[n^2/2+11n/2]--[(n--1)^2/2+11(n--1)/2]
=[n(n+11)/2]--[(n--1)(n--11+1)/2]
=[n(n+1)--(n--1)(n--10)]/2
=(n^2+n--n^2+11n--10)/2
=(12n--10)/2
=6n--5.
[n^2/2+11n/2]--[(n--1)^2/2+11(n--1)/2]
=[n(n+11)/2]--[(n--1)(n--11+1)/2]
=[n(n+1)--(n--1)(n--10)]/2
=(n^2+n--n^2+11n--10)/2
=(12n--10)/2
=6n--5.