Digits Lab

Digit presence, digit pairs, sums, and odd/even splits for the window — the layer underneath the family lists.

Window: 30 days 90 days 180 days 365 days All time 270 draws in window

Digit presence — window rate vs all-time rate

1 47.8% ▲7.9 all-time 39.9% 3 44.1% ▲2.5 all-time 41.6% 6 41.1% ▼0.3 all-time 41.4% 7 41.1% ▲1.3 all-time 39.8% 2 39.3% ▲0.1 all-time 39.1% 0 38.5% ▼2.6 all-time 41.2% 5 38.1% ▼0.1 all-time 38.2% 8 38.1% ▼2.0 all-time 40.1% 4 36.7% ▼4.0 all-time 40.6% 9 35.2% ▼2.8 all-time 37.9%

Digit pairs — most present in window

A pair counts when both digits appear in the winning number (any positions).

Pair	Hits in window	Window rate	All-time rate	Δ
36	35	12.96%	11.60%	+1.36
18	34	12.59%	8.91%	+3.69
17	33	12.22%	9.88%	+2.34
67	33	12.22%	9.28%	+2.94
13	32	11.85%	9.81%	+2.05
37	32	11.85%	10.10%	+1.75
19	31	11.48%	10.33%	+1.15
12	31	11.48%	8.08%	+3.40
38	31	11.48%	10.78%	+0.70
14	31	11.48%	10.48%	+1.00
07	31	11.48%	10.33%	+1.15
15	30	11.11%	9.06%	+2.05
45	30	11.11%	9.58%	+1.53
46	29	10.74%	11.23%	-0.49
06	29	10.74%	10.55%	+0.19

🎯 Positional Digit Frequency Heatmap

How often each individual digit (0–9) landed in each specific column position across the 270 drawings in this window.

Digit	Position 1	Position 2	Position 3	Position 4
0	28 (10.4%)	23 (8.5%)	30 (11.1%)	23 (8.5%)
1	25 (9.3%)	39 (14.4%)	32 (11.9%)	33 (12.2%)
2	24 (8.9%)	25 (9.3%)	20 (7.4%)	37 (13.7%)
3	25 (9.3%)	31 (11.5%)	34 (12.6%)	29 (10.7%)
4	30 (11.1%)	25 (9.3%)	24 (8.9%)	20 (7.4%)
5	21 (7.8%)	25 (9.3%)	29 (10.7%)	28 (10.4%)
6	34 (12.6%)	28 (10.4%)	22 (8.1%)	27 (10.0%)
7	30 (11.1%)	22 (8.1%)	32 (11.9%)	27 (10.0%)
8	29 (10.7%)	25 (9.3%)	26 (9.6%)	23 (8.5%)
9	24 (8.9%)	27 (10.0%)	21 (7.8%)	23 (8.5%)

🎯 Front Pair & Back Pair Lab (Official $50 Payout Bets)

Georgia Lottery offers straight Front Pair (first 2 digits straight, e.g. 48_) and Back Pair (last 2 digits straight, e.g. _82) wagers paying $50.00 on a $1 bet (or $25 on $0.50). With 1-in-100 true probability, variance is 10x lower than 3-digit straight play.

Top 10 Overdue Front Pairs (First 2 Digits)

Front Pair	Current Skip	Overdue Multiple	All-Time Hits
53_	569 draws	5.7x expected	11
42_	419 draws	4.2x expected	9
44_	387 draws	3.9x expected	12
56_	298 draws	3.0x expected	7
32_	261 draws	2.6x expected	12
88_	255 draws	2.5x expected	11
84_	242 draws	2.4x expected	13
17_	233 draws	2.3x expected	12
50_	228 draws	2.3x expected	12
30_	225 draws	2.3x expected	6

Top 10 Overdue Back Pairs (Last 2 Digits)

Back Pair	Current Skip	Overdue Multiple	All-Time Hits
_35	445 draws	4.5x expected	4
_23	428 draws	4.3x expected	13
_67	345 draws	3.5x expected	10
_87	330 draws	3.3x expected	16
_77	317 draws	3.2x expected	8
_95	277 draws	2.8x expected	17
_60	270 draws	2.7x expected	7
_98	262 draws	2.6x expected	10
_97	251 draws	2.5x expected	11
_19	234 draws	2.3x expected	13

🔢 Digital Root Sum Cycles (Roots 1–9)

The digital root is the single-digit reduction of the sum of the winning digits (sum modulo 9). In random draws, each root has an expected skip of ~9 draws.

Root	Current Skip	Status	Window Hits	All-Time Hits	All-Time %
Root 1	7 draws	Normal	34	145	10.85%
Root 2	20 draws	Overdue (2.2x)	33	139	10.40%
Root 3	1 draws	Hot	35	155	11.60%
Root 4	11 draws	Normal	26	162	12.13%
Root 5	2 draws	Hot	28	151	11.30%
Root 6	3 draws	Hot	22	141	10.55%
Root 7	9 draws	Normal	30	140	10.48%
Root 8	19 draws	Overdue (2.1x)	38	167	12.50%
Root 9	0 draws	Hot	24	136	10.18%

Sum distribution (0–36)

0 0

1 0

2 2

3 0

4 1

5 2

6 4

7 2

8 6

9 5

10 7

11 9

12 14

13 10

14 12

15 15

16 18

17 23

18 19

19 23

20 19

21 20

22 12

23 14

24 3

25 10

26 9

27 0

28 4

29 3

30 1

31 3

32 0

33 0

34 0

35 0

36 0

Odd / even & high / low splits

All odd (1-3-5-7-9)6.7%

All even5.2%

All high (5-9)3.0%

All low (0-4)6.7%

Counts: all odd 18 · all even 14 · all high 8 · all low 18 of 270 draws.