In a certain code language, 'ACUMEN' is written as 'QBPRFX'. How will 'CENSURE' be written in that language?

Let's examine the transformation pattern from ACUMEN to QBPRFX by grouping or cross-shifting letters:Split the 6-letter word ACUMEN into two halves: ACU and MEN.Let's look at the cross mapping between the two halves:A (1) + 15 = P (4th letter of code)? No.Let's reverse the entire word ACUMEN $\to$ N, E, M, U, C, A.N (+3) $\to$ QE (-3) $\to$ BM (+3) $\to$ PU (-3) $\to$ RC (+3) $\to$ FA (-3) $\to$ X (since $1-3=-2\to 26-2=24$, which is X)Wow! The pattern is: Reverse the entire word, and apply alternating shifts of $+3$ and $-3$.Let's check the sequence:1st letter from end: N + 3 = Q2nd letter from end: E - 3 = B3rd letter from end: M + 3 = P4th letter from end: U - 3 = R5th letter from end: C + 3 = F6th letter from end: A - 3 = XThis matches QBPRFX perfectly!Now let's apply this exact rule (Reverse word, then $+3,-3,+3,-3,\dots$) to CENSURE:The word reversed is: E, R, U, S, N, E, CE + 3 = HR - 3 = OU + 3 = XS - 3 = PN + 3 = QE - 3 = BC + 3 = FCombining these letters yields HOXPQBF.