Descriptive Analytics

Statistiques

Retrospective analysis comparing selected window to full history

Window:

Dashboard

Compared to history, what is happening in this window?

Pattern Snapshot — Even/OddSee Even/Odd distribution table

Compares the distribution of even and odd numbers in the selected window against the full historical distribution.

DominantMost Underrepresented
Under
3E/3O
Historical (ALL): 33.5%
Observed (window): 30.0%
Deviation: -3.5%

All deviations shown are within expected statistical fluctuation for the selected window.

Analyzes how draw sums in the selected window compare to historical sum distributions.

Typical Range (70%)
105 – 162

Range containing ~70% of historical draw sums.

Coverage
72%

Recent draws falling inside the typical range.

DominantMost Underrepresented
Under
100-149
Hist: 54.3%
Obs: 51.0%
Dev: -3.3%

All deviations shown are within expected statistical fluctuation for the selected window.

All categories are based on the selected analysis window and sourced from the Numbers, Frequencies, Delays, Index table.

Hot Numbers

Most frequent numbers

10
14
28
8
19
Cold Numbers

Least frequent numbers

39
24
25
20
34
Overdue Numbers

Highest current delay

23
38
6
22
26
High Index (IC)

Highest IC values

38
23
42
6
22
Structure & MetricsSee structural breakdown

Contextual metrics for understanding how representative this window is. Not actionable.

Pattern Stability
MEDIUM

Shows whether recent draws look normal compared to history.

Confidence Level
MEDIUM

Shows how reliable this snapshot is for describing recent behavior.

Supported by 72% coverage.

Hot Concentration
54%

How often hot numbers appear together in recent draws.

Range Span
2 → 45

How spread out the numbers are in recent draws.

Details & Evidence

Tables that justify every dashboard item

A. Pattern Distribution — Even/Odd

This table supports the Even/Odd Pattern Snapshot shown above.

PatternHistorical %Observed %DeviationStatus
2E/4O25.1%27.0%+1.9%Over
5E/1O7.4%7.0%-0.4%Neutral
3E/3O33.5%30.0%-3.5%Under
1E/5O9.1%8.0%-1.1%Under
6E/0O0.9%0.0%-0.9%Under
0E/6O1.2%1.0%-0.2%Neutral
4E/2O22.7%27.0%+4.3%Over

B. Sum Range Distribution

This table supports the Sum Distribution Snapshot shown above.

Sum RangeHistorical %Observed %DeviationStatus
100-14954.3%51.0%-3.3%Under
< 10010.2%12.0%+1.8%Over
250-2990.0%0.0%0.0%Neutral
150-19933.7%36.0%+2.3%Over
200-2491.9%1.0%-0.9%Under

C. Structural Breakdown

Hot and cold numbers derived from the core numbers table.

Hot Numbers (Most Frequent)
#Frequency
10
19
14
18
28
18
8
17
19
17
Cold Numbers (Least Frequent)
#Frequency
39
7
24
8
25
8
20
9
34
9

D. Numbers, Frequencies, Delays, Index

Single source of truth for all number metrics. Everything else references this table.

This table contains all numbers (Main and Bonus) with their complete statistical profile. All dashboard highlights trace back to this table.

Frequency: Times appeared in windowDelay: Draws since last appearanceMax Delay: Longest historical gapIndex (IC): (frequency / total) × delay

Higher Index values indicate numbers that combine higher historical frequency with longer current absence.

Index color coding:● ≥2● 1–2● <1
Main Numbers
# ↑Frequency
Delay
Max Delay
Rel. Freq
Index (IC)
Dist.
1
1512416.671.80
2
135657.690.65
3
168356.251.28
4
10113810.001.10
5
1611356.251.76
6
1418407.142.52
7
10164210.001.60
8
173435.880.51
9
117379.090.77
10
192355.260.38
11
144367.140.56
12
141377.140.14
13
160506.250.00
14
180375.560.00
15
1410327.141.40
16
140547.140.00
17
165486.250.80
18
127348.330.84
19
173395.880.51
20
945211.110.36
21
150376.670.00
22
1418457.142.52
23
1223388.332.76
24
8154812.501.20
25
826312.500.16
26
1217598.332.04
27
1213408.331.56
28
183415.560.54
29
150336.670.00
30
1014910.000.10
31
131307.690.13
32
1110309.091.10
33
165416.250.80
34
975011.110.63
35
10153410.001.50
36
143387.140.42
37
1053410.000.50
38
1322527.692.86
39
793914.290.63
40
141377.140.14
41
150326.670.00
42
1617356.252.72
43
141277.140.14
44
162616.250.32
45
137677.690.91
Bonus Numbers
# ↑Frequency Delay Max DelayRel. FreqIndex (IC) Dist.
1
6411116.670.24
2
6246816.671.44
3
5311620.000.15
4
427025.000.08
5
5312220.000.15
6
51516520.000.75
7
3208233.330.60
8
479125.000.28
9
4467425.001.84
10
508920.000.00
11
6298616.671.74
12
38111433.332.43
13
598120.000.45
14
5268420.001.30
15
6127716.670.72
16
54615020.002.30
17
6012316.670.00
18
55211420.002.60
19
3159433.330.45
20
4189725.000.72
21
2811450.000.16
22
4119325.000.44
23
4229625.000.88
24
54411020.002.20
25
5112220.000.05
26
3110533.330.03
27
51710920.000.85
28
2714050.000.14
29
31711833.330.51
30
71612714.291.12
31
62814416.671.68
32
6812716.670.48
33
51411220.000.70
34
6169816.670.96
35
3109633.330.30
36
6511716.670.30
37
22311050.000.46
38
4214025.000.08
39
7410614.290.28
40
25910350.001.18
41
5511520.000.25
42
32511433.330.75
43
4188725.000.72
44
32812533.330.84
45
3547733.331.62

E. Recent Results

Displayed for transparency, not for trend inference.

11 Jul 2026
13
14
16
21
29
41
+
10
SS
17
Supp
10
17
13 Jun 2026
12
16
30
31
40
43
+
25
SS
26
Supp
25
26
06 Jun 2026
10
25
30
31
43
44
+
4
SS
38
Supp
4
38
30 May 2026
8
10
12
19
28
36
+
3
SS
5
Supp
3
5
23 May 2026
11
19
20
28
31
40
+
1
SS
39
Supp
1
39
16 May 2026
2
11
12
17
33
37
+
36
SS
41
Supp
36
41
09 May 2026
2
11
12
17
33
37
+
36
SS
41
Supp
36
41
02 May 2026
9
18
19
29
34
45
+
8
SS
28
Supp
8
28
25 Apr 2026
3
11
12
14
17
45
+
21
SS
32
Supp
21
32
18 Apr 2026
3
8
18
39
40
41
+
13
SS
32
Supp
13
32

Methodology & Disclaimer

All analyses presented are descriptive and retrospective. Lottery draws are independent random events governed by chance. Observed patterns, frequencies, and deviations are statistical artifacts that arise naturally in random sequences and do not imply any predictive power or strategic advantage.

Relative deviations for very low-probability patterns are shown for completeness but should be interpreted cautiously due to inherent statistical noise.

Stability is based on the maximum absolute deviation observed across all pattern categories.

Confidence combines pattern stability with coverage metrics to indicate how representative the current window is.

Index (IC) = (frequency / total draws) × delay. Higher values indicate numbers that combine higher historical frequency with longer current absence.