c^2fg+15CDG^2a^3g^3+12CDG^2a^2cf^2g-CDG^2a^2d^2fg-17CDG^2a^2cdg^2-4CDG^2ac^3fg+2CDG^2ac^2d^2g+12CF^2Ga^2bfg^2-2CF^2Gab^2f^2g-4CF^2Gabcdfg-3CF^2Gab^2dg^2+2CF^2Gb^3dfg+CF^2Gb^3cg^2-CF^2Gb^2c^2fg-10CF^2Ga^3g^3-2CF^2Ga^2cf^2g+3CF^2Ga^2d^2fg+4CF^2Ga^2cdg^2-2CF^2Gabc^2g^2+2CF^2Gac^3fg-CG^3a^2bdfg-CG^3a^2bcg^2-6CG^3abc^2dg-3CG^3ab^2d^2g+9CG^3ab^2cfg+3CG^3ab^3g^2-3CG^3b^4fg+3CG^3b^3cdg-CG^3b^2c^3g+4CG^3a^3f^2g-7CG^3a^3dg^2+7CG^3a^2cd^2g-8CG^3a^2c^2fg+2CG^3ac^4g-6CFG^2a^2bf^2g+5CFG^2a^2bdg^2+4CFG^2abcd^2g+5CFG^2ab^2dfg-15CFG^2ab^2cg^2+4CFG^2b^4g^2-2CFG^2b^3d^2g-CFG^2b^3cfg+CFG^2b^2c^2dg+2CFG^2a^3fg^2-3CFG^2a^2d^3g-2CFG^2a^2cdfg+8CFG^2a^2c^2g^2+2CFG^2abc^2fg-2CFG^2ac^3dg-D^3Ga^2bg^3-3D^3Gabcf^2g+6D^3Gabcdg^2+D^3Gb^3f^2g-2D^3Gb^3dg^2+3D^3Ga^2df^2g-6D^3Ga^2d^2g^2+D^2FGa^2bfg^2+D^2FGab^2f^2g+3D^2FGabcdfg-9D^2FGabc^2g^2-D^2FGb^3dfg+3D^2FGb^3cg^2-10D^2FGa^3g^3-2D^2FGa^2cf^2g-3D^2FGa^2d^2fg+13D^2FGa^2cdg^2-2D^2FGab^2dg^2-D^2G^2a^2bf^2g+8D^2G^2a^2bdg^2-3D^2G^2abcd^2g+6D^2G^2abc^2fg-6D^2G^2ab^2cg^2+2D^2G^2b^4g^2+D^2G^2b^3d^2g-2D^2G^2b^3cfg+D^2G^2a^3fg^2+3D^2G^2a^2d^3g-6D^2G^2a^2cdfg+DF^2Ga^2bf^2g-15DF^2Ga^2bdg^2-DF^2Gab^2dfg-3DF^2Gabc^2fg+15DF^2Gab^2cg^2-4DF^2Gb^4g^2+DF^2Gb^3cfg+7DF^2Ga^3fg^2+5DF^2Ga^2cdfg-6DF^2Ga^2c^2g^2-7DG^3a^2bd^2g-4DG^3a^2bcfg-2DG^3a^2b^2g^2-3DG^3abc^3g+6DG^3ab^2cdg+2DG^3ab^3fg-2DG^3b^4dg+DG^3b^3c^2g+7DG^3a^3dfg-3DG^3a^3cg^2+3DG^3a^2c^2dg+10DFG^2a^2bdfg+8DFG^2a^2bcg^2+3DFG^2abc^2dg+DFG^2ab^2d^2g-11DFG^2ab^2cfg-3DFG^2ab^3g^2+3DFG^2b^4fg-DFG^2b^3cdg-8DFG^2a^3f^2g-DFG^2a^3dg^2-5DFG^2a^2cd^2g+4DFG^2a^2c^2fg-4F^3Ga^2bdfg-3F^3Ga^2bcg^2+4F^3Gab^2cfg+F^3Gab^3g^2-F^3Gb^4fg+4F^3Ga^3f^2g+3F^3Ga^3dg^2-2F^3Ga^2c^2fg-5G^4a^3bfg+5G^4a^2bc^2g+5G^4a^2b^2dg-5G^4ab^3cg+G^4b^5g+5G^4a^4g^2-5G^4a^3cdg+FG^3a^3bg^2-7FG^3a^2bcdg-FG^3a^2b^2fg+4FG^3ab^2c^2g+FG^3ab^3dg-FG^3b^4cg+3FG^3a^3d^2g+6FG^3a^3cfg-2FG^3a^2c^3g+4F^2G^2a^2bd^2g+3F^2G^2a^2bcfg+F^2G^2a^2b^2g^2-4F^2G^2ab^2cdg-F^2G^2ab^3fg+F^2G^2b^4dg-7F^2G^2a^3dfg-2F^2G^2a^3cg^2+2F^2G^2a^2c^2dg+5B^3Hb^2fg^3-5B^3Hbcf^2g^2-5B^3Hbd^2fg^2+5B^3Hbdf^3g-B^3Hbf^5-9B^3Habg^4+5B^3Hbcdg^3+4B^3Hacfg^3+2B^3Had^2g^3-4B^3Hadf^2g^2+B^3Haf^4g+18B^2CHabfg^3+B^2CHb^2f^2g^2-B^2CHbcf^3g+7B^2CHbcdfg^2-4B^2CHbd^2f^2g+B^2CHbdf^4-19B^2CHacf^2g^2-17B^2CHad^2fg^2+19B^2CHadf^3g-4B^2CHaf^5-6B^2CHb^2dg^3-3B^2CHbc^2g^3+2B^2CHbd^3g^2-15B^2CHa^2g^4+15B^2CHacdg^3+5B^2DHabf^2g^2+4B^2DHb^2dfg^2-2B^2DHb^2f^3g+7B^2DHbc^2fg^2+2B^2DHbcf^4-6B^2DHbcdf^2g+3B^2DHbd^3fg-B^2DHbd^2f^3-7B^2DHa^2fg^3-3B^2DHacf^3g+11B^2DHacdfg^2-3B^2DHad^2f^2g+B^2DHadf^4-B^2DHabdg^3-7B^2DHb^2cg^3-3B^2DHbcd^2g^2-6B^2DHac^2g^3+7B^2FHabdfg^2-8B^2FHabf^3g+3B^2FHb^2f^4+B^2FHb^2cfg^2-9B^2FHb^2df^2g+3B^2FHbc^2f^2g-3B^2FHbcdf^3+6B^2FHbcd^2fg+B^2FHbd^3f^2+9B^2FHa^2f^2g^2+2B^2FHac^2fg^2+2B^2FHacf^4-3B^2FHacdf^2g-B^2FHad^2f^3+5B^2FHabcg^3-4B^2FHb^3g^3+8B^2FHb^2d^2g^2-7B^2FHbc^2dg^2-2B^2FHbd^4g-4B^2FHa^2dg^3-2B^2FHacd^2g^2+2B^2FHad^3fg+7B^2GHabf^4-17B^2GHabcfg^2-8B^2GHabdf^2g-11B^2GHb^3fg^2-4B^2GHb^2df^3+13B^2GHb^2cf^2g+3B^2GHb^2d^2fg-2B^2GHbc^2f^3-7B^2GHbc^2dfg+4B^2GHbcd^2f^2-B^2GHbd^4f+17B^2GHa^2dfg^2-11B^2GHa^2f^3g+7B^2GHac^2f^2g-3B^2GHacdf^3-2B^2GHacd^2fg+B^2GHad^3f^2+19B^2GHab^2g^3-B^2GHabd^2g^2-2B^2GHb^2cdg^2+3B^2GHbc^3g^2+B^2GHbcd^3g-B^2GHa^2cg^3+B^2GHac^2dg^2-9B^2H^2abdf^3-17B^2H^2abcdg^2+13B^2H^2abd^2fg+5B^2H^2b^3dg^2+5B^2H^2b^2d^2f^2-5B^2H^2b^2cdfg-5B^2H^2b^2d^3g+5B^2H^2bc^2df^2+5B^2H^2bc^2d^2g-5B^2H^2bcd^3f+B^2H^2bd^5+21B^2H^2a^2bg^3+23B^2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DF^2Ha^2d^2g-CD^2G^2a^2dfg+11CD^2FHa^2dfg-3CDF^2Ga^2dfg-6CD^2FGa^2dg^2-2CD^3Ha^2dg^2+3CDF^3a^2dg^2+4CD^2FGa^2f^2g+CD^3Ha^2f^2g+5CD^3Fa^2g^3-4CD^2F^2a^2fg^2-CD^3Ga^2fg^2+CH^4ab^4-CGH^3ab^3c+CG^2H^2ab^3d-2CFH^3ab^3d-CG^3Hab^3f+3CFGH^2ab^3f-3CDH^3ab^3f+CG^4ab^3g-4CFG^2Hab^3g+4CDGH^2ab^3g+2CF^2H^2ab^3g+CFH^3ab^2c^2-CFGH^2ab^2cd+3CDH^3ab^2cd+CF^2H^2ab^2d^2-2CDGH^2ab^2d^2+CFG^2Hab^2cf-CDGH^2ab^2cf-2CF^2H^2ab^2cf-CF^2GHab^2df+2CDG^2Hab^2df+CDFH^2ab^2df+CF^3Hab^2f^2-3CDFGHab^2f^2+3CD^2H^2ab^2f^2-CFG^3ab^2cg+CDG^2Hab^2cg+3CF^2GHab^2cg-5CDFH^2ab^2cg+CF^2G^2ab^2dg-2CDG^3ab^2dg+4CDFGHab^2dg-2CF^3Hab^2dg-3CD^2H^2ab^2dg-CF^3Gab^2fg+3CDFG^2ab^2fg-5CD^2GHab^2fg+CDF^2Hab^2fg+CF^4ab^2g^2-4CDF^2Gab^2g^2+4CD^2FHab^2g^2+2CD^2G^2ab^2g^2-CDH^3abc^3+CDGH^2abc^2d+CD^2H^2abd^3-CDFH^2abcd^2-CDG^2Habc^2f+2CDFH^2abc^2f-CD^2GHabd^2f-CD^3Habf^3+CDFGHabcdf-3CD^2H^2abcdf-CDF^2Habcf^2+2CD^2GHabcf^2+CD^2FHabdf^2+CDG^3abc^2g-3CDFGHabc^2g+3CD^2H^2abc^2g-CDFG^2abcdg+CD^2GHabcdg+2CDF^2Habcdg+CDF^2Gabcfg-2CD^2G^2abcfg-CD^2FHabcfg-CDF^3abcg^2+3CD^2FGabcg^2-3CD^3Habcg^2+CD^2G^2abd^2g-2CD^2FHabd^2g-CD^2FGabdfg+3CD^3Habdfg+CD^2F^2abdg^2-2CD^3Gabdg^2+CD^3Gabf^2g+CD^4abg^3-CD^3Fabfg^2+H^5a^5-GH^4a^4b+G^2H^3a^4c-2FH^4a^4c-G^3H^2a^4d+3FGH^3a^4d-3DH^4a^4d+G^4Ha^4f-4FG^2H^2a^4f+4DGH^3a^4f+2F^2H^3a^4f-G^5a^4g+5FG^3Ha^4g-5DG^2H^2a^4g-5F^2GH^2a^4g+5DFH^3a^4g+FH^4a^3b^2-FGH^3a^3bc+3DH^4a^3bc+F^2H^3a^3c^2-2DGH^3a^3c^2+FG^2H^2a^3bd-DGH^3a^3bd-2F^2H^3a^3bd-F^2GH^2a^3cd+2DG^2H^2a^3cd+DFH^3a^3cd+F^3H^2a^3d^2-3DFGH^2a^3d^2+3D^2H^3a^3d^2-FG^3Ha^3bf+DG^2H^2a^3bf+3F^2GH^2a^3bf-5DFH^3a^3bf+F^2G^2Ha^3cf-2DG^3Ha^3cf+4DFGH^2a^3cf-2F^3H^2a^3cf-3D^2H^3a^3cf-F^3GHa^3df+3DFG^2Ha^3df-5D^2GH^2a^3df+DF^2H^2a^3df+F^4Ha^3f^2-4DF^2GHa^3f^2+4D^2FH^2a^3f^2+2D^2G^2Ha^3f^2+FG^4a^3bg-4F^2G^2Ha^3bg+7DFGH^2a^3bg+2F^3H^2a^3bg-DG^3Ha^3bg-3D^2H^3a^3bg-F^2G^3a^3cg+2DG^4a^3cg-6DFG^2Ha^3cg+3F^3GHa^3cg+7D^2GH^2a^3cg-3DF^2H^2a^3cg+F^3G^2a^3dg-3DFG^3a^3dg+3D^2G^2Ha^3dg+6DF^2GHa^3dg-2F^4Ha^3dg-7D^2FH^2a^3dg-F^4Ga^3fg+4DF^2G^2a^3fg-7D^2FGHa^3fg-2D^2G^3a^3fg+DF^3Ha^3fg+3D^3H^2a^3fg+F^5a^3g^2-5DF^3Ga^3g^2+5D^2F^2Ha^3g^2+5D^2FG^2a^3g^2-5D^3GHa^3g^2-DH^4a^2b^3+DGH^3a^2b^2c+D^2H^3a^2c^3-DFH^3a^2bc^2-DG^2H^2a^2b^2d+2DFH^3a^2b^2d-D^2GH^2a^2c^2d-D^3H^2a^2d^3+DFGH^2a^2bcd-3D^2H^3a^2bcd-DF^2H^2a^2bd^2+2D^2GH^2a^2bd^2+D^2FH^2a^2cd^2+DG^3Ha^2b^2f-3DFGH^2a^2b^2f+3D^2H^3a^2b^2f-DFG^2Ha^2bcf+D^2GH^2a^2bcf+2DF^2H^2a^2bcf+DF^2GHa^2bdf-2D^2G^2Ha^2bdf-D^2FH^2a^2bdf-DF^3Ha^2bf^2+3D^2FGHa^2bf^2-3D^3H^2a^2bf^2+D^2G^2Ha^2c^2f-2D^2FH^2a^2c^2f-D^2FGHa^2cdf+3D^3H^2a^2cdf+D^2F^2Ha^2cf^2-2D^3GHa^2cf^2+D^3GHa^2d^2f+D^4Ha^2f^3-D^3FHa^2df^2-DG^4a^2b^2g+4DFG^2Ha^2b^2g-4D^2GH^2a^2b^2g-2DF^2H^2a^2b^2g+DFG^3a^2bcg-D^2G^2Ha^2bcg-3DF^2GHa^2bcg+5D^2FH^2a^2bcg-DF^2G^2a^2bdg+2D^2G^3a^2bdg-4D^2FGHa^2bdg+2DF^3Ha^2bdg+3D^3H^2a^2bdg+DF^3Ga^2bfg-3D^2FG^2a^2bfg+5D^3GHa^2bfg-D^2F^2Ha^2bfg-DF^4a^2bg^2+4D^2F^2Ga^2bg^2-4D^3FHa^2bg^2-2D^3G^2a^2bg^2-D^2G^3a^2c^2g+3D^2FGHa^2c^2g-3D^3H^2a^2c^2g+D^2FG^2a^2cdg-D^3GHa^2cdg-2D^2F^2Ha^2cdg-D^2F^2Ga^2cfg+2D^3G^2a^2cfg+D^3FHa^2cfg+D^2F^3a^2cg^2-3D^3FGa^2cg^2+3D^4Ha^2cg^2-D^3G^2a^2d^2g+2D^3FHa^2d^2g+D^3FGa^2dfg-3D^4Ha^2dfg-D^3F^2a^2dg^2+2D^4Ga^2dg^2-D^4Ga^2f^2g-D^5a^2g^3+D^4Fa^2fg^2)
=0
in Ax^7+Bx^6+Cx^5+Dx^4+Fx^3+Gx^2+Hx+J=0
-A^5g^7
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^2g^2-5BF^2Gabd^2fg^2+15BF^2Gab^2fg^3-2BF^2Gabcdg^3-3BF^2Gb^3f^2g^2-2BF^2Gb^3dg^3+3BF^2Gb^2cdfg^2+BF^2Gb^2c^2g^3-BF^2Gbc^3fg^2+5BF^2Ga^2df^2g^2-11BF^2Ga^2cfg^3+3BF^2Ga^2d^2g^3+BF^2Gac^2dfg^2-11BG^3a^2bf^2g^2-2BG^3a^2bdg^3-7BG^3abcd^2g^2+13BG^3ab^2dfg^2+3BG^3abc^2fg^2-7BG^3ab^2cg^3+4BG^3b^4g^3-2BG^3b^3d^2g^2-4BG^3b^3cfg^2+4BG^3b^2c^2dg^2-BG^3bc^4g^2+11BG^3a^3fg^3+3BG^3a^2d^3g^2-2BG^3a^2cdfg^2-BG^3a^2c^2g^3+BG^3ac^3dg^2+23BFG^2a^2bfg^3+5BFG^2abd^3g^2-8BFG^2ab^2f^2g^2-12BFG^2ab^2dg^3-BFG^2abc^2g^3+5BFG^2b^3dfg^2+BFG^2b^3cg^3-3BFG^2b^2cd^2g^2-BFG^2b^2c^2fg^2+BFG^2bc^3dg^2-15BFG^2a^3g^4+4BFG^2a^2cf^2g^2-8BFG^2a^2d^2fg^2+10BFG^2a^2cdg^3-BFG^2ac^2d^2g^2+C^3Gb^2f^3g^2+3C^3Gb^2cg^4-3C^3Gb^2dfg^3-C^3Ga^2fg^4-6C^3Gac^2g^4-2C^3Gacf^3g^2+6C^3Gacdfg^3+C^2DGabf^3g^2+11C^2DGabcg^4-3C^2DGabdfg^3-4C^2DGb^3g^4-C^2DGb^2df^2g^2+C^2DGb^2cfg^3+2C^2DGb^2d^2g^3+4C^2DGa^2dg^4-C^2DGa^2f^2g^3-2C^2DGac^2fg^3+2C^2DGacdf^2g^2-4C^2DGacd^2g^3-5C^2FGab^2g^4-10C^2FGabcfg^3+5C^2FGb^3fg^3+C^2FGb^2d^2fg^2-2C^2FGb^2cf^2g^2-C^2FGb^2cdg^3-4C^2FGa^2f^3g^2+C^2FGa^2cg^4+11C^2FGa^2dfg^3+4C^2FGac^2f^2g^2+2C^2FGac^2dg^3-2C^2FGacd^2fg^2+4C^2G^2a^2bg^4+6C^2G^2abcf^2g^2+3C^2G^2ab^2fg^3-6C^2G^2abcdg^3-3C^2G^2b^3f^2g^2+3C^2G^2b^3dg^3-C^2G^2b^2d^3g^2+3C^2G^2b^2cdfg^2-3C^2G^2b^2c^2g^3+C^2G^2a^2df^2g^2-7C^2G^2a^2cfg^3-2C^2G^2a^2d^2g^3+6C^2G^2ac^3g^3-6C^2G^2ac^2dfg^2+2C^2G^2acd^3g^2-CD^2Gabdf^2g^2+CD^2Gab^2g^4+3CD^2Gabcfg^3+2CD^2Gabd^2g^3-CD^2Gb^3fg^3+CD^2Gb^2cf^2g^2-2CD^2Gb^2cdg^3+4CD^2Ga^2f^3g^2-4CD^2Ga^2cg^4-11CD^2Ga^2dfg^3-2CD^2Gac^2f^2g^2+4CD^2Gac^2dg^3-9CDFGa^2bg^4-8CDFGabcf^2g^2+CDFGabd^2fg^2+7CDFGabcdg^3+3CDFGb^3f^2g^2-4CDFGb^3dg^3-CDFGb^2cdfg^2+3CDFGb^2c^2g^3+2CDFGa^2df^2g^2+18CDFGa^2cfg^3-2CDFGab^2fg^3-6CDFGac^3g^3+2CDFGac^2dfg^2-6CDFGa^2d^2g^3+10CDG^2a^2bfg^3-CDG^2abd^3g^2+CDG^2ab^2f^2g^2+5CDG^2abcdfg^2-4CDG^2ab^2dg^3-13CDG^2abc^2g^3-CDG^2b^3dfg^2+5CDG^2b^3cg^3+CDG^2b^2cd^2g^2-2CDG^2b^2c^2fg^2-15CDG^2a^3g^4-12CDG^2a^2cf^2g^2+CDG^2a^2d^2fg^2+17CDG^2a^2cdg^3+4CDG^2ac^3fg^2-2CDG^2ac^2d^2g^2-12CF^2Ga^2bfg^3+2CF^2Gab^2f^2g^2+4CF^2Gabcdfg^2+3CF^2Gab^2dg^3-2CF^2Gb^3dfg^2-CF^2Gb^3cg^3+CF^2Gb^2c^2fg^2+10CF^2Ga^3g^4+2CF^2Ga^2cf^2g^2-3CF^2Ga^2d^2fg^2-4CF^2Ga^2cdg^3+2CF^2Gabc^2g^3-2CF^2Gac^3fg^2+CG^3a^2bdfg^2+CG^3a^2bcg^3+6CG^3abc^2dg^2+3CG^3ab^2d^2g^2-9CG^3ab^2cfg^2-3CG^3ab^3g^3+3CG^3b^4fg^2-3CG^3b^3cdg^2+CG^3b^2c^3g^2-4CG^3a^3f^2g^2+7CG^3a^3dg^3-7CG^3a^2cd^2g^2+8CG^3a^2c^2fg^2-2CG^3ac^4g^2+6CFG^2a^2bf^2g^2-5CFG^2a^2bdg^3-4CFG^2abcd^2g^2-5CFG^2ab^2dfg^2+15CFG^2ab^2cg^3-4CFG^2b^4g^3+2CFG^2b^3d^2g^2+CFG^2b^3cfg^2-CFG^2b^2c^2dg^2-2CFG^2a^3fg^3+3CFG^2a^2d^3g^2+2CFG^2a^2cdfg^2-8CFG^2a^2c^2g^3-2CFG^2abc^2fg^2+2CFG^2ac^3dg^2+D^3Ga^2bg^4+3D^3Gabcf^2g^2-6D^3Gabcdg^3-D^3Gb^3f^2g^2+2D^3Gb^3dg^3-3D^3Ga^2df^2g^2+6D^3Ga^2d^2g^3-D^2FGa^2bfg^3-D^2FGab^2f^2g^2-3D^2FGabcdfg^2+9D^2FGabc^2g^3+D^2FGb^3dfg^2-3D^2FGb^3cg^3+10D^2FGa^3g^4+2D^2FGa^2cf^2g^2+3D^2FGa^2d^2fg^2-13D^2FGa^2cdg^3+2D^2FGab^2dg^3+D^2G^2a^2bf^2g^2-8D^2G^2a^2bdg^3+3D^2G^2abcd^2g^2-6D^2G^2abc^2fg^2+6D^2G^2ab^2cg^3-2D^2G^2b^4g^3-D^2G^2b^3d^2g^2+2D^2G^2b^3cfg^2-D^2G^2a^3fg^3-3D^2G^2a^2d^3g^2+6D^2G^2a^2cdfg^2-DF^2Ga^2bf^2g^2+15DF^2Ga^2bdg^3+DF^2Gab^2dfg^2+3DF^2Gabc^2fg^2-15DF^2Gab^2cg^3+4DF^2Gb^4g^3-DF^2Gb^3cfg^2-7DF^2Ga^3fg^3-5DF^2Ga^2cdfg^2+6DF^2Ga^2c^2g^3+7DG^3a^2bd^2g^2+4DG^3a^2bcfg^2+2DG^3a^2b^2g^3+3DG^3abc^3g^2-6DG^3ab^2cdg^2-2DG^3ab^3fg^2+2DG^3b^4dg^2-DG^3b^3c^2g^2-7DG^3a^3dfg^2+3DG^3a^3cg^3-3DG^3a^2c^2dg^2-10DFG^2a^2bdfg^2-8DFG^2a^2bcg^3-3DFG^2abc^2dg^2-DFG^2ab^2d^2g^2+11DFG^2ab^2cfg^2+3DFG^2ab^3g^3-3DFG^2b^4fg^2+DFG^2b^3cdg^2+8DFG^2a^3f^2g^2+DFG^2a^3dg^3+5DFG^2a^2cd^2g^2-4DFG^2a^2c^2fg^2+4F^3Ga^2bdfg^2+3F^3Ga^2bcg^3-4F^3Gab^2cfg^2-F^3Gab^3g^3+F^3Gb^4fg^2-4F^3Ga^3f^2g^2-3F^3Ga^3dg^3+2F^3Ga^2c^2fg^2+5G^4a^3bfg^2-5G^4a^2bc^2g^2-5G^4a^2b^2dg^2+5G^4ab^3cg^2-G^4b^5g^2-5G^4a^4g^3+5G^4a^3cdg^2-FG^3a^3bg^3+7FG^3a^2bcdg^2+FG^3a^2b^2fg^2-4FG^3ab^2c^2g^2-FG^3ab^3dg^2+FG^3b^4cg^2-3FG^3a^3d^2g^2-6FG^3a^3cfg^2+2FG^3a^2c^3g^2-4F^2G^2a^2bd^2g^2-3F^2G^2a^2bcfg^2-F^2G^2a^2b^2g^3+4F^2G^2ab^2cdg^2+F^2G^2ab^3fg^2-F^2G^2b^4dg^2+7F^2G^2a^3dfg^2+2F^2G^2a^3cg^3-2F^2G^2a^2c^2dg^2-5B^3Hb^2fg^4+5B^3Hbcf^2g^3+5B^3Hbd^2fg^3-5B^3Hbdf^3g^2+B^3Hbf^5g+9B^3Habg^5-5B^3Hbcdg^4-4B^3Hacfg^4-2B^3Had^2g^4+4B^3Hadf^2g^3-B^3Haf^4g^2-18B^2CHabfg^4-B^2CHb^2f^2g^3+B^2CHbcf^3g^2-7B^2CHbcdfg^3+4B^2CHbd^2f^2g^2-B^2CHbdf^4g+19B^2CHacf^2g^3+17B^2CHad^2fg^3-19B^2CHadf^3g^2+4B^2CHaf^5g+6B^2CHb^2dg^4+3B^2CHbc^2g^4-2B^2CHbd^3g^3+15B^2CHa^2g^5-15B^2CHacdg^4-5B^2DHabf^2g^3-4B^2DHb^2dfg^3+2B^2DHb^2f^3g^2-7B^2DHbc^2fg^3-2B^2DHbcf^4g+6B^2DHbcdf^2g^2-3B^2DHbd^3fg^2+B^2DHbd^2f^3g+7B^2DHa^2fg^4+3B^2DHacf^3g^2-11B^2DHacdfg^3+3B^2DHad^2f^2g^2-B^2DHadf^4g+B^2DHabdg^4+7B^2DHb^2cg^4+3B^2DHbcd^2g^3+6B^2DHac^2g^4-7B^2FHabdfg^3+8B^2FHabf^3g^2-3B^2FHb^2f^4g-B^2FHb^2cfg^3+9B^2FHb^2df^2g^2-3B^2FHbc^2f^2g^2+3B^2FHbcdf^3g-6B^2FHbcd^2fg^2-B^2FHbd^3f^2g-9B^2FHa^2f^2g^3-2B^2FHac^2fg^3-2B^2FHacf^4g+3B^2FHacdf^2g^2+B^2FHad^2f^3g-5B^2FHabcg^4+4B^2FHb^3g^4-8B^2FHb^2d^2g^3+7B^2FHbc^2dg^3+2B^2FHbd^4g^2+4B^2FHa^2dg^4+2B^2FHacd^2g^3-2B^2FHad^3fg^2-7B^2GHabf^4g+17B^2GHabcfg^3+8B^2GHabdf^2g^2+11B^2G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