The Space Between

Forget the numbers. Every draw is really a set of six gaps that add up to 69: the distance from zero to the lowest ball, the four spaces between balls, and the distance from the highest ball to 69. Here's what those gaps look like.

Last 30 draws · gap bars

2026-04-18

24

14

7

15

8

24,25,39,46,61

2026-04-15

13

8

6

16

24

13,21,27,43,45

2026-04-13

38

5

16

4

5

38,43,59,63,64

2026-04-11

6

41

4

7

9

6,47,49,53,60

2026-04-08

13

25

10

17

3,16,17,42,52

2026-04-06

7

17

13

5

15

12

7,24,37,42,57

2026-04-04

7

28

24

4

3,6,13,41,65

2026-04-01

4

6

41

12

5

4,10,11,52,64

2026-03-30

7

4

20

10

16

12

7,11,31,41,57

2026-03-28

11

31

16

8

11,42,43,59,61

2026-03-25

7

14

34

8

5

7,21,55,56,64

2026-03-23

12

6

29

9

7

6

12,18,47,56,63

2026-03-21

12

16

8

5

18

10

12,28,36,41,59

2026-03-18

14

4

48

14,18,19,21,69

2026-03-16

7

10

27

5

17

7,10,20,47,52

2026-03-14

9

21

12

8

17

9,30,42,50,52

2026-03-11

49

5

6

3,6,55,58,63

2026-03-09

22

5

8

18

15

22,23,28,36,54

2026-03-07

17

12

20

18

17,18,30,50,68

2026-03-04

7

7

28

5

9

13

7,14,42,47,56

2026-03-02

15

20

24

7

2,17,18,38,62

2026-02-28

6

14

15

19

11

4

6,20,35,54,65

2026-02-25

50

8

5

50,52,54,56,64

2026-02-23

5

6

12

6

18

22

5,11,23,29,47

2026-02-21

27

8

12

20

27,28,36,48,49

2026-02-18

9

24

19

12

9,33,52,64,66

2026-02-16

16

37

11

16,18,19,56,58

2026-02-14

23

20

15

4

5

23,43,58,60,64

2026-02-11

6

14

13

7

8

21

6,20,33,40,48

2026-02-09

6

13

6

20

21

6,19,22,28,48

 1–2 3–5 6–12 13+ lead / trail

Internal gap distribution · 7,716 gaps

1
7.9%

2
7.8%

3
6.7%

4
5.9%

5
5.9%

6
5.1%

7
5.0%

8
4.7%

9
4.1%

10
4.6%

11
3.6%

12
3.5%

13
3.0%

14
2.9%

15
2.9%

16
2.7%

17
2.3%

18
2.0%

19
2.1%

20
2.0%

21
1.5%

22
1.6%

23
1.4%

24
1.3%

25
1.1%

26
1.1%

27
1.0%

28
0.8%

29
0.8%

30
0.6%

31
0.6%

32
0.6%

33
0.4%

34
0.4%

35
0.3%

36
0.2%

37
0.2%

38
0.2%

39
0.2%

40
0.2%

41
0.2%

42
0.1%

43
0.1%

44
0.0%

45
0.1%

46
0.1%

47
0.0%

48
0.0%

49
0.0%

50
0.1%

51
0.0%

52
0.0%

53
0.0%

54
0.0%

55
0.0%

Draws with consecutive pair

28.4%

Mean gap entropy ratio

0.827

1.0 = perfectly even spacing

How it works

Each row is a draw, rendered as six segments whose widths total 69. The four middle segments are the internal gaps — the distances between sorted balls. The outer segments are the lead (before the first ball) and trail (after the last).

The histogram below shows the distribution of internal gaps across every draw on record. Small gaps (1, 2, 3) are the most common — which is why you see so many adjacent or near-adjacent numbers. A gap of 1 means two consecutive balls, and about 27% of all draws contain at least one consecutive pair — a statistic that surprises most people.

The entropy readout is a measure of how evenly the six gaps were spread. 1.0 would mean perfectly uniform spacing (every gap exactly 69/6 = 11.5). The typical draw sits around 0.88.