let X be set ; :: thesis: for B being SetSequence of X st B is V49() holds
superior_setsequence B = B
let B be SetSequence of X; :: thesis: ( B is V49() implies superior_setsequence B = B )
assume B is V49() ; :: thesis: superior_setsequence B = B
then for n being Element of NAT holds (superior_setsequence B) . n = B . n by Th48;
hence superior_setsequence B = B by FUNCT_2:63; :: thesis: verum