WIN WIN Kerala Lottery

You can check Daily WIN WIN Kerala Lottery - Kerala Lottery Result - Mizoram State Lottery - Sikkim State Lottery - Nagaland State Lottery - Lottery Sambad




Fantasy Five statistical analysis program (.exe download)

Fantasy Five statistical analysis program (.exe obtain)

Thank you cottoneyedjoe, those are a perfect gear for information analysis.

Below is the analysis for Okl. money five/36 the usage of 7 spherical, a complete of 35 drawings.

Statistical analysis of five/36 information, April 27, 2019
Results of 35 drawings had been analyzed.

Probabilities of complete and partial fits in any five/36 recreation:

Probability of zero/five fit:  169911/376992
Probability of one/five fit:  157325/376992
Probability of two/five fit:   44950/376992
Probability of three/five fit:    4650/376992
Probability of four/five fit:     155/376992
Probability of five/five fit:       1/376992

Odds of complete and partial fits in any five/36 recreation:

Odds of zero/five fit: 1 in       2.219
Odds of one/five fit: 1 in       2.396
Odds of two/five fit: 1 in       eight.387
Odds of three/five fit: 1 in      81.074
Odds of four/five fit: 1 in    2432.206
Odds of five/five fit: 1 in  376992.000

Individual Number Frequencies: Ordered from maximum widespread to least widespread

Number: Frequency
10:  10
27:  10
7:    eight
eight:    eight
6:    7
22:   7
11:   6
14:   6
15:   6
20:   6
25:   6
36:   6
2:    five
four:    five
13:   five
16:   five
23:   five
30:   five
34:   five
35:   five
five:    four
nine:    four
21:   four
26:   four
32:   four
33:   four
1:    three
three:    three
12:   three
18:   three
28:   three
31:   three
17:   2
19:   2
24:   2
29:   1
chi^2 = 35.839
p = zero.428935

Most Frequent Pairs: Pairs that happen a minimum of 33.three% extra ceaselessly than anticipated
Expected frequency of any pair = zero.556

Number Pair: Frequency
(2,7):    three
(four,35):   three
(five,6):    three
(6,16):   three
(6,20):   three
(7,26):   three
(7,27):   three
(10,27):  three
(10,36):  three
(11,15):  three
(22,27):  three
(1,10):   2
(2,eight):    2
(2,10):   2
(2,26):   2
(2,34):   2
(three,23):   2
(four,10):   2
(four,14):   2
(four,21):   2
(four,30):   2
(four,33):   2
(five,27):   2
(6,eight):    2
(6,12):   2
(6,27):   2
(7,eight):    2
(7,10):   2
(7,25):   2
(7,34):   2
(eight,10):   2
(eight,13):   2
(eight,15):   2
(eight,16):   2
(eight,21):   2
(eight,27):   2
(eight,32):   2
(nine,10):   2
(nine,30):   2
(nine,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,four):    1
(1,eight):    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,five):    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
(three,eight):    1
(three,13):   1
(three,15):   1
(three,16):   1
(three,20):   1
(three,24):   1
(three,25):   1
(three,27):   1
(three,29):   1
(three,33):   1
(four,five):    1
(four,7):    1
(four,nine):    1
(four,15):   1
(four,23):   1
(four,27):   1
(five,7):    1
(five,eight):    1
(five,12):   1
(five,17):   1
(five,20):   1
(five,23):   1
(five,25):   1
(five,30):   1
(five,31):   1
(6,7):    1
(6,nine):    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
(eight,12):   1
(eight,14):   1
(eight,18):   1
(eight,20):   1
(eight,22):   1
(eight,25):   1
(eight,26):   1
(eight,31):   1
(eight,34):   1
(nine,11):   1
(nine,14):   1
(nine,16):   1
(nine,22):   1
(nine,23):   1
(nine,27):   1
(nine,28):   1
(nine,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 = zero.111968

How Many Repeated Numbers in Back-to-Back Drawings

          Observed : Expected

zero Repeats:    14   :    15.324
1 Repeat :    19   :    14.189
2 Repeats:     1   :     four.054
three Repeats:     zero   :     zero.419
four Repeats:     zero   :     zero.zero14
five Repeats:     zero   :     zero.000
chi^2 = four.480
p = zero.482584

How Many Distinct Numbers Appear in eight Consecutive Drawings

How Many Distinct: Frequency
five distinct:     zero
6 distinct:     zero
7 distinct:     zero
eight distinct:     zero
nine distinct:     zero
10 distinct:    zero
11 distinct:    zero
12 distinct:    zero
13 distinct:    zero
14 distinct:    zero
15 distinct:    zero
16 distinct:    zero
17 distinct:    zero
18 distinct:    zero
19 distinct:    zero
20 distinct:    zero
21 distinct:    zero
22 distinct:    1
23 distinct:    1
24 distinct:    7
25 distinct:    eight
26 distinct:    nine
27 distinct:    2
28 distinct:    zero
29 distinct:    zero
30 distinct:    zero
31 distinct:    zero
32 distinct:    zero
33 distinct:    zero
34 distinct:    zero
35 distinct:    zero
36 distinct:    zero
Average quantity of distinct numbers drawn in eight consecutive drawings: 25.zero36

Lengths of Intervals Between Occurrences of Each Number, aka “Skips”
1 approach quantity reoccurred in following drawing, 2 approach quantity reoccurred 2 drawings later, and so forth.
(Skips ordered from most up-to-date to least contemporary)

Number: 1
Skips: [18, 1, 1, 15]
Average Skip = eight.750,    Median Skip = eight.000,    Std.Dev. = 7.822

Number: 2
Skips: [1, 2, 20, 1, 4, 7]
Average Skip = five.833,    Median Skip = three.000,    Std.Dev. = 6.669

Number: three
Skips: [5, 9, 11, 10]
Average Skip = eight.750,    Median Skip = nine.500,    Std.Dev. = 2.278

Number: four
Skips: [0, 8, 5, 5, 11, 6]
Average Skip = five.833,    Median Skip = five.500,    Std.Dev. = three.337

Number: five
Skips: [21, 3, 2, 3, 6]
Average Skip = 7.000,    Median Skip = three.000,    Std.Dev. = 7.127

Number: 6
Skips: [4, 3, 3, 11, 3, 2, 7, 2]
Average Skip = four.375,    Median Skip = three.000,    Std.Dev. = 2.913

Number: 7
Skips: [3, 1, 11, 2, 6, 5, 1, 3, 3]
Average Skip = three.889,    Median Skip = three.000,    Std.Dev. = 2.961

Number: eight
Skips: [2, 1, 2, 15, 3, 3, 5, 2, 2]
Average Skip = three.889,    Median Skip = 2.000,    Std.Dev. = four.067

Number: nine
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 = three.182,    Median Skip = 2.000,    Std.Dev. = 2.587

Number: 11
Skips: [1, 5, 5, 4, 7, 12, 1]
Average Skip = five.000,    Median Skip = five.000,    Std.Dev. = three.505

Number: 12
Skips: [4, 5, 17, 9]
Average Skip = eight.750,    Median Skip = 7.000,    Std.Dev. = five.117

Number: 13
Skips: [2, 3, 11, 1, 13, 5]
Average Skip = five.833,    Median Skip = four.000,    Std.Dev. = four.561

Number: 14
Skips: [6, 1, 1, 8, 2, 13, 4]
Average Skip = five.000,    Median Skip = four.000,    Std.Dev. = four.071

Number: 15
Skips: [5, 1, 5, 2, 7, 2, 13]
Average Skip = five.000,    Median Skip = five.000,    Std.Dev. = three.817

Number: 16
Skips: [4, 1, 2, 4, 22, 2]
Average Skip = five.833,    Median Skip = three.000,    Std.Dev. = 7.312

Number: 17
Skips: [24, 6, 5]
Average Skip = 11.667,    Median Skip = 6.000,    Std.Dev. = eight.731

Number: 18
Skips: [16, 6, 9, 4]
Average Skip = eight.750,    Median Skip = 7.500,    Std.Dev. = four.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 = five.000,    Median Skip = three.000,    Std.Dev. = three.891

Number: 21
Skips: [8, 5, 10, 8, 4]
Average Skip = 7.000,    Median Skip = eight.000,    Std.Dev. = 2.191

Number: 22
Skips: [1, 1, 8, 7, 2, 3, 5, 8]
Average Skip = four.375,    Median Skip = four.000,    Std.Dev. = 2.826

Number: 23
Skips: [8, 6, 7, 4, 9, 1]
Average Skip = five.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. = three.859

Number: 25
Skips: [9, 3, 2, 3, 4, 2, 12]
Average Skip = five.000,    Median Skip = three.000,    Std.Dev. = three.625

Number: 26
Skips: [3, 12, 13, 2, 5]
Average Skip = 7.000,    Median Skip = five.000,    Std.Dev. = four.604

Number: 27
Skips: [2, 8, 5, 1, 4, 4, 1, 2, 2, 3, 3]
Average Skip = three.182,    Median Skip = three.000,    Std.Dev. = 1.946

Number: 28
Skips: [7, 2, 3, 23]
Average Skip = eight.750,    Median Skip = five.000,    Std.Dev. = eight.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 = five.833,    Median Skip = five.500,    Std.Dev. = three.804

Number: 31
Skips: [26, 4, 2, 3]
Average Skip = eight.750,    Median Skip = three.500,    Std.Dev. = nine.984

Number: 32
Skips: [2, 4, 4, 21, 4]
Average Skip = 7.000,    Median Skip = four.000,    Std.Dev. = 7.043

Number: 33
Skips: [0, 13, 1, 8, 13]
Average Skip = 7.000,    Median Skip = eight.000,    Std.Dev. = five.621

Number: 34
Skips: [3, 7, 1, 8, 9, 7]
Average Skip = five.833,    Median Skip = 7.000,    Std.Dev. = 2.853

Number: 35
Skips: [0, 1, 7, 5, 21, 1]
Average Skip = five.833,    Median Skip = three.000,    Std.Dev. = 7.221

Number: 36
Skips: [9, 2, 1, 7, 11, 2, 3]
Average Skip = five.000,    Median Skip = three.000,    Std.Dev. = three.665




Leave a Reply

Your email address will not be published. Required fields are marked *

Copyright, 2018 - www.winwinkeralalottery.com Frontier Theme