johnph77
Member
Sammy -
The following information is valid only only for a specific rightmost number selected in the complete Thunderball 5/34+1/14 matrix, with 3,895,584 possibilities.
If the specific rightmost number selected is 1 through 4 then there will be:
60 quints, with the Thunderball.
2,610 quads, with the Thunderball.
49,590 triples, with the Thunderball.
219,240 doubles, with the Thunderball.
360 quads, without the Thunderball.
15,660 triples, without the Thunderball.
297,540 doubles, without the Thunderball.
If the specific rightmost number selected is 5 through 0 then there will be:
465 quads, with the Thunderball.
13,485 triples, with the Thunderball.
94,395 doubles, with the Thunderball.
6,045 triples, without the Thunderball.
175,345 doubles, without the Thunderball.
Please note that if a combination has been used in a combination with the Thunderball, it is not re-tallied in the combinations without the Thunderball. For instance, in the 1 through 4 derivations, there are actually 420 quads in the 5/34 matrix alone, but 60 of them were combined with the Thunderball to form the quints.
As before, the above figures do not take into consideration that there can be doubles, triples or quads of one rightmost number and doubles or triples of another in the same drawing.
gl
j
The following information is valid only only for a specific rightmost number selected in the complete Thunderball 5/34+1/14 matrix, with 3,895,584 possibilities.
If the specific rightmost number selected is 1 through 4 then there will be:
60 quints, with the Thunderball.
2,610 quads, with the Thunderball.
49,590 triples, with the Thunderball.
219,240 doubles, with the Thunderball.
360 quads, without the Thunderball.
15,660 triples, without the Thunderball.
297,540 doubles, without the Thunderball.
If the specific rightmost number selected is 5 through 0 then there will be:
465 quads, with the Thunderball.
13,485 triples, with the Thunderball.
94,395 doubles, with the Thunderball.
6,045 triples, without the Thunderball.
175,345 doubles, without the Thunderball.
Please note that if a combination has been used in a combination with the Thunderball, it is not re-tallied in the combinations without the Thunderball. For instance, in the 1 through 4 derivations, there are actually 420 quads in the 5/34 matrix alone, but 60 of them were combined with the Thunderball to form the quints.
As before, the above figures do not take into consideration that there can be doubles, triples or quads of one rightmost number and doubles or triples of another in the same drawing.
gl
j
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