Since P(t)=k.N(t), we get: P(t) = Eq[ P(T)/N(T) ] .N(t) , i.e., P(t)/N(t) = Eq[ P(T)/N(T) ] In other words, P(.)/N(.) is martingale. What if some action is allowed in the term?

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D o y o u f a n t a s i z e h a v i n g s 3 x o r a n y f o r m o f r e l a t i o n s h i p w i t h a n y t e e n b e i t m a l e o r f e m a l e ? A r e y o u i n t o B D S M , S p a n k i n g , b r e e d i n g , en s l a v e m e n t , p e t - p l a y , e t c b e c a us e I a m r e n t i n g a n d s e l l i n g t e e n a...

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