HADMARD MATRIX WITH NEGATION AND ACCPETANCe

if + is positive time and - is negavtiev time operator then if there is no stretchment betwenen psiitve and negavtive operator of time then negtive will be negative like not stretch betwene positve and negavtive operator if not staretch ment between postiev time nad negtive time then multiple of them is not possible if taht possible like + into - tht give the negvative time in normal manners but in if its time operator if + operator stretch more then the negative oeprator then it willbe psitive in hadmard mmatrxi id dpend on their stretch time not allthe tiem negative will come if plus is stretch more then teh negtaive oeprator tehn itn will be plus will come then matrices [+ +] [+ -] and it traspose and normla will give the under time strethemnt if + operator stretch more then teh negtive operator then transpose and normal mtrises prudct      + + + + + + + + + + + + + + + +      but if if psotiv time oeprator not stretch more tehn the negative then answer woudl be       + + + + + + − − + − + − + − − +     