warning: Ignored call to loop_cont_eval1/3 in equation start/3 
Inferred cost of eval2(A,B,C,D,E,F,G): 
eval2(A,B,C,D,E,F,G):[[11],12]: 1+it1*(1)
  Such that:it1=<1*A+ -1*B,it1=<1*C+ -1*B,it1=<1*C+ -1*G
  with precondition: [D=0,F=B,A=C,F=E,F=G,A>=F+1] 

Inferred cost of eval1(A,B,C,D,E,F,G): 
eval1(A,B,C,D,E,F,G):[15]: 0
  with precondition: [D=1,E=A,F=B,G=C] 

eval1(A,B,C,D,E,F,G):[14,15]: 2+it1*(1)
  Such that:it1=<1*A+ -1*B,it1=<1*C+ -1*B,it1=<1*C+ -1*G
  with precondition: [D=1,A=C,B=E,B=F,B=G,A>=B+1] 

Inferred cost of start(A,B,C): 
start(A,B,C):[17]: 1
  with precondition: [] 

start(A,B,C):[18]: 3+it1*(1)
  Such that:it1=<1*A+ -1*B,it1=<1*C+ -1*B
  with precondition: [A=C,A>=B+1] 

Solved cost expressions of start(A,B,C): 
start(A,B,C):[17]: 1  with precondition: [] 
start(A,B,C):[18]: -1*B+1*C+3  with precondition: [A=C,A>=B+1] 
Maximum cost of start(A,B,C): max([-1*B+1*C+3,1]) 
Asymptotic class: n 
Time statistics: 
Partial evaluation computed in 6 ms.
Invariants computed in 13 ms.
----Backward Invariants 5 ms.
----Transitive Invariants 2 ms.
Refinement performed in 13 ms.
Termination proved in 4 ms.
Upper bounds computed in 32 ms.
----Phase cost structures 12 ms.
--------Equation cost structures 11 ms.
--------Inductive compression(1) 1 ms.
--------Inductive compression(2) 0 ms.
--------Black Cost 0 ms.
----Chain cost structures 17 ms.
----Solving cost expressions 0 ms.

Compressed phase information: 0 
Compressed Chains: 0 
Compressed invariants: 0 
Total analysis performed in 82 ms.