I would like to have everyones opinion on if having a place that
would show in EL the Lexicographical order of drawn combinations
and if you think it could be usefull statistically? I know we
already have a lot of stats but if someone can see something it
could be used to increase our odds in any type lottery, please
feel free to post your comments and ideas.
Here is the Lexicographical order of my lotto Quebec 6/49... last
225 draws...
Line D R A W Lexicographical
no. Order
1: 24 25 27 29 32 39 13,755,611
2: 4 21 41 42 46 48 5,740,367
3: 18 26 30 31 32 36 13,209,045
4: 2 5 8 11 20 44 2,050,118
5: 5 7 32 40 42 46 6,071,608
6: 14 18 19 23 24 39 12,160,430
7: 8 27 35 37 38 44 9,459,813
8: 12 21 41 42 44 47 11,560,635
9: 11 14 26 31 32 37 10,888,684
10: 1 3 11 20 29 36 263,878
11: 17 19 23 33 35 47 12,919,515
12: 4 5 9 23 24 48 4,658,457
13: 7 10 12 20 29 41 8,092,376
14: 1 2 13 18 34 47 114,858
15: 20 23 26 28 30 35 13,432,646
16: 21 34 35 41 43 44 13,602,996
17: 11 16 34 36 37 40 10,984,073
18: 2 3 6 20 30 37 1,748,242
19: 12 14 21 31 38 41 11,313,046
20: 12 20 21 28 31 44 11,518,314
21: 5 16 24 28 33 34 6,673,313
22: 2 17 22 35 45 47 3,026,945
23: 5 10 20 29 33 36 6,323,983
24: 1 10 12 22 25 35 1,067,287
25: 5 19 22 30 40 47 6,763,701
26: 9 14 23 26 40 42 9,804,040
27: 6 13 27 40 43 48 7,502,955
28: 8 10 12 30 36 47 8,844,577
29: 13 16 17 26 38 42 11,760,895
30: 20 28 29 40 45 49 13,483,512
31: 4 20 22 23 37 40 5,699,776
32: 31 33 39 41 43 49 13,960,603
33: 4 8 20 23 27 38 5,062,765
34: 2 11 19 36 44 46 2,716,597
35: 12 26 28 30 33 34 11,618,294
36: 4 16 30 33 46 49 5,596,981
37: 4 8 15 17 26 46 5,037,766
38: 5 11 19 20 26 40 6,391,501
39: 17 25 28 29 32 41 13,027,851
40: 9 15 16 28 39 42 9,824,878
41: 6 14 27 29 30 32 7,554,087
42: 5 13 28 41 42 47 6,541,708
43: 3 9 18 24 40 41 3,925,180
44: 4 14 29 30 39 42 5,508,258
45: 2 6 8 13 40 46 2,175,196
46: 3 12 13 33 37 45 4,121,565
47: 5 16 20 22 33 42 6,660,625
48: 7 15 19 31 35 45 8,431,458
49: 1 5 14 27 28 38 572,175
50: 11 24 25 34 35 42 11,158,826
51: 5 11 13 15 29 33 6,357,727
52: 13 35 37 39 44 49 12,033,397
53: 2 16 17 21 28 31 2,969,443
54: 3 15 16 30 35 46 4,296,758
55: 5 9 17 18 43 44 6,226,281
56: 6 16 17 20 31 45 7,610,255
57: 4 11 12 23 43 45 5,268,150
58: 10 14 16 35 42 49 10,355,256
59: 10 17 33 35 40 46 10,517,594
60: 8 13 21 28 33 46 9,088,508
61: 11 17 25 26 38 40 11,009,298
62: 7 18 19 24 33 49 8,538,294
63: 1 12 13 17 41 46 1,212,511
64: 5 10 12 17 24 35 6,277,688
65: 6 11 18 32 35 38 7,353,173
66: 10 11 12 19 26 30 10,148,874
67: 7 23 24 45 47 49 8,659,595
68: 10 17 31 35 44 47 10,516,381
69: 5 7 15 22 25 37 6,024,507
70: 3 7 33 34 38 42 3,763,992
71: 2 6 21 28 32 49 2,261,704
72: 22 26 33 36 40 47 13,652,013
73: 5 12 17 23 30 31 6,450,118
74: 2 20 34 45 48 49 3,126,119
75: 25 31 36 42 45 48 13,839,895
76: 2 12 15 22 32 39 2,760,899
77: 6 9 11 26 29 42 7,153,571
78: 8 15 22 25 28 40 9,189,379
79: 8 11 25 32 37 38 8,974,103
80: 12 14 17 27 36 42 11,296,815
81: 1 16 22 28 32 39 1,455,942
82: 21 26 29 31 36 48 13,567,687
83: 12 13 18 23 27 47 11,247,742
84: 13 17 25 42 45 46 11,823,978
85: 5 18 22 23 29 30 6,734,494
86: 1 2 23 25 27 28 161,139
87: 3 11 13 17 39 47 4,051,143
88: 8 9 18 22 33 49 8,794,910
89: 11 13 20 21 29 42 10,818,919
90: 5 34 43 44 47 49 6,921,735
91: 1 12 15 24 32 38 1,227,584
92: 5 9 12 36 42 48 6,200,403
93: 5 10 20 34 42 44 6,324,775
94: 16 18 36 41 44 49 12,705,556
95: 5 15 25 35 40 46 6,635,479
96: 21 38 40 47 48 49 13,606,488
97: 1 10 11 12 18 35 1,054,483
98: 8 12 22 27 42 43 9,032,414
99: 4 14 17 33 40 44 5,477,563
100: 12 27 32 35 40 44 11,629,913
101: 8 14 15 41 42 48 9,116,342
102: 10 21 23 45 46 49 10,607,956
103: 4 11 17 21 36 48 5,297,499
104: 5 6 9 16 29 42 5,865,123
105: 12 21 29 33 46 47 11,555,342
106: 5 17 18 38 40 46 6,691,719
107: 12 22 25 27 28 33 11,565,910
108: 16 29 32 34 40 48 12,857,872
109: 5 13 14 17 18 32 6,489,970
110: 1 8 18 29 42 44 930,275
111: 3 6 13 18 25 37 3,590,711
112: 14 23 24 25 29 49 12,280,012
113: 13 21 31 33 36 38 11,934,035
114: 5 11 12 13 43 44 6,349,617
115: 19 22 29 31 40 48 13,303,613
116: 12 16 27 31 38 49 11,413,510
117: 1 6 16 29 31 48 707,492
118: 8 9 12 14 29 45 8,756,636
119: 24 27 30 37 45 46 13,776,277
120: 8 12 26 27 32 40 9,040,991
121: 21 23 24 27 43 47 13,527,089
122: 2 3 11 15 42 46 1,795,666
123: 4 7 8 16 44 48 4,881,351
124: 9 14 36 41 42 47 9,820,010
125: 11 12 18 28 33 45 10,754,319
126: 1 3 5 6 11 16 192,722
127: 2 5 9 26 28 47 2,066,862
128: 1 7 8 13 34 42 753,114
129: 1 8 12 26 33 47 894,968
130: 12 21 37 42 43 45 11,560,203
131: 5 27 28 36 40 49 6,892,123
132: 1 16 30 38 40 47 1,470,889
133: 16 26 32 34 39 41 12,839,711
134: 4 9 14 17 24 45 5,123,124
135: 3 22 28 39 42 43 4,530,135
136: 6 10 15 31 32 37 7,264,265
137: 16 30 41 46 47 48 12,864,547
138: 5 13 14 21 37 42 6,492,063
139: 10 14 17 35 37 39 10,360,161
140: 6 13 31 39 43 46 7,507,172
141: 25 27 30 33 39 41 13,818,397
142: 3 18 25 26 27 31 4,434,440
143: 11 14 20 28 39 46 10,873,374
144: 6 16 22 31 37 48 7,631,593
145: 14 15 16 24 31 32 12,039,010
146: 6 7 16 18 34 38 6,991,163
147: 14 30 33 39 41 44 12,347,055
148: 27 31 34 38 48 49 13,899,105
149: 2 3 20 25 30 43 1,849,537
150: 4 9 16 41 45 48 5,139,765
151: 13 23 24 27 29 40 11,955,855
152: 1 12 14 29 30 42 1,222,729
153: 2 14 18 31 36 47 2,889,250
154: 7 24 35 41 46 47 8,683,838
155: 1 5 10 22 25 46 540,841
156: 4 7 25 30 36 47 4,976,413
157: 2 12 30 33 34 44 2,805,800
158: 7 12 17 23 25 31 8,263,279
159: 10 28 32 33 41 46 10,697,873
160: 1 9 20 24 42 46 1,028,221
161: 2 4 10 12 21 42 1,934,078
162: 18 23 39 41 47 48 13,181,487
163: 8 10 26 31 32 44 8,901,859
164: 3 16 22 31 43 48 4,361,279
165: 5 18 23 25 36 37 6,737,789
166: 3 7 8 17 21 30 3,659,702
167: 2 5 7 8 14 34 2,037,035
168: 2 18 24 27 32 38 3,061,995
169: 4 7 31 35 41 44 4,984,631
170: 2 11 27 28 29 49 2,735,466
171: 1 16 18 43 48 49 1,443,483
172: 3 16 34 40 41 48 4,378,183
173: 4 6 21 24 27 41 4,853,144
174: 10 15 30 34 35 48 10,438,514
175: 12 39 40 44 45 48 11,658,637
176: 4 12 21 35 38 49 5,381,965
177: 8 14 25 27 30 44 9,150,454
178: 10 11 17 18 33 38 10,178,665
179: 2 7 22 25 38 44 2,375,941
180: 1 6 11 25 29 33 673,661
181: 8 11 18 22 37 40 8,951,021
182: 13 16 34 38 42 48 11,797,136
183: 9 16 19 37 39 45 9,880,426
184: 5 17 21 23 24 49 6,700,013
185: 1 13 14 18 27 42 1,278,219
186: 10 14 30 36 40 46 10,392,360
187: 21 24 28 29 32 41 13,546,677
188: 2 8 14 26 28 47 2,442,502
189: 11 17 19 20 39 48 10,990,654
190: 2 16 24 31 33 38 2,995,310
191: 9 24 31 33 35 45 10,088,591
192: 17 18 34 36 45 47 12,906,054
193: 14 24 40 41 45 46 12,307,335
194: 7 20 24 30 36 44 8,605,573
195: 6 19 27 28 31 37 7,736,046
196: 15 16 33 41 43 47 12,399,683
197: 11 13 18 38 42 45 10,814,488
198: 7 9 10 12 36 48 7,989,922
199: 3 4 34 39 40 41 3,393,709
200: 15 26 32 33 37 49 12,602,257
201: 4 16 17 23 24 28 5,562,539
202: 8 22 24 30 33 45 9,392,955
203: 4 15 17 37 39 47 5,524,273
204: 4 6 19 37 41 47 4,848,503
205: 10 13 26 27 42 43 10,333,779
206: 7 11 20 22 30 43 8,209,235
207: 6 13 14 19 21 49 7,453,572
208: 7 8 10 12 15 45 7,898,046
209: 5 23 24 26 35 41 6,844,464
210: 18 24 32 39 43 45 13,191,886
211: 1 10 22 31 34 46 1,118,073
212: 2 7 12 19 30 47 2,325,297
213: 14 17 19 36 43 48 12,131,573
214: 12 15 19 20 24 30 11,349,398
215: 13 25 33 35 39 46 11,991,288
216: 4 6 19 32 33 35 4,847,939
217: 2 12 13 19 35 43 2,747,284
218: 10 15 16 22 46 48 10,399,088
219: 2 4 16 22 44 46 1,980,626
220: 7 12 13 20 22 27 8,239,201
221: 11 16 17 19 24 29 10,945,459
222: 16 18 20 21 46 48 12,679,306
223: 4 5 6 35 40 47 4,628,936
224: 2 10 28 38 39 48 2,664,290
225: 9 11 13 27 38 42 9,582,987