nohup: ignoring input
panel 25/269  t=399s  eta=3894s
panel 50/269  t=935s  eta=4094s
panel 75/269  t=1475s  eta=3814s
panel 100/269  t=2015s  eta=3405s
panel 125/269  t=2554s  eta=2942s
panel 150/269  t=3093s  eta=2454s
panel 175/269  t=3631s  eta=1950s
panel 200/269  t=4169s  eta=1438s
panel 225/269  t=4704s  eta=920s
panel 250/269  t=5240s  eta=398s
k   f_k^odd
 1  [0.91526880290677916489 +/- 3.05e-22]
 2  [0.61968509444107629153 +/- 3.16e-21]
 3  [0.54601001088349871842 +/- 1.11e-22]
 4  [0.51958164485444311705 +/- 5.77e-22]
 5  [0.50873735138296352389 +/- 2.15e-21]
 6  [0.50399902547814523069 +/- 4.96e-21]
 7  [0.50185863968036713933 +/- 6.50e-23]
 8  [0.50087286546357313080 +/- 1.87e-21]
 9  [0.50041315888043403250 +/- 7.21e-22]
10  [0.50019685084236966728 +/- 2.98e-21]
11  [0.50009433995766671611 +/- 4.24e-21]
12  [0.50004545610103918554 +/- 1.76e-21]
13  [0.50002201222955606726 +/- 5.76e-22]
14  [0.50001070902482188398 +/- 1.35e-21]
15  [0.50000523210720976089 +/- 1.04e-21]
16  [0.50000256600931887656 +/- 2.99e-21]
17  [0.50000126270373148579 +/- 4.19e-21]
18  [0.50000062317968656970 +/- 3.14e-21]
19  [0.50000030832451766983 +/- 3.95e-21]
20  [0.50000015286682162646 +/- 8.88e-22]
21  [0.50000007592295759073 +/- 2.96e-21]
22  [0.50000003776163147934 +/- 2.05e-21]
23  [0.50000001880304870811 +/- 5.12e-22]
24  [0.50000000937143622519 +/- 4.41e-21]
25  [0.50000000467413997881 +/- 1.26e-21]
26  [0.50000000233263737889 +/- 3.01e-21]
27  [0.50000000116462986574 +/- 2.79e-21]
28  [0.50000000058167441526 +/- 8.13e-22]
29  [0.50000000029059532179 +/- 2.72e-21]
30  [0.50000000014520668513 +/- 1.34e-21]
31  [0.50000000007256925679 +/- 5.78e-22]
32  [0.50000000003627190384 +/- 2.69e-22]
33  [0.50000000001813121804 +/- 3.90e-21]
34  [0.50000000000906385362 +/- 2.57e-21]
35  [0.50000000000453127789 +/- 1.34e-21]
36  [0.50000000000226539976 +/- 1.34e-21]
37  [0.50000000000113261197 +/- 3.11e-21]
38  [0.50000000000056627376 +/- 4.32e-21]
39  [0.50000000000028312509 +/- 3.50e-21]
40  [0.50000000000014155825 +/- 1.93e-21]
41  [0.50000000000007077756 +/- 4.27e-22]
42  [0.50000000000003538821 +/- 1.67e-21]
43  [0.50000000000001769390 +/- 4.96e-23]
44  [0.50000000000000884688 +/- 4.49e-21]
45  [0.50000000000000442341 +/- 8.82e-22]
46  [0.50000000000000221170 +/- 4.25e-21]
47  [0.50000000000000110584 +/- 4.40e-21]
48  [0.50000000000000055292 +/- 9.48e-22]
49  [0.50000000000000027646 +/- 2.53e-23]
50  [0.50000000000000013823 +/- 1.49e-22]
51  [0.50000000000000006911 +/- 4.87e-21]
52  [0.50000000000000003456 +/- 2.59e-21]
53  [0.50000000000000001728 +/- 1.31e-21]
54  [0.50000000000000000864 +/- 6.53e-22]
55  [0.50000000000000000432 +/- 3.28e-22]
56  [0.50000000000000000216 +/- 1.65e-22]
57  [0.50000000000000000108 +/- 8.24e-23]
58  [0.50000000000000000054 +/- 4.13e-23]
59  [0.50000000000000000027 +/- 2.08e-23]
60  [0.50000000000000000013 +/- 4.99e-21]

f_k^odd strictly decreasing on [2,60]: True
f_k^odd strictly increasing on [2,60]: False