     Define a realty of
        this event:

     #1:Very_real
     #2:Quite_real
     #3:Little_real
   #4:Practically_unreal
@1:(P|0.6<>0.9)
@2:(P|0.4<>0.75)
@3:(P|0.25<>0.6)
@4:(P|0.05<>0.4)
@@@
    In what degree You
  personally interesting?

   In positive outcome:
  #1:High   #2:Middle
       #3:Little

   In negative outcome:
  #4:High   #5:Middle
       #6:Little

  #7:Not_interesting
@1:(p<>P|p<>1-(1-P)*0.8)
@2:(p<>P|p<>1-(1-P)*0.85)
@3:(p<>P|p<>1-(1-P)*0.95)
@4:(p<>P|p<>p+(P-p)*0.7)
@5:(p<>P|p<>p+(P-p)*0.8)
@6:(p<>P|p<>p+(P-p)*0.9)
@@@
    How your partner
      interesting?

  In positive outcome:
  #1:High   #2:Middle
       #3:Little

  In negative outcome:
  #4:High   #5:Middle
       #6:Little

  #7:Not_interesting
     #8:No_partner
@1:(p<>P|P-(P-p)*0.7<>P)
@2:(p<>P|P-(P-p)*0.8<>P)
@3:(p<>P|P-(P-p)*0.9<>P)
@4:(p<>P|p*0.8<>P)
@5:(p<>P|p*0.85<>P)
@6:(p<>P|p*0.95<>P)
@@@
  in what degree an event
      is governed by
          chance?

  #1:High     #2:Little
      #3:Not_governed

       #4:Unknown
@1:(p<>P|p*0.85<>1-(1-P)*0.9)
@2:(p<>P|p*0.95<>1-(1-P)*0.98)
@4:(p<>P|p*0.75<>1-(1-P)*0.85)
@@@
If it is possible an influence
 of third persons, then into
     what outcome side?

        #1:Positive
        #2:Negative
      #3:No_influence
@1:(p<>P|p<>1-(1-P)*0.9)
@2:(p<>P|p*0.9<>P)
@@@
  How much you are informing
about factors, which influenced
   on the event's outcome?

    #1:Good  #2:Middle
         #3:Bad
@1:(p<>P|(P+p)/2-(P-p)*0.35<>(P+p)/2+(P-p)*0.45)
@3:(p<>P|(P+p)/2-(P-p)*0.4<>(P+p)/2+(P-p)*0.4)
@3:(p<>P|(P+p)/2-(P-p)*0.45<>(P+p)/2+(P-p)*0.35)
@@@
   Estimate a preparatoriness
         of this event

      #1:Sufficient
        #2:Middle
     #3:Unsufficient
@1:(p<>P|P-(P-p)*0.9<>P)
@3:(p<>P|p<>p+(P-p)*0.9)
@@@
