===================================================================================================================
Missed From ETC 

X(18017) -> {4*F*(E+F)-S^2,-4*F*(E+5*F)+S^2}
X(18281) -> {E-8*F,-3*E}
X(18282) -> {3*E+24*F,-9*E-8*F}
X(18323) -> {E+4*F,-E-28*F}
X(18324) -> {E+12*F,-3*E-12*F}
X(18325) -> {3*E,-11*E+16*F}
X(18364) -> {3*E+24*F,E-24*F}
X(18369) -> {3*E-8*F,9*E+8*F}
X(18377) -> {E,-3*E-16*F}
X(18378) -> {E+8*F,F-9*(E+F)}
X(18386) -> {F,E+7*F}
X(18403) -> {E,-E-16*F}
X(18404) -> {E,-E-8*F}
X(18420) -> {E,E+4*F}
X(18494) -> {F,-2*E-5*F}
X(18507) -> {E*F-8*F^2,-21*E*F+60*F^2+4*S^2}
X(18508) -> {11*E*F-34*F^2-2*S^2,-15*E*F+66*F^2+2*S^2}
X(18531) -> {E,-E-4*F}
X(18533) -> {2*F,-E-4*F}
X(18534) -> {E+2*F,-5*E-2*F}
X(18535) -> {F,-4*E-F}
X(18536) -> {2*E+F,-2*E-5*F}
X(18537) -> {E,E-2*F}
X(18559) -> {4*F,-3*E-12*F}
X(18560) -> {2*F,*E-6*F}
X(18561) -> {3*E+16*F,-3*E-48*F}
X(18562) -> {E+8*F,-E-24*F}
X(18563) -> {E+4*F,-E-12*F}
X(18564) -> {3*E+8*F,-3*E-24*F}
X(18565) -> {E-8*F,-E+24*F}
X(18566) -> {E,-3*E-48*F}
X(18567) -> {E,-3*E-32*F}
X(18568) -> {E,-3*E-24*F}
X(18569) -> {E,-3*E-8*F}
X(18570) -> {E+8*F,E-8*F}
X(18571) -> {E-32*F,5*E+32*F}
X(18572) -> {3*E,-5*E-32*F}
X(18579) -> {E-44*F,9*E+36*F}
X(18580) -> {E+16*F,E-8*F}
X(18585) -> {-3+2*Sqrt[3],3}
X(18586) -> {1+Sqrt[3],3-Sqrt[3]}
X(18587) -> {-1+Sqrt[3],-3-Sqrt[3]}
X(18641) -> {a*b*c+2*(a+b+c)*F+$a*SA$,-a*b*c-$a*SA$}
X(18666) -> {16*F*(E+F)^3-4*(E+F)*(E+4*F)*S^2,3*(E-8*F)*(E+4*F)*S^2}
X(18667) -> {(E-8*F)*(E+4*F),-12*(E+F)*(E+4*F)+48*S^2}
X(18668) -> {(5*E+8*F)*(F*(4*E^2+19*E*F+24*F^2)-(E+8*F)*S^2),3*(E+8*F)*(F*(E+F)*(5*E+8*F)+(E-24*F)*S^2)}
X(18669) -> {2*(E-2*F)*(4*F*(E^2-5*E*F+3*F^2)-(E-4*F)*S^2),3*(E-4*F)*(4*F*(E+F)*(-E+2*F)+E*S^2)}
X(18870) -> {9*F^2-4*F*(E+F)+S^2,9*F*(E+F)-3*S^2}
X(18871) -> {3*a*b*c-2*$a*SA$-S*Sqrt[E-8*F],-9*a*b*c+6*$a*SA$-S*Sqrt[E-8*F]}
X(19219) -> {2*F,-2*(E+F)+S}
X(19224) -> {8*a*b*c*(E+F)+$a$*((E+F)^2+9*S^2)+6*$a*SA^2$,($a$)^2*(a*b*c-$a*SA$)}
X(19225) -> {4*E*S^2*$a$+a*b*c*(-(E+F)^2+7*S^2)+((E+F)^2+S^2)*$a*SA$,-4*a*b*c*S^2}
X(19226) -> {4$a$*(3*E+2*F)*S^2+a*b*c*(9*(E+F)^2+3*S^2)+6*$a^3*SA^2$+4*$a*SA^3$,2*S^2*(3*a*b*c-$a$*(E+F)-$a*SA$)}
X(19227) -> {3*a*b*c*((E+F)^2+3*S^2)+$a$*((E+F)^3-3*(E-12*F)*S^2)+21*$a^3*SA^2$+15*((E+F)^2-2*S^2)*$a*SA$+14*$a^3*SB*SC$-10*$a*SA^3$,-6*a*b*c*S^2}
X(19228) -> {(3*a*b*c+6*$a$*(2*E+F)+$a*SA$)*S^2+9*a*b*c*(E+F)^2+(E+F)^3*$a$+(E+F)*(5*$a*SA^2$-$a*SB*SC$),6*a*b*c*S^2}
X(19229) -> {12*a*b*c*(E+F)+$a$*(2*(E+F)^2+13*S^2)+9*$a*SA^2$,($a$)^2*(a*b*c-$a*SA$)}
X(19230) -> {3*a*b*c*((E+F)^2+S^2)+2*$a*SA^3$+(9*$a*SA$+6*$a^3$-5*$a$*F)*S^2,-S^2*($a$(E+F)+$a*SA$)}
X(19231) -> {$a$*(a*b*c*$a^3$+5*(a+b)*(a+c)*(b+c))+2*$a^3*b^3$),4*a*b*c*S^2}
X(19232) -> {S^2*(7*a*b*c+$a$*(12*E+2*F)+6*$a*SA$)+5*a*b*c*(E+F)^2+4*$a*SA^3$,-2*S^2*(a*b*c+$a$*(E+F)+$a*SA$)}
X(19233) -> {12*a*b*c*(E+F)+$a$*(14*S^2+(E+F)^2)+9*$a_SA^2$,-4*$a$*S^2}
X(19234) -> {a*b*c*((E+F)^2+11*S^2)+6*S^2*(2*$a$*E+$a*SA$)+$a$*(E+F)^3+5*$a*SA^3$-$a^3*SB*SC$,-10*a*b*c*S^2}
X(19235) -> {(E+F)^3*$a$+(E+F)^2*(8*a*b*c-$a*SA$)-(E+F)*($a*SA^2$+2*$a*SB*SC$)+(4*a*b*c+13*$a$*E+8*$a*SA$)*S^2+7*$a*SA^3$,4*a*b*c*S^2}
X(19236) -> {(E+F)^3*$a$-(E+F)^2*$a*SA$-(E+F)*$a*SA^2$-(6*a*b*c+(13*E+4*F)*$a$+4*$a*SA$)*S^2-6*a*b*c*(E+F)^2-3*$a*SA^3$,4*$a$*(E+F)*S^2}
X(19237) -> {4*a*b*c*(E+F)+5*$a$*S^2+3*$a*SA^2$,-2*$a$*S^2}
X(19238) -> {a*b*c*(E+F)^2+$a*SA^3$+(a*b*c+$a$*(E+F)+2*$a*SA$)*S^2,-S^2*($a$*(E+F)+$a*SA$)}
X(19239) -> {S^2*(2*a*b*c+(2*E+F)*$a$+3*$a*SA$)+2*a*b*c*(E+F)^2+2*$a*SA^3$,-S^2*($a$*(E+F)+$a*SA$)}
X(19240) -> {a*b*c*(E+4*F)+$a$*(S^2-(E+F)^2)+F*$a*SA$+3*$a*SB*SC$,$a$*(E+F)^2-4*a*b*c*(E+F)+$a*SA^2$-2*$a*SB*SC$}
X(19241) -> {$a$*(2*E-F)-$a*SA$,$a$*(E+F)+$a*SA$}
X(19242) -> {$a$*(3*$a*b*SA*SB$+2*$a*b$*(E+F)^2-2*$a*b*SC^2$-($a*b$+7*E)*S^2),-2*S^2*($a$*(E+F)+$a*SA$)}
X(19243) -> {$a$*((E-$a*b$)*S^2+3*$a*b*SA*SB$+2*$a*b$*(E+F)^2-2*$a*b*SC^2$),-2*S^2*($a$*(E+F)+$a*SA$)}
X(19244) -> {S^2*(2*a*b*c+$a$*(E+F)+3*$a*SA$)+2*a*b*c*(E+F)^2+2*$a*SA^3$,-S^2*($a$*(E+F)+$a**SA$)}
X(19245) -> {(2*F-E)*$a$+2*$a*SA$,-2*$a$*(E+F)-2*$a*SA$}
X(19246) -> {$a$*(a*b*c-$a$*(E+F)-$a*SA$)*(a*b*c+$a*SA$),2*S^2*($a$*(E+F)+$a*SA$)}
X(19247) -> {S^2*(2*a*b*c+(5*E+3*F)*$a$+5*$a*SA$)+2*a*b*c*(E+F)^2+2*$a*SA^3$,-3*S^2*($a$*(E+F)+$a*SA$)}
X(19248) -> {(5*E+F)*$a$+$a*SA$,-(E+F)*$a$-$a*SA$}
X(19249) -> {(4*E+F)*$a$+$a*SA$,-(E+F)*$a$-$a*SA$}
X(19250) -> {(3*E+F)*$a$+$a*SA$,-(E+F)*$a$-$a*SA$};
X(19251) -> {(E+3*F)*$a$+3*$a*SA$,-3*(E+F)*$a$-3*$a*SA$}
X(19252) -> {(5*E+3*F)*$a$+3*$a*SA$,-3*(E+F)*$a$-3*$a*SA$}
X(19253) -> {(5*E-F)*$a$-$a*SA$,(E+F)*$a$+$a*SA$}
X(19254) -> {$a$*(2*E+3*F)+3*$a*SA$,-3*$a$*(E+F)-3*$a*SA$}
X(19255) -> {(3*$a$*(E+F)+2*a*b*c+5*$a*SA$)*S^2+2*a*b*c*(E+F)^2+2*$a*SA^3$,-3*S^2*($a$*(E+F)+$a*SA$)}
X(19256) -> {a*b*c+$a$*F+$a*SA$,-$a$*(E+F)-$a*SA$}
X(19257) -> {(a+b)*(a+c)*(b+c)*$a$*(3*a*b*c-*$a*SA$),2*S^2*($a$*(E+F)+*$a*SA$)}
X(19258) -> {2*a*b*c*(E+F)*($a*b$+E+F)-S^2*(2*a*b*c+$a$*(E+F)+$a*SA$),S^2*($a$*(E+F)+$a*SA$)}
X(19259) -> {(2*a*b*c+$a$*(5*E+F)+3*$a*SA$)*S^2+2*a*b*c*(E+F)^2+2*$a*SA^3$,-S^2*($a$*(E+F)+$a*SA$)}
X(19260) -> {($a*$-2*E)*S^2-$a*b$*(E+F)^2+$a*b*SC^2$-3*$a*b*SA*SB$,(3*E-$a*b$)*S^2+3*$a*b*SA*SB$}
X(19261) -> {$a$*(3*E+F)+$a*SA$,-$a$*(E+F)-$a*SA$}
X(19262) -> {a*b*c+$a$*(E+F)+$a*SA$,-$a$*(E+F)-$a*SA$}
X(19263) -> {(E+F)*(4*a*b*c+(3*E+F)*$a$+$a*SA$)+$a$*S^2+$a*SB*SC$,-$a$*((E+F)^2+S^2)-a*b*c*($a*b$+4*E+4*F)}
X(19264) -> {5*a*b*c*E+$a$*(3*S^2+2*(E+F)^2)+F*$a*SA$+3*$a*SA^2$-$a*SB*SC$,-3*a*b*c*E-$a$*(S^2+2*(E+F)^2)-3*F*$a*SA$-$a*SA^2$-$a*SB*SC$}
X(19265) -> {$a$*(4*E-F)-$a*SA$,$a$*(E+F)+$a*SA$}
X(19266) -> {E*S^2+a*b*c*(2*$a$*(E+F)+$a*SA$)-2*$a*b*SA*SB$,(3*E-$a*b$)*S^2+3*$a*b*SA*SB$}
X(19267) -> {2*a*b*c*(E+F)^2+$a$*(E+F)*S^2+3*S^2*$a*SA$+2*$a*SA^3$,-S^2*($a$*(E+F)+$a*SA$)}
X(19269) -> {5*a*b*c*(E+F)+2*$a$*((E+F)^2+S^2)+$a*SA^2$+$a*SB*SC$,$a$*S^2+(E+F)*($a*SA$-a*b*c)}
X(19270) -> {$a$*(E+F)+2*$a*SA$,a*b*c-$a*SA$}
X(19271) -> {3*a*b*c*(E+F)+$a$*(E+F)^2+$a*SB*SC$,-a*b*c*(E+F)+2*$a$*S^2+$a*SA^2$-$a*SB*SC$}
X(19272) -> {-11*a*b*c-6*$a$*(E+F)-7*$a*SA$,-a*b*c+$a*SA$}
X(19273) -> {4*a*b*c*$a$+2*(E+F)^2+3*S^2+2*$a*b*SC$,-S^2}
X(19274) -> {2(E+F)*(2*$a*b$+E+F)-3*S^2-2*$a*b*SC$,5*S^2}
X(19275) -> {(6*E-F)*$a$-$a*SA$,$a$*(E+F)+$a*SA$}
X(19276) -> {5*a*b*c+2*$a$*(E+F)-$a*SA$,-3*a*b*c+3*$a*SA$}
X(19277) -> {7*a*b*c+4*$a$*(E+F)+$a*SA$,-3*a*b*c+3*$a*SA$}
X(19278) -> {(E+F)^2+3*S^2+2*$a*b$*(E+F)-$a*b*SC$,-2*S^2}
X(19279) -> {5*S^2+2*((E+F)^2+2*$a*b$*(E+F)-$a*b*SC$),-3*S^2}
X(19280) -> {2*S^2+3*((E+F)^2+2*$a*b$*(E+F)-$a*b*SC$),S^2}
X(19281) -> {$a$*((E+F)^2+S^2)+2*a*b*c*(E+F)+$a*SA^2$,$a$*S^2}
X(19282) -> {5*E*S^2+2*$a*b$*(E+F)^2-2*$a*b*SC^2$+$a*b*SA*SB$,-E*S^2-$a*b*SA*SB$}
X(19283) -> {3*E*S^2+$a*b$*(E+F)^2+$a*b*SA*SB$-$a*b*SC^2$,-E*S^2-$a*b*SA*SB$}
X(19284) -> {$a$*($a^3$+4*a*b*c),4*S^2}
X(19285) -> {a*b*c*(S^2+2*(E+F)^2)+$a$*(4*E+F)*S^2+2*(E+F)*$a*SA^2$,(a*b*c+$a$*(E+F))*S^2}
X(19286) -> {3*$a$*(2*E+F)*S^2+a*b*c*(2*(E+F)^2+S^2)+2*(E+F)*$a*SA^2$,(a*b*c-$a$*(E+F))*S^2}
X(19287) -> {(2*a*b*c+$a$*(4*E-F)+3*$a*SA$)*S^2+2*a*b*c*(E+F)^2+2*$a*SA^3$,$a^3$*S^2}
X(19288) -> {a*b*c*(E+F)+4*$a$*S^2+3*$a*SA^2$,(E+F)*(a*b*c-$a*SA$)}
X(19289) -> {a*b*c-2*$a$*(E+F)-7*$a*SA$,-5*a*b*c+5*$a*SA$}
X(19290) -> {7*a*b*c+2*$a^3$+$a*SA$,-3*a*b*c+3*$a*SA$}
X(19291) -> {$a$*(3*E-2*F)-2*$a*SA$,2*$a$*(E+F)+2*$a*SA$}
X(19292) -> {$a$*(5*E+2*F)+2*$a*SA$,-2*$a$*(E+F)-2*$a*SA$}
X(19293) -> {$a$*(3*F-2*E)+3*$a*SA$,-3*$a$*(E+F)-3*$a*SA$}
X(19308) -> {$a$*S^2-$a*SA^2$,-2*$a$*S^2}
X(19309) -> {(2*E-F)*S^2+$a*b$*(E+F)^2-$a*b*SC^2$,(E+F)*S^2}
X(19310) -> {$a$*(a*b*c*(E+F)+$a*SB*SC$),2*(E+F)*S^2}
X(19311) -> {(E+F)*(3*a*b*c+$a$*(E+F))+6*$a^3*SA$-2*$a$*S^2+3*$a*SA^2$+5*$a*SB*SC$,(E+F)*(a*b*c-$a*SA$)}
X(19312) -> {$a$*S^2+(E+F)*(2*a*b*c+$a$*(E+F)+2*$a*SA$),2*(E+F)*(a*b*c-$a*SA$)}
X(19313) -> {(4*E+F)*S^2+$a*b$*(E+F)^2-$a*b*SC^2$,-(E+F)*S^2}
X(19314) -> {(5*E+2*F)*S^2+$a*b$*(E+F)^2-$a*b*SC^2$,-2*(E+F)*S^2}
X(19315) -> {a*b*c*(E+F)+4*$a$*S^2+4*$a*SA^2$+$a*SB*SC$,(E+F)*(-a*b*c+$a*SA$)}
X(19316) -> {(7*E-2*F)*S^2+3*$a*b$*(E+F)^2-3*$a*b*SC^2$,2*(E+F)*S^2}
X(19317) -> {$a$*(3*a*b*c*(E+F)+$a$*((E+F)^2-2*S^2)-$a*SB*SC$-3*$a*SA^2$),-2*(E+F)*S^2}
X(19318) -> {(5*E-4*F)*S^2+3*$a*b$*(E+F)^2-3*$a*b*SC^2$,4*(E+F)*S^2}
X(19319) -> {$a$*($a*b$-E-F)*(4*a*b*c+$a$*(E+F)),-2*(E+F)*S^2}
X(19320) -> {(11*E+2*F)*S^2+3*$a*b$*(E+F)^2-3*$a*b*SC^2$,-2*(E+F)*S^2}
X(19321) -> {(5*E-F)*S^2+2*$a*b$*(E+F)^2-2*$a*b*SC^2$,(E+F)*S^2}
X(19322) -> {3*F*S^2-$a*b$*(E+F)^2+$a*b*SC^2$,-3*(E+F)*S^2}
X(19323) -> {3*(2**E+F)*S^2+$a*b$*(E+F)^2-$a*b*SC^2$,-3*(E+F)*S^2}
X(19324) -> {(11*E-4*F)*S^2+5*$a*b$*(E+F)^2-5*$a*b*SC^2$,4*(E+F)*S^2}
X(19325) -> {3*(3*E+2*F)*S^2+$a*b$*(E+F)^2-$a*b*SC^2$,-6*(E+F)*S^2}
X(19326) -> {3*a*b*c*(E+F)+$a*SB*SC$-2*(E+F)*$a*SA$,3*(E+F)*(-a*b*c+$a*SA$)}
X(19327) -> {(13*E+4*F)*S^2+3*$a*b$*(E+F)^2-3*$a*b*SC^2$,-4*(E+F)*S^2}
X(19328) -> {3*(3*E-2*F)*S^2+5*$a*b$*(E+F)^2-5*$a*b*SC^2$,6*(E+F)*S^2}
X(19329) -> {$a$*(a*b*c*(E+F)+$a*SA^2$+$a*SB*SC$),2*($a*b$+2*(E+F))*S^2}
X(19331) -> {9*a*b*c+2*$a$*(E+F)-3*$a*SA$,-5*a*b*c+5*$a*SA$}
X(19332) -> {11*a*b*c+4*$a$*(E+F)+$a*SA$,-3*a*b*c+3*$a*SA$}
X(19333) -> {4*a*b*c+3*$a$*(E+F)+5*$a*SA$,+2*a*b*c-2*$a*SA$}
X(19334) -> {5*a*b*c+3*$a$*(E+F)+4*$a*SA$,a*b*c-$a*SA$}
X(19335) -> {5*a*b*c-$a$*(E+F)-$a*SA$,-3*a*b*c+$a$*(E+F)+$a*SA$}
X(19336) -> {5*a*b*c+$a$*(E+F)-2*$a*SA$,-3*a*b*c+3*$a*SA$}
X(19337) -> {10*a*b*c+3*$a$*(E+F)-$a*SA$,-4*a*b*c+4*$a*SA$}
X(19338) -> {a*b*c*(F+3*(E+F))+$a$*(4*S^2+(E+F)^2)+3*$a*SA^2$,-4*a*b*c*(E+F)-$a$*(4*S^2+(E+F)^2)-3*$a*SA^2$}
X(19339) -> {a*b*c*(5*E+4*F)+$a$*((E+F)^2+4*S^2)+3*$a*SA^2$,-4*a*b*c*(E+F)-$a$*((E+F)^2+4*S^2)-3*$a*SA^2$}
X(19340) -> {a*b*c*(F-9*(E+F))-$a$*((E+F)*(3*E+2*F)+9*S^2)+$a*SB*SC$+F*$a*SA$-7*$a*SA^2$,8*a*b*c*(E+F)+2*$a$*((E+F)^2+4*S^2)+6*$a*SA^2$}
X(19341) -> {2*a*b*c*(3*E+2*F)+$a$*(4*S^2+(E+F)^2)+3*$a*SA^2$,-4*a*b*c*(E+F)-$a$*(4*S^2+(E+F)^2)-3*$a*SA^2$}
X(19342) -> {4*a*b*c*F+$a$*(4*S^2+(E+F)^2)+3*$a*SA^2$,-4*a*b*c*(E+F)-$a$*(4*S^2+(E+F)^2)-3*$a*SA^2$}
X(19343) -> {a*b*c*(3*E+4*F)+$a$*(F*(E+F)+4*S^2)+3*$a*SA^2$,-4*a*b*c*(E+F)-$a$*(4*S^2+(E+F)^2)-3*$a*SA^2$}
X(19344) -> {2*a*b*c*F+(E+F)*(2*a*b*c+$a$*F)+4*$a$*S^2+3*$a*SA^2$,-4*a*b*c*(E+F)-$a$*(4*S^2+(E+F)^2)-3*$a*SA^2$}
X(19345) -> {a*b*c*(8*F+3*E)+(7*S^2+(E+F)*(2*F-E))*$a$+F*$a*SA$+5*$a*SA^2$+$a*SB*SC$,-8*a*b*c*(E+F)-2*$a$*(4*S^2+(E+F)^2)-6*$a*SA^2$
X(19346) -> {3*$a*b$+E,-3*$a*b$}
X(19512) -> {2*($a*b$-3*(E+F)),($a$)^2}
X(19513) -> {a*b*c-$a$*(E+F)-$a*SA$,a*b*c+$a$*(E+F)+$a*SA$}
X(19514) -> {3*a*b*c-$a$*(E+F)-$a*SA$,-a*b*c+$a$*(E+F)+$a*SA$}
X(19515) -> {9*a*b*c-$a$*(E+F)-3*$a*SA$,-3*a*b*c+$a^3$}
X(19516) -> {7*a*b*c+3*$a$*(E+F)+$a*SA$,-3*a*b*c-3*$a$*(E+F)-$a*SA$}
X(19517) -> {2*a*b*c-4*$a$*(E+F)-2*$a*SA$,($a$)^3}
X(19518) -> {4*E*S^2+$a*b$*((E+F)^2+S^2)-$a*b*SC^2$-a*b*c*$a*SA$,-2*F*S^2-$a^2*SA^2$-$a*b*SA*SB$}
X(19519) -> {5*E*S^2+$a*b$*((E+F)^2-S^2)-$a*b*SC^2$+2*$a*b*SA*SB$,($a*b$-2*E)*S^2-2*$a*b*SA*SB$}
X(19520) -> {($a$)^2*((2*E-F)*S^2+$a*b*SA*SB$),-2*S^4}
X(19521) -> {a*b*c+4*$a$*E+$a*SA$,a*b*c-$a*SA$};
X(19522) -> {$a$*((E+F)^2-S^2)-2*$a*SA^2$,-$a$*((E+F)^2+S^2)}
X(19523) -> {$a$*(3*a*b*c+$a$*(E+F))*(a*b*c+$a*SA$),-2*(a*b*c+$a$*(E+F))*S^2}
X(19524) -> {a*b*c-$a$*E-2*$a*SA$,-a*b*c+2*$a*SA$}
X(19525) -> {3*a*b*c+$a$*E-2*$a*SA$,-3*a*b*c+2*$a*SA$}
X(19526) -> {5*a*b*c+3*$a$*E,-5*a*b*c}
X(19527) -> {F*S^2+$a*b$*(E+F)^2-$a*b*SC^2$,-F*S^2-a*b*c*$a*SA$}
X(19528) -> {$a$*((2*E+F)*S^2+$a*b$*((E+F)^2-2*S^2)+2*$a*b*SA*SB$-$a*b*SC^2$),(2*a*b*c-$a$*(E+F))*S^2}
X(19529) -> {$a$*(($a*b$-E+2*F)*S^2+$a*b$*((E+F)^2-2*S^2)-$a*b*SC^2$),-S^2*(a*b*c+$a$*(E+F)-$a*SA$)}
X(19530) -> {$a$*(4*E*S^2+$a*b$*((E+F)^2-2*S^2)+3*$a*b*SA*SB$-$a*b*SC^2$),S^2*(3*a*b*c-$a$*(E+F)-$a*SA$)}
X(19531) -> {$a$*($a*b$*(2*(E+F)^2-3*S^2)+5*(E*S^2+$a*b*SA*SB$)-2*$a*b*SC^2$),2*S^2*(2*a*b*c-$a$*(E+F)-$a*SA$)};
X(19532) -> {($a*b$+E)*S^2+(E+F)^2*$a*b$-4*(E+F)*$a*b*SC$+3*$a*b*SC^2$,(3*$a*b$-4*E)*S^2-4*$a*b*SA*SB$}
X(19533) -> {$a$*(3*E*S^2+$a*b$*((E+F)^2-S^2)+2*$a*b*SA*SB$-$a*b*SC^2$),S^2*(a*b*c-$a$*(E+F)-$a*SA$)}
X(19534) -> {S^2*(2*a*b*c+(8*E+F)*$a$+3*$a*SA$)+2*a*b*c*(E+F)^2+2*$a*SA^3$,-S^2*($a$*(E+F)+$a*SA$)}
X(19535) -> {5*a*b*c+$a$*E,-5*a*b*c}
X(19536) -> {3*a*b*c+7*$a$*E,-3*a*b*c}
X(19537) -> {5*a*b*c-$a$*E,-5*a*b*c}
X(19538) -> {7*a*b*c+5*$a$*E,-7*a*b*c}
X(19539) -> {11*a*b*c+5*$a$*E,-11*a*b*c}
X(19540) -> {a*b*c-$a$*(E+F)-$a*SA$,$a$*$a*b$}
X(19541) -> {a*b*c,-a*b*c-2*$a$*E}
X(19542) -> {2*a*b*c+2*$a*SA$,-($a$)^3}
X(19543) -> {$a$*(E+F)+$a*SA$,-2*a*b*c-$a$*(E+F)-$a*SA$}
X(19544) -> {2*a*b*c+$a$*(E+F),-$a$*(E+F)}
X(19545) -> {2*a*b*c*(E+F)+$a$*((E+F)^2+S^2),-2*a*b*c*(E+F)-$a$*(E+F)^2-3*$a$*S^2-2*$a*SA^2$}
X(19546) -> {3*a*b*c-$a$*(E+F)-$a*SA$,$a$*$a*b$}
X(19547) -> {3*a*b*c+$a$*(E+F),-a*b*c-$a$*(E+F)}
X(19548) -> {$a^3$+a*b*c,-$a^3$+a*b*c}
X(19549) -> {3*a*b*c-$a$*(E+F)-$a*SA$,a*b*c+$a$*(E+F)+$a*SA$}
X(19550) -> {2*a*b*c-$a$*(E+F)-$a*SA$,$a$*(E+F)+$a*SA$}
X(19645) -> {2*(a*b*c+$a$*(E+F)),-($a$)^3}
X(19646) -> {a*b*c-$a$*(E+F)-$a*SA$,5*a*b*c+$a$*(E+F)+$a*SA$}
X(19647) -> {$a$*(E+F)+$a*SA$,-$a$*$a*b$}
X(19648) -> {a*b*c+$a^3$,a*b*c-$a^3$}
X(19649) -> {3*a*b*c-$a$*(E+F)-$a*SA$,a*b*c+$a$*(E+F)+$a*SA$}
X(19650) -> {2*a*b*c-$a$*(E+F)-$a*SA$,$a$*(E+F)+$a*SA$}
X(19659) -> {E+F-Sqrt[(E+F)^2-3*S^2],E+F+Sqrt[(E+F)^2-3*S^2]}
X(19660) -> {E+F+Sqrt[(E+F)^2-3*S^2],E+F-Sqrt[(E+F)^2-3*S^2]}
X(19664) -> {a*b*c*(3*(E+F)^2+S^2)-((E+F)^2-S^2)*($a$*(E+F)+$a*SA$),-2*S^2*(3*a*b*c+$a$*(E+F)+$a*SA$)}
X(19665) -> {2*a*b*c*(E+F)^2-((E+F)^2-S^2)*$a*SA$,-2*S^2*(a*b*c+$a*SA$)}
X(19666) -> {a*b*c*(3*(E+F)^2+S^2)-((E+F)^2-S^2)*$a*SA$,-2*S^2*(3*a*b*c+$a*SA$)}
X(19667) -> {2*(E+F)*((E+F)^2-S^2)-$a*b$*((E+F)^2+S^2),4($a*b$+E+F)*S^2}
X(19668) -> {a*b*c*((E+F)^2+S^2)-((E+F)^2-S^2)*($a$*(E+F)+$a*SA$),-2*S^2*(2*a*b*c+$a$*(E+F)+$a*SA$)}
X(19669) -> {$a$*(E+F)*((E+F)^2-S^2)+a*b*c*(3*(E+F)^2-S^2),2*$a$*(E+F)*S^2}
X(19670) -> {a*b*c*(3*(E+F)^2-S^2)+$a$*(E+F)*(S^2-(E+F)^2),-2*$a$*(E+F)*S^2}
X(19671) -> {6*a*b*c*(E+F)^2-((E+F)^2-S^2)*($a$*(E+F)+$a*SA$),-2*S^2*(3*a*b*c+$a$*(E+F)+$a*SA$)}
X(19672) -> {a*b*c*(5*(E+F)^2-S^2)-((E+F)^2-S^2)*$a*SA$,-2*S^2*(a*b*c+$a*SA$)}
X(19673) -> {$a$*(E+F)*((E+F)^2-S^2)+2*a*b*c*(2*(E+F)^2-S^2),2*(a*b*c+$a$*(E+F))*S^2}
X(19674) -> {($a^3$+2*a*b*c)*(E+F)^2-$a^3$*S^2,2*($a^3$-a*b*c)*S^2}
X(19675) -> {a*b*c*(5*(E+F)^2-S^2)-((E+F)^2-S^2)*($a$*(E+F)+$a*SA$),-2*S^2*(a*b*c+$a$*(E+F)+$a*SA$)}
X(19676) -> {a*b*c*(3*(E+F)^2-S^2)-((E+F)^2-S^2)*($a$*(E+F)+$a*SA$),-2*S^2*($a$*(E+F)+$a*SA$)}
X(19677) -> {2*a*b*c*(3*(E+F)^2-2*S^2)-((E+F)^2-S^2)*($a$*(E+F)+$a*SA$),2*S^2*(3*a*b*c-$a$*(E+F)-$a*SA$)}
X(19678) -> {2*a*b*c*(E+F)^2-((E+F)^2-S^2)*($a$*(E+F)+$a*SA$),-2*S^2*(a*b*c+$a$*(E+F)+$a*SA$)}
X(19679) -> {2*a*b*c*(2*(E+F)^2-S^2)-((E+F)^2-S^2)*($a$*(E+F)+$a*SA$),2*S^2*(a*b*c-$a$*(E+F)-$a*SA$)}
X(19680) -> {$a$*(E+F)*((E+F)^2+S^2)+(S^2-3*(E+F)^2)*$a*SA$,-4*S^2*$a$*(E+F)}
X(19681) -> {(E+F)*((E+F)*($a*b$-2*(E+F))+S^2),-($a*b$+E+F)*S^2}
X(19682) -> {$a$*((E+F)^4-3*E*(E+F)*S^2-3*S^4)-(5*$a*SA^2$-3*$a*SB*SC$-3*F*$a*SA$)*S^2-3*$a*SA^4$,2*$a$*S^2*((E+F)^2+S^2)}
X(19683) -> {S^2*$a^3$+(E+F)^2*(3*$a*SA$-$a$*(E+F)),-2*S^2*$a$*(E+F)}
X(19685) -> {3*a*b*c*((E+F)^2+S^2)-2*((E+F)^2-S^2)*($a$*(E+F)+$a*SA$),-4*S^2*(3*a*b*c+$a$*(E+F)+$a*SA$)}
X(19686) -> {3*(E+F)^2-5*S^2,12*S^2}
X(19687) -> {(E+F)^2-2*S^2,5*S^2}
X(19688) -> {2*a*b*c*((E+F)^2+S^2)-((E+F)^2-S^2)*($a$*(E+F)+$a*SA$),-2*S^2*(4*a*b*c+($a$*(E+F)+$a*SA$))}
X(19689) -> {5*(E+F)^2-3*S^2,4*S^2}
X(19690) -> {5*(E+F)^2+S^2,-8*S^2}
X(19691) -> {(E+F)^2+5*S^2,-16*S^2}
X(19692) -> {7*(E+F)^2-5*S^2,8*S^2}
X(19693) -> {5*(E+F)^2-7*S^2,16*S^2}
X(19694) -> {7*(E+F)^2-3*S^2,2*S^2}
X(19695) -> {(E+F)^2+2*S^2,-7*S^2}
X(19696) -> {(E+F)^2-5*S^2,14*S^2}
X(19697) -> {4*(E+F)^2-3*S^2,5*S^2}
X(19698) -> {4*(E+F)^3+$a*b$*((E+F)^2+S^2),-4*($a*b$+E+F)*S^2}
X(19699) -> {$a$*(E+F)*((E+F)^2+S^2)+(3*(E+F)^2-S^2)*($a*SA$-a*b*c),-4*$a$*(E+F)*S^2}
X(19700) -> {a*b*c*(3*(E+F)^2-S^2)+2*$a$*(E+F)*(S^2-(E+F)^2),-4*$a$*(E+F)*S^2}
X(19702) -> {7*(E+F)^2-4*S^2,5*S^2}
X(19703) -> {5*$a*b$-4*(E+F),-9*$a*b$}
X(19704) -> {9*a*b*c+$a$*E,-9*a*b*c}
X(19705) -> {9*a*b*c-$a$*E,-9*a*b*c}
X(19706) -> {5*a*b*c-4*$a$*E,-9*a*b*c}
X(19707) -> {2*$a^3$+7*a*b*c,-9*a*b*c}
X(19708) -> {8,-9}
X(19709) -> {7,9}
X(19710) -> {13,-27}
X(19711) -> {37,-27}
X(19772) -> {Sqrt[3]*F+S,-2*S}
X(19773) -> {Sqrt[3]*F-S,2*S}
X(19940) -> {9*E^2+80*E*F+128*F^2+64*S^2,-27*E^2+16*E*F+128*F^2+320*S^2}

===================================================================================================================
ThE Shinagawa coefficients of the following point are simpler than those reported on ETC.

X(18132) -> {S^2*(5*E-28*F)+16*$a*b*SA*SB$-9*a*b*c*$a*SA$,3*S^2*($a*b$-(E+4*F))-3*$a*b*SA*SB$}