Thank you cottoneyedjoe, these are a great tools for data analysis.
Below is the analysis for Okl. cash 5/36 using 7 round, a total of 35 drawings.
Statistical analysis of 5/36 data, April 27, 2019
Results of 35 drawings have been analyzed.
Probabilities of full and partial matches in any 5/36 game:
Probability of 0/5 match: 169911/376992
Probability of 1/5 match: 157325/376992
Probability of 2/5 match: 44950/376992
Probability of 3/5 match: 4650/376992
Probability of 4/5 match: 155/376992
Probability of 5/5 match: 1/376992
Odds of full and partial matches in any 5/36 game:
Odds of 0/5 match: 1 in 2.219
Odds of 1/5 match: 1 in 2.396
Odds of 2/5 match: 1 in 8.387
Odds of 3/5 match: 1 in 81.074
Odds of 4/5 match: 1 in 2432.206
Odds of 5/5 match: 1 in 376992.000
Individual Number Frequencies: Ordered from most frequent to least frequent
Number: Frequency
10: 10
27: 10
7: 8
8: 8
6: 7
22: 7
11: 6
14: 6
15: 6
20: 6
25: 6
36: 6
2: 5
4: 5
13: 5
16: 5
23: 5
30: 5
34: 5
35: 5
5: 4
9: 4
21: 4
26: 4
32: 4
33: 4
1: 3
3: 3
12: 3
18: 3
28: 3
31: 3
17: 2
19: 2
24: 2
29: 1
chi^2 = 35.839
p = 0.428935
Most Frequent Pairs: Pairs that occur at least 33.3% more often than expected
Expected frequency of any pair = 0.556
Number Pair: Frequency
(2,7): 3
(4,35): 3
(5,6): 3
(6,16): 3
(6,20): 3
(7,26): 3
(7,27): 3
(10,27): 3
(10,36): 3
(11,15): 3
(22,27): 3
(1,10): 2
(2,8): 2
(2,10): 2
(2,26): 2
(2,34): 2
(3,23): 2
(4,10): 2
(4,14): 2
(4,21): 2
(4,30): 2
(4,33): 2
(5,27): 2
(6,8): 2
(6,12): 2
(6,27): 2
(7,8): 2
(7,10): 2
(7,25): 2
(7,34): 2
(8,10): 2
(8,13): 2
(8,15): 2
(8,16): 2
(8,21): 2
(8,27): 2
(8,32): 2
(9,10): 2
(9,30): 2
(9,35): 2
(10,22): 2
(10,25): 2
(10,28): 2
(10,30): 2
(10,35): 2
(11,22): 2
(11,30): 2
(11,35): 2
(13,22): 2
(13,27): 2
(14,18): 2
(14,21): 2
(14,30): 2
(14,32): 2
(15,16): 2
(15,33): 2
(16,20): 2
(20,23): 2
(20,25): 2
(21,35): 2
(22,32): 2
(22,34): 2
(23,25): 2
(23,35): 2
(25,28): 2
(25,36): 2
(26,34): 2
(27,30): 2
(27,32): 2
(28,36): 2
(31,36): 2
(33,35): 2
(34,36): 2
(1,4): 1
(1,8): 1
(1,14): 1
(1,15): 1
(1,20): 1
(1,22): 1
(1,27): 1
(1,30): 1
(1,34): 1
(1,36): 1
(2,5): 1
(2,6): 1
(2,11): 1
(2,17): 1
(2,21): 1
(2,22): 1
(2,25): 1
(2,27): 1
(2,35): 1
(3,8): 1
(3,13): 1
(3,15): 1
(3,16): 1
(3,20): 1
(3,24): 1
(3,25): 1
(3,27): 1
(3,29): 1
(3,33): 1
(4,5): 1
(4,7): 1
(4,9): 1
(4,15): 1
(4,23): 1
(4,27): 1
(5,7): 1
(5,8): 1
(5,12): 1
(5,17): 1
(5,20): 1
(5,23): 1
(5,25): 1
(5,30): 1
(5,31): 1
(6,7): 1
(6,9): 1
(6,10): 1
(6,14): 1
(6,17): 1
(6,22): 1
(6,23): 1
(6,25): 1
(6,28): 1
(6,31): 1
(6,32): 1
(6,34): 1
(7,11): 1
(7,12): 1
(7,13): 1
(7,16): 1
(7,19): 1
(7,20): 1
(7,21): 1
(7,22): 1
(7,24): 1
(7,30): 1
(7,31): 1
(7,36): 1
(8,12): 1
(8,14): 1
(8,18): 1
(8,20): 1
(8,22): 1
(8,25): 1
(8,26): 1
(8,31): 1
(8,34): 1
(9,11): 1
(9,14): 1
(9,16): 1
(9,22): 1
(9,23): 1
(9,27): 1
(9,28): 1
(9,33): 1
(10,11): 1
(10,12): 1
(10,14): 1
(10,15): 1
(10,16): 1
(10,19): 1
(10,20): 1
(10,26): 1
(10,31): 1
(10,33): 1
(10,34): 1
(11,14): 1
(11,16): 1
(11,18): 1
(11,19): 1
(11,23): 1
(11,26): 1
(11,27): 1
(11,32): 1
(11,33): 1
(11,34): 1
(11,36): 1
(12,16): 1
(12,20): 1
(12,25): 1
(12,28): 1
(12,31): 1
(12,36): 1
(13,14): 1
(13,15): 1
(13,16): 1
(13,17): 1
(13,18): 1
(13,20): 1
(13,24): 1
(13,25): 1
(13,26): 1
(13,31): 1
(13,32): 1
(13,36): 1
(14,15): 1
(14,16): 1
(14,20): 1
(14,23): 1
(14,27): 1
(14,28): 1
(14,35): 1
(15,18): 1
(15,21): 1
(15,22): 1
(15,27): 1
(15,30): 1
(15,32): 1
(15,34): 1
(15,35): 1
(15,36): 1
(16,28): 1
(16,34): 1
(16,36): 1
(17,26): 1
(17,27): 1
(17,31): 1
(17,36): 1
(18,20): 1
(18,21): 1
(18,22): 1
(18,27): 1
(18,32): 1
(18,33): 1
(19,25): 1
(19,26): 1
(19,27): 1
(19,28): 1
(19,36): 1
(20,22): 1
(20,27): 1
(20,33): 1
(20,34): 1
(20,36): 1
(21,23): 1
(21,25): 1
(21,32): 1
(21,33): 1
(22,24): 1
(22,25): 1
(22,30): 1
(22,33): 1
(22,35): 1
(22,36): 1
(23,24): 1
(23,27): 1
(23,29): 1
(23,30): 1
(23,33): 1
(24,25): 1
(24,27): 1
(24,29): 1
(25,33): 1
(26,27): 1
(26,31): 1
(26,36): 1
(27,29): 1
(27,31): 1
(27,34): 1
(27,36): 1
(30,32): 1
(30,35): 1
(32,34): 1
chi^2 = 672.432
p = 0.111968
How Many Repeated Numbers in Back-to-Back Drawings
Observed : Expected
0 Repeats: 14 : 15.324
1 Repeat : 19 : 14.189
2 Repeats: 1 : 4.054
3 Repeats: 0 : 0.419
4 Repeats: 0 : 0.014
5 Repeats: 0 : 0.000
chi^2 = 4.480
p = 0.482584
How Many Distinct Numbers Appear in 8 Consecutive Drawings
How Many Distinct: Frequency
5 distinct: 0
6 distinct: 0
7 distinct: 0
8 distinct: 0
9 distinct: 0
10 distinct: 0
11 distinct: 0
12 distinct: 0
13 distinct: 0
14 distinct: 0
15 distinct: 0
16 distinct: 0
17 distinct: 0
18 distinct: 0
19 distinct: 0
20 distinct: 0
21 distinct: 0
22 distinct: 1
23 distinct: 1
24 distinct: 7
25 distinct: 8
26 distinct: 9
27 distinct: 2
28 distinct: 0
29 distinct: 0
30 distinct: 0
31 distinct: 0
32 distinct: 0
33 distinct: 0
34 distinct: 0
35 distinct: 0
36 distinct: 0
Average amount of distinct numbers drawn in 8 consecutive drawings: 25.036
Lengths of Intervals Between Occurrences of Each Number, aka "Skips"
1 means number reoccurred in following drawing, 2 means number reoccurred 2 drawings later, etc.
(Skips ordered from most recent to least recent)
Number: 1
Skips: [18, 1, 1, 15]
Average Skip = 8.750, Median Skip = 8.000, Std.Dev. = 7.822
Number: 2
Skips: [1, 2, 20, 1, 4, 7]
Average Skip = 5.833, Median Skip = 3.000, Std.Dev. = 6.669
Number: 3
Skips: [5, 9, 11, 10]
Average Skip = 8.750, Median Skip = 9.500, Std.Dev. = 2.278
Number: 4
Skips: [0, 8, 5, 5, 11, 6]
Average Skip = 5.833, Median Skip = 5.500, Std.Dev. = 3.337
Number: 5
Skips: [21, 3, 2, 3, 6]
Average Skip = 7.000, Median Skip = 3.000, Std.Dev. = 7.127
Number: 6
Skips: [4, 3, 3, 11, 3, 2, 7, 2]
Average Skip = 4.375, Median Skip = 3.000, Std.Dev. = 2.913
Number: 7
Skips: [3, 1, 11, 2, 6, 5, 1, 3, 3]
Average Skip = 3.889, Median Skip = 3.000, Std.Dev. = 2.961
Number: 8
Skips: [2, 1, 2, 15, 3, 3, 5, 2, 2]
Average Skip = 3.889, Median Skip = 2.000, Std.Dev. = 4.067
Number: 9
Skips: [0, 7, 20, 7, 1]
Average Skip = 7.000, Median Skip = 7.000, Std.Dev. = 7.127
Number: 10
Skips: [0, 1, 8, 3, 6, 2, 7, 1, 4, 1, 2]
Average Skip = 3.182, Median Skip = 2.000, Std.Dev. = 2.587
Number: 11
Skips: [1, 5, 5, 4, 7, 12, 1]
Average Skip = 5.000, Median Skip = 5.000, Std.Dev. = 3.505
Number: 12
Skips: [4, 5, 17, 9]
Average Skip = 8.750, Median Skip = 7.000, Std.Dev. = 5.117
Number: 13
Skips: [2, 3, 11, 1, 13, 5]
Average Skip = 5.833, Median Skip = 4.000, Std.Dev. = 4.561
Number: 14
Skips: [6, 1, 1, 8, 2, 13, 4]
Average Skip = 5.000, Median Skip = 4.000, Std.Dev. = 4.071
Number: 15
Skips: [5, 1, 5, 2, 7, 2, 13]
Average Skip = 5.000, Median Skip = 5.000, Std.Dev. = 3.817
Number: 16
Skips: [4, 1, 2, 4, 22, 2]
Average Skip = 5.833, Median Skip = 3.000, Std.Dev. = 7.312
Number: 17
Skips: [24, 6, 5]
Average Skip = 11.667, Median Skip = 6.000, Std.Dev. = 8.731
Number: 18
Skips: [16, 6, 9, 4]
Average Skip = 8.750, Median Skip = 7.500, Std.Dev. = 4.548
Number: 19
Skips: [12, 3, 20]
Average Skip = 11.667, Median Skip = 12.000, Std.Dev. = 6.944
Number: 20
Skips: [4, 10, 2, 3, 2, 12, 2]
Average Skip = 5.000, Median Skip = 3.000, Std.Dev. = 3.891
Number: 21
Skips: [8, 5, 10, 8, 4]
Average Skip = 7.000, Median Skip = 8.000, Std.Dev. = 2.191
Number: 22
Skips: [1, 1, 8, 7, 2, 3, 5, 8]
Average Skip = 4.375, Median Skip = 4.000, Std.Dev. = 2.826
Number: 23
Skips: [8, 6, 7, 4, 9, 1]
Average Skip = 5.833, Median Skip = 6.500, Std.Dev. = 2.672
Number: 24
Skips: [17, 8, 10]
Average Skip = 11.667, Median Skip = 10.000, Std.Dev. = 3.859
Number: 25
Skips: [9, 3, 2, 3, 4, 2, 12]
Average Skip = 5.000, Median Skip = 3.000, Std.Dev. = 3.625
Number: 26
Skips: [3, 12, 13, 2, 5]
Average Skip = 7.000, Median Skip = 5.000, Std.Dev. = 4.604
Number: 27
Skips: [2, 8, 5, 1, 4, 4, 1, 2, 2, 3, 3]
Average Skip = 3.182, Median Skip = 3.000, Std.Dev. = 1.946
Number: 28
Skips: [7, 2, 3, 23]
Average Skip = 8.750, Median Skip = 5.000, Std.Dev. = 8.437
Number: 29
Skips: [25, 10]
Average Skip = 17.500, Median Skip = 17.500, Std.Dev. = 7.500
Number: 30
Skips: [6, 12, 9, 2, 5, 1]
Average Skip = 5.833, Median Skip = 5.500, Std.Dev. = 3.804
Number: 31
Skips: [26, 4, 2, 3]
Average Skip = 8.750, Median Skip = 3.500, Std.Dev. = 9.984
Number: 32
Skips: [2, 4, 4, 21, 4]
Average Skip = 7.000, Median Skip = 4.000, Std.Dev. = 7.043
Number: 33
Skips: [0, 13, 1, 8, 13]
Average Skip = 7.000, Median Skip = 8.000, Std.Dev. = 5.621
Number: 34
Skips: [3, 7, 1, 8, 9, 7]
Average Skip = 5.833, Median Skip = 7.000, Std.Dev. = 2.853
Number: 35
Skips: [0, 1, 7, 5, 21, 1]
Average Skip = 5.833, Median Skip = 3.000, Std.Dev. = 7.221
Number: 36
Skips: [9, 2, 1, 7, 11, 2, 3]
Average Skip = 5.000, Median Skip = 3.000, Std.Dev. = 3.665