A four-state hexbin that bins the raw scatter itself — nearest-centre binning, sqrt / linear / quantile bands, colour paired with hexagon size, a live bin-radius control and a ranked screen-reader table.
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status="ready" · 2,400 sessions in two clusters; at the default radius 18 that is 242 bins with 91 sessions in the densest. The x axis is pinned to [0, 6] s, so the 24 timed-out readings are counted by name instead of being squashed into the last column; drag "Bin radius" to change the binning live.
Session quality
Last 7 days · 2,400 sessions
2,376 sessions · 242 bins · up to 91 per bin
Hexagonal density plot: 2,376 sessions binned into 242 hexagons of radius 18 units. Horizontal axis Time to first byte, vertical axis Scroll depth; a bin's colour and size both encode how many readings landed in it. The densest bin holds 91 sessions, 3.8% of the sample, centred near Time to first byte 0.96 s by Scroll depth 78.7%. Half the sample sits in the 26 densest bins, 10.7% of the occupied lattice. Time to first byte runs 0 s to 6 s (fixed); Scroll depth runs 0% to 100% (fixed). 5 density bands from 1 to 91 per bin, broken on a sqrt scale. 24 sessions fall outside the fixed domain and are not drawn. The 120 densest bins are listed in the table that follows; the caption accounts for the rest.
18 units
Point at a hexagon, or press Tab then the arrow keys, to read one out.
sessions per bin
1–7
8–19
20–37
38–61
62–91
Colour and hexagon size both encode the count, so the ramp survives greyscale. Breaks sit on a sqrt scale. 24 sessions not drawn: 24 outside the fixed domain.
The 120 densest of 242 occupied bins in Session quality. The other 122 hold 1 to 4 sessions each, 212 in total. Positions are lattice centres, not the mean of the readings inside a bin.
Rank
Time to first byte
Scroll depth
sessions
Share of sample
Band
1
0.96 s
78.7%
91
3.8%
5 of 5
2
1.1 s
71.6%
84
3.5%
5 of 5
3
0.83 s
71.6%
73
3.1%
5 of 5
4
0.96 s
64.5%
64
2.7%
5 of 5
5
1.38 s
71.6%
63
2.7%
5 of 5
6
0.83 s
85.8%
60
2.5%
4 of 5
7
1.24 s
78.7%
59
2.5%
4 of 5
8
1.1 s
85.8%
58
2.4%
4 of 5
9
1.24 s
64.5%
50
2.1%
4 of 5
10
1.51 s
78.7%
49
2.1%
4 of 5
11
1.38 s
85.8%
46
1.9%
4 of 5
12
0.69 s
78.7%
45
1.9%
4 of 5
13
0.69 s
64.5%
44
1.9%
4 of 5
14
1.1 s
57.4%
43
1.8%
4 of 5
15
1.65 s
71.6%
38
1.6%
4 of 5
16
0.55 s
71.6%
37
1.6%
3 of 5
17
1.51 s
64.5%
37
1.6%
3 of 5
18
0.83 s
57.4%
37
1.6%
3 of 5
19
1.24 s
92.9%
34
1.4%
3 of 5
20
1.1 s
100%
32
1.3%
3 of 5
21
1.51 s
92.9%
29
1.2%
3 of 5
22
1.24 s
50.3%
29
1.2%
3 of 5
23
1.38 s
57.4%
28
1.2%
3 of 5
24
0.55 s
85.8%
27
1.1%
3 of 5
25
0.41 s
64.5%
27
1.1%
3 of 5
26
1.38 s
100%
26
1.1%
3 of 5
27
0.96 s
92.9%
25
1.1%
3 of 5
28
0.69 s
92.9%
23
1%
3 of 5
29
0.83 s
100%
22
0.9%
3 of 5
30
0.41 s
78.7%
22
0.9%
3 of 5
31
0.55 s
57.4%
22
0.9%
3 of 5
32
3.3 s
28.9%
21
0.9%
3 of 5
33
1.65 s
57.4%
18
0.8%
2 of 5
34
0.96 s
50.3%
18
0.8%
2 of 5
35
3.58 s
28.9%
18
0.8%
2 of 5
36
0.55 s
100%
17
0.7%
2 of 5
37
1.79 s
78.7%
17
0.7%
2 of 5
38
1.51 s
50.3%
17
0.7%
2 of 5
39
0.41 s
92.9%
16
0.7%
2 of 5
40
1.65 s
85.8%
16
0.7%
2 of 5
41
3.71 s
21.8%
15
0.6%
2 of 5
42
0.28 s
85.8%
14
0.6%
2 of 5
43
0.28 s
71.6%
14
0.6%
2 of 5
44
2.75 s
28.9%
14
0.6%
2 of 5
45
3.85 s
28.9%
14
0.6%
2 of 5
46
2.89 s
21.8%
14
0.6%
2 of 5
47
3.44 s
21.8%
14
0.6%
2 of 5
48
1.65 s
100%
13
0.5%
2 of 5
49
3.44 s
36.1%
13
0.5%
2 of 5
50
3.03 s
28.9%
13
0.5%
2 of 5
51
3.03 s
14.7%
13
0.5%
2 of 5
52
0.69 s
50.3%
12
0.5%
2 of 5
53
0.55 s
43.2%
12
0.5%
2 of 5
54
1.1 s
43.2%
12
0.5%
2 of 5
55
4.13 s
28.9%
12
0.5%
2 of 5
56
4.26 s
21.8%
12
0.5%
2 of 5
57
1.79 s
64.5%
11
0.5%
2 of 5
58
1.38 s
43.2%
11
0.5%
2 of 5
59
3.71 s
36.1%
11
0.5%
2 of 5
60
4.68 s
28.9%
11
0.5%
2 of 5
61
3.58 s
14.7%
11
0.5%
2 of 5
62
3.44 s
7.6%
11
0.5%
2 of 5
63
1.79 s
92.9%
10
0.4%
2 of 5
64
1.93 s
71.6%
10
0.4%
2 of 5
65
2.89 s
36.1%
10
0.4%
2 of 5
66
3.16 s
36.1%
10
0.4%
2 of 5
67
3.99 s
36.1%
10
0.4%
2 of 5
68
4.26 s
36.1%
10
0.4%
2 of 5
69
3.16 s
21.8%
10
0.4%
2 of 5
70
1.79 s
50.3%
9
0.4%
2 of 5
71
0.83 s
43.2%
9
0.4%
2 of 5
72
2.61 s
36.1%
9
0.4%
2 of 5
73
2.61 s
21.8%
9
0.4%
2 of 5
74
3.99 s
21.8%
9
0.4%
2 of 5
75
3.85 s
14.7%
9
0.4%
2 of 5
76
4.13 s
14.7%
9
0.4%
2 of 5
77
3.16 s
7.6%
9
0.4%
2 of 5
78
0.14 s
78.7%
8
0.3%
2 of 5
79
3.58 s
43.2%
8
0.3%
2 of 5
80
3.85 s
43.2%
8
0.3%
2 of 5
81
2.2 s
28.9%
8
0.3%
2 of 5
82
2.48 s
28.9%
8
0.3%
2 of 5
83
2.34 s
21.8%
8
0.3%
2 of 5
84
4.81 s
21.8%
8
0.3%
2 of 5
85
3.3 s
14.7%
8
0.3%
2 of 5
86
3.71 s
7.6%
8
0.3%
2 of 5
87
0.28 s
100%
7
0.3%
1 of 5
88
2.34 s
36.1%
7
0.3%
1 of 5
89
4.54 s
36.1%
7
0.3%
1 of 5
90
4.81 s
36.1%
7
0.3%
1 of 5
91
2.75 s
14.7%
7
0.3%
1 of 5
92
4.4 s
14.7%
7
0.3%
1 of 5
93
4.68 s
14.7%
7
0.3%
1 of 5
94
2.89 s
7.6%
7
0.3%
1 of 5
95
0.14 s
64.5%
6
0.3%
1 of 5
96
0.41 s
50.3%
6
0.3%
1 of 5
97
4.26 s
50.3%
6
0.3%
1 of 5
98
1.65 s
43.2%
6
0.3%
1 of 5
99
2.75 s
43.2%
6
0.3%
1 of 5
100
3.03 s
43.2%
6
0.3%
1 of 5
101
2.06 s
36.1%
6
0.3%
1 of 5
102
4.4 s
28.9%
6
0.3%
1 of 5
103
2.06 s
7.6%
6
0.3%
1 of 5
104
2.06 s
92.9%
5
0.2%
1 of 5
105
1.93 s
85.8%
5
0.2%
1 of 5
106
2.06 s
78.7%
5
0.2%
1 of 5
107
0.28 s
57.4%
5
0.2%
1 of 5
108
1.93 s
57.4%
5
0.2%
1 of 5
109
3.16 s
50.3%
5
0.2%
1 of 5
110
3.44 s
50.3%
5
0.2%
1 of 5
111
2.48 s
43.2%
5
0.2%
1 of 5
112
4.54 s
21.8%
5
0.2%
1 of 5
113
1.93 s
14.7%
5
0.2%
1 of 5
114
4.26 s
7.6%
5
0.2%
1 of 5
115
4.54 s
7.6%
5
0.2%
1 of 5
116
3.58 s
0.5%
5
0.2%
1 of 5
117
0 s
85.8%
4
0.2%
1 of 5
118
2.2 s
71.6%
4
0.2%
1 of 5
119
0 s
57.4%
4
0.2%
1 of 5
120
3.71 s
50.3%
4
0.2%
1 of 5
status="empty" · a valid payload with not one reading in it, told apart from "loading" and "the fetch failed".
Session quality
Last 7 days
Nothing to bin yet
A hexagon needs at least one reading with a position on both axes.
status="loading" · a hexagon skeleton with hard-coded geometry — nothing random, aria-hidden, no timer.
Session quality
Last 7 days
Loading density plot
status="error" · the fetch failed; "Try again" only appears when onRetry is passed, and clicking it switches to ready.
Session quality
Last 7 days
Couldn't load this density plot
The data source didn't respond.
Degenerate data · a single reading: neither axis has a fixed domain, so the zero-width span is padded by ±50% and the one bin sits dead centre; the ramp collapses to a single band (nothing to compare against, so it takes the middle of the ramp rather than the darkest step).
First session on the new tier
Pilot run · a single session
1 session · 1 bins · up to 1 per bin · 1 of 5 bands used
Hexagonal density plot: 1 session binned into 1 hexagons of radius 18 units. Horizontal axis Time to first byte, vertical axis Scroll depth; a bin's colour and size both encode how many readings landed in it. The densest bin holds 1 session, 100% of the sample, centred near Time to first byte 2.44 s by Scroll depth 60.2%. Every reading landed in that one bin. Time to first byte runs 1 s to 4 s; Scroll depth runs 20% to 100%. Every occupied bin holds the same 1 session, so the ramp collapses to one band. Every occupied bin is listed in the table that follows.
18 units
Point at a hexagon, or press Tab then the arrow keys, to read one out.
sessions per bin
1
Colour and hexagon size both encode the count, so the ramp survives greyscale. Every occupied bin holds the same number, so there is nothing for the ramp to separate.
Every occupied bin in First session on the new tier, densest first. Positions are lattice centres, not the mean of the readings inside a bin.
Rank
Time to first byte
Scroll depth
sessions
Share of sample
Band
1
2.44 s
60.2%
1
100%
1 of 1
Degenerate data · 90 readings in 30 stacks of 3: every occupied bin holds the same count, so the five-band ramp honestly collapses to one band and says so instead of inventing four empty ones. The radius slider is off here to keep "every bin is equal" true.
Calibration sweep
Synthetic grid · every occupied bin holds exactly 3
90 probes · 30 bins · up to 3 per bin · 1 of 5 bands used
Hexagonal density plot: 90 probes binned into 30 hexagons of radius 18 units. Horizontal axis Time to first byte, vertical axis Scroll depth; a bin's colour and size both encode how many readings landed in it. The densest bin holds 3 probes, 3.3% of the sample, centred near Time to first byte 0.92 s by Scroll depth 85.8%. Half the sample sits in the 15 densest bins, 50% of the occupied lattice. Time to first byte runs 0 s to 10 s (fixed); Scroll depth runs 0% to 100% (fixed). Every occupied bin holds the same 3 probes, so the ramp collapses to one band. Every occupied bin is listed in the table that follows.
Point at a hexagon, or press Tab then the arrow keys, to read one out.
probes per bin
3
Colour and hexagon size both encode the count, so the ramp survives greyscale. Every occupied bin holds the same number, so there is nothing for the ramp to separate.
Every occupied bin in Calibration sweep, densest first. Positions are lattice centres, not the mean of the readings inside a bin.
Rank
Time to first byte
Scroll depth
probes
Share of sample
Band
1
0.92 s
85.8%
3
3.3%
1 of 1
2
4.13 s
85.8%
3
3.3%
1 of 1
3
7.34 s
85.8%
3
3.3%
1 of 1
4
2.52 s
78.7%
3
3.3%
1 of 1
5
5.73 s
78.7%
3
3.3%
1 of 1
6
8.94 s
78.7%
3
3.3%
1 of 1
7
1.15 s
64.5%
3
3.3%
1 of 1
8
2.52 s
64.5%
3
3.3%
1 of 1
9
4.36 s
64.5%
3
3.3%
1 of 1
10
5.73 s
64.5%
3
3.3%
1 of 1
11
7.56 s
64.5%
3
3.3%
1 of 1
12
8.94 s
64.5%
3
3.3%
1 of 1
13
0.92 s
43.2%
3
3.3%
1 of 1
14
2.75 s
43.2%
3
3.3%
1 of 1
15
4.13 s
43.2%
3
3.3%
1 of 1
16
5.96 s
43.2%
3
3.3%
1 of 1
17
7.34 s
43.2%
3
3.3%
1 of 1
18
9.17 s
43.2%
3
3.3%
1 of 1
19
0.92 s
28.9%
3
3.3%
1 of 1
20
2.75 s
28.9%
3
3.3%
1 of 1
21
4.13 s
28.9%
3
3.3%
1 of 1
22
5.96 s
28.9%
3
3.3%
1 of 1
23
7.34 s
28.9%
3
3.3%
1 of 1
24
9.17 s
28.9%
3
3.3%
1 of 1
25
1.15 s
7.6%
3
3.3%
1 of 1
26
2.52 s
7.6%
3
3.3%
1 of 1
27
4.36 s
7.6%
3
3.3%
1 of 1
28
5.73 s
7.6%
3
3.3%
1 of 1
29
7.56 s
7.6%
3
3.3%
1 of 1
30
8.94 s
7.6%
3
3.3%
1 of 1
binScale="sqrt" (the default) · 1,800 of 3,000 readings pile into one small patch and the densest bin holds 808: 162 of the 165 occupied bins land in the lowest band, leaving 3 with any colour — the structure inside the long tail is flattened away.
Response time vs scroll depth
One route answering from a warm cache, and everything else
3,000 sessions · 165 bins · up to 808 per bin
Hexagonal density plot: 3,000 sessions binned into 165 hexagons of radius 26 units. Horizontal axis Time to first byte, vertical axis Scroll depth; a bin's colour and size both encode how many readings landed in it. The densest bin holds 808 sessions, 26.9% of the sample, centred near Time to first byte 2.19 s by Scroll depth 48.7%. Half the sample sits in the 3 densest bins, 1.8% of the occupied lattice. Time to first byte runs 0 s to 6 s (fixed); Scroll depth runs 0% to 100% (fixed). 5 density bands from 1 to 808 per bin, broken on a sqrt scale. The 120 densest bins are listed in the table that follows; the caption accounts for the rest.
26 units
Point at a hexagon, or press Tab then the arrow keys, to read one out.
sessions per bin
1–42
43–143
144–304
305–526
527–808
Colour and hexagon size both encode the count, so the ramp survives greyscale. Breaks sit on a sqrt scale.
The 120 densest of 165 occupied bins in Response time vs scroll depth. The other 45 hold 1 to 4 sessions each, 93 in total. Positions are lattice centres, not the mean of the readings inside a bin.
Rank
Time to first byte
Scroll depth
sessions
Share of sample
Band
1
2.19 s
48.7%
808
26.9%
5 of 5
2
1.99 s
58.9%
532
17.7%
5 of 5
3
1.79 s
48.7%
507
16.9%
4 of 5
4
3.38 s
48.7%
23
0.8%
1 of 5
5
3.18 s
38.4%
21
0.7%
1 of 5
6
3.77 s
69.2%
20
0.7%
1 of 5
7
3.58 s
58.9%
20
0.7%
1 of 5
8
2.58 s
48.7%
20
0.7%
1 of 5
9
2.98 s
48.7%
20
0.7%
1 of 5
10
2.38 s
38.4%
20
0.7%
1 of 5
11
3.58 s
38.4%
20
0.7%
1 of 5
12
2.78 s
58.9%
18
0.6%
1 of 5
13
1.79 s
69.2%
17
0.6%
1 of 5
14
3.77 s
48.7%
17
0.6%
1 of 5
15
2.19 s
69.2%
16
0.5%
1 of 5
16
1.59 s
58.9%
16
0.5%
1 of 5
17
1.59 s
38.4%
16
0.5%
1 of 5
18
2.78 s
38.4%
16
0.5%
1 of 5
19
2.98 s
69.2%
15
0.5%
1 of 5
20
2.38 s
58.9%
15
0.5%
1 of 5
21
3.18 s
79.5%
13
0.4%
1 of 5
22
3.58 s
79.5%
13
0.4%
1 of 5
23
2.58 s
69.2%
13
0.4%
1 of 5
24
3.38 s
69.2%
13
0.4%
1 of 5
25
4.57 s
69.2%
13
0.4%
1 of 5
26
3.97 s
38.4%
13
0.4%
1 of 5
27
3.18 s
58.9%
12
0.4%
1 of 5
28
0.99 s
48.7%
12
0.4%
1 of 5
29
4.97 s
48.7%
12
0.4%
1 of 5
30
1.19 s
38.4%
12
0.4%
1 of 5
31
2.98 s
28.2%
12
0.4%
1 of 5
32
4.97 s
28.2%
12
0.4%
1 of 5
33
3.18 s
100%
11
0.4%
1 of 5
34
5.36 s
48.7%
11
0.4%
1 of 5
35
4.37 s
38.4%
11
0.4%
1 of 5
36
3.38 s
28.2%
11
0.4%
1 of 5
37
3.77 s
28.2%
11
0.4%
1 of 5
38
2.19 s
89.7%
10
0.3%
1 of 5
39
2.78 s
79.5%
10
0.3%
1 of 5
40
4.37 s
58.9%
10
0.3%
1 of 5
41
1.39 s
48.7%
10
0.3%
1 of 5
42
4.57 s
48.7%
10
0.3%
1 of 5
43
4.77 s
38.4%
10
0.3%
1 of 5
44
2.58 s
28.2%
10
0.3%
1 of 5
45
4.57 s
28.2%
10
0.3%
1 of 5
46
3.97 s
100%
9
0.3%
1 of 5
47
2.58 s
89.7%
9
0.3%
1 of 5
48
0.2 s
69.2%
9
0.3%
1 of 5
49
1.39 s
69.2%
9
0.3%
1 of 5
50
4.17 s
69.2%
9
0.3%
1 of 5
51
4.97 s
69.2%
9
0.3%
1 of 5
52
0.79 s
58.9%
9
0.3%
1 of 5
53
3.97 s
58.9%
9
0.3%
1 of 5
54
5.17 s
58.9%
9
0.3%
1 of 5
55
0.6 s
48.7%
9
0.3%
1 of 5
56
4.17 s
28.2%
9
0.3%
1 of 5
57
2.78 s
17.9%
9
0.3%
1 of 5
58
3.77 s
89.7%
8
0.3%
1 of 5
59
3.97 s
79.5%
8
0.3%
1 of 5
60
4.77 s
58.9%
8
0.3%
1 of 5
61
5.96 s
58.9%
8
0.3%
1 of 5
62
0.2 s
48.7%
8
0.3%
1 of 5
63
4.17 s
48.7%
8
0.3%
1 of 5
64
0 s
38.4%
8
0.3%
1 of 5
65
0.2 s
28.2%
8
0.3%
1 of 5
66
2.19 s
28.2%
8
0.3%
1 of 5
67
3.58 s
17.9%
8
0.3%
1 of 5
68
2.38 s
100%
7
0.2%
1 of 5
69
1.39 s
89.7%
7
0.2%
1 of 5
70
4.17 s
89.7%
7
0.2%
1 of 5
71
1.19 s
79.5%
7
0.2%
1 of 5
72
1.99 s
79.5%
7
0.2%
1 of 5
73
0.79 s
38.4%
7
0.2%
1 of 5
74
1.99 s
38.4%
7
0.2%
1 of 5
75
1.79 s
28.2%
7
0.2%
1 of 5
76
4.37 s
17.9%
7
0.2%
1 of 5
77
3.38 s
7.6%
7
0.2%
1 of 5
78
2.78 s
100%
6
0.2%
1 of 5
79
1.59 s
79.5%
6
0.2%
1 of 5
80
0.6 s
69.2%
6
0.2%
1 of 5
81
0.99 s
69.2%
6
0.2%
1 of 5
82
1.19 s
58.9%
6
0.2%
1 of 5
83
0.99 s
28.2%
6
0.2%
1 of 5
84
1.39 s
28.2%
6
0.2%
1 of 5
85
6.16 s
28.2%
6
0.2%
1 of 5
86
3.18 s
17.9%
6
0.2%
1 of 5
87
3.97 s
17.9%
6
0.2%
1 of 5
88
3.77 s
7.6%
6
0.2%
1 of 5
89
0.79 s
100%
5
0.2%
1 of 5
90
4.37 s
100%
5
0.2%
1 of 5
91
0.2 s
89.7%
5
0.2%
1 of 5
92
3.38 s
89.7%
5
0.2%
1 of 5
93
4.57 s
89.7%
5
0.2%
1 of 5
94
5.36 s
89.7%
5
0.2%
1 of 5
95
0 s
79.5%
5
0.2%
1 of 5
96
2.38 s
79.5%
5
0.2%
1 of 5
97
5.36 s
69.2%
5
0.2%
1 of 5
98
5.36 s
28.2%
5
0.2%
1 of 5
99
1.99 s
17.9%
5
0.2%
1 of 5
100
1.39 s
7.6%
5
0.2%
1 of 5
101
2.98 s
7.6%
5
0.2%
1 of 5
102
0.6 s
89.7%
4
0.1%
1 of 5
103
2.98 s
89.7%
4
0.1%
1 of 5
104
0.79 s
79.5%
4
0.1%
1 of 5
105
4.37 s
79.5%
4
0.1%
1 of 5
106
4.77 s
79.5%
4
0.1%
1 of 5
107
5.56 s
79.5%
4
0.1%
1 of 5
108
5.96 s
79.5%
4
0.1%
1 of 5
109
5.56 s
58.9%
4
0.1%
1 of 5
110
0.4 s
38.4%
4
0.1%
1 of 5
111
5.17 s
38.4%
4
0.1%
1 of 5
112
5.56 s
38.4%
4
0.1%
1 of 5
113
0.4 s
17.9%
4
0.1%
1 of 5
114
1.59 s
17.9%
4
0.1%
1 of 5
115
5.17 s
17.9%
4
0.1%
1 of 5
116
1.79 s
7.6%
4
0.1%
1 of 5
117
2.58 s
7.6%
4
0.1%
1 of 5
118
4.17 s
7.6%
4
0.1%
1 of 5
119
1.19 s
-2.6%
4
0.1%
1 of 5
120
1.99 s
-2.6%
4
0.1%
1 of 5
binScale="quantile" · the same data cut so each band holds the same number of bins — 28/36/34/30/37 across the five — and the structure inside the tail comes back. The price is that band widths are no longer comparable (1–2 readings in the lowest, 11–808 in the highest). When quantile breaks land on the same count, the component draws fewer bands and says so.
Response time vs scroll depth
One route answering from a warm cache, and everything else
3,000 sessions · 165 bins · up to 808 per bin
Hexagonal density plot: 3,000 sessions binned into 165 hexagons of radius 26 units. Horizontal axis Time to first byte, vertical axis Scroll depth; a bin's colour and size both encode how many readings landed in it. The densest bin holds 808 sessions, 26.9% of the sample, centred near Time to first byte 2.19 s by Scroll depth 48.7%. Half the sample sits in the 3 densest bins, 1.8% of the occupied lattice. Time to first byte runs 0 s to 6 s (fixed); Scroll depth runs 0% to 100% (fixed). 5 density bands from 1 to 808 per bin, broken on a quantile scale. The 120 densest bins are listed in the table that follows; the caption accounts for the rest.
26 units
Point at a hexagon, or press Tab then the arrow keys, to read one out.
sessions per bin
1–2
3–4
5–7
8–10
11–808
Colour and hexagon size both encode the count, so the ramp survives greyscale. Breaks sit on a quantile scale.
The 120 densest of 165 occupied bins in Response time vs scroll depth. The other 45 hold 1 to 4 sessions each, 93 in total. Positions are lattice centres, not the mean of the readings inside a bin.
Rank
Time to first byte
Scroll depth
sessions
Share of sample
Band
1
2.19 s
48.7%
808
26.9%
5 of 5
2
1.99 s
58.9%
532
17.7%
5 of 5
3
1.79 s
48.7%
507
16.9%
5 of 5
4
3.38 s
48.7%
23
0.8%
5 of 5
5
3.18 s
38.4%
21
0.7%
5 of 5
6
3.77 s
69.2%
20
0.7%
5 of 5
7
3.58 s
58.9%
20
0.7%
5 of 5
8
2.58 s
48.7%
20
0.7%
5 of 5
9
2.98 s
48.7%
20
0.7%
5 of 5
10
2.38 s
38.4%
20
0.7%
5 of 5
11
3.58 s
38.4%
20
0.7%
5 of 5
12
2.78 s
58.9%
18
0.6%
5 of 5
13
1.79 s
69.2%
17
0.6%
5 of 5
14
3.77 s
48.7%
17
0.6%
5 of 5
15
2.19 s
69.2%
16
0.5%
5 of 5
16
1.59 s
58.9%
16
0.5%
5 of 5
17
1.59 s
38.4%
16
0.5%
5 of 5
18
2.78 s
38.4%
16
0.5%
5 of 5
19
2.98 s
69.2%
15
0.5%
5 of 5
20
2.38 s
58.9%
15
0.5%
5 of 5
21
3.18 s
79.5%
13
0.4%
5 of 5
22
3.58 s
79.5%
13
0.4%
5 of 5
23
2.58 s
69.2%
13
0.4%
5 of 5
24
3.38 s
69.2%
13
0.4%
5 of 5
25
4.57 s
69.2%
13
0.4%
5 of 5
26
3.97 s
38.4%
13
0.4%
5 of 5
27
3.18 s
58.9%
12
0.4%
5 of 5
28
0.99 s
48.7%
12
0.4%
5 of 5
29
4.97 s
48.7%
12
0.4%
5 of 5
30
1.19 s
38.4%
12
0.4%
5 of 5
31
2.98 s
28.2%
12
0.4%
5 of 5
32
4.97 s
28.2%
12
0.4%
5 of 5
33
3.18 s
100%
11
0.4%
5 of 5
34
5.36 s
48.7%
11
0.4%
5 of 5
35
4.37 s
38.4%
11
0.4%
5 of 5
36
3.38 s
28.2%
11
0.4%
5 of 5
37
3.77 s
28.2%
11
0.4%
5 of 5
38
2.19 s
89.7%
10
0.3%
4 of 5
39
2.78 s
79.5%
10
0.3%
4 of 5
40
4.37 s
58.9%
10
0.3%
4 of 5
41
1.39 s
48.7%
10
0.3%
4 of 5
42
4.57 s
48.7%
10
0.3%
4 of 5
43
4.77 s
38.4%
10
0.3%
4 of 5
44
2.58 s
28.2%
10
0.3%
4 of 5
45
4.57 s
28.2%
10
0.3%
4 of 5
46
3.97 s
100%
9
0.3%
4 of 5
47
2.58 s
89.7%
9
0.3%
4 of 5
48
0.2 s
69.2%
9
0.3%
4 of 5
49
1.39 s
69.2%
9
0.3%
4 of 5
50
4.17 s
69.2%
9
0.3%
4 of 5
51
4.97 s
69.2%
9
0.3%
4 of 5
52
0.79 s
58.9%
9
0.3%
4 of 5
53
3.97 s
58.9%
9
0.3%
4 of 5
54
5.17 s
58.9%
9
0.3%
4 of 5
55
0.6 s
48.7%
9
0.3%
4 of 5
56
4.17 s
28.2%
9
0.3%
4 of 5
57
2.78 s
17.9%
9
0.3%
4 of 5
58
3.77 s
89.7%
8
0.3%
4 of 5
59
3.97 s
79.5%
8
0.3%
4 of 5
60
4.77 s
58.9%
8
0.3%
4 of 5
61
5.96 s
58.9%
8
0.3%
4 of 5
62
0.2 s
48.7%
8
0.3%
4 of 5
63
4.17 s
48.7%
8
0.3%
4 of 5
64
0 s
38.4%
8
0.3%
4 of 5
65
0.2 s
28.2%
8
0.3%
4 of 5
66
2.19 s
28.2%
8
0.3%
4 of 5
67
3.58 s
17.9%
8
0.3%
4 of 5
68
2.38 s
100%
7
0.2%
3 of 5
69
1.39 s
89.7%
7
0.2%
3 of 5
70
4.17 s
89.7%
7
0.2%
3 of 5
71
1.19 s
79.5%
7
0.2%
3 of 5
72
1.99 s
79.5%
7
0.2%
3 of 5
73
0.79 s
38.4%
7
0.2%
3 of 5
74
1.99 s
38.4%
7
0.2%
3 of 5
75
1.79 s
28.2%
7
0.2%
3 of 5
76
4.37 s
17.9%
7
0.2%
3 of 5
77
3.38 s
7.6%
7
0.2%
3 of 5
78
2.78 s
100%
6
0.2%
3 of 5
79
1.59 s
79.5%
6
0.2%
3 of 5
80
0.6 s
69.2%
6
0.2%
3 of 5
81
0.99 s
69.2%
6
0.2%
3 of 5
82
1.19 s
58.9%
6
0.2%
3 of 5
83
0.99 s
28.2%
6
0.2%
3 of 5
84
1.39 s
28.2%
6
0.2%
3 of 5
85
6.16 s
28.2%
6
0.2%
3 of 5
86
3.18 s
17.9%
6
0.2%
3 of 5
87
3.97 s
17.9%
6
0.2%
3 of 5
88
3.77 s
7.6%
6
0.2%
3 of 5
89
0.79 s
100%
5
0.2%
3 of 5
90
4.37 s
100%
5
0.2%
3 of 5
91
0.2 s
89.7%
5
0.2%
3 of 5
92
3.38 s
89.7%
5
0.2%
3 of 5
93
4.57 s
89.7%
5
0.2%
3 of 5
94
5.36 s
89.7%
5
0.2%
3 of 5
95
0 s
79.5%
5
0.2%
3 of 5
96
2.38 s
79.5%
5
0.2%
3 of 5
97
5.36 s
69.2%
5
0.2%
3 of 5
98
5.36 s
28.2%
5
0.2%
3 of 5
99
1.99 s
17.9%
5
0.2%
3 of 5
100
1.39 s
7.6%
5
0.2%
3 of 5
101
2.98 s
7.6%
5
0.2%
3 of 5
102
0.6 s
89.7%
4
0.1%
2 of 5
103
2.98 s
89.7%
4
0.1%
2 of 5
104
0.79 s
79.5%
4
0.1%
2 of 5
105
4.37 s
79.5%
4
0.1%
2 of 5
106
4.77 s
79.5%
4
0.1%
2 of 5
107
5.56 s
79.5%
4
0.1%
2 of 5
108
5.96 s
79.5%
4
0.1%
2 of 5
109
5.56 s
58.9%
4
0.1%
2 of 5
110
0.4 s
38.4%
4
0.1%
2 of 5
111
5.17 s
38.4%
4
0.1%
2 of 5
112
5.56 s
38.4%
4
0.1%
2 of 5
113
0.4 s
17.9%
4
0.1%
2 of 5
114
1.59 s
17.9%
4
0.1%
2 of 5
115
5.17 s
17.9%
4
0.1%
2 of 5
116
1.79 s
7.6%
4
0.1%
2 of 5
117
2.58 s
7.6%
4
0.1%
2 of 5
118
4.17 s
7.6%
4
0.1%
2 of 5
119
1.19 s
-2.6%
4
0.1%
2 of 5
120
1.99 s
-2.6%
4
0.1%
2 of 5
radius=8 · the same session data on a fine lattice: more bins, lower counts each, and the shape inside a cluster becomes visible; go coarse to 44 and the opposite happens — that is what the slider trades.
Session quality
Last 7 days · 2,400 sessions
2,376 sessions · 699 bins · up to 24 per bin
Hexagonal density plot: 2,376 sessions binned into 699 hexagons of radius 8 units. Horizontal axis Time to first byte, vertical axis Scroll depth; a bin's colour and size both encode how many readings landed in it. The densest bin holds 24 sessions, 1% of the sample, centred near Time to first byte 0.92 s by Scroll depth 71.6%. Half the sample sits in the 109 densest bins, 15.6% of the occupied lattice. Time to first byte runs 0 s to 6 s (fixed); Scroll depth runs 0% to 100% (fixed). 5 density bands from 1 to 24 per bin, broken on a sqrt scale. 24 sessions fall outside the fixed domain and are not drawn. The 120 densest bins are listed in the table that follows; the caption accounts for the rest.
Point at a hexagon, or press Tab then the arrow keys, to read one out.
sessions per bin
1–3
4–6
7–11
12–16
17–24
Colour and hexagon size both encode the count, so the ramp survives greyscale. Breaks sit on a sqrt scale. 24 sessions not drawn: 24 outside the fixed domain.
The 120 densest of 699 occupied bins in Session quality. The other 579 hold 1 to 5 sessions each, 1,119 in total. Positions are lattice centres, not the mean of the readings inside a bin.
Rank
Time to first byte
Scroll depth
sessions
Share of sample
Band
1
0.92 s
71.6%
24
1%
5 of 5
2
0.98 s
68.4%
24
1%
5 of 5
3
1.04 s
77.9%
23
1%
5 of 5
4
1.04 s
71.6%
23
1%
5 of 5
5
0.98 s
81.1%
19
0.8%
5 of 5
6
0.92 s
84.2%
18
0.8%
5 of 5
7
0.79 s
77.9%
18
0.8%
5 of 5
8
1.1 s
100%
17
0.7%
5 of 5
9
1.28 s
84.2%
17
0.7%
5 of 5
10
0.61 s
74.7%
17
0.7%
5 of 5
11
0.86 s
74.7%
17
0.7%
5 of 5
12
1.1 s
74.7%
17
0.7%
5 of 5
13
1.34 s
68.4%
17
0.7%
5 of 5
14
1.16 s
84.2%
16
0.7%
4 of 5
15
1.1 s
68.4%
16
0.7%
4 of 5
16
1.04 s
84.2%
15
0.6%
4 of 5
17
1.1 s
81.1%
15
0.6%
4 of 5
18
1.22 s
81.1%
15
0.6%
4 of 5
19
1.16 s
71.6%
15
0.6%
4 of 5
20
0.98 s
62.1%
15
0.6%
4 of 5
21
1.41 s
84.2%
14
0.6%
4 of 5
22
1.16 s
77.9%
14
0.6%
4 of 5
23
1.28 s
71.6%
14
0.6%
4 of 5
24
1.53 s
71.6%
14
0.6%
4 of 5
25
1.04 s
65.3%
14
0.6%
4 of 5
26
0.92 s
58.9%
14
0.6%
4 of 5
27
0.98 s
74.7%
13
0.5%
4 of 5
28
0.86 s
87.4%
12
0.5%
4 of 5
29
0.98 s
87.4%
12
0.5%
4 of 5
30
0.67 s
84.2%
12
0.5%
4 of 5
31
0.86 s
81.1%
12
0.5%
4 of 5
32
1.34 s
81.1%
12
0.5%
4 of 5
33
1.59 s
81.1%
12
0.5%
4 of 5
34
0.92 s
77.9%
12
0.5%
4 of 5
35
0.73 s
68.4%
12
0.5%
4 of 5
36
0.86 s
68.4%
12
0.5%
4 of 5
37
1.22 s
62.1%
12
0.5%
4 of 5
38
0.61 s
100%
11
0.5%
3 of 5
39
0.86 s
100%
11
0.5%
3 of 5
40
1.28 s
90.5%
11
0.5%
3 of 5
41
0.79 s
84.2%
11
0.5%
3 of 5
42
1.22 s
74.7%
11
0.5%
3 of 5
43
1.41 s
71.6%
11
0.5%
3 of 5
44
1.28 s
65.3%
11
0.5%
3 of 5
45
1.53 s
65.3%
11
0.5%
3 of 5
46
0.73 s
62.1%
11
0.5%
3 of 5
47
1.34 s
49.5%
11
0.5%
3 of 5
48
0.98 s
100%
10
0.4%
3 of 5
49
1.16 s
90.5%
10
0.4%
3 of 5
50
0.61 s
87.4%
10
0.4%
3 of 5
51
1.34 s
74.7%
10
0.4%
3 of 5
52
1.47 s
74.7%
10
0.4%
3 of 5
53
0.55 s
71.6%
10
0.4%
3 of 5
54
0.49 s
68.4%
10
0.4%
3 of 5
55
0.61 s
68.4%
10
0.4%
3 of 5
56
1.22 s
68.4%
10
0.4%
3 of 5
57
0.79 s
65.3%
10
0.4%
3 of 5
58
0.92 s
65.3%
10
0.4%
3 of 5
59
1.34 s
62.1%
10
0.4%
3 of 5
60
1.04 s
58.9%
10
0.4%
3 of 5
61
1.1 s
55.8%
10
0.4%
3 of 5
62
1.16 s
52.6%
10
0.4%
3 of 5
63
1.22 s
100%
9
0.4%
3 of 5
64
1.34 s
100%
9
0.4%
3 of 5
65
1.47 s
100%
9
0.4%
3 of 5
66
0.73 s
93.7%
9
0.4%
3 of 5
67
1.1 s
87.4%
9
0.4%
3 of 5
68
0.61 s
81.1%
9
0.4%
3 of 5
69
0.67 s
71.6%
9
0.4%
3 of 5
70
1.59 s
68.4%
9
0.4%
3 of 5
71
1.16 s
65.3%
9
0.4%
3 of 5
72
0.61 s
62.1%
9
0.4%
3 of 5
73
0.98 s
55.8%
9
0.4%
3 of 5
74
3.24 s
27.4%
9
0.4%
3 of 5
75
0.67 s
90.5%
8
0.3%
3 of 5
76
0.73 s
87.4%
8
0.3%
3 of 5
77
0.49 s
81.1%
8
0.3%
3 of 5
78
1.47 s
81.1%
8
0.3%
3 of 5
79
1.53 s
77.9%
8
0.3%
3 of 5
80
1.65 s
77.9%
8
0.3%
3 of 5
81
1.47 s
68.4%
8
0.3%
3 of 5
82
0.55 s
65.3%
8
0.3%
3 of 5
83
1.41 s
65.3%
8
0.3%
3 of 5
84
1.59 s
62.1%
8
0.3%
3 of 5
85
0.73 s
55.8%
8
0.3%
3 of 5
86
1.22 s
55.8%
8
0.3%
3 of 5
87
1.41 s
52.6%
8
0.3%
3 of 5
88
1.53 s
96.8%
7
0.3%
3 of 5
89
1.1 s
93.7%
7
0.3%
3 of 5
90
1.41 s
90.5%
7
0.3%
3 of 5
91
1.22 s
87.4%
7
0.3%
3 of 5
92
1.28 s
77.9%
7
0.3%
3 of 5
93
1.41 s
77.9%
7
0.3%
3 of 5
94
0.73 s
74.7%
7
0.3%
3 of 5
95
0.79 s
71.6%
7
0.3%
3 of 5
96
0.67 s
65.3%
7
0.3%
3 of 5
97
0.86 s
62.1%
7
0.3%
3 of 5
98
1.1 s
62.1%
7
0.3%
3 of 5
99
0.67 s
58.9%
7
0.3%
3 of 5
100
1.28 s
58.9%
7
0.3%
3 of 5
101
1.53 s
58.9%
7
0.3%
3 of 5
102
0.98 s
93.7%
6
0.3%
2 of 5
103
1.47 s
93.7%
6
0.3%
2 of 5
104
1.04 s
90.5%
6
0.3%
2 of 5
105
0.55 s
84.2%
6
0.3%
2 of 5
106
1.71 s
81.1%
6
0.3%
2 of 5
107
0.43 s
77.9%
6
0.3%
2 of 5
108
1.59 s
74.7%
6
0.3%
2 of 5
109
1.71 s
74.7%
6
0.3%
2 of 5
110
1.65 s
71.6%
6
0.3%
2 of 5
111
1.47 s
62.1%
6
0.3%
2 of 5
112
1.41 s
58.9%
6
0.3%
2 of 5
113
1.65 s
52.6%
6
0.3%
2 of 5
114
1.22 s
49.5%
6
0.3%
2 of 5
115
3.42 s
30.5%
6
0.3%
2 of 5
116
3.48 s
27.4%
6
0.3%
2 of 5
117
2.93 s
17.9%
6
0.3%
2 of 5
118
3.24 s
14.7%
6
0.3%
2 of 5
119
1.59 s
100%
5
0.2%
2 of 5
120
1.16 s
96.8%
5
0.2%
2 of 5
onSelect · pass it and every hexagon stops being role="img" and becomes a real button: a mouse click, or Tab into the chart and use the arrow keys + Enter, both hand back the same cell.
Drill into a bin
onSelect · every hexagon is a button you can click or activate from the keyboard
2,376 sessions · 145 bins · up to 168 per bin
Hexagonal density plot: 2,376 sessions binned into 145 hexagons of radius 26 units. Horizontal axis Time to first byte, vertical axis Scroll depth; a bin's colour and size both encode how many readings landed in it. The densest bin holds 168 sessions, 7.1% of the sample, centred near Time to first byte 0.99 s by Scroll depth 69.2%. Half the sample sits in the 13 densest bins, 9% of the occupied lattice. Time to first byte runs 0 s to 6 s (fixed); Scroll depth runs 0% to 100% (fixed). 5 density bands from 1 to 168 per bin, broken on a sqrt scale. 24 sessions fall outside the fixed domain and are not drawn. The 120 densest bins are listed in the table that follows; the caption accounts for the rest.
Point at a hexagon, or press Tab then the arrow keys, to read one out.
sessions per bin
1–11
12–33
34–66
67–111
112–168
Colour and hexagon size both encode the count, so the ramp survives greyscale. Breaks sit on a sqrt scale. 24 sessions not drawn: 24 outside the fixed domain.
The 120 densest of 145 occupied bins in Drill into a bin. The other 25 hold 1 to 1 session each, 25 in total. Positions are lattice centres, not the mean of the readings inside a bin.
Rank
Time to first byte
Scroll depth
sessions
Share of sample
Band
1
0.99 s
69.2%
168
7.1%
5 of 5
2
1.19 s
79.5%
142
6%
5 of 5
3
0.79 s
79.5%
131
5.5%
5 of 5
4
1.39 s
69.2%
114
4.8%
5 of 5
5
1.19 s
58.9%
95
4%
4 of 5
6
0.6 s
69.2%
90
3.8%
4 of 5
7
0.99 s
89.7%
88
3.7%
4 of 5
8
0.79 s
58.9%
82
3.5%
4 of 5
9
1.59 s
79.5%
79
3.3%
4 of 5
10
1.39 s
89.7%
76
3.2%
4 of 5
11
0.6 s
89.7%
59
2.5%
3 of 5
12
1.19 s
100%
55
2.3%
3 of 5
13
1.59 s
58.9%
52
2.2%
3 of 5
14
0.4 s
79.5%
43
1.8%
3 of 5
15
3.38 s
28.2%
42
1.8%
3 of 5
16
1.39 s
48.7%
39
1.6%
3 of 5
17
0.99 s
48.7%
37
1.6%
3 of 5
18
0.79 s
100%
35
1.5%
3 of 5
19
1.79 s
69.2%
35
1.5%
3 of 5
20
0.4 s
58.9%
32
1.3%
2 of 5
21
1.59 s
100%
30
1.3%
2 of 5
22
2.98 s
28.2%
27
1.1%
2 of 5
23
3.58 s
17.9%
26
1.1%
2 of 5
24
3.77 s
28.2%
24
1%
2 of 5
25
4.17 s
28.2%
24
1%
2 of 5
26
2.78 s
17.9%
24
1%
2 of 5
27
1.79 s
89.7%
23
1%
2 of 5
28
3.58 s
38.4%
23
1%
2 of 5
29
0.6 s
48.7%
22
0.9%
2 of 5
30
4.57 s
28.2%
22
0.9%
2 of 5
31
3.18 s
17.9%
22
0.9%
2 of 5
32
2.58 s
28.2%
21
0.9%
2 of 5
33
3.97 s
17.9%
19
0.8%
2 of 5
34
0.2 s
89.7%
17
0.7%
2 of 5
35
4.37 s
38.4%
17
0.7%
2 of 5
36
0.4 s
100%
16
0.7%
2 of 5
37
2.78 s
38.4%
16
0.7%
2 of 5
38
4.37 s
17.9%
16
0.7%
2 of 5
39
3.38 s
7.6%
16
0.7%
2 of 5
40
0.2 s
69.2%
15
0.6%
2 of 5
41
2.98 s
7.6%
15
0.6%
2 of 5
42
3.18 s
38.4%
14
0.6%
2 of 5
43
3.97 s
38.4%
14
0.6%
2 of 5
44
2.19 s
28.2%
14
0.6%
2 of 5
45
1.99 s
79.5%
13
0.5%
2 of 5
46
1.19 s
38.4%
13
0.5%
2 of 5
47
1.79 s
48.7%
12
0.5%
2 of 5
48
2.98 s
48.7%
12
0.5%
2 of 5
49
4.77 s
17.9%
12
0.5%
2 of 5
50
2.58 s
7.6%
12
0.5%
2 of 5
51
3.77 s
7.6%
12
0.5%
2 of 5
52
3.38 s
48.7%
11
0.5%
1 of 5
53
3.77 s
48.7%
11
0.5%
1 of 5
54
2.38 s
38.4%
11
0.5%
1 of 5
55
4.77 s
38.4%
11
0.5%
1 of 5
56
4.17 s
7.6%
11
0.5%
1 of 5
57
4.17 s
48.7%
10
0.4%
1 of 5
58
1.99 s
38.4%
10
0.4%
1 of 5
59
1.59 s
38.4%
9
0.4%
1 of 5
60
1.99 s
17.9%
9
0.4%
1 of 5
61
2.38 s
17.9%
9
0.4%
1 of 5
62
4.97 s
28.2%
8
0.3%
1 of 5
63
0 s
79.5%
7
0.3%
1 of 5
64
0 s
58.9%
7
0.3%
1 of 5
65
1.99 s
58.9%
7
0.3%
1 of 5
66
0.4 s
38.4%
7
0.3%
1 of 5
67
4.57 s
7.6%
7
0.3%
1 of 5
68
2.19 s
69.2%
6
0.3%
1 of 5
69
0.79 s
38.4%
6
0.3%
1 of 5
70
2.58 s
69.2%
5
0.2%
1 of 5
71
0.2 s
48.7%
5
0.2%
1 of 5
72
2.58 s
48.7%
5
0.2%
1 of 5
73
5.36 s
28.2%
5
0.2%
1 of 5
74
3.58 s
-2.6%
5
0.2%
1 of 5
75
1.99 s
100%
4
0.2%
1 of 5
76
2.19 s
89.7%
4
0.2%
1 of 5
77
1.39 s
28.2%
4
0.2%
1 of 5
78
1.19 s
17.9%
4
0.2%
1 of 5
79
5.17 s
17.9%
4
0.2%
1 of 5
80
2.19 s
7.6%
4
0.2%
1 of 5
81
4.97 s
7.6%
4
0.2%
1 of 5
82
5.36 s
7.6%
4
0.2%
1 of 5
83
4.77 s
79.5%
3
0.1%
1 of 5
84
2.38 s
58.9%
3
0.1%
1 of 5
85
4.37 s
58.9%
3
0.1%
1 of 5
86
2.19 s
48.7%
3
0.1%
1 of 5
87
4.57 s
48.7%
3
0.1%
1 of 5
88
0.99 s
28.2%
3
0.1%
1 of 5
89
2.78 s
-2.6%
3
0.1%
1 of 5
90
3.18 s
-2.6%
3
0.1%
1 of 5
91
3.97 s
-2.6%
3
0.1%
1 of 5
92
4.77 s
-2.6%
3
0.1%
1 of 5
93
0 s
100%
2
0.1%
1 of 5
94
2.78 s
100%
2
0.1%
1 of 5
95
2.98 s
89.7%
2
0.1%
1 of 5
96
3.18 s
79.5%
2
0.1%
1 of 5
97
3.97 s
79.5%
2
0.1%
1 of 5
98
4.37 s
79.5%
2
0.1%
1 of 5
99
2.78 s
58.9%
2
0.1%
1 of 5
100
3.18 s
58.9%
2
0.1%
1 of 5
101
3.58 s
58.9%
2
0.1%
1 of 5
102
5.17 s
58.9%
2
0.1%
1 of 5
103
4.97 s
48.7%
2
0.1%
1 of 5
104
5.17 s
38.4%
2
0.1%
1 of 5
105
5.56 s
38.4%
2
0.1%
1 of 5
106
0.6 s
28.2%
2
0.1%
1 of 5
107
5.76 s
28.2%
2
0.1%
1 of 5
108
0.4 s
17.9%
2
0.1%
1 of 5
109
0.79 s
17.9%
2
0.1%
1 of 5
110
5.56 s
17.9%
2
0.1%
1 of 5
111
0.99 s
7.6%
2
0.1%
1 of 5
112
1.79 s
7.6%
2
0.1%
1 of 5
113
2.38 s
-2.6%
2
0.1%
1 of 5
114
4.37 s
-2.6%
2
0.1%
1 of 5
115
2.38 s
100%
1
0%
1 of 5
116
3.18 s
100%
1
0%
1 of 5
117
3.58 s
100%
1
0%
1 of 5
118
3.97 s
100%
1
0%
1 of 5
119
5.56 s
100%
1
0%
1 of 5
120
2.58 s
89.7%
1
0%
1 of 5
Click a hexagon, or Tab into the chart and move with the arrow keys and Enter — the result lands on this line.
Zyeon UI