Fill in the table with data from the graph below the table, then try some calculations.
The data: D for dwell time, the time a ball is in your hand; V for vacant hand or empty hand, in the the table below, time; F for ball flight time and number of balls B = 3 and number of hands H = 2, that you find from a finished table may help you understand Claude E. Shannon's UFTOJ Model, B/H = (F+D)/(V+D).
You may be interested in how your ratio, k, of dwell time to hand cycle (dwell plus vacant) time looks in light of P. J. Beek's findings as discussed on these pages.
right
right
right
left
left
left
A
A
A
A
B
B
B
B
C
C
C
C
notes
times
dwell
empty
times
dwell
empty
time
dwell
flight
ht.
time
dwell
flight
ht.
time
dwell
flight
ht.
4.223
4.223
1
2
4.269
4.269
3
0.274
0.432
0.432
4
4.543
4.543
5
0.642
6
4.655
4.655
7
0.456
0.289
0.456
8
4.911
4.911
9
0.601
10
4.999
4.999
11
0.275
0.476
0.476
12
5.256
5.256
13
14
5.387
5.387
15
0.459
0.263
0.459
16
5.65
5.65
17
0.637
18
5.715
5.715
19
0.309
0.495
20
6.024
6.024
21
22
6.145
23
0.458
0.253
24
6.399
25
26
6.428
27
0.309
0.495
28
6.791
29
30
6.894
31
0.440
0.270
32
7.164
33
34
7.231
35
0.267
0.450
36
7.498
37
38
7.614
39
0.461
0.247
40
7.861
41
42
7.959
43
0.316
0.503
44
8.275
45
46
8.364
47
0.448
0.241
48
8.607
49
50
8.723
51
0.311
0.556
52
9.034
53
54
9.163
55
0.477
0.198
56
9.361
57
58
9.511
59
0.295
0.537
60
9.806
61
62
9.898
63
0.458
0.278
64
10.176
65
66
10.264
67
0.269
0.547
68
10.533
69
70
10.723
71
0.505
0.193
72
10.925
73
74
11.038
75
0.313
0.505
76
11.351
77
78
11.430
79
0.421
0.258
80
11.688
81
82
11.772
83
0.262
0.469
84
12.034
85
86
12.157
87
0.459
0.241
88
12.398
89
90
12.493
91
0.289
0.506
92
12.782
93
94
12.904
95
0.451
0.208
96
13.112
97
98
13.233
99
0.243
0.483
100
13.476
101
102
13.595
103
0.508
0.293
104
13.888
105
106
13.984
107
0.259
0.476
108
14.243
109
110
14.364
111
0.469
0.267
112
14.631
113
114
14.715
115
0.269
116
14.984
117

Juggling Laboratory Interval Results
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Computer Game Port Laboratory - older method