NO * Step 1: UnsatRules NO + Considered Problem: Rules: 0. eval_realheapsort_start(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb0_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (1,1) 1. eval_realheapsort_bb0_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_0(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 2. eval_realheapsort_0(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_1(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 3. eval_realheapsort_1(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_2(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 4. eval_realheapsort_2(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb1_in(v_33,v_90,v_N,v_j_0,v_j_1,1,v_k_1,v_m_0) [-1 + v_N >= 2] (?,1) 5. eval_realheapsort_2(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb16_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) [2 >= v_N] (?,1) 6. eval_realheapsort_bb1_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb2_in(v_33,v_90,v_N,v_k_0,v_j_1,v_k_0,v_k_1,v_m_0) [-1 + v_N >= v_k_0] (?,1) 7. eval_realheapsort_bb1_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb5_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) [-1 + v_k_0 >= -1 + v_N] (?,1) 8. eval_realheapsort_bb2_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb3_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) [-1 + v_j_0 >= 0] (?,1) 9. eval_realheapsort_bb2_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort__critedge_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) [0 >= v_j_0] (?,1) 10. eval_realheapsort_bb3_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb4_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) [1 + v_j_0 = 0 && nondef_0 = 0] (?,1) 11. eval_realheapsort_bb3_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb4_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) [v_j_0 >= 0 && nondef_0 >= 0 && 1 + -2*nondef_0 + v_j_0 >= 0 && 1 >= 1 + -2*nondef_0 + v_j_0] (?,1) 12. eval_realheapsort_bb3_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb4_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) [-1 >= 1 + v_j_0 && 0 >= nondef_0 && -1 + 2*nondef_0 + -1*v_j_0 >= 0 && 1 >= -1 + 2*nondef_0 + -1*v_j_0] (?,1) 13. eval_realheapsort_bb3_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort__critedge_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) [1 + v_j_0 = 0 && nondef_0 = 0] (?,1) 14. eval_realheapsort_bb3_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort__critedge_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) [v_j_0 >= 0 && nondef_0 >= 0 && 1 + -2*nondef_0 + v_j_0 >= 0 && 1 >= 1 + -2*nondef_0 + v_j_0] (?,1) 15. eval_realheapsort_bb3_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort__critedge_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) [-1 >= 1 + v_j_0 && 0 >= nondef_0 && -1 + 2*nondef_0 + -1*v_j_0 >= 0 && 1 >= -1 + 2*nondef_0 + -1*v_j_0] (?,1) 16. eval_realheapsort_bb4_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb2_in(v_33,v_90,v_N,-1 + nondef_3,v_j_1,v_k_0,v_k_1,v_m_0) [1 + v_j_0 = 0 && nondef_1 = 0 && 1 + v_j_0 = 0 && nondef_2 = 0 && 1 + v_j_0 = 0 && nondef_3 = 0] (?,1) 17. eval_realheapsort_bb4_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb2_in(v_33,v_90,v_N,-1 + nondef_3,v_j_1,v_k_0,v_k_1,v_m_0) [1 + v_j_0 = 0 (?,1) && nondef_1 = 0 && 1 + v_j_0 = 0 && nondef_2 = 0 && v_j_0 >= 0 && nondef_3 >= 0 && 1 + -2*nondef_3 + v_j_0 >= 0 && 1 >= 1 + -2*nondef_3 + v_j_0] 18. eval_realheapsort_bb4_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb2_in(v_33,v_90,v_N,-1 + nondef_3,v_j_1,v_k_0,v_k_1,v_m_0) [1 + v_j_0 = 0 (?,1) && nondef_1 = 0 && 1 + v_j_0 = 0 && nondef_2 = 0 && -1 >= 1 + v_j_0 && 0 >= nondef_3 && -1 + 2*nondef_3 + -1*v_j_0 >= 0 && 1 >= -1 + 2*nondef_3 + -1*v_j_0] 19. eval_realheapsort_bb4_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb2_in(v_33,v_90,v_N,-1 + nondef_3,v_j_1,v_k_0,v_k_1,v_m_0) [1 + v_j_0 = 0 (?,1) && nondef_1 = 0 && v_j_0 >= 0 && nondef_2 >= 0 && 1 + -2*nondef_2 + v_j_0 >= 0 && 1 >= 1 + -2*nondef_2 + v_j_0 && 1 + v_j_0 = 0 && nondef_3 = 0] 20. eval_realheapsort_bb4_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb2_in(v_33,v_90,v_N,-1 + nondef_3,v_j_1,v_k_0,v_k_1,v_m_0) [1 + v_j_0 = 0 (?,1) && nondef_1 = 0 && v_j_0 >= 0 && nondef_2 >= 0 && 1 + -2*nondef_2 + v_j_0 >= 0 && 1 >= 1 + -2*nondef_2 + v_j_0 && v_j_0 >= 0 && nondef_3 >= 0 && 1 + -2*nondef_3 + v_j_0 >= 0 && 1 >= 1 + -2*nondef_3 + v_j_0] 21. eval_realheapsort_bb4_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb2_in(v_33,v_90,v_N,-1 + nondef_3,v_j_1,v_k_0,v_k_1,v_m_0) [1 + v_j_0 = 0 (?,1) && nondef_1 = 0 && v_j_0 >= 0 && nondef_2 >= 0 && 1 + -2*nondef_2 + v_j_0 >= 0 && 1 >= 1 + -2*nondef_2 + v_j_0 && -1 >= 1 + v_j_0 && 0 >= nondef_3 && -1 + 2*nondef_3 + -1*v_j_0 >= 0 && 1 >= -1 + 2*nondef_3 + -1*v_j_0] 22. eval_realheapsort_bb4_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb2_in(v_33,v_90,v_N,-1 + nondef_3,v_j_1,v_k_0,v_k_1,v_m_0) [1 + v_j_0 = 0 (?,1) && nondef_1 = 0 && -1 >= 1 + v_j_0 && 0 >= nondef_2 && -1 + 2*nondef_2 + -1*v_j_0 >= 0 && 1 >= -1 + 2*nondef_2 + -1*v_j_0 && 1 + v_j_0 = 0 && nondef_3 = 0] 23. eval_realheapsort_bb4_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb2_in(v_33,v_90,v_N,-1 + nondef_3,v_j_1,v_k_0,v_k_1,v_m_0) [1 + v_j_0 = 0 (?,1) && nondef_1 = 0 && -1 >= 1 + v_j_0 && 0 >= nondef_2 && -1 + 2*nondef_2 + -1*v_j_0 >= 0 && 1 >= -1 + 2*nondef_2 + -1*v_j_0 && v_j_0 >= 0 && nondef_3 >= 0 && 1 + -2*nondef_3 + v_j_0 >= 0 && 1 >= 1 + -2*nondef_3 + v_j_0] 24. eval_realheapsort_bb4_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb2_in(v_33,v_90,v_N,-1 + nondef_3,v_j_1,v_k_0,v_k_1,v_m_0) [1 + v_j_0 = 0 (?,1) && nondef_1 = 0 && -1 >= 1 + v_j_0 && 0 >= nondef_2 && -1 + 2*nondef_2 + -1*v_j_0 >= 0 && 1 >= -1 + 2*nondef_2 + -1*v_j_0 && -1 >= 1 + v_j_0 && 0 >= nondef_3 && -1 + 2*nondef_3 + -1*v_j_0 >= 0 && 1 >= -1 + 2*nondef_3 + -1*v_j_0] 25. eval_realheapsort_bb4_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb2_in(v_33,v_90,v_N,-1 + nondef_3,v_j_1,v_k_0,v_k_1,v_m_0) [v_j_0 >= 0 (?,1) && nondef_1 >= 0 && 1 + -2*nondef_1 + v_j_0 >= 0 && 1 >= 1 + -2*nondef_1 + v_j_0 && 1 + v_j_0 = 0 && nondef_2 = 0 && 1 + v_j_0 = 0 && nondef_3 = 0] 26. eval_realheapsort_bb4_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb2_in(v_33,v_90,v_N,-1 + nondef_3,v_j_1,v_k_0,v_k_1,v_m_0) [v_j_0 >= 0 (?,1) && nondef_1 >= 0 && 1 + -2*nondef_1 + v_j_0 >= 0 && 1 >= 1 + -2*nondef_1 + v_j_0 && 1 + v_j_0 = 0 && nondef_2 = 0 && v_j_0 >= 0 && nondef_3 >= 0 && 1 + -2*nondef_3 + v_j_0 >= 0 && 1 >= 1 + -2*nondef_3 + v_j_0] 27. eval_realheapsort_bb4_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb2_in(v_33,v_90,v_N,-1 + nondef_3,v_j_1,v_k_0,v_k_1,v_m_0) [v_j_0 >= 0 (?,1) && nondef_1 >= 0 && 1 + -2*nondef_1 + v_j_0 >= 0 && 1 >= 1 + -2*nondef_1 + v_j_0 && 1 + v_j_0 = 0 && nondef_2 = 0 && -1 >= 1 + v_j_0 && 0 >= nondef_3 && -1 + 2*nondef_3 + -1*v_j_0 >= 0 && 1 >= -1 + 2*nondef_3 + -1*v_j_0] 28. eval_realheapsort_bb4_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb2_in(v_33,v_90,v_N,-1 + nondef_3,v_j_1,v_k_0,v_k_1,v_m_0) [v_j_0 >= 0 (?,1) && nondef_1 >= 0 && 1 + -2*nondef_1 + v_j_0 >= 0 && 1 >= 1 + -2*nondef_1 + v_j_0 && v_j_0 >= 0 && nondef_2 >= 0 && 1 + -2*nondef_2 + v_j_0 >= 0 && 1 >= 1 + -2*nondef_2 + v_j_0 && 1 + v_j_0 = 0 && nondef_3 = 0] 29. eval_realheapsort_bb4_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb2_in(v_33,v_90,v_N,-1 + nondef_3,v_j_1,v_k_0,v_k_1,v_m_0) [v_j_0 >= 0 (?,1) && nondef_1 >= 0 && 1 + -2*nondef_1 + v_j_0 >= 0 && 1 >= 1 + -2*nondef_1 + v_j_0 && v_j_0 >= 0 && nondef_2 >= 0 && 1 + -2*nondef_2 + v_j_0 >= 0 && 1 >= 1 + -2*nondef_2 + v_j_0 && v_j_0 >= 0 && nondef_3 >= 0 && 1 + -2*nondef_3 + v_j_0 >= 0 && 1 >= 1 + -2*nondef_3 + v_j_0] 30. eval_realheapsort_bb4_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb2_in(v_33,v_90,v_N,-1 + nondef_3,v_j_1,v_k_0,v_k_1,v_m_0) [v_j_0 >= 0 (?,1) && nondef_1 >= 0 && 1 + -2*nondef_1 + v_j_0 >= 0 && 1 >= 1 + -2*nondef_1 + v_j_0 && v_j_0 >= 0 && nondef_2 >= 0 && 1 + -2*nondef_2 + v_j_0 >= 0 && 1 >= 1 + -2*nondef_2 + v_j_0 && -1 >= 1 + v_j_0 && 0 >= nondef_3 && -1 + 2*nondef_3 + -1*v_j_0 >= 0 && 1 >= -1 + 2*nondef_3 + -1*v_j_0] 31. eval_realheapsort_bb4_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb2_in(v_33,v_90,v_N,-1 + nondef_3,v_j_1,v_k_0,v_k_1,v_m_0) [v_j_0 >= 0 (?,1) && nondef_1 >= 0 && 1 + -2*nondef_1 + v_j_0 >= 0 && 1 >= 1 + -2*nondef_1 + v_j_0 && -1 >= 1 + v_j_0 && 0 >= nondef_2 && -1 + 2*nondef_2 + -1*v_j_0 >= 0 && 1 >= -1 + 2*nondef_2 + -1*v_j_0 && 1 + v_j_0 = 0 && nondef_3 = 0] 32. eval_realheapsort_bb4_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb2_in(v_33,v_90,v_N,-1 + nondef_3,v_j_1,v_k_0,v_k_1,v_m_0) [v_j_0 >= 0 (?,1) && nondef_1 >= 0 && 1 + -2*nondef_1 + v_j_0 >= 0 && 1 >= 1 + -2*nondef_1 + v_j_0 && -1 >= 1 + v_j_0 && 0 >= nondef_2 && -1 + 2*nondef_2 + -1*v_j_0 >= 0 && 1 >= -1 + 2*nondef_2 + -1*v_j_0 && v_j_0 >= 0 && nondef_3 >= 0 && 1 + -2*nondef_3 + v_j_0 >= 0 && 1 >= 1 + -2*nondef_3 + v_j_0] 33. eval_realheapsort_bb4_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb2_in(v_33,v_90,v_N,-1 + nondef_3,v_j_1,v_k_0,v_k_1,v_m_0) [v_j_0 >= 0 (?,1) && nondef_1 >= 0 && 1 + -2*nondef_1 + v_j_0 >= 0 && 1 >= 1 + -2*nondef_1 + v_j_0 && -1 >= 1 + v_j_0 && 0 >= nondef_2 && -1 + 2*nondef_2 + -1*v_j_0 >= 0 && 1 >= -1 + 2*nondef_2 + -1*v_j_0 && -1 >= 1 + v_j_0 && 0 >= nondef_3 && -1 + 2*nondef_3 + -1*v_j_0 >= 0 && 1 >= -1 + 2*nondef_3 + -1*v_j_0] 34. eval_realheapsort_bb4_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb2_in(v_33,v_90,v_N,-1 + nondef_3,v_j_1,v_k_0,v_k_1,v_m_0) [-1 >= 1 + v_j_0 (?,1) && 0 >= nondef_1 && -1 + 2*nondef_1 + -1*v_j_0 >= 0 && 1 >= -1 + 2*nondef_1 + -1*v_j_0 && 1 + v_j_0 = 0 && nondef_2 = 0 && 1 + v_j_0 = 0 && nondef_3 = 0] 35. eval_realheapsort_bb4_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb2_in(v_33,v_90,v_N,-1 + nondef_3,v_j_1,v_k_0,v_k_1,v_m_0) [-1 >= 1 + v_j_0 (?,1) && 0 >= nondef_1 && -1 + 2*nondef_1 + -1*v_j_0 >= 0 && 1 >= -1 + 2*nondef_1 + -1*v_j_0 && 1 + v_j_0 = 0 && nondef_2 = 0 && v_j_0 >= 0 && nondef_3 >= 0 && 1 + -2*nondef_3 + v_j_0 >= 0 && 1 >= 1 + -2*nondef_3 + v_j_0] 36. eval_realheapsort_bb4_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb2_in(v_33,v_90,v_N,-1 + nondef_3,v_j_1,v_k_0,v_k_1,v_m_0) [-1 >= 1 + v_j_0 (?,1) && 0 >= nondef_1 && -1 + 2*nondef_1 + -1*v_j_0 >= 0 && 1 >= -1 + 2*nondef_1 + -1*v_j_0 && 1 + v_j_0 = 0 && nondef_2 = 0 && -1 >= 1 + v_j_0 && 0 >= nondef_3 && -1 + 2*nondef_3 + -1*v_j_0 >= 0 && 1 >= -1 + 2*nondef_3 + -1*v_j_0] 37. eval_realheapsort_bb4_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb2_in(v_33,v_90,v_N,-1 + nondef_3,v_j_1,v_k_0,v_k_1,v_m_0) [-1 >= 1 + v_j_0 (?,1) && 0 >= nondef_1 && -1 + 2*nondef_1 + -1*v_j_0 >= 0 && 1 >= -1 + 2*nondef_1 + -1*v_j_0 && v_j_0 >= 0 && nondef_2 >= 0 && 1 + -2*nondef_2 + v_j_0 >= 0 && 1 >= 1 + -2*nondef_2 + v_j_0 && 1 + v_j_0 = 0 && nondef_3 = 0] 38. eval_realheapsort_bb4_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb2_in(v_33,v_90,v_N,-1 + nondef_3,v_j_1,v_k_0,v_k_1,v_m_0) [-1 >= 1 + v_j_0 (?,1) && 0 >= nondef_1 && -1 + 2*nondef_1 + -1*v_j_0 >= 0 && 1 >= -1 + 2*nondef_1 + -1*v_j_0 && v_j_0 >= 0 && nondef_2 >= 0 && 1 + -2*nondef_2 + v_j_0 >= 0 && 1 >= 1 + -2*nondef_2 + v_j_0 && v_j_0 >= 0 && nondef_3 >= 0 && 1 + -2*nondef_3 + v_j_0 >= 0 && 1 >= 1 + -2*nondef_3 + v_j_0] 39. eval_realheapsort_bb4_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb2_in(v_33,v_90,v_N,-1 + nondef_3,v_j_1,v_k_0,v_k_1,v_m_0) [-1 >= 1 + v_j_0 (?,1) && 0 >= nondef_1 && -1 + 2*nondef_1 + -1*v_j_0 >= 0 && 1 >= -1 + 2*nondef_1 + -1*v_j_0 && v_j_0 >= 0 && nondef_2 >= 0 && 1 + -2*nondef_2 + v_j_0 >= 0 && 1 >= 1 + -2*nondef_2 + v_j_0 && -1 >= 1 + v_j_0 && 0 >= nondef_3 && -1 + 2*nondef_3 + -1*v_j_0 >= 0 && 1 >= -1 + 2*nondef_3 + -1*v_j_0] 40. eval_realheapsort_bb4_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb2_in(v_33,v_90,v_N,-1 + nondef_3,v_j_1,v_k_0,v_k_1,v_m_0) [-1 >= 1 + v_j_0 (?,1) && 0 >= nondef_1 && -1 + 2*nondef_1 + -1*v_j_0 >= 0 && 1 >= -1 + 2*nondef_1 + -1*v_j_0 && -1 >= 1 + v_j_0 && 0 >= nondef_2 && -1 + 2*nondef_2 + -1*v_j_0 >= 0 && 1 >= -1 + 2*nondef_2 + -1*v_j_0 && 1 + v_j_0 = 0 && nondef_3 = 0] 41. eval_realheapsort_bb4_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb2_in(v_33,v_90,v_N,-1 + nondef_3,v_j_1,v_k_0,v_k_1,v_m_0) [-1 >= 1 + v_j_0 (?,1) && 0 >= nondef_1 && -1 + 2*nondef_1 + -1*v_j_0 >= 0 && 1 >= -1 + 2*nondef_1 + -1*v_j_0 && -1 >= 1 + v_j_0 && 0 >= nondef_2 && -1 + 2*nondef_2 + -1*v_j_0 >= 0 && 1 >= -1 + 2*nondef_2 + -1*v_j_0 && v_j_0 >= 0 && nondef_3 >= 0 && 1 + -2*nondef_3 + v_j_0 >= 0 && 1 >= 1 + -2*nondef_3 + v_j_0] 42. eval_realheapsort_bb4_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb2_in(v_33,v_90,v_N,-1 + nondef_3,v_j_1,v_k_0,v_k_1,v_m_0) [-1 >= 1 + v_j_0 (?,1) && 0 >= nondef_1 && -1 + 2*nondef_1 + -1*v_j_0 >= 0 && 1 >= -1 + 2*nondef_1 + -1*v_j_0 && -1 >= 1 + v_j_0 && 0 >= nondef_2 && -1 + 2*nondef_2 + -1*v_j_0 >= 0 && 1 >= -1 + 2*nondef_2 + -1*v_j_0 && -1 >= 1 + v_j_0 && 0 >= nondef_3 && -1 + 2*nondef_3 + -1*v_j_0 >= 0 && 1 >= -1 + 2*nondef_3 + -1*v_j_0] 43. eval_realheapsort__critedge_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_28(1 + v_k_0,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 44. eval_realheapsort_28(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_29(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 45. eval_realheapsort_29(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb1_in(v_33,v_90,v_N,v_j_0,v_j_1,v_33,v_k_1,v_m_0) True (?,1) 46. eval_realheapsort_bb5_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_30(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 47. eval_realheapsort_30(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_31(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 48. eval_realheapsort_31(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_32(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 49. eval_realheapsort_32(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_33(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 50. eval_realheapsort_33(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_34(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 51. eval_realheapsort_34(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_35(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 52. eval_realheapsort_35(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_36(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 53. eval_realheapsort_36(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_37(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 54. eval_realheapsort_37(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_38(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 55. eval_realheapsort_38(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_39(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 56. eval_realheapsort_39(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb6_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,0,v_m_0) True (?,1) 57. eval_realheapsort_bb6_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb7_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) [-2 + v_N >= v_k_1] (?,1) 58. eval_realheapsort_bb6_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb16_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) [-1 + v_k_1 >= -2 + v_N] (?,1) 59. eval_realheapsort_bb7_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb8_in(v_33,v_90,v_N,v_j_0,0,v_k_0,v_k_1,v_m_0) True (?,1) 60. eval_realheapsort_bb8_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb9_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) [-2 + v_N + -1*v_k_1 >= 1 + 2*v_j_1] (?,1) 61. eval_realheapsort_bb8_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb15_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) [2*v_j_1 >= -2 + v_N + -1*v_k_1] (?,1) 62. eval_realheapsort_bb9_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb11_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) [1 + 2*v_j_1 = -2 + v_N + -1*v_k_1] (?,1) 63. eval_realheapsort_bb9_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb10_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) [-3 + v_N + -1*v_k_1 >= 1 + 2*v_j_1] (?,1) 64. eval_realheapsort_bb9_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb10_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) [2*v_j_1 >= -2 + v_N + -1*v_k_1] (?,1) 65. eval_realheapsort_bb10_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb11_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 66. eval_realheapsort_bb10_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb12_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 67. eval_realheapsort_bb11_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb13_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,1 + 2*v_j_1) True (?,1) 68. eval_realheapsort_bb12_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb13_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,2 + 2*v_j_1) True (?,1) 69. eval_realheapsort_bb13_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb14_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 70. eval_realheapsort_bb13_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb8_in(v_33,v_90,v_N,v_j_0,v_N,v_k_0,v_k_1,v_m_0) True (?,1) 71. eval_realheapsort_bb14_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb8_in(v_33,v_90,v_N,v_j_0,v_m_0,v_k_0,v_k_1,v_m_0) True (?,1) 72. eval_realheapsort_bb15_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_85(v_33,1 + v_k_1,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 73. eval_realheapsort_85(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_86(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 74. eval_realheapsort_86(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb6_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_90,v_m_0) True (?,1) 75. eval_realheapsort_bb16_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_stop(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) Signature: {(eval_realheapsort_0,8) ;(eval_realheapsort_1,8) ;(eval_realheapsort_2,8) ;(eval_realheapsort_28,8) ;(eval_realheapsort_29,8) ;(eval_realheapsort_30,8) ;(eval_realheapsort_31,8) ;(eval_realheapsort_32,8) ;(eval_realheapsort_33,8) ;(eval_realheapsort_34,8) ;(eval_realheapsort_35,8) ;(eval_realheapsort_36,8) ;(eval_realheapsort_37,8) ;(eval_realheapsort_38,8) ;(eval_realheapsort_39,8) ;(eval_realheapsort_85,8) ;(eval_realheapsort_86,8) ;(eval_realheapsort__critedge_in,8) ;(eval_realheapsort_bb0_in,8) ;(eval_realheapsort_bb10_in,8) ;(eval_realheapsort_bb11_in,8) ;(eval_realheapsort_bb12_in,8) ;(eval_realheapsort_bb13_in,8) ;(eval_realheapsort_bb14_in,8) ;(eval_realheapsort_bb15_in,8) ;(eval_realheapsort_bb16_in,8) ;(eval_realheapsort_bb1_in,8) ;(eval_realheapsort_bb2_in,8) ;(eval_realheapsort_bb3_in,8) ;(eval_realheapsort_bb4_in,8) ;(eval_realheapsort_bb5_in,8) ;(eval_realheapsort_bb6_in,8) ;(eval_realheapsort_bb7_in,8) ;(eval_realheapsort_bb8_in,8) ;(eval_realheapsort_bb9_in,8) ;(eval_realheapsort_start,8) ;(eval_realheapsort_stop,8)} Flow Graph: [0->{1},1->{2},2->{3},3->{4,5},4->{6,7},5->{75},6->{8,9},7->{46},8->{10,11,12,13,14,15},9->{43},10->{16,17 ,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,35,36,37,38,39,40,41,42},11->{16,17,18,19,20,21,22,23,24 ,25,26,27,28,29,30,31,32,33,34,35,36,37,38,39,40,41,42},12->{16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31 ,32,33,34,35,36,37,38,39,40,41,42},13->{43},14->{43},15->{43},16->{8,9},17->{8,9},18->{8,9},19->{8,9},20->{8 ,9},21->{8,9},22->{8,9},23->{8,9},24->{8,9},25->{8,9},26->{8,9},27->{8,9},28->{8,9},29->{8,9},30->{8,9} ,31->{8,9},32->{8,9},33->{8,9},34->{8,9},35->{8,9},36->{8,9},37->{8,9},38->{8,9},39->{8,9},40->{8,9},41->{8 ,9},42->{8,9},43->{44},44->{45},45->{6,7},46->{47},47->{48},48->{49},49->{50},50->{51},51->{52},52->{53} ,53->{54},54->{55},55->{56},56->{57,58},57->{59},58->{75},59->{60,61},60->{62,63,64},61->{72},62->{67} ,63->{65,66},64->{65,66},65->{67},66->{68},67->{69,70},68->{69,70},69->{71},70->{60,61},71->{60,61},72->{73} ,73->{74},74->{57,58},75->{}] + Applied Processor: UnsatRules + Details: Following transitions have unsatisfiable constraints and are removed: [17 ,18 ,19 ,20 ,21 ,22 ,23 ,24 ,25 ,26 ,27 ,28 ,30 ,31 ,32 ,33 ,34 ,35 ,36 ,37 ,38 ,39 ,40 ,41] * Step 2: UnsatPaths NO + Considered Problem: Rules: 0. eval_realheapsort_start(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb0_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (1,1) 1. eval_realheapsort_bb0_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_0(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 2. eval_realheapsort_0(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_1(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 3. eval_realheapsort_1(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_2(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 4. eval_realheapsort_2(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb1_in(v_33,v_90,v_N,v_j_0,v_j_1,1,v_k_1,v_m_0) [-1 + v_N >= 2] (?,1) 5. eval_realheapsort_2(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb16_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) [2 >= v_N] (?,1) 6. eval_realheapsort_bb1_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb2_in(v_33,v_90,v_N,v_k_0,v_j_1,v_k_0,v_k_1,v_m_0) [-1 + v_N >= v_k_0] (?,1) 7. eval_realheapsort_bb1_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb5_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) [-1 + v_k_0 >= -1 + v_N] (?,1) 8. eval_realheapsort_bb2_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb3_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) [-1 + v_j_0 >= 0] (?,1) 9. eval_realheapsort_bb2_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort__critedge_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) [0 >= v_j_0] (?,1) 10. eval_realheapsort_bb3_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb4_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) [1 + v_j_0 = 0 && nondef_0 = 0] (?,1) 11. eval_realheapsort_bb3_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb4_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) [v_j_0 >= 0 && nondef_0 >= 0 && 1 + -2*nondef_0 + v_j_0 >= 0 && 1 >= 1 + -2*nondef_0 + v_j_0] (?,1) 12. eval_realheapsort_bb3_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb4_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) [-1 >= 1 + v_j_0 && 0 >= nondef_0 && -1 + 2*nondef_0 + -1*v_j_0 >= 0 && 1 >= -1 + 2*nondef_0 + -1*v_j_0] (?,1) 13. eval_realheapsort_bb3_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort__critedge_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) [1 + v_j_0 = 0 && nondef_0 = 0] (?,1) 14. eval_realheapsort_bb3_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort__critedge_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) [v_j_0 >= 0 && nondef_0 >= 0 && 1 + -2*nondef_0 + v_j_0 >= 0 && 1 >= 1 + -2*nondef_0 + v_j_0] (?,1) 15. eval_realheapsort_bb3_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort__critedge_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) [-1 >= 1 + v_j_0 && 0 >= nondef_0 && -1 + 2*nondef_0 + -1*v_j_0 >= 0 && 1 >= -1 + 2*nondef_0 + -1*v_j_0] (?,1) 16. eval_realheapsort_bb4_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb2_in(v_33,v_90,v_N,-1 + nondef_3,v_j_1,v_k_0,v_k_1,v_m_0) [1 + v_j_0 = 0 && nondef_1 = 0 && 1 + v_j_0 = 0 && nondef_2 = 0 && 1 + v_j_0 = 0 && nondef_3 = 0] (?,1) 29. eval_realheapsort_bb4_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb2_in(v_33,v_90,v_N,-1 + nondef_3,v_j_1,v_k_0,v_k_1,v_m_0) [v_j_0 >= 0 (?,1) && nondef_1 >= 0 && 1 + -2*nondef_1 + v_j_0 >= 0 && 1 >= 1 + -2*nondef_1 + v_j_0 && v_j_0 >= 0 && nondef_2 >= 0 && 1 + -2*nondef_2 + v_j_0 >= 0 && 1 >= 1 + -2*nondef_2 + v_j_0 && v_j_0 >= 0 && nondef_3 >= 0 && 1 + -2*nondef_3 + v_j_0 >= 0 && 1 >= 1 + -2*nondef_3 + v_j_0] 42. eval_realheapsort_bb4_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb2_in(v_33,v_90,v_N,-1 + nondef_3,v_j_1,v_k_0,v_k_1,v_m_0) [-1 >= 1 + v_j_0 (?,1) && 0 >= nondef_1 && -1 + 2*nondef_1 + -1*v_j_0 >= 0 && 1 >= -1 + 2*nondef_1 + -1*v_j_0 && -1 >= 1 + v_j_0 && 0 >= nondef_2 && -1 + 2*nondef_2 + -1*v_j_0 >= 0 && 1 >= -1 + 2*nondef_2 + -1*v_j_0 && -1 >= 1 + v_j_0 && 0 >= nondef_3 && -1 + 2*nondef_3 + -1*v_j_0 >= 0 && 1 >= -1 + 2*nondef_3 + -1*v_j_0] 43. eval_realheapsort__critedge_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_28(1 + v_k_0,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 44. eval_realheapsort_28(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_29(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 45. eval_realheapsort_29(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb1_in(v_33,v_90,v_N,v_j_0,v_j_1,v_33,v_k_1,v_m_0) True (?,1) 46. eval_realheapsort_bb5_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_30(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 47. eval_realheapsort_30(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_31(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 48. eval_realheapsort_31(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_32(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 49. eval_realheapsort_32(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_33(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 50. eval_realheapsort_33(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_34(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 51. eval_realheapsort_34(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_35(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 52. eval_realheapsort_35(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_36(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 53. eval_realheapsort_36(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_37(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 54. eval_realheapsort_37(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_38(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 55. eval_realheapsort_38(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_39(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 56. eval_realheapsort_39(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb6_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,0,v_m_0) True (?,1) 57. eval_realheapsort_bb6_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb7_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) [-2 + v_N >= v_k_1] (?,1) 58. eval_realheapsort_bb6_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb16_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) [-1 + v_k_1 >= -2 + v_N] (?,1) 59. eval_realheapsort_bb7_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb8_in(v_33,v_90,v_N,v_j_0,0,v_k_0,v_k_1,v_m_0) True (?,1) 60. eval_realheapsort_bb8_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb9_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) [-2 + v_N + -1*v_k_1 >= 1 + 2*v_j_1] (?,1) 61. eval_realheapsort_bb8_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb15_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) [2*v_j_1 >= -2 + v_N + -1*v_k_1] (?,1) 62. eval_realheapsort_bb9_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb11_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) [1 + 2*v_j_1 = -2 + v_N + -1*v_k_1] (?,1) 63. eval_realheapsort_bb9_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb10_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) [-3 + v_N + -1*v_k_1 >= 1 + 2*v_j_1] (?,1) 64. eval_realheapsort_bb9_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb10_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) [2*v_j_1 >= -2 + v_N + -1*v_k_1] (?,1) 65. eval_realheapsort_bb10_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb11_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 66. eval_realheapsort_bb10_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb12_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 67. eval_realheapsort_bb11_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb13_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,1 + 2*v_j_1) True (?,1) 68. eval_realheapsort_bb12_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb13_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,2 + 2*v_j_1) True (?,1) 69. eval_realheapsort_bb13_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb14_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 70. eval_realheapsort_bb13_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb8_in(v_33,v_90,v_N,v_j_0,v_N,v_k_0,v_k_1,v_m_0) True (?,1) 71. eval_realheapsort_bb14_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb8_in(v_33,v_90,v_N,v_j_0,v_m_0,v_k_0,v_k_1,v_m_0) True (?,1) 72. eval_realheapsort_bb15_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_85(v_33,1 + v_k_1,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 73. eval_realheapsort_85(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_86(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 74. eval_realheapsort_86(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb6_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_90,v_m_0) True (?,1) 75. eval_realheapsort_bb16_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_stop(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) Signature: {(eval_realheapsort_0,8) ;(eval_realheapsort_1,8) ;(eval_realheapsort_2,8) ;(eval_realheapsort_28,8) ;(eval_realheapsort_29,8) ;(eval_realheapsort_30,8) ;(eval_realheapsort_31,8) ;(eval_realheapsort_32,8) ;(eval_realheapsort_33,8) ;(eval_realheapsort_34,8) ;(eval_realheapsort_35,8) ;(eval_realheapsort_36,8) ;(eval_realheapsort_37,8) ;(eval_realheapsort_38,8) ;(eval_realheapsort_39,8) ;(eval_realheapsort_85,8) ;(eval_realheapsort_86,8) ;(eval_realheapsort__critedge_in,8) ;(eval_realheapsort_bb0_in,8) ;(eval_realheapsort_bb10_in,8) ;(eval_realheapsort_bb11_in,8) ;(eval_realheapsort_bb12_in,8) ;(eval_realheapsort_bb13_in,8) ;(eval_realheapsort_bb14_in,8) ;(eval_realheapsort_bb15_in,8) ;(eval_realheapsort_bb16_in,8) ;(eval_realheapsort_bb1_in,8) ;(eval_realheapsort_bb2_in,8) ;(eval_realheapsort_bb3_in,8) ;(eval_realheapsort_bb4_in,8) ;(eval_realheapsort_bb5_in,8) ;(eval_realheapsort_bb6_in,8) ;(eval_realheapsort_bb7_in,8) ;(eval_realheapsort_bb8_in,8) ;(eval_realheapsort_bb9_in,8) ;(eval_realheapsort_start,8) ;(eval_realheapsort_stop,8)} Flow Graph: [0->{1},1->{2},2->{3},3->{4,5},4->{6,7},5->{75},6->{8,9},7->{46},8->{10,11,12,13,14,15},9->{43},10->{16,29 ,42},11->{16,29,42},12->{16,29,42},13->{43},14->{43},15->{43},16->{8,9},29->{8,9},42->{8,9},43->{44} ,44->{45},45->{6,7},46->{47},47->{48},48->{49},49->{50},50->{51},51->{52},52->{53},53->{54},54->{55} ,55->{56},56->{57,58},57->{59},58->{75},59->{60,61},60->{62,63,64},61->{72},62->{67},63->{65,66},64->{65,66} ,65->{67},66->{68},67->{69,70},68->{69,70},69->{71},70->{60,61},71->{60,61},72->{73},73->{74},74->{57,58} ,75->{}] + Applied Processor: UnsatPaths + Details: We remove following edges from the transition graph: [(4,7) ,(8,10) ,(8,12) ,(8,13) ,(8,15) ,(10,29) ,(10,42) ,(11,16) ,(11,42) ,(12,16) ,(12,29) ,(16,8) ,(42,8) ,(60,64)] * Step 3: UnreachableRules NO + Considered Problem: Rules: 0. eval_realheapsort_start(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb0_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (1,1) 1. eval_realheapsort_bb0_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_0(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 2. eval_realheapsort_0(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_1(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 3. eval_realheapsort_1(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_2(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 4. eval_realheapsort_2(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb1_in(v_33,v_90,v_N,v_j_0,v_j_1,1,v_k_1,v_m_0) [-1 + v_N >= 2] (?,1) 5. eval_realheapsort_2(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb16_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) [2 >= v_N] (?,1) 6. eval_realheapsort_bb1_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb2_in(v_33,v_90,v_N,v_k_0,v_j_1,v_k_0,v_k_1,v_m_0) [-1 + v_N >= v_k_0] (?,1) 7. eval_realheapsort_bb1_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb5_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) [-1 + v_k_0 >= -1 + v_N] (?,1) 8. eval_realheapsort_bb2_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb3_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) [-1 + v_j_0 >= 0] (?,1) 9. eval_realheapsort_bb2_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort__critedge_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) [0 >= v_j_0] (?,1) 10. eval_realheapsort_bb3_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb4_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) [1 + v_j_0 = 0 && nondef_0 = 0] (?,1) 11. eval_realheapsort_bb3_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb4_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) [v_j_0 >= 0 && nondef_0 >= 0 && 1 + -2*nondef_0 + v_j_0 >= 0 && 1 >= 1 + -2*nondef_0 + v_j_0] (?,1) 12. eval_realheapsort_bb3_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb4_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) [-1 >= 1 + v_j_0 && 0 >= nondef_0 && -1 + 2*nondef_0 + -1*v_j_0 >= 0 && 1 >= -1 + 2*nondef_0 + -1*v_j_0] (?,1) 13. eval_realheapsort_bb3_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort__critedge_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) [1 + v_j_0 = 0 && nondef_0 = 0] (?,1) 14. eval_realheapsort_bb3_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort__critedge_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) [v_j_0 >= 0 && nondef_0 >= 0 && 1 + -2*nondef_0 + v_j_0 >= 0 && 1 >= 1 + -2*nondef_0 + v_j_0] (?,1) 15. eval_realheapsort_bb3_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort__critedge_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) [-1 >= 1 + v_j_0 && 0 >= nondef_0 && -1 + 2*nondef_0 + -1*v_j_0 >= 0 && 1 >= -1 + 2*nondef_0 + -1*v_j_0] (?,1) 16. eval_realheapsort_bb4_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb2_in(v_33,v_90,v_N,-1 + nondef_3,v_j_1,v_k_0,v_k_1,v_m_0) [1 + v_j_0 = 0 && nondef_1 = 0 && 1 + v_j_0 = 0 && nondef_2 = 0 && 1 + v_j_0 = 0 && nondef_3 = 0] (?,1) 29. eval_realheapsort_bb4_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb2_in(v_33,v_90,v_N,-1 + nondef_3,v_j_1,v_k_0,v_k_1,v_m_0) [v_j_0 >= 0 (?,1) && nondef_1 >= 0 && 1 + -2*nondef_1 + v_j_0 >= 0 && 1 >= 1 + -2*nondef_1 + v_j_0 && v_j_0 >= 0 && nondef_2 >= 0 && 1 + -2*nondef_2 + v_j_0 >= 0 && 1 >= 1 + -2*nondef_2 + v_j_0 && v_j_0 >= 0 && nondef_3 >= 0 && 1 + -2*nondef_3 + v_j_0 >= 0 && 1 >= 1 + -2*nondef_3 + v_j_0] 42. eval_realheapsort_bb4_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb2_in(v_33,v_90,v_N,-1 + nondef_3,v_j_1,v_k_0,v_k_1,v_m_0) [-1 >= 1 + v_j_0 (?,1) && 0 >= nondef_1 && -1 + 2*nondef_1 + -1*v_j_0 >= 0 && 1 >= -1 + 2*nondef_1 + -1*v_j_0 && -1 >= 1 + v_j_0 && 0 >= nondef_2 && -1 + 2*nondef_2 + -1*v_j_0 >= 0 && 1 >= -1 + 2*nondef_2 + -1*v_j_0 && -1 >= 1 + v_j_0 && 0 >= nondef_3 && -1 + 2*nondef_3 + -1*v_j_0 >= 0 && 1 >= -1 + 2*nondef_3 + -1*v_j_0] 43. eval_realheapsort__critedge_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_28(1 + v_k_0,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 44. eval_realheapsort_28(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_29(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 45. eval_realheapsort_29(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb1_in(v_33,v_90,v_N,v_j_0,v_j_1,v_33,v_k_1,v_m_0) True (?,1) 46. eval_realheapsort_bb5_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_30(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 47. eval_realheapsort_30(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_31(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 48. eval_realheapsort_31(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_32(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 49. eval_realheapsort_32(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_33(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 50. eval_realheapsort_33(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_34(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 51. eval_realheapsort_34(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_35(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 52. eval_realheapsort_35(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_36(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 53. eval_realheapsort_36(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_37(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 54. eval_realheapsort_37(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_38(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 55. eval_realheapsort_38(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_39(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 56. eval_realheapsort_39(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb6_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,0,v_m_0) True (?,1) 57. eval_realheapsort_bb6_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb7_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) [-2 + v_N >= v_k_1] (?,1) 58. eval_realheapsort_bb6_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb16_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) [-1 + v_k_1 >= -2 + v_N] (?,1) 59. eval_realheapsort_bb7_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb8_in(v_33,v_90,v_N,v_j_0,0,v_k_0,v_k_1,v_m_0) True (?,1) 60. eval_realheapsort_bb8_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb9_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) [-2 + v_N + -1*v_k_1 >= 1 + 2*v_j_1] (?,1) 61. eval_realheapsort_bb8_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb15_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) [2*v_j_1 >= -2 + v_N + -1*v_k_1] (?,1) 62. eval_realheapsort_bb9_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb11_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) [1 + 2*v_j_1 = -2 + v_N + -1*v_k_1] (?,1) 63. eval_realheapsort_bb9_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb10_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) [-3 + v_N + -1*v_k_1 >= 1 + 2*v_j_1] (?,1) 64. eval_realheapsort_bb9_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb10_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) [2*v_j_1 >= -2 + v_N + -1*v_k_1] (?,1) 65. eval_realheapsort_bb10_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb11_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 66. eval_realheapsort_bb10_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb12_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 67. eval_realheapsort_bb11_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb13_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,1 + 2*v_j_1) True (?,1) 68. eval_realheapsort_bb12_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb13_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,2 + 2*v_j_1) True (?,1) 69. eval_realheapsort_bb13_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb14_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 70. eval_realheapsort_bb13_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb8_in(v_33,v_90,v_N,v_j_0,v_N,v_k_0,v_k_1,v_m_0) True (?,1) 71. eval_realheapsort_bb14_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb8_in(v_33,v_90,v_N,v_j_0,v_m_0,v_k_0,v_k_1,v_m_0) True (?,1) 72. eval_realheapsort_bb15_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_85(v_33,1 + v_k_1,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 73. eval_realheapsort_85(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_86(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 74. eval_realheapsort_86(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb6_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_90,v_m_0) True (?,1) 75. eval_realheapsort_bb16_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_stop(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) Signature: {(eval_realheapsort_0,8) ;(eval_realheapsort_1,8) ;(eval_realheapsort_2,8) ;(eval_realheapsort_28,8) ;(eval_realheapsort_29,8) ;(eval_realheapsort_30,8) ;(eval_realheapsort_31,8) ;(eval_realheapsort_32,8) ;(eval_realheapsort_33,8) ;(eval_realheapsort_34,8) ;(eval_realheapsort_35,8) ;(eval_realheapsort_36,8) ;(eval_realheapsort_37,8) ;(eval_realheapsort_38,8) ;(eval_realheapsort_39,8) ;(eval_realheapsort_85,8) ;(eval_realheapsort_86,8) ;(eval_realheapsort__critedge_in,8) ;(eval_realheapsort_bb0_in,8) ;(eval_realheapsort_bb10_in,8) ;(eval_realheapsort_bb11_in,8) ;(eval_realheapsort_bb12_in,8) ;(eval_realheapsort_bb13_in,8) ;(eval_realheapsort_bb14_in,8) ;(eval_realheapsort_bb15_in,8) ;(eval_realheapsort_bb16_in,8) ;(eval_realheapsort_bb1_in,8) ;(eval_realheapsort_bb2_in,8) ;(eval_realheapsort_bb3_in,8) ;(eval_realheapsort_bb4_in,8) ;(eval_realheapsort_bb5_in,8) ;(eval_realheapsort_bb6_in,8) ;(eval_realheapsort_bb7_in,8) ;(eval_realheapsort_bb8_in,8) ;(eval_realheapsort_bb9_in,8) ;(eval_realheapsort_start,8) ;(eval_realheapsort_stop,8)} Flow Graph: [0->{1},1->{2},2->{3},3->{4,5},4->{6},5->{75},6->{8,9},7->{46},8->{11,14},9->{43},10->{16},11->{29} ,12->{42},13->{43},14->{43},15->{43},16->{9},29->{8,9},42->{9},43->{44},44->{45},45->{6,7},46->{47},47->{48} ,48->{49},49->{50},50->{51},51->{52},52->{53},53->{54},54->{55},55->{56},56->{57,58},57->{59},58->{75} ,59->{60,61},60->{62,63},61->{72},62->{67},63->{65,66},64->{65,66},65->{67},66->{68},67->{69,70},68->{69,70} ,69->{71},70->{60,61},71->{60,61},72->{73},73->{74},74->{57,58},75->{}] + Applied Processor: UnreachableRules + Details: Following transitions are not reachable from the starting states and are revomed: [10,12,13,15,16,42,64] * Step 4: FromIts NO + Considered Problem: Rules: 0. eval_realheapsort_start(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb0_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (1,1) 1. eval_realheapsort_bb0_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_0(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 2. eval_realheapsort_0(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_1(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 3. eval_realheapsort_1(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_2(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 4. eval_realheapsort_2(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb1_in(v_33,v_90,v_N,v_j_0,v_j_1,1,v_k_1,v_m_0) [-1 + v_N >= 2] (?,1) 5. eval_realheapsort_2(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb16_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) [2 >= v_N] (?,1) 6. eval_realheapsort_bb1_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb2_in(v_33,v_90,v_N,v_k_0,v_j_1,v_k_0,v_k_1,v_m_0) [-1 + v_N >= v_k_0] (?,1) 7. eval_realheapsort_bb1_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb5_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) [-1 + v_k_0 >= -1 + v_N] (?,1) 8. eval_realheapsort_bb2_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb3_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) [-1 + v_j_0 >= 0] (?,1) 9. eval_realheapsort_bb2_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort__critedge_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) [0 >= v_j_0] (?,1) 11. eval_realheapsort_bb3_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb4_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) [v_j_0 >= 0 && nondef_0 >= 0 && 1 + -2*nondef_0 + v_j_0 >= 0 && 1 >= 1 + -2*nondef_0 + v_j_0] (?,1) 14. eval_realheapsort_bb3_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort__critedge_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) [v_j_0 >= 0 && nondef_0 >= 0 && 1 + -2*nondef_0 + v_j_0 >= 0 && 1 >= 1 + -2*nondef_0 + v_j_0] (?,1) 29. eval_realheapsort_bb4_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb2_in(v_33,v_90,v_N,-1 + nondef_3,v_j_1,v_k_0,v_k_1,v_m_0) [v_j_0 >= 0 (?,1) && nondef_1 >= 0 && 1 + -2*nondef_1 + v_j_0 >= 0 && 1 >= 1 + -2*nondef_1 + v_j_0 && v_j_0 >= 0 && nondef_2 >= 0 && 1 + -2*nondef_2 + v_j_0 >= 0 && 1 >= 1 + -2*nondef_2 + v_j_0 && v_j_0 >= 0 && nondef_3 >= 0 && 1 + -2*nondef_3 + v_j_0 >= 0 && 1 >= 1 + -2*nondef_3 + v_j_0] 43. eval_realheapsort__critedge_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_28(1 + v_k_0,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 44. eval_realheapsort_28(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_29(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 45. eval_realheapsort_29(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb1_in(v_33,v_90,v_N,v_j_0,v_j_1,v_33,v_k_1,v_m_0) True (?,1) 46. eval_realheapsort_bb5_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_30(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 47. eval_realheapsort_30(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_31(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 48. eval_realheapsort_31(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_32(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 49. eval_realheapsort_32(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_33(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 50. eval_realheapsort_33(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_34(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 51. eval_realheapsort_34(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_35(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 52. eval_realheapsort_35(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_36(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 53. eval_realheapsort_36(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_37(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 54. eval_realheapsort_37(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_38(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 55. eval_realheapsort_38(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_39(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 56. eval_realheapsort_39(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb6_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,0,v_m_0) True (?,1) 57. eval_realheapsort_bb6_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb7_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) [-2 + v_N >= v_k_1] (?,1) 58. eval_realheapsort_bb6_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb16_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) [-1 + v_k_1 >= -2 + v_N] (?,1) 59. eval_realheapsort_bb7_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb8_in(v_33,v_90,v_N,v_j_0,0,v_k_0,v_k_1,v_m_0) True (?,1) 60. eval_realheapsort_bb8_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb9_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) [-2 + v_N + -1*v_k_1 >= 1 + 2*v_j_1] (?,1) 61. eval_realheapsort_bb8_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb15_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) [2*v_j_1 >= -2 + v_N + -1*v_k_1] (?,1) 62. eval_realheapsort_bb9_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb11_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) [1 + 2*v_j_1 = -2 + v_N + -1*v_k_1] (?,1) 63. eval_realheapsort_bb9_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb10_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) [-3 + v_N + -1*v_k_1 >= 1 + 2*v_j_1] (?,1) 65. eval_realheapsort_bb10_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb11_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 66. eval_realheapsort_bb10_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb12_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 67. eval_realheapsort_bb11_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb13_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,1 + 2*v_j_1) True (?,1) 68. eval_realheapsort_bb12_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb13_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,2 + 2*v_j_1) True (?,1) 69. eval_realheapsort_bb13_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb14_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 70. eval_realheapsort_bb13_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb8_in(v_33,v_90,v_N,v_j_0,v_N,v_k_0,v_k_1,v_m_0) True (?,1) 71. eval_realheapsort_bb14_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb8_in(v_33,v_90,v_N,v_j_0,v_m_0,v_k_0,v_k_1,v_m_0) True (?,1) 72. eval_realheapsort_bb15_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_85(v_33,1 + v_k_1,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 73. eval_realheapsort_85(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_86(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) 74. eval_realheapsort_86(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_bb6_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_90,v_m_0) True (?,1) 75. eval_realheapsort_bb16_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_stop(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) True (?,1) Signature: {(eval_realheapsort_0,8) ;(eval_realheapsort_1,8) ;(eval_realheapsort_2,8) ;(eval_realheapsort_28,8) ;(eval_realheapsort_29,8) ;(eval_realheapsort_30,8) ;(eval_realheapsort_31,8) ;(eval_realheapsort_32,8) ;(eval_realheapsort_33,8) ;(eval_realheapsort_34,8) ;(eval_realheapsort_35,8) ;(eval_realheapsort_36,8) ;(eval_realheapsort_37,8) ;(eval_realheapsort_38,8) ;(eval_realheapsort_39,8) ;(eval_realheapsort_85,8) ;(eval_realheapsort_86,8) ;(eval_realheapsort__critedge_in,8) ;(eval_realheapsort_bb0_in,8) ;(eval_realheapsort_bb10_in,8) ;(eval_realheapsort_bb11_in,8) ;(eval_realheapsort_bb12_in,8) ;(eval_realheapsort_bb13_in,8) ;(eval_realheapsort_bb14_in,8) ;(eval_realheapsort_bb15_in,8) ;(eval_realheapsort_bb16_in,8) ;(eval_realheapsort_bb1_in,8) ;(eval_realheapsort_bb2_in,8) ;(eval_realheapsort_bb3_in,8) ;(eval_realheapsort_bb4_in,8) ;(eval_realheapsort_bb5_in,8) ;(eval_realheapsort_bb6_in,8) ;(eval_realheapsort_bb7_in,8) ;(eval_realheapsort_bb8_in,8) ;(eval_realheapsort_bb9_in,8) ;(eval_realheapsort_start,8) ;(eval_realheapsort_stop,8)} Flow Graph: [0->{1},1->{2},2->{3},3->{4,5},4->{6},5->{75},6->{8,9},7->{46},8->{11,14},9->{43},11->{29},14->{43},29->{8 ,9},43->{44},44->{45},45->{6,7},46->{47},47->{48},48->{49},49->{50},50->{51},51->{52},52->{53},53->{54} ,54->{55},55->{56},56->{57,58},57->{59},58->{75},59->{60,61},60->{62,63},61->{72},62->{67},63->{65,66} ,65->{67},66->{68},67->{69,70},68->{69,70},69->{71},70->{60,61},71->{60,61},72->{73},73->{74},74->{57,58} ,75->{}] + Applied Processor: FromIts + Details: () * Step 5: CloseWith NO + Considered Problem: Rules: eval_realheapsort_start(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1 ,v_m_0) -> eval_realheapsort_bb0_in(v_33 ,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1 ,v_m_0) True eval_realheapsort_bb0_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_0(v_33 ,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1 ,v_m_0) True eval_realheapsort_0(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_1(v_33 ,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1 ,v_m_0) True eval_realheapsort_1(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_2(v_33 ,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1 ,v_m_0) True eval_realheapsort_2(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1 ,v_m_0) -> eval_realheapsort_bb1_in(v_33 ,v_90,v_N,v_j_0,v_j_1,1,v_k_1 ,v_m_0) [-1 + v_N >= 2] eval_realheapsort_2(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1 ,v_m_0) -> eval_realheapsort_bb16_in(v_33 ,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1 ,v_m_0) [2 >= v_N] eval_realheapsort_bb1_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1 ,v_m_0) -> eval_realheapsort_bb2_in(v_33 ,v_90,v_N,v_k_0,v_j_1,v_k_0,v_k_1 ,v_m_0) [-1 + v_N >= v_k_0] eval_realheapsort_bb1_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1 ,v_m_0) -> eval_realheapsort_bb5_in(v_33 ,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1 ,v_m_0) [-1 + v_k_0 >= -1 + v_N] eval_realheapsort_bb2_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1 ,v_m_0) -> eval_realheapsort_bb3_in(v_33 ,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1 ,v_m_0) [-1 + v_j_0 >= 0] eval_realheapsort_bb2_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1 ,v_m_0) -> eval_realheapsort__critedge_in(v_33 ,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1 ,v_m_0) [0 >= v_j_0] eval_realheapsort_bb3_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1 ,v_m_0) -> eval_realheapsort_bb4_in(v_33 ,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1 ,v_m_0) [v_j_0 >= 0 && nondef_0 >= 0 && 1 + -2*nondef_0 + v_j_0 >= 0 && 1 >= 1 + -2*nondef_0 + v_j_0] eval_realheapsort_bb3_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1 ,v_m_0) -> eval_realheapsort__critedge_in(v_33 ,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1 ,v_m_0) [v_j_0 >= 0 && nondef_0 >= 0 && 1 + -2*nondef_0 + v_j_0 >= 0 && 1 >= 1 + -2*nondef_0 + v_j_0] eval_realheapsort_bb4_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1 ,v_m_0) -> eval_realheapsort_bb2_in(v_33 ,v_90,v_N,-1 + nondef_3,v_j_1,v_k_0,v_k_1 ,v_m_0) [v_j_0 >= 0 && nondef_1 >= 0 && 1 + -2*nondef_1 + v_j_0 >= 0 && 1 >= 1 + -2*nondef_1 + v_j_0 && v_j_0 >= 0 && nondef_2 >= 0 && 1 + -2*nondef_2 + v_j_0 >= 0 && 1 >= 1 + -2*nondef_2 + v_j_0 && v_j_0 >= 0 && nondef_3 >= 0 && 1 + -2*nondef_3 + v_j_0 >= 0 && 1 >= 1 + -2*nondef_3 + v_j_0] eval_realheapsort__critedge_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1 ,v_m_0) -> eval_realheapsort_28(1 + v_k_0 ,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1 ,v_m_0) True eval_realheapsort_28(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_29(v_33 ,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1 ,v_m_0) True eval_realheapsort_29(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1 ,v_m_0) -> eval_realheapsort_bb1_in(v_33 ,v_90,v_N,v_j_0,v_j_1,v_33,v_k_1 ,v_m_0) True eval_realheapsort_bb5_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_30(v_33 ,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1 ,v_m_0) True eval_realheapsort_30(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_31(v_33 ,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1 ,v_m_0) True eval_realheapsort_31(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_32(v_33 ,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1 ,v_m_0) True eval_realheapsort_32(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_33(v_33 ,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1 ,v_m_0) True eval_realheapsort_33(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_34(v_33 ,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1 ,v_m_0) True eval_realheapsort_34(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_35(v_33 ,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1 ,v_m_0) True eval_realheapsort_35(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_36(v_33 ,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1 ,v_m_0) True eval_realheapsort_36(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_37(v_33 ,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1 ,v_m_0) True eval_realheapsort_37(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_38(v_33 ,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1 ,v_m_0) True eval_realheapsort_38(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_39(v_33 ,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1 ,v_m_0) True eval_realheapsort_39(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1 ,v_m_0) -> eval_realheapsort_bb6_in(v_33 ,v_90,v_N,v_j_0,v_j_1,v_k_0,0 ,v_m_0) True eval_realheapsort_bb6_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1 ,v_m_0) -> eval_realheapsort_bb7_in(v_33 ,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1 ,v_m_0) [-2 + v_N >= v_k_1] eval_realheapsort_bb6_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1 ,v_m_0) -> eval_realheapsort_bb16_in(v_33 ,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1 ,v_m_0) [-1 + v_k_1 >= -2 + v_N] eval_realheapsort_bb7_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1 ,v_m_0) -> eval_realheapsort_bb8_in(v_33 ,v_90,v_N,v_j_0,0,v_k_0,v_k_1 ,v_m_0) True eval_realheapsort_bb8_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1 ,v_m_0) -> eval_realheapsort_bb9_in(v_33 ,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1 ,v_m_0) [-2 + v_N + -1*v_k_1 >= 1 + 2*v_j_1] eval_realheapsort_bb8_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1 ,v_m_0) -> eval_realheapsort_bb15_in(v_33 ,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1 ,v_m_0) [2*v_j_1 >= -2 + v_N + -1*v_k_1] eval_realheapsort_bb9_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1 ,v_m_0) -> eval_realheapsort_bb11_in(v_33 ,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1 ,v_m_0) [1 + 2*v_j_1 = -2 + v_N + -1*v_k_1] eval_realheapsort_bb9_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1 ,v_m_0) -> eval_realheapsort_bb10_in(v_33 ,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1 ,v_m_0) [-3 + v_N + -1*v_k_1 >= 1 + 2*v_j_1] eval_realheapsort_bb10_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1 ,v_m_0) -> eval_realheapsort_bb11_in(v_33 ,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1 ,v_m_0) True eval_realheapsort_bb10_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1 ,v_m_0) -> eval_realheapsort_bb12_in(v_33 ,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1 ,v_m_0) True eval_realheapsort_bb11_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1 ,v_m_0) -> eval_realheapsort_bb13_in(v_33 ,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1 ,1 + 2*v_j_1) True eval_realheapsort_bb12_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1 ,v_m_0) -> eval_realheapsort_bb13_in(v_33 ,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1 ,2 + 2*v_j_1) True eval_realheapsort_bb13_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1 ,v_m_0) -> eval_realheapsort_bb14_in(v_33 ,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1 ,v_m_0) True eval_realheapsort_bb13_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1 ,v_m_0) -> eval_realheapsort_bb8_in(v_33 ,v_90,v_N,v_j_0,v_N,v_k_0,v_k_1 ,v_m_0) True eval_realheapsort_bb14_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1 ,v_m_0) -> eval_realheapsort_bb8_in(v_33 ,v_90,v_N,v_j_0,v_m_0,v_k_0,v_k_1 ,v_m_0) True eval_realheapsort_bb15_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_85(v_33 ,1 + v_k_1,v_N,v_j_0,v_j_1,v_k_0,v_k_1 ,v_m_0) True eval_realheapsort_85(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_86(v_33 ,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1 ,v_m_0) True eval_realheapsort_86(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1 ,v_m_0) -> eval_realheapsort_bb6_in(v_33 ,v_90,v_N,v_j_0,v_j_1,v_k_0,v_90 ,v_m_0) True eval_realheapsort_bb16_in(v_33,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1,v_m_0) -> eval_realheapsort_stop(v_33 ,v_90,v_N,v_j_0,v_j_1,v_k_0,v_k_1 ,v_m_0) True Signature: {(eval_realheapsort_0,8) ;(eval_realheapsort_1,8) ;(eval_realheapsort_2,8) ;(eval_realheapsort_28,8) ;(eval_realheapsort_29,8) ;(eval_realheapsort_30,8) ;(eval_realheapsort_31,8) ;(eval_realheapsort_32,8) ;(eval_realheapsort_33,8) ;(eval_realheapsort_34,8) ;(eval_realheapsort_35,8) ;(eval_realheapsort_36,8) ;(eval_realheapsort_37,8) ;(eval_realheapsort_38,8) ;(eval_realheapsort_39,8) ;(eval_realheapsort_85,8) ;(eval_realheapsort_86,8) ;(eval_realheapsort__critedge_in,8) ;(eval_realheapsort_bb0_in,8) ;(eval_realheapsort_bb10_in,8) ;(eval_realheapsort_bb11_in,8) ;(eval_realheapsort_bb12_in,8) ;(eval_realheapsort_bb13_in,8) ;(eval_realheapsort_bb14_in,8) ;(eval_realheapsort_bb15_in,8) ;(eval_realheapsort_bb16_in,8) ;(eval_realheapsort_bb1_in,8) ;(eval_realheapsort_bb2_in,8) ;(eval_realheapsort_bb3_in,8) ;(eval_realheapsort_bb4_in,8) ;(eval_realheapsort_bb5_in,8) ;(eval_realheapsort_bb6_in,8) ;(eval_realheapsort_bb7_in,8) ;(eval_realheapsort_bb8_in,8) ;(eval_realheapsort_bb9_in,8) ;(eval_realheapsort_start,8) ;(eval_realheapsort_stop,8)} Rule Graph: [0->{1},1->{2},2->{3},3->{4,5},4->{6},5->{75},6->{8,9},7->{46},8->{11,14},9->{43},11->{29},14->{43},29->{8 ,9},43->{44},44->{45},45->{6,7},46->{47},47->{48},48->{49},49->{50},50->{51},51->{52},52->{53},53->{54} ,54->{55},55->{56},56->{57,58},57->{59},58->{75},59->{60,61},60->{62,63},61->{72},62->{67},63->{65,66} ,65->{67},66->{68},67->{69,70},68->{69,70},69->{71},70->{60,61},71->{60,61},72->{73},73->{74},74->{57,58} ,75->{}] + Applied Processor: CloseWith False + Details: () NO