0  : 0  0.000 s (total 0.000 s, worst 0: 0.000 s)
1  : 1  0.000 s (total 0.000 s, worst 1: 0.000 s)
2  : 2  0.000 s (total 0.000 s, worst 1: 0.000 s)
3  : 3  0.000 s (total 0.000 s, worst 1: 0.000 s)
4  : 4  0.000 s (total 0.000 s, worst 1: 0.000 s)
5  : 5  0.000 s (total 0.000 s, worst 5: 0.000 s)
6  : 6  0.000 s (total 0.000 s, worst 5: 0.000 s)
7  : 7  0.000 s (total 0.000 s, worst 5: 0.000 s)
8  : 8  0.000 s (total 0.000 s, worst 5: 0.000 s)
9  : 9  0.000 s (total 0.000 s, worst 5: 0.000 s)
10 : 19+  0.003 s (total 0.003 s, worst 10: 0.003 s)
11 : 29+  0.004 s (total 0.007 s, worst 11: 0.004 s)
12 : 26*  0.004 s (total 0.011 s, worst 11: 0.004 s)
13 : 49+  0.008 s (total 0.019 s, worst 13: 0.008 s)
14 : 27*  0.004 s (total 0.023 s, worst 13: 0.008 s)
15 : 35*  0.006 s (total 0.029 s, worst 13: 0.008 s)
16 : 28*  0.006 s (total 0.035 s, worst 13: 0.008 s)
17 : 89+  0.015 s (total 0.050 s, worst 17: 0.015 s)
18 : 29*  0.004 s (total 0.055 s, worst 17: 0.015 s)
19 : 129*+  0.582 s (total 0.637 s, worst 19: 0.582 s)
20 : 45*  0.009 s (total 0.645 s, worst 19: 0.582 s)
21 : 37*  0.006 s (total 0.652 s, worst 19: 0.582 s)
22 : 137*+  0.598 s (total 1.250 s, worst 22: 0.598 s)
23 : 237*+  1.292 s (total 2.542 s, worst 23: 1.292 s)
24 : 38*  0.007 s (total 2.549 s, worst 23: 1.292 s)
25 : 55*  0.009 s (total 2.558 s, worst 23: 1.292 s)
26 : 155*+  0.695 s (total 3.253 s, worst 23: 1.292 s)
27 : 39*  0.006 s (total 3.259 s, worst 23: 1.292 s)
28 : 47*  0.007 s (total 3.266 s, worst 23: 1.292 s)
29 : 147*+  0.658 s (total 3.924 s, worst 23: 1.292 s)
30 : 56*  0.009 s (total 3.933 s, worst 23: 1.292 s)
31 : 156*+  0.704 s (total 4.637 s, worst 23: 1.292 s)
32 : 48*  0.008 s (total 4.645 s, worst 23: 1.292 s)
33 : 148*+  0.648 s (total 5.293 s, worst 23: 1.292 s)
34 : 248*+  1.346 s (total 6.639 s, worst 34: 1.346 s)
35 : 57*  0.009 s (total 6.648 s, worst 34: 1.346 s)
36 : 49*  0.008 s (total 6.656 s, worst 34: 1.346 s)
37 : 149*+  0.693 s (total 7.350 s, worst 34: 1.346 s)
38 : 249*+  1.328 s (total 8.678 s, worst 34: 1.346 s)
39 : 349+*  2.011 s (total 10.689 s, worst 39: 2.011 s)
40 : 58*  0.009 s (total 10.699 s, worst 39: 2.011 s)
41 : 158*+  0.725 s (total 11.424 s, worst 39: 2.011 s)
42 : 67*  0.014 s (total 11.439 s, worst 39: 2.011 s)
43 : 167*+  0.809 s (total 12.247 s, worst 39: 2.011 s)
44 : 267*+  1.467 s (total 13.715 s, worst 39: 2.011 s)
45 : 59*  0.010 s (total 13.724 s, worst 39: 2.011 s)
46 : 159*+  0.726 s (total 14.450 s, worst 39: 2.011 s)
47 : 259*+  1.414 s (total 15.865 s, worst 39: 2.011 s)
48 : 68*  0.011 s (total 15.876 s, worst 39: 2.011 s)
49 : 77*  0.012 s (total 15.887 s, worst 39: 2.011 s)
50 : 177*+  0.807 s (total 16.694 s, worst 39: 2.011 s)
51 : 277*+  1.467 s (total 18.161 s, worst 39: 2.011 s)
52 : 377*+  2.294 s (total 20.455 s, worst 52: 2.294 s)
53 : 477*+  3.073 s (total 23.528 s, worst 53: 3.073 s)
54 : 69*  0.011 s (total 23.539 s, worst 53: 3.073 s)
55 : 169*+  0.793 s (total 24.332 s, worst 53: 3.073 s)
56 : 78*  0.012 s (total 24.345 s, worst 53: 3.073 s)
57 : 178*+  0.823 s (total 25.167 s, worst 53: 3.073 s)
58 : 278*+  1.685 s (total 26.852 s, worst 53: 3.073 s)
59 : 378*+  2.124 s (total 28.976 s, worst 53: 3.073 s)
60 : 19+6*  1.065 s (total 30.041 s, worst 53: 3.073 s)
61 : 578*+  3.873 s (total 33.914 s, worst 61: 3.873 s)
62 : 678*+  4.731 s (total 38.645 s, worst 62: 4.731 s)
63 : 79*  0.017 s (total 38.662 s, worst 62: 4.731 s)
64 : 88*  0.019 s (total 38.681 s, worst 62: 4.731 s)
65 : 188*+  0.919 s (total 39.601 s, worst 62: 4.731 s)
66 : 288*+  1.719 s (total 41.320 s, worst 62: 4.731 s)
67 : 388*+  2.530 s (total 43.850 s, worst 62: 4.731 s)
68 : 488*+  3.226 s (total 47.075 s, worst 62: 4.731 s)
69 : 588*+  3.659 s (total 50.734 s, worst 62: 4.731 s)
70 : 19+7*  0.962 s (total 51.696 s, worst 62: 4.731 s)
71 : 788*+  5.022 s (total 56.718 s, worst 71: 5.022 s)
72 : 89*  0.017 s (total 56.735 s, worst 71: 5.022 s)
73 : 189*+  0.870 s (total 57.605 s, worst 71: 5.022 s)
74 : 289*+  1.686 s (total 59.292 s, worst 71: 5.022 s)
75 : 355**  2.027 s (total 61.319 s, worst 71: 5.022 s)
76 : 489*+  3.029 s (total 64.348 s, worst 71: 5.022 s)
77 : 29+7*  1.650 s (total 65.997 s, worst 71: 5.022 s)
78 : 49+6*  3.317 s (total 69.314 s, worst 71: 5.022 s)
79 : 789*+  5.731 s (total 75.045 s, worst 79: 5.731 s)
80 : 19+8*  1.252 s (total 76.297 s, worst 79: 5.731 s)
81 : 99*  0.018 s (total 76.315 s, worst 79: 5.731 s)
82 : 199*+  1.522 s (total 77.837 s, worst 79: 5.731 s)
83 : 299*+  2.146 s (total 79.982 s, worst 79: 5.731 s)
84 : 267**  1.643 s (total 81.626 s, worst 79: 5.731 s)
85 : 499*+  3.413 s (total 85.039 s, worst 79: 5.731 s)
86 : 599*+  5.521 s (total 90.560 s, worst 79: 5.731 s)
87 : 699*+  5.099 s (total 95.658 s, worst 79: 5.731 s)
88 : 29+8*  2.717 s (total 98.375 s, worst 79: 5.731 s)
89 : 899*+  5.827 s (total 104.202 s, worst 89: 5.827 s)
90 : 19+9*  0.951 s (total 105.154 s, worst 89: 5.827 s)
91 : 49+7*  3.020 s (total 108.174 s, worst 89: 5.827 s)
92 : 149+7*+  258.761 s (total 366.935 s, worst 92: 258.761 s)
93 : 156*+3*  268.790 s (total 635.725 s, worst 93: 268.790 s)
94 : 19+9*4+  367.260 s (total 1002.986 s, worst 94: 367.260 s)
95 : 129*+5*  210.546 s (total 1213.532 s, worst 94: 367.260 s)
96 : 268**  1.612 s (total 1215.144 s, worst 94: 367.260 s)
97 : 1268**+  220.657 s (total 1435.801 s, worst 94: 367.260 s)
98 : 277**  1.573 s (total 1437.374 s, worst 94: 367.260 s)
99 : 29+9*  1.725 s (total 1439.100 s, worst 94: 367.260 s)
100: 455**  2.953 s (total 1442.053 s, worst 94: 367.260 s)
101: 1455**+  246.151 s (total 1688.203 s, worst 94: 367.260 s)
102: 689+*  4.512 s (total 1692.715 s, worst 94: 367.260 s)
103: 1689+*+  292.113 s (total 1984.828 s, worst 94: 367.260 s)
104: 49+8*  3.015 s (total 1987.842 s, worst 94: 367.260 s)
105: 357**  2.118 s (total 1989.961 s, worst 94: 367.260 s)
106: 1357**+  223.403 s (total 2213.364 s, worst 94: 367.260 s)
107: 2357**+  487.695 s (total 2701.058 s, worst 107: 487.695 s)
108: 269**  1.570 s (total 2702.628 s, worst 107: 487.695 s)
109: 1269**+  210.938 s (total 2913.566 s, worst 107: 487.695 s)
110: 137*+5*  234.510 s (total 3148.076 s, worst 107: 487.695 s)
111: 149*+3*  257.438 s (total 3405.514 s, worst 107: 487.695 s)
112: 278**  1.605 s (total 3407.119 s, worst 107: 487.695 s)
113: 1278**+  212.470 s (total 3619.589 s, worst 107: 487.695 s)