8 There is a society with 71 individuals. Each individual's name is a (natural) number between 1 and 71. Call i the name (number) of each individual. Her preferences are given by the utility function u" = -|A-il where A is an alternative and x is the absolute value of x. The set of the alternatives is A = {1, 40, 81}. 8.1 For any individual i E {1, ...,71}, find her bliss point. (Hint: if you make a list of 71 bliss points, you are not being very efficient). The bliss point of individual i is the alternative A E A closer to i. Thus, for all i 60, the bliss point is 81