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P4> The 504 pick for a very short spanPrev TopicNext Topic
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How many single straights? 5040, predicting position 1 digit will result in 504 picks. I have tested this time and after time , and the hit is consistent for the average span of 5 draws. Assumption is, you hit two straights, mitigate cost or you lose .This strategy needs initial bankroll of at least $2000 and good predictive method to locate your next position one digit. The cost can be halved locally or even reduced waging at different outlet for huge returns. I will take the first 5 request strictly by mail (to make decision on next span) and suggest a waging strategy. This thread and assumption, is extension of this.
NB> Predictive method key+NP3 or Front Pair+NP2, is the subject of the thread, so keep comment on the method, size of picks and cost is subjective to any wager of legal age.
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Count me in, Ohio.
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Most members here including yourself can not come up with 7.95$initial bankroll to get LP premier membership and you talk about a 2000$ draw UPFRONT cost....
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Quote: Originally posted by Igamble on Jan 5, 2015
Most members here including yourself can not come up with 7.95$initial bankroll to get LP premier membership and you talk about a 2000$ draw UPFRONT cost....
Igamble This is not fair and not true.
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With all small business comes intial bankroll.
$2000.00 is a reasonable amount to start with
Dont pay igamble no mind. He still searching and changing systems daily
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Quote: Originally posted by Lildarryl on Jan 5, 2015
With all small business comes intial bankroll.
$2000.00 is a reasonable amount to start with
Dont pay igamble no mind. He still searching and changing systems daily
Did you smoke some wee dummy driver ??
where exactly DO you see i perform this part-He still searching and changing systems daily
uber sclave ??
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Quote: Originally posted by mmx1 on Jan 5, 2015
Igamble This is not fair and not true.
not true for you cos you have lottomark ,mmmx1
try it without any software of any kind and see how it is...
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Quote: Originally posted by adobea78 on Jan 4, 2015
How many single straights? 5040, predicting position 1 digit will result in 504 picks. I have tested this time and after time , and the hit is consistent for the average span of 5 draws. Assumption is, you hit two straights, mitigate cost or you lose .This strategy needs initial bankroll of at least $2000 and good predictive method to locate your next position one digit. The cost can be halved locally or even reduced waging at different outlet for huge returns. I will take the first 5 request strictly by mail (to make decision on next span) and suggest a waging strategy. This thread and assumption, is extension of this.
NB> Predictive method key+NP3 or Front Pair+NP2, is the subject of the thread, so keep comment on the method, size of picks and cost is subjective to any wager of legal age.
Okay guys, time for validation.
Span > 6 draws
Cost> 504 x1/2 x 6 (1512) or 1/4 of local cost
Target Prize> 2500(local)
Assumption> multiple hits, a hit or a lost within a span
Ark/OHIO/SC >
3,0,1,2} {3,0,1,4} {3,0,1,5} {3,0,1,6} {3,0,1,7} {3,0,1,8} {3,0,1,9} {3,0,2,1} {3,0,2,4} {3,0,2,5} {3,0,2,6} {3,0,2,7} {3,0,2,8} {3,0,2,9} {3,0,4,1} {3,0,4,2} {3,0,4,5} {3,0,4,6} {3,0,4,7} {3,0,4,8} {3,0,4,9} {3,0,5,1} {3,0,5,2} {3,0,5,4} {3,0,5,6} {3,0,5,7} {3,0,5,8} {3,0,5,9} {3,0,6,1} {3,0,6,2} {3,0,6,4} {3,0,6,5} {3,0,6,7} {3,0,6,8} {3,0,6,9} {3,0,7,1} {3,0,7,2} {3,0,7,4} {3,0,7,5} {3,0,7,6} {3,0,7,8} {3,0,7,9} {3,0,8,1} {3,0,8,2} {3,0,8,4} {3,0,8,5} {3,0,8,6} {3,0,8,7} {3,0,8,9} {3,0,9,1} {3,0,9,2} {3,0,9,4} {3,0,9,5} {3,0,9,6} {3,0,9,7} {3,0,9,8} {3,1,0,2} {3,1,0,4} {3,1,0,5} {3,1,0,6} {3,1,0,7} {3,1,0,8} {3,1,0,9} {3,1,2,0} {3,1,2,4} {3,1,2,5} {3,1,2,6} {3,1,2,7} {3,1,2,8} {3,1,2,9} {3,1,4,0} {3,1,4,2} {3,1,4,5} {3,1,4,6} {3,1,4,7} {3,1,4,8} {3,1,4,9} {3,1,5,0} {3,1,5,2} {3,1,5,4} {3,1,5,6} {3,1,5,7} {3,1,5,8} {3,1,5,9} {3,1,6,0} {3,1,6,2} {3,1,6,4} {3,1,6,5} {3,1,6,7} {3,1,6,8} {3,1,6,9} {3,1,7,0} {3,1,7,2} {3,1,7,4} {3,1,7,5} {3,1,7,6} {3,1,7,8} {3,1,7,9} {3,1,8,0} {3,1,8,2} {3,1,8,4} {3,1,8,5} {3,1,8,6} {3,1,8,7} {3,1,8,9} {3,1,9,0} {3,1,9,2} {3,1,9,4} {3,1,9,5} {3,1,9,6} {3,1,9,7} {3,1,9,8} {3,2,0,1} {3,2,0,4} {3,2,0,5} {3,2,0,6} {3,2,0,7} {3,2,0,8} {3,2,0,9} {3,2,1,0} {3,2,1,4} {3,2,1,5} {3,2,1,6} {3,2,1,7} {3,2,1,8} {3,2,1,9} {3,2,4,0} {3,2,4,1} {3,2,4,5} {3,2,4,6} {3,2,4,7} {3,2,4,8} {3,2,4,9} {3,2,5,0} {3,2,5,1} {3,2,5,4} {3,2,5,6} {3,2,5,7} {3,2,5,8} {3,2,5,9} {3,2,6,0} {3,2,6,1} {3,2,6,4} {3,2,6,5} {3,2,6,7} {3,2,6,8} {3,2,6,9} {3,2,7,0} {3,2,7,1} {3,2,7,4} {3,2,7,5} {3,2,7,6} {3,2,7,8} {3,2,7,9} {3,2,8,0} {3,2,8,1} {3,2,8,4} {3,2,8,5} {3,2,8,6} {3,2,8,7} {3,2,8,9} {3,2,9,0} {3,2,9,1} {3,2,9,4} {3,2,9,5} {3,2,9,6} {3,2,9,7} {3,2,9,8} {3,4,0,1} {3,4,0,2} {3,4,0,5} {3,4,0,6} {3,4,0,7} {3,4,0,8} {3,4,0,9} {3,4,1,0} {3,4,1,2} {3,4,1,5} {3,4,1,6} {3,4,1,7} {3,4,1,8} {3,4,1,9} {3,4,2,0} {3,4,2,1} {3,4,2,5} {3,4,2,6} {3,4,2,7} {3,4,2,8} {3,4,2,9} {3,4,5,0} {3,4,5,1} {3,4,5,2} {3,4,5,6} {3,4,5,7} {3,4,5,8} {3,4,5,9} {3,4,6,0} {3,4,6,1} {3,4,6,2} {3,4,6,5} {3,4,6,7} {3,4,6,8} {3,4,6,9} {3,4,7,0} {3,4,7,1} {3,4,7,2} {3,4,7,5} {3,4,7,6} {3,4,7,8} {3,4,7,9} {3,4,8,0} {3,4,8,1} {3,4,8,2} {3,4,8,5} {3,4,8,6} {3,4,8,7} {3,4,8,9} {3,4,9,0} {3,4,9,1} {3,4,9,2} {3,4,9,5} {3,4,9,6} {3,4,9,7} {3,4,9,8} {3,5,0,1} {3,5,0,2} {3,5,0,4} {3,5,0,6} {3,5,0,7} {3,5,0,8} {3,5,0,9} {3,5,1,0} {3,5,1,2} {3,5,1,4} {3,5,1,6} {3,5,1,7} {3,5,1,8} {3,5,1,9} {3,5,2,0} {3,5,2,1} {3,5,2,4} {3,5,2,6} {3,5,2,7} {3,5,2,8} {3,5,2,9} {3,5,4,0} {3,5,4,1} {3,5,4,2} {3,5,4,6} {3,5,4,7} {3,5,4,8} {3,5,4,9} {3,5,6,0} {3,5,6,1} {3,5,6,2} {3,5,6,4} {3,5,6,7} {3,5,6,8} {3,5,6,9} {3,5,7,0} {3,5,7,1} {3,5,7,2} {3,5,7,4} {3,5,7,6} {3,5,7,8} {3,5,7,9} {3,5,8,0} {3,5,8,1} {3,5,8,2} {3,5,8,4} {3,5,8,6} {3,5,8,7} {3,5,8,9} {3,5,9,0} {3,5,9,1} {3,5,9,2} {3,5,9,4} {3,5,9,6} {3,5,9,7} {3,5,9,8} {3,6,0,1} {3,6,0,2} {3,6,0,4} {3,6,0,5} {3,6,0,7} {3,6,0,8} {3,6,0,9} {3,6,1,0} {3,6,1,2} {3,6,1,4} {3,6,1,5} {3,6,1,7} {3,6,1,8} {3,6,1,9} {3,6,2,0} {3,6,2,1} {3,6,2,4} {3,6,2,5} {3,6,2,7} {3,6,2,8} {3,6,2,9} {3,6,4,0} {3,6,4,1} {3,6,4,2} {3,6,4,5} {3,6,4,7} {3,6,4,8} {3,6,4,9} {3,6,5,0} {3,6,5,1} {3,6,5,2} {3,6,5,4} {3,6,5,7} {3,6,5,8} {3,6,5,9} {3,6,7,0} {3,6,7,1} {3,6,7,2} {3,6,7,4} {3,6,7,5} {3,6,7,8} {3,6,7,9} {3,6,8,0} {3,6,8,1} {3,6,8,2} {3,6,8,4} {3,6,8,5} {3,6,8,7} {3,6,8,9} {3,6,9,0} {3,6,9,1} {3,6,9,2} {3,6,9,4} {3,6,9,5} {3,6,9,7} {3,6,9,8} {3,7,0,1} {3,7,0,2} {3,7,0,4} {3,7,0,5} {3,7,0,6} {3,7,0,8} {3,7,0,9} {3,7,1,0} {3,7,1,2} {3,7,1,4} {3,7,1,5} {3,7,1,6} {3,7,1,8} {3,7,1,9} {3,7,2,0} {3,7,2,1} {3,7,2,4} {3,7,2,5} {3,7,2,6} {3,7,2,8} {3,7,2,9} {3,7,4,0} {3,7,4,1} {3,7,4,2} {3,7,4,5} {3,7,4,6} {3,7,4,8} {3,7,4,9} {3,7,5,0} {3,7,5,1} {3,7,5,2} {3,7,5,4} {3,7,5,6} {3,7,5,8} {3,7,5,9} {3,7,6,0} {3,7,6,1} {3,7,6,2} {3,7,6,4} {3,7,6,5} {3,7,6,8} {3,7,6,9} {3,7,8,0} {3,7,8,1} {3,7,8,2} {3,7,8,4} {3,7,8,5} {3,7,8,6} {3,7,8,9} {3,7,9,0} {3,7,9,1} {3,7,9,2} {3,7,9,4} {3,7,9,5} {3,7,9,6} {3,7,9,8} {3,8,0,1} {3,8,0,2} {3,8,0,4} {3,8,0,5} {3,8,0,6} {3,8,0,7} {3,8,0,9} {3,8,1,0} {3,8,1,2} {3,8,1,4} {3,8,1,5} {3,8,1,6} {3,8,1,7} {3,8,1,9} {3,8,2,0} {3,8,2,1} {3,8,2,4} {3,8,2,5} {3,8,2,6} {3,8,2,7} {3,8,2,9} {3,8,4,0} {3,8,4,1} {3,8,4,2} {3,8,4,5} {3,8,4,6} {3,8,4,7} {3,8,4,9} {3,8,5,0} {3,8,5,1} {3,8,5,2} {3,8,5,4} {3,8,5,6} {3,8,5,7} {3,8,5,9} {3,8,6,0} {3,8,6,1} {3,8,6,2} {3,8,6,4} {3,8,6,5} {3,8,6,7} {3,8,6,9} {3,8,7,0} {3,8,7,1} {3,8,7,2} {3,8,7,4} {3,8,7,5} {3,8,7,6} {3,8,7,9} {3,8,9,0} {3,8,9,1} {3,8,9,2} {3,8,9,4} {3,8,9,5} {3,8,9,6} {3,8,9,7} {3,9,0,1} {3,9,0,2} {3,9,0,4} {3,9,0,5} {3,9,0,6} {3,9,0,7} {3,9,0,8} {3,9,1,0} {3,9,1,2} {3,9,1,4} {3,9,1,5} {3,9,1,6} {3,9,1,7} {3,9,1,8} {3,9,2,0} {3,9,2,1} {3,9,2,4} {3,9,2,5} {3,9,2,6} {3,9,2,7} {3,9,2,8} {3,9,4,0} {3,9,4,1} {3,9,4,2} {3,9,4,5} {3,9,4,6} {3,9,4,7} {3,9,4,8} {3,9,5,0} {3,9,5,1} {3,9,5,2} {3,9,5,4} {3,9,5,6} {3,9,5,7} {3,9,5,8} {3,9,6,0} {3,9,6,1} {3,9,6,2} {3,9,6,4} {3,9,6,5} {3,9,6,7} {3,9,6,8} {3,9,7,0} {3,9,7,1} {3,9,7,2} {3,9,7,4} {3,9,7,5} {3,9,7,6} {3,9,7,8} {3,9,8,0} {3,9,8,1} {3,9,8,2} {3,9,8,4} {3,9,8,5} {3,9,8,6} {3,9,8,7}
GA>
{8,0,1,2} {8,0,1,3} {8,0,1,4} {8,0,1,5} {8,0,1,6} {8,0,1,7} {8,0,1,9} {8,0,2,1} {8,0,2,3} {8,0,2,4} {8,0,2,5} {8,0,2,6} {8,0,2,7} {8,0,2,9} {8,0,3,1} {8,0,3,2} {8,0,3,4} {8,0,3,5} {8,0,3,6} {8,0,3,7} {8,0,3,9} {8,0,4,1} {8,0,4,2} {8,0,4,3} {8,0,4,5} {8,0,4,6} {8,0,4,7} {8,0,4,9} {8,0,5,1} {8,0,5,2} {8,0,5,3} {8,0,5,4} {8,0,5,6} {8,0,5,7} {8,0,5,9} {8,0,6,1} {8,0,6,2} {8,0,6,3} {8,0,6,4} {8,0,6,5} {8,0,6,7} {8,0,6,9} {8,0,7,1} {8,0,7,2} {8,0,7,3} {8,0,7,4} {8,0,7,5} {8,0,7,6} {8,0,7,9} {8,0,9,1} {8,0,9,2} {8,0,9,3} {8,0,9,4} {8,0,9,5} {8,0,9,6} {8,0,9,7} {8,1,0,2} {8,1,0,3} {8,1,0,4} {8,1,0,5} {8,1,0,6} {8,1,0,7} {8,1,0,9} {8,1,2,0} {8,1,2,3} {8,1,2,4} {8,1,2,5} {8,1,2,6} {8,1,2,7} {8,1,2,9} {8,1,3,0} {8,1,3,2} {8,1,3,4} {8,1,3,5} {8,1,3,6} {8,1,3,7} {8,1,3,9} {8,1,4,0} {8,1,4,2} {8,1,4,3} {8,1,4,5} {8,1,4,6} {8,1,4,7} {8,1,4,9} {8,1,5,0} {8,1,5,2} {8,1,5,3} {8,1,5,4} {8,1,5,6} {8,1,5,7} {8,1,5,9} {8,1,6,0} {8,1,6,2} {8,1,6,3} {8,1,6,4} {8,1,6,5} {8,1,6,7} {8,1,6,9} {8,1,7,0} {8,1,7,2} {8,1,7,3} {8,1,7,4} {8,1,7,5} {8,1,7,6} {8,1,7,9} {8,1,9,0} {8,1,9,2} {8,1,9,3} {8,1,9,4} {8,1,9,5} {8,1,9,6} {8,1,9,7} {8,2,0,1} {8,2,0,3} {8,2,0,4} {8,2,0,5} {8,2,0,6} {8,2,0,7} {8,2,0,9} {8,2,1,0} {8,2,1,3} {8,2,1,4} {8,2,1,5} {8,2,1,6} {8,2,1,7} {8,2,1,9} {8,2,3,0} {8,2,3,1} {8,2,3,4} {8,2,3,5} {8,2,3,6} {8,2,3,7} {8,2,3,9} {8,2,4,0} {8,2,4,1} {8,2,4,3} {8,2,4,5} {8,2,4,6} {8,2,4,7} {8,2,4,9} {8,2,5,0} {8,2,5,1} {8,2,5,3} {8,2,5,4} {8,2,5,6} {8,2,5,7} {8,2,5,9} {8,2,6,0} {8,2,6,1} {8,2,6,3} {8,2,6,4} {8,2,6,5} {8,2,6,7} {8,2,6,9} {8,2,7,0} {8,2,7,1} {8,2,7,3} {8,2,7,4} {8,2,7,5} {8,2,7,6} {8,2,7,9} {8,2,9,0} {8,2,9,1} {8,2,9,3} {8,2,9,4} {8,2,9,5} {8,2,9,6} {8,2,9,7} {8,3,0,1} {8,3,0,2} {8,3,0,4} {8,3,0,5} {8,3,0,6} {8,3,0,7} {8,3,0,9} {8,3,1,0} {8,3,1,2} {8,3,1,4} {8,3,1,5} {8,3,1,6} {8,3,1,7} {8,3,1,9} {8,3,2,0} {8,3,2,1} {8,3,2,4} {8,3,2,5} {8,3,2,6} {8,3,2,7} {8,3,2,9} {8,3,4,0} {8,3,4,1} {8,3,4,2} {8,3,4,5} {8,3,4,6} {8,3,4,7} {8,3,4,9} {8,3,5,0} {8,3,5,1} {8,3,5,2} {8,3,5,4} {8,3,5,6} {8,3,5,7} {8,3,5,9} {8,3,6,0} {8,3,6,1} {8,3,6,2} {8,3,6,4} {8,3,6,5} {8,3,6,7} {8,3,6,9} {8,3,7,0} {8,3,7,1} {8,3,7,2} {8,3,7,4} {8,3,7,5} {8,3,7,6} {8,3,7,9} {8,3,9,0} {8,3,9,1} {8,3,9,2} {8,3,9,4} {8,3,9,5} {8,3,9,6} {8,3,9,7} {8,4,0,1} {8,4,0,2} {8,4,0,3} {8,4,0,5} {8,4,0,6} {8,4,0,7} {8,4,0,9} {8,4,1,0} {8,4,1,2} {8,4,1,3} {8,4,1,5} {8,4,1,6} {8,4,1,7} {8,4,1,9} {8,4,2,0} {8,4,2,1} {8,4,2,3} {8,4,2,5} {8,4,2,6} {8,4,2,7} {8,4,2,9} {8,4,3,0} {8,4,3,1} {8,4,3,2} {8,4,3,5} {8,4,3,6} {8,4,3,7} {8,4,3,9} {8,4,5,0} {8,4,5,1} {8,4,5,2} {8,4,5,3} {8,4,5,6} {8,4,5,7} {8,4,5,9} {8,4,6,0} {8,4,6,1} {8,4,6,2} {8,4,6,3} {8,4,6,5} {8,4,6,7} {8,4,6,9} {8,4,7,0} {8,4,7,1} {8,4,7,2} {8,4,7,3} {8,4,7,5} {8,4,7,6} {8,4,7,9} {8,4,9,0} {8,4,9,1} {8,4,9,2} {8,4,9,3} {8,4,9,5} {8,4,9,6} {8,4,9,7} {8,5,0,1} {8,5,0,2} {8,5,0,3} {8,5,0,4} {8,5,0,6} {8,5,0,7} {8,5,0,9} {8,5,1,0} {8,5,1,2} {8,5,1,3} {8,5,1,4} {8,5,1,6} {8,5,1,7} {8,5,1,9} {8,5,2,0} {8,5,2,1} {8,5,2,3} {8,5,2,4} {8,5,2,6} {8,5,2,7} {8,5,2,9} {8,5,3,0} {8,5,3,1} {8,5,3,2} {8,5,3,4} {8,5,3,6} {8,5,3,7} {8,5,3,9} {8,5,4,0} {8,5,4,1} {8,5,4,2} {8,5,4,3} {8,5,4,6} {8,5,4,7} {8,5,4,9} {8,5,6,0} {8,5,6,1} {8,5,6,2} {8,5,6,3} {8,5,6,4} {8,5,6,7} {8,5,6,9} {8,5,7,0} {8,5,7,1} {8,5,7,2} {8,5,7,3} {8,5,7,4} {8,5,7,6} {8,5,7,9} {8,5,9,0} {8,5,9,1} {8,5,9,2} {8,5,9,3} {8,5,9,4} {8,5,9,6} {8,5,9,7} {8,6,0,1} {8,6,0,2} {8,6,0,3} {8,6,0,4} {8,6,0,5} {8,6,0,7} {8,6,0,9} {8,6,1,0} {8,6,1,2} {8,6,1,3} {8,6,1,4} {8,6,1,5} {8,6,1,7} {8,6,1,9} {8,6,2,0} {8,6,2,1} {8,6,2,3} {8,6,2,4} {8,6,2,5} {8,6,2,7} {8,6,2,9} {8,6,3,0} {8,6,3,1} {8,6,3,2} {8,6,3,4} {8,6,3,5} {8,6,3,7} {8,6,3,9} {8,6,4,0} {8,6,4,1} {8,6,4,2} {8,6,4,3} {8,6,4,5} {8,6,4,7} {8,6,4,9} {8,6,5,0} {8,6,5,1} {8,6,5,2} {8,6,5,3} {8,6,5,4} {8,6,5,7} {8,6,5,9} {8,6,7,0} {8,6,7,1} {8,6,7,2} {8,6,7,3} {8,6,7,4} {8,6,7,5} {8,6,7,9} {8,6,9,0} {8,6,9,1} {8,6,9,2} {8,6,9,3} {8,6,9,4} {8,6,9,5} {8,6,9,7} {8,7,0,1} {8,7,0,2} {8,7,0,3} {8,7,0,4} {8,7,0,5} {8,7,0,6} {8,7,0,9} {8,7,1,0} {8,7,1,2} {8,7,1,3} {8,7,1,4} {8,7,1,5} {8,7,1,6} {8,7,1,9} {8,7,2,0} {8,7,2,1} {8,7,2,3} {8,7,2,4} {8,7,2,5} {8,7,2,6} {8,7,2,9} {8,7,3,0} {8,7,3,1} {8,7,3,2} {8,7,3,4} {8,7,3,5} {8,7,3,6} {8,7,3,9} {8,7,4,0} {8,7,4,1} {8,7,4,2} {8,7,4,3} {8,7,4,5} {8,7,4,6} {8,7,4,9} {8,7,5,0} {8,7,5,1} {8,7,5,2} {8,7,5,3} {8,7,5,4} {8,7,5,6} {8,7,5,9} {8,7,6,0} {8,7,6,1} {8,7,6,2} {8,7,6,3} {8,7,6,4} {8,7,6,5} {8,7,6,9} {8,7,9,0} {8,7,9,1} {8,7,9,2} {8,7,9,3} {8,7,9,4} {8,7,9,5} {8,7,9,6} {8,9,0,1} {8,9,0,2} {8,9,0,3} {8,9,0,4} {8,9,0,5} {8,9,0,6} {8,9,0,7} {8,9,1,0} {8,9,1,2} {8,9,1,3} {8,9,1,4} {8,9,1,5} {8,9,1,6} {8,9,1,7} {8,9,2,0} {8,9,2,1} {8,9,2,3} {8,9,2,4} {8,9,2,5} {8,9,2,6} {8,9,2,7} {8,9,3,0} {8,9,3,1} {8,9,3,2} {8,9,3,4} {8,9,3,5} {8,9,3,6} {8,9,3,7} {8,9,4,0} {8,9,4,1} {8,9,4,2} {8,9,4,3} {8,9,4,5} {8,9,4,6} {8,9,4,7} {8,9,5,0} {8,9,5,1} {8,9,5,2} {8,9,5,3} {8,9,5,4} {8,9,5,6} {8,9,5,7} {8,9,6,0} {8,9,6,1} {8,9,6,2} {8,9,6,3} {8,9,6,4} {8,9,6,5} {8,9,6,7} {8,9,7,0} {8,9,7,1} {8,9,7,2} {8,9,7,3} {8,9,7,4} {8,9,7,5} {8,9,7,6}
-
Quote: Originally posted by Igamble on Jan 5, 2015
not true for you cos you have lottomark ,mmmx1
try it without any software of any kind and see how it is...
I know you're a good guy, maybe a little bit drunk today, that's why I don' t take you seriously.
Definitely it's not right to blame standard members and visitors for not buying a membership.
-
Quote: Originally posted by mmx1 on Jan 5, 2015
I know you're a good guy, maybe a little bit drunk today, that's why I don' t take you seriously.
Definitely it's not right to blame standard members and visitors for not buying a membership.
Mmx1. I need a standalone filter programed
How much would u charge.
Thing is. I dont want it put into your software website and definetly not posted on lotterypost
So are u a programmer for hire
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Quote: Originally posted by Lildarryl on Jan 5, 2015
Mmx1. I need a standalone filter programed
How much would u charge.
Thing is. I dont want it put into your software website and definetly not posted on lotterypost
So are u a programmer for hire
No thanks!
-
Quote: Originally posted by adobea78 on Jan 5, 2015
Okay guys, time for validation.
Span > 6 draws
Cost> 504 x1/2 x 6 (1512) or 1/4 of local cost
Target Prize> 2500(local)
Assumption> multiple hits, a hit or a lost within a span
Ark/OHIO/SC >
3,0,1,2} {3,0,1,4} {3,0,1,5} {3,0,1,6} {3,0,1,7} {3,0,1,8} {3,0,1,9} {3,0,2,1} {3,0,2,4} {3,0,2,5} {3,0,2,6} {3,0,2,7} {3,0,2,8} {3,0,2,9} {3,0,4,1} {3,0,4,2} {3,0,4,5} {3,0,4,6} {3,0,4,7} {3,0,4,8} {3,0,4,9} {3,0,5,1} {3,0,5,2} {3,0,5,4} {3,0,5,6} {3,0,5,7} {3,0,5,8} {3,0,5,9} {3,0,6,1} {3,0,6,2} {3,0,6,4} {3,0,6,5} {3,0,6,7} {3,0,6,8} {3,0,6,9} {3,0,7,1} {3,0,7,2} {3,0,7,4} {3,0,7,5} {3,0,7,6} {3,0,7,8} {3,0,7,9} {3,0,8,1} {3,0,8,2} {3,0,8,4} {3,0,8,5} {3,0,8,6} {3,0,8,7} {3,0,8,9} {3,0,9,1} {3,0,9,2} {3,0,9,4} {3,0,9,5} {3,0,9,6} {3,0,9,7} {3,0,9,8} {3,1,0,2} {3,1,0,4} {3,1,0,5} {3,1,0,6} {3,1,0,7} {3,1,0,8} {3,1,0,9} {3,1,2,0} {3,1,2,4} {3,1,2,5} {3,1,2,6} {3,1,2,7} {3,1,2,8} {3,1,2,9} {3,1,4,0} {3,1,4,2} {3,1,4,5} {3,1,4,6} {3,1,4,7} {3,1,4,8} {3,1,4,9} {3,1,5,0} {3,1,5,2} {3,1,5,4} {3,1,5,6} {3,1,5,7} {3,1,5,8} {3,1,5,9} {3,1,6,0} {3,1,6,2} {3,1,6,4} {3,1,6,5} {3,1,6,7} {3,1,6,8} {3,1,6,9} {3,1,7,0} {3,1,7,2} {3,1,7,4} {3,1,7,5} {3,1,7,6} {3,1,7,8} {3,1,7,9} {3,1,8,0} {3,1,8,2} {3,1,8,4} {3,1,8,5} {3,1,8,6} {3,1,8,7} {3,1,8,9} {3,1,9,0} {3,1,9,2} {3,1,9,4} {3,1,9,5} {3,1,9,6} {3,1,9,7} {3,1,9,8} {3,2,0,1} {3,2,0,4} {3,2,0,5} {3,2,0,6} {3,2,0,7} {3,2,0,8} {3,2,0,9} {3,2,1,0} {3,2,1,4} {3,2,1,5} {3,2,1,6} {3,2,1,7} {3,2,1,8} {3,2,1,9} {3,2,4,0} {3,2,4,1} {3,2,4,5} {3,2,4,6} {3,2,4,7} {3,2,4,8} {3,2,4,9} {3,2,5,0} {3,2,5,1} {3,2,5,4} {3,2,5,6} {3,2,5,7} {3,2,5,8} {3,2,5,9} {3,2,6,0} {3,2,6,1} {3,2,6,4} {3,2,6,5} {3,2,6,7} {3,2,6,8} {3,2,6,9} {3,2,7,0} {3,2,7,1} {3,2,7,4} {3,2,7,5} {3,2,7,6} {3,2,7,8} {3,2,7,9} {3,2,8,0} {3,2,8,1} {3,2,8,4} {3,2,8,5} {3,2,8,6} {3,2,8,7} {3,2,8,9} {3,2,9,0} {3,2,9,1} {3,2,9,4} {3,2,9,5} {3,2,9,6} {3,2,9,7} {3,2,9,8} {3,4,0,1} {3,4,0,2} {3,4,0,5} {3,4,0,6} {3,4,0,7} {3,4,0,8} {3,4,0,9} {3,4,1,0} {3,4,1,2} {3,4,1,5} {3,4,1,6} {3,4,1,7} {3,4,1,8} {3,4,1,9} {3,4,2,0} {3,4,2,1} {3,4,2,5} {3,4,2,6} {3,4,2,7} {3,4,2,8} {3,4,2,9} {3,4,5,0} {3,4,5,1} {3,4,5,2} {3,4,5,6} {3,4,5,7} {3,4,5,8} {3,4,5,9} {3,4,6,0} {3,4,6,1} {3,4,6,2} {3,4,6,5} {3,4,6,7} {3,4,6,8} {3,4,6,9} {3,4,7,0} {3,4,7,1} {3,4,7,2} {3,4,7,5} {3,4,7,6} {3,4,7,8} {3,4,7,9} {3,4,8,0} {3,4,8,1} {3,4,8,2} {3,4,8,5} {3,4,8,6} {3,4,8,7} {3,4,8,9} {3,4,9,0} {3,4,9,1} {3,4,9,2} {3,4,9,5} {3,4,9,6} {3,4,9,7} {3,4,9,8} {3,5,0,1} {3,5,0,2} {3,5,0,4} {3,5,0,6} {3,5,0,7} {3,5,0,8} {3,5,0,9} {3,5,1,0} {3,5,1,2} {3,5,1,4} {3,5,1,6} {3,5,1,7} {3,5,1,8} {3,5,1,9} {3,5,2,0} {3,5,2,1} {3,5,2,4} {3,5,2,6} {3,5,2,7} {3,5,2,8} {3,5,2,9} {3,5,4,0} {3,5,4,1} {3,5,4,2} {3,5,4,6} {3,5,4,7} {3,5,4,8} {3,5,4,9} {3,5,6,0} {3,5,6,1} {3,5,6,2} {3,5,6,4} {3,5,6,7} {3,5,6,8} {3,5,6,9} {3,5,7,0} {3,5,7,1} {3,5,7,2} {3,5,7,4} {3,5,7,6} {3,5,7,8} {3,5,7,9} {3,5,8,0} {3,5,8,1} {3,5,8,2} {3,5,8,4} {3,5,8,6} {3,5,8,7} {3,5,8,9} {3,5,9,0} {3,5,9,1} {3,5,9,2} {3,5,9,4} {3,5,9,6} {3,5,9,7} {3,5,9,8} {3,6,0,1} {3,6,0,2} {3,6,0,4} {3,6,0,5} {3,6,0,7} {3,6,0,8} {3,6,0,9} {3,6,1,0} {3,6,1,2} {3,6,1,4} {3,6,1,5} {3,6,1,7} {3,6,1,8} {3,6,1,9} {3,6,2,0} {3,6,2,1} {3,6,2,4} {3,6,2,5} {3,6,2,7} {3,6,2,8} {3,6,2,9} {3,6,4,0} {3,6,4,1} {3,6,4,2} {3,6,4,5} {3,6,4,7} {3,6,4,8} {3,6,4,9} {3,6,5,0} {3,6,5,1} {3,6,5,2} {3,6,5,4} {3,6,5,7} {3,6,5,8} {3,6,5,9} {3,6,7,0} {3,6,7,1} {3,6,7,2} {3,6,7,4} {3,6,7,5} {3,6,7,8} {3,6,7,9} {3,6,8,0} {3,6,8,1} {3,6,8,2} {3,6,8,4} {3,6,8,5} {3,6,8,7} {3,6,8,9} {3,6,9,0} {3,6,9,1} {3,6,9,2} {3,6,9,4} {3,6,9,5} {3,6,9,7} {3,6,9,8} {3,7,0,1} {3,7,0,2} {3,7,0,4} {3,7,0,5} {3,7,0,6} {3,7,0,8} {3,7,0,9} {3,7,1,0} {3,7,1,2} {3,7,1,4} {3,7,1,5} {3,7,1,6} {3,7,1,8} {3,7,1,9} {3,7,2,0} {3,7,2,1} {3,7,2,4} {3,7,2,5} {3,7,2,6} {3,7,2,8} {3,7,2,9} {3,7,4,0} {3,7,4,1} {3,7,4,2} {3,7,4,5} {3,7,4,6} {3,7,4,8} {3,7,4,9} {3,7,5,0} {3,7,5,1} {3,7,5,2} {3,7,5,4} {3,7,5,6} {3,7,5,8} {3,7,5,9} {3,7,6,0} {3,7,6,1} {3,7,6,2} {3,7,6,4} {3,7,6,5} {3,7,6,8} {3,7,6,9} {3,7,8,0} {3,7,8,1} {3,7,8,2} {3,7,8,4} {3,7,8,5} {3,7,8,6} {3,7,8,9} {3,7,9,0} {3,7,9,1} {3,7,9,2} {3,7,9,4} {3,7,9,5} {3,7,9,6} {3,7,9,8} {3,8,0,1} {3,8,0,2} {3,8,0,4} {3,8,0,5} {3,8,0,6} {3,8,0,7} {3,8,0,9} {3,8,1,0} {3,8,1,2} {3,8,1,4} {3,8,1,5} {3,8,1,6} {3,8,1,7} {3,8,1,9} {3,8,2,0} {3,8,2,1} {3,8,2,4} {3,8,2,5} {3,8,2,6} {3,8,2,7} {3,8,2,9} {3,8,4,0} {3,8,4,1} {3,8,4,2} {3,8,4,5} {3,8,4,6} {3,8,4,7} {3,8,4,9} {3,8,5,0} {3,8,5,1} {3,8,5,2} {3,8,5,4} {3,8,5,6} {3,8,5,7} {3,8,5,9} {3,8,6,0} {3,8,6,1} {3,8,6,2} {3,8,6,4} {3,8,6,5} {3,8,6,7} {3,8,6,9} {3,8,7,0} {3,8,7,1} {3,8,7,2} {3,8,7,4} {3,8,7,5} {3,8,7,6} {3,8,7,9} {3,8,9,0} {3,8,9,1} {3,8,9,2} {3,8,9,4} {3,8,9,5} {3,8,9,6} {3,8,9,7} {3,9,0,1} {3,9,0,2} {3,9,0,4} {3,9,0,5} {3,9,0,6} {3,9,0,7} {3,9,0,8} {3,9,1,0} {3,9,1,2} {3,9,1,4} {3,9,1,5} {3,9,1,6} {3,9,1,7} {3,9,1,8} {3,9,2,0} {3,9,2,1} {3,9,2,4} {3,9,2,5} {3,9,2,6} {3,9,2,7} {3,9,2,8} {3,9,4,0} {3,9,4,1} {3,9,4,2} {3,9,4,5} {3,9,4,6} {3,9,4,7} {3,9,4,8} {3,9,5,0} {3,9,5,1} {3,9,5,2} {3,9,5,4} {3,9,5,6} {3,9,5,7} {3,9,5,8} {3,9,6,0} {3,9,6,1} {3,9,6,2} {3,9,6,4} {3,9,6,5} {3,9,6,7} {3,9,6,8} {3,9,7,0} {3,9,7,1} {3,9,7,2} {3,9,7,4} {3,9,7,5} {3,9,7,6} {3,9,7,8} {3,9,8,0} {3,9,8,1} {3,9,8,2} {3,9,8,4} {3,9,8,5} {3,9,8,6} {3,9,8,7}
GA>
{8,0,1,2} {8,0,1,3} {8,0,1,4} {8,0,1,5} {8,0,1,6} {8,0,1,7} {8,0,1,9} {8,0,2,1} {8,0,2,3} {8,0,2,4} {8,0,2,5} {8,0,2,6} {8,0,2,7} {8,0,2,9} {8,0,3,1} {8,0,3,2} {8,0,3,4} {8,0,3,5} {8,0,3,6} {8,0,3,7} {8,0,3,9} {8,0,4,1} {8,0,4,2} {8,0,4,3} {8,0,4,5} {8,0,4,6} {8,0,4,7} {8,0,4,9} {8,0,5,1} {8,0,5,2} {8,0,5,3} {8,0,5,4} {8,0,5,6} {8,0,5,7} {8,0,5,9} {8,0,6,1} {8,0,6,2} {8,0,6,3} {8,0,6,4} {8,0,6,5} {8,0,6,7} {8,0,6,9} {8,0,7,1} {8,0,7,2} {8,0,7,3} {8,0,7,4} {8,0,7,5} {8,0,7,6} {8,0,7,9} {8,0,9,1} {8,0,9,2} {8,0,9,3} {8,0,9,4} {8,0,9,5} {8,0,9,6} {8,0,9,7} {8,1,0,2} {8,1,0,3} {8,1,0,4} {8,1,0,5} {8,1,0,6} {8,1,0,7} {8,1,0,9} {8,1,2,0} {8,1,2,3} {8,1,2,4} {8,1,2,5} {8,1,2,6} {8,1,2,7} {8,1,2,9} {8,1,3,0} {8,1,3,2} {8,1,3,4} {8,1,3,5} {8,1,3,6} {8,1,3,7} {8,1,3,9} {8,1,4,0} {8,1,4,2} {8,1,4,3} {8,1,4,5} {8,1,4,6} {8,1,4,7} {8,1,4,9} {8,1,5,0} {8,1,5,2} {8,1,5,3} {8,1,5,4} {8,1,5,6} {8,1,5,7} {8,1,5,9} {8,1,6,0} {8,1,6,2} {8,1,6,3} {8,1,6,4} {8,1,6,5} {8,1,6,7} {8,1,6,9} {8,1,7,0} {8,1,7,2} {8,1,7,3} {8,1,7,4} {8,1,7,5} {8,1,7,6} {8,1,7,9} {8,1,9,0} {8,1,9,2} {8,1,9,3} {8,1,9,4} {8,1,9,5} {8,1,9,6} {8,1,9,7} {8,2,0,1} {8,2,0,3} {8,2,0,4} {8,2,0,5} {8,2,0,6} {8,2,0,7} {8,2,0,9} {8,2,1,0} {8,2,1,3} {8,2,1,4} {8,2,1,5} {8,2,1,6} {8,2,1,7} {8,2,1,9} {8,2,3,0} {8,2,3,1} {8,2,3,4} {8,2,3,5} {8,2,3,6} {8,2,3,7} {8,2,3,9} {8,2,4,0} {8,2,4,1} {8,2,4,3} {8,2,4,5} {8,2,4,6} {8,2,4,7} {8,2,4,9} {8,2,5,0} {8,2,5,1} {8,2,5,3} {8,2,5,4} {8,2,5,6} {8,2,5,7} {8,2,5,9} {8,2,6,0} {8,2,6,1} {8,2,6,3} {8,2,6,4} {8,2,6,5} {8,2,6,7} {8,2,6,9} {8,2,7,0} {8,2,7,1} {8,2,7,3} {8,2,7,4} {8,2,7,5} {8,2,7,6} {8,2,7,9} {8,2,9,0} {8,2,9,1} {8,2,9,3} {8,2,9,4} {8,2,9,5} {8,2,9,6} {8,2,9,7} {8,3,0,1} {8,3,0,2} {8,3,0,4} {8,3,0,5} {8,3,0,6} {8,3,0,7} {8,3,0,9} {8,3,1,0} {8,3,1,2} {8,3,1,4} {8,3,1,5} {8,3,1,6} {8,3,1,7} {8,3,1,9} {8,3,2,0} {8,3,2,1} {8,3,2,4} {8,3,2,5} {8,3,2,6} {8,3,2,7} {8,3,2,9} {8,3,4,0} {8,3,4,1} {8,3,4,2} {8,3,4,5} {8,3,4,6} {8,3,4,7} {8,3,4,9} {8,3,5,0} {8,3,5,1} {8,3,5,2} {8,3,5,4} {8,3,5,6} {8,3,5,7} {8,3,5,9} {8,3,6,0} {8,3,6,1} {8,3,6,2} {8,3,6,4} {8,3,6,5} {8,3,6,7} {8,3,6,9} {8,3,7,0} {8,3,7,1} {8,3,7,2} {8,3,7,4} {8,3,7,5} {8,3,7,6} {8,3,7,9} {8,3,9,0} {8,3,9,1} {8,3,9,2} {8,3,9,4} {8,3,9,5} {8,3,9,6} {8,3,9,7} {8,4,0,1} {8,4,0,2} {8,4,0,3} {8,4,0,5} {8,4,0,6} {8,4,0,7} {8,4,0,9} {8,4,1,0} {8,4,1,2} {8,4,1,3} {8,4,1,5} {8,4,1,6} {8,4,1,7} {8,4,1,9} {8,4,2,0} {8,4,2,1} {8,4,2,3} {8,4,2,5} {8,4,2,6} {8,4,2,7} {8,4,2,9} {8,4,3,0} {8,4,3,1} {8,4,3,2} {8,4,3,5} {8,4,3,6} {8,4,3,7} {8,4,3,9} {8,4,5,0} {8,4,5,1} {8,4,5,2} {8,4,5,3} {8,4,5,6} {8,4,5,7} {8,4,5,9} {8,4,6,0} {8,4,6,1} {8,4,6,2} {8,4,6,3} {8,4,6,5} {8,4,6,7} {8,4,6,9} {8,4,7,0} {8,4,7,1} {8,4,7,2} {8,4,7,3} {8,4,7,5} {8,4,7,6} {8,4,7,9} {8,4,9,0} {8,4,9,1} {8,4,9,2} {8,4,9,3} {8,4,9,5} {8,4,9,6} {8,4,9,7} {8,5,0,1} {8,5,0,2} {8,5,0,3} {8,5,0,4} {8,5,0,6} {8,5,0,7} {8,5,0,9} {8,5,1,0} {8,5,1,2} {8,5,1,3} {8,5,1,4} {8,5,1,6} {8,5,1,7} {8,5,1,9} {8,5,2,0} {8,5,2,1} {8,5,2,3} {8,5,2,4} {8,5,2,6} {8,5,2,7} {8,5,2,9} {8,5,3,0} {8,5,3,1} {8,5,3,2} {8,5,3,4} {8,5,3,6} {8,5,3,7} {8,5,3,9} {8,5,4,0} {8,5,4,1} {8,5,4,2} {8,5,4,3} {8,5,4,6} {8,5,4,7} {8,5,4,9} {8,5,6,0} {8,5,6,1} {8,5,6,2} {8,5,6,3} {8,5,6,4} {8,5,6,7} {8,5,6,9} {8,5,7,0} {8,5,7,1} {8,5,7,2} {8,5,7,3} {8,5,7,4} {8,5,7,6} {8,5,7,9} {8,5,9,0} {8,5,9,1} {8,5,9,2} {8,5,9,3} {8,5,9,4} {8,5,9,6} {8,5,9,7} {8,6,0,1} {8,6,0,2} {8,6,0,3} {8,6,0,4} {8,6,0,5} {8,6,0,7} {8,6,0,9} {8,6,1,0} {8,6,1,2} {8,6,1,3} {8,6,1,4} {8,6,1,5} {8,6,1,7} {8,6,1,9} {8,6,2,0} {8,6,2,1} {8,6,2,3} {8,6,2,4} {8,6,2,5} {8,6,2,7} {8,6,2,9} {8,6,3,0} {8,6,3,1} {8,6,3,2} {8,6,3,4} {8,6,3,5} {8,6,3,7} {8,6,3,9} {8,6,4,0} {8,6,4,1} {8,6,4,2} {8,6,4,3} {8,6,4,5} {8,6,4,7} {8,6,4,9} {8,6,5,0} {8,6,5,1} {8,6,5,2} {8,6,5,3} {8,6,5,4} {8,6,5,7} {8,6,5,9} {8,6,7,0} {8,6,7,1} {8,6,7,2} {8,6,7,3} {8,6,7,4} {8,6,7,5} {8,6,7,9} {8,6,9,0} {8,6,9,1} {8,6,9,2} {8,6,9,3} {8,6,9,4} {8,6,9,5} {8,6,9,7} {8,7,0,1} {8,7,0,2} {8,7,0,3} {8,7,0,4} {8,7,0,5} {8,7,0,6} {8,7,0,9} {8,7,1,0} {8,7,1,2} {8,7,1,3} {8,7,1,4} {8,7,1,5} {8,7,1,6} {8,7,1,9} {8,7,2,0} {8,7,2,1} {8,7,2,3} {8,7,2,4} {8,7,2,5} {8,7,2,6} {8,7,2,9} {8,7,3,0} {8,7,3,1} {8,7,3,2} {8,7,3,4} {8,7,3,5} {8,7,3,6} {8,7,3,9} {8,7,4,0} {8,7,4,1} {8,7,4,2} {8,7,4,3} {8,7,4,5} {8,7,4,6} {8,7,4,9} {8,7,5,0} {8,7,5,1} {8,7,5,2} {8,7,5,3} {8,7,5,4} {8,7,5,6} {8,7,5,9} {8,7,6,0} {8,7,6,1} {8,7,6,2} {8,7,6,3} {8,7,6,4} {8,7,6,5} {8,7,6,9} {8,7,9,0} {8,7,9,1} {8,7,9,2} {8,7,9,3} {8,7,9,4} {8,7,9,5} {8,7,9,6} {8,9,0,1} {8,9,0,2} {8,9,0,3} {8,9,0,4} {8,9,0,5} {8,9,0,6} {8,9,0,7} {8,9,1,0} {8,9,1,2} {8,9,1,3} {8,9,1,4} {8,9,1,5} {8,9,1,6} {8,9,1,7} {8,9,2,0} {8,9,2,1} {8,9,2,3} {8,9,2,4} {8,9,2,5} {8,9,2,6} {8,9,2,7} {8,9,3,0} {8,9,3,1} {8,9,3,2} {8,9,3,4} {8,9,3,5} {8,9,3,6} {8,9,3,7} {8,9,4,0} {8,9,4,1} {8,9,4,2} {8,9,4,3} {8,9,4,5} {8,9,4,6} {8,9,4,7} {8,9,5,0} {8,9,5,1} {8,9,5,2} {8,9,5,3} {8,9,5,4} {8,9,5,6} {8,9,5,7} {8,9,6,0} {8,9,6,1} {8,9,6,2} {8,9,6,3} {8,9,6,4} {8,9,6,5} {8,9,6,7} {8,9,7,0} {8,9,7,1} {8,9,7,2} {8,9,7,3} {8,9,7,4} {8,9,7,5} {8,9,7,6}
Ark> str 3975
Cost > 252 or 504(local)
Prize > 2500 or 5000(local)
Profit>2248 or 4496(local)
NB> span is 6 draws, assumption is multiple hits or lost, with early hits finish the span.
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FL>6 draws
{8,0,1,2} {8,0,1,3} {8,0,1,4} {8,0,1,5} {8,0,1,6} {8,0,1,7} {8,0,1,9} {8,0,2,1} {8,0,2,3} {8,0,2,4} {8,0,2,5} {8,0,2,6} {8,0,2,7} {8,0,2,9} {8,0,3,1} {8,0,3,2} {8,0,3,4} {8,0,3,5} {8,0,3,6} {8,0,3,7} {8,0,3,9} {8,0,4,1} {8,0,4,2} {8,0,4,3} {8,0,4,5} {8,0,4,6} {8,0,4,7} {8,0,4,9} {8,0,5,1} {8,0,5,2} {8,0,5,3} {8,0,5,4} {8,0,5,6} {8,0,5,7} {8,0,5,9} {8,0,6,1} {8,0,6,2} {8,0,6,3} {8,0,6,4} {8,0,6,5} {8,0,6,7} {8,0,6,9} {8,0,7,1} {8,0,7,2} {8,0,7,3} {8,0,7,4} {8,0,7,5} {8,0,7,6} {8,0,7,9} {8,0,9,1} {8,0,9,2} {8,0,9,3} {8,0,9,4} {8,0,9,5} {8,0,9,6} {8,0,9,7} {8,1,0,2} {8,1,0,3} {8,1,0,4} {8,1,0,5} {8,1,0,6} {8,1,0,7} {8,1,0,9} {8,1,2,0} {8,1,2,3} {8,1,2,4} {8,1,2,5} {8,1,2,6} {8,1,2,7} {8,1,2,9} {8,1,3,0} {8,1,3,2} {8,1,3,4} {8,1,3,5} {8,1,3,6} {8,1,3,7} {8,1,3,9} {8,1,4,0} {8,1,4,2} {8,1,4,3} {8,1,4,5} {8,1,4,6} {8,1,4,7} {8,1,4,9} {8,1,5,0} {8,1,5,2} {8,1,5,3} {8,1,5,4} {8,1,5,6} {8,1,5,7} {8,1,5,9} {8,1,6,0} {8,1,6,2} {8,1,6,3} {8,1,6,4} {8,1,6,5} {8,1,6,7} {8,1,6,9} {8,1,7,0} {8,1,7,2} {8,1,7,3} {8,1,7,4} {8,1,7,5} {8,1,7,6} {8,1,7,9} {8,1,9,0} {8,1,9,2} {8,1,9,3} {8,1,9,4} {8,1,9,5} {8,1,9,6} {8,1,9,7} {8,2,0,1} {8,2,0,3} {8,2,0,4} {8,2,0,5} {8,2,0,6} {8,2,0,7} {8,2,0,9} {8,2,1,0} {8,2,1,3} {8,2,1,4} {8,2,1,5} {8,2,1,6} {8,2,1,7} {8,2,1,9} {8,2,3,0} {8,2,3,1} {8,2,3,4} {8,2,3,5} {8,2,3,6} {8,2,3,7} {8,2,3,9} {8,2,4,0} {8,2,4,1} {8,2,4,3} {8,2,4,5} {8,2,4,6} {8,2,4,7} {8,2,4,9} {8,2,5,0} {8,2,5,1} {8,2,5,3} {8,2,5,4} {8,2,5,6} {8,2,5,7} {8,2,5,9} {8,2,6,0} {8,2,6,1} {8,2,6,3} {8,2,6,4} {8,2,6,5} {8,2,6,7} {8,2,6,9} {8,2,7,0} {8,2,7,1} {8,2,7,3} {8,2,7,4} {8,2,7,5} {8,2,7,6} {8,2,7,9} {8,2,9,0} {8,2,9,1} {8,2,9,3} {8,2,9,4} {8,2,9,5} {8,2,9,6} {8,2,9,7} {8,3,0,1} {8,3,0,2} {8,3,0,4} {8,3,0,5} {8,3,0,6} {8,3,0,7} {8,3,0,9} {8,3,1,0} {8,3,1,2} {8,3,1,4} {8,3,1,5} {8,3,1,6} {8,3,1,7} {8,3,1,9} {8,3,2,0} {8,3,2,1} {8,3,2,4} {8,3,2,5} {8,3,2,6} {8,3,2,7} {8,3,2,9} {8,3,4,0} {8,3,4,1} {8,3,4,2} {8,3,4,5} {8,3,4,6} {8,3,4,7} {8,3,4,9} {8,3,5,0} {8,3,5,1} {8,3,5,2} {8,3,5,4} {8,3,5,6} {8,3,5,7} {8,3,5,9} {8,3,6,0} {8,3,6,1} {8,3,6,2} {8,3,6,4} {8,3,6,5} {8,3,6,7} {8,3,6,9} {8,3,7,0} {8,3,7,1} {8,3,7,2} {8,3,7,4} {8,3,7,5} {8,3,7,6} {8,3,7,9} {8,3,9,0} {8,3,9,1} {8,3,9,2} {8,3,9,4} {8,3,9,5} {8,3,9,6} {8,3,9,7} {8,4,0,1} {8,4,0,2} {8,4,0,3} {8,4,0,5} {8,4,0,6} {8,4,0,7} {8,4,0,9} {8,4,1,0} {8,4,1,2} {8,4,1,3} {8,4,1,5} {8,4,1,6} {8,4,1,7} {8,4,1,9} {8,4,2,0} {8,4,2,1} {8,4,2,3} {8,4,2,5} {8,4,2,6} {8,4,2,7} {8,4,2,9} {8,4,3,0} {8,4,3,1} {8,4,3,2} {8,4,3,5} {8,4,3,6} {8,4,3,7} {8,4,3,9} {8,4,5,0} {8,4,5,1} {8,4,5,2} {8,4,5,3} {8,4,5,6} {8,4,5,7} {8,4,5,9} {8,4,6,0} {8,4,6,1} {8,4,6,2} {8,4,6,3} {8,4,6,5} {8,4,6,7} {8,4,6,9} {8,4,7,0} {8,4,7,1} {8,4,7,2} {8,4,7,3} {8,4,7,5} {8,4,7,6} {8,4,7,9} {8,4,9,0} {8,4,9,1} {8,4,9,2} {8,4,9,3} {8,4,9,5} {8,4,9,6} {8,4,9,7} {8,5,0,1} {8,5,0,2} {8,5,0,3} {8,5,0,4} {8,5,0,6} {8,5,0,7} {8,5,0,9} {8,5,1,0} {8,5,1,2} {8,5,1,3} {8,5,1,4} {8,5,1,6} {8,5,1,7} {8,5,1,9} {8,5,2,0} {8,5,2,1} {8,5,2,3} {8,5,2,4} {8,5,2,6} {8,5,2,7} {8,5,2,9} {8,5,3,0} {8,5,3,1} {8,5,3,2} {8,5,3,4} {8,5,3,6} {8,5,3,7} {8,5,3,9} {8,5,4,0} {8,5,4,1} {8,5,4,2} {8,5,4,3} {8,5,4,6} {8,5,4,7} {8,5,4,9} {8,5,6,0} {8,5,6,1} {8,5,6,2} {8,5,6,3} {8,5,6,4} {8,5,6,7} {8,5,6,9} {8,5,7,0} {8,5,7,1} {8,5,7,2} {8,5,7,3} {8,5,7,4} {8,5,7,6} {8,5,7,9} {8,5,9,0} {8,5,9,1} {8,5,9,2} {8,5,9,3} {8,5,9,4} {8,5,9,6} {8,5,9,7} {8,6,0,1} {8,6,0,2} {8,6,0,3} {8,6,0,4} {8,6,0,5} {8,6,0,7} {8,6,0,9} {8,6,1,0} {8,6,1,2} {8,6,1,3} {8,6,1,4} {8,6,1,5} {8,6,1,7} {8,6,1,9} {8,6,2,0} {8,6,2,1} {8,6,2,3} {8,6,2,4} {8,6,2,5} {8,6,2,7} {8,6,2,9} {8,6,3,0} {8,6,3,1} {8,6,3,2} {8,6,3,4} {8,6,3,5} {8,6,3,7} {8,6,3,9} {8,6,4,0} {8,6,4,1} {8,6,4,2} {8,6,4,3} {8,6,4,5} {8,6,4,7} {8,6,4,9} {8,6,5,0} {8,6,5,1} {8,6,5,2} {8,6,5,3} {8,6,5,4} {8,6,5,7} {8,6,5,9} {8,6,7,0} {8,6,7,1} {8,6,7,2} {8,6,7,3} {8,6,7,4} {8,6,7,5} {8,6,7,9} {8,6,9,0} {8,6,9,1} {8,6,9,2} {8,6,9,3} {8,6,9,4} {8,6,9,5} {8,6,9,7} {8,7,0,1} {8,7,0,2} {8,7,0,3} {8,7,0,4} {8,7,0,5} {8,7,0,6} {8,7,0,9} {8,7,1,0} {8,7,1,2} {8,7,1,3} {8,7,1,4} {8,7,1,5} {8,7,1,6} {8,7,1,9} {8,7,2,0} {8,7,2,1} {8,7,2,3} {8,7,2,4} {8,7,2,5} {8,7,2,6} {8,7,2,9} {8,7,3,0} {8,7,3,1} {8,7,3,2} {8,7,3,4} {8,7,3,5} {8,7,3,6} {8,7,3,9} {8,7,4,0} {8,7,4,1} {8,7,4,2} {8,7,4,3} {8,7,4,5} {8,7,4,6} {8,7,4,9} {8,7,5,0} {8,7,5,1} {8,7,5,2} {8,7,5,3} {8,7,5,4} {8,7,5,6} {8,7,5,9} {8,7,6,0} {8,7,6,1} {8,7,6,2} {8,7,6,3} {8,7,6,4} {8,7,6,5} {8,7,6,9} {8,7,9,0} {8,7,9,1} {8,7,9,2} {8,7,9,3} {8,7,9,4} {8,7,9,5} {8,7,9,6} {8,9,0,1} {8,9,0,2} {8,9,0,3} {8,9,0,4} {8,9,0,5} {8,9,0,6} {8,9,0,7} {8,9,1,0} {8,9,1,2} {8,9,1,3} {8,9,1,4} {8,9,1,5} {8,9,1,6} {8,9,1,7} {8,9,2,0} {8,9,2,1} {8,9,2,3} {8,9,2,4} {8,9,2,5} {8,9,2,6} {8,9,2,7} {8,9,3,0} {8,9,3,1} {8,9,3,2} {8,9,3,4} {8,9,3,5} {8,9,3,6} {8,9,3,7} {8,9,4,0} {8,9,4,1} {8,9,4,2} {8,9,4,3} {8,9,4,5} {8,9,4,6} {8,9,4,7} {8,9,5,0} {8,9,5,1} {8,9,5,2} {8,9,5,3} {8,9,5,4} {8,9,5,6} {8,9,5,7} {8,9,6,0} {8,9,6,1} {8,9,6,2} {8,9,6,3} {8,9,6,4} {8,9,6,5} {8,9,6,7} {8,9,7,0} {8,9,7,1} {8,9,7,2} {8,9,7,3} {8,9,7,4} {8,9,7,5} {8,9,7,6}
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Quote: Originally posted by adobea78 on Jan 4, 2015
How many single straights? 5040, predicting position 1 digit will result in 504 picks. I have tested this time and after time , and the hit is consistent for the average span of 5 draws. Assumption is, you hit two straights, mitigate cost or you lose .This strategy needs initial bankroll of at least $2000 and good predictive method to locate your next position one digit. The cost can be halved locally or even reduced waging at different outlet for huge returns. I will take the first 5 request strictly by mail (to make decision on next span) and suggest a waging strategy. This thread and assumption, is extension of this.
NB> Predictive method key+NP3 or Front Pair+NP2, is the subject of the thread, so keep comment on the method, size of picks and cost is subjective to any wager of legal age.
Span> 6 draws for only str bets
CT>
{2,0,1,3} {2,0,1,4} {2,0,1,5} {2,0,1,6} {2,0,1,7} {2,0,1,8} {2,0,1,9} {2,0,3,1} {2,0,3,4} {2,0,3,5} {2,0,3,6} {2,0,3,7} {2,0,3,8} {2,0,3,9} {2,0,4,1} {2,0,4,3} {2,0,4,5} {2,0,4,6} {2,0,4,7} {2,0,4,8} {2,0,4,9} {2,0,5,1} {2,0,5,3} {2,0,5,4} {2,0,5,6} {2,0,5,7} {2,0,5,8} {2,0,5,9} {2,0,6,1} {2,0,6,3} {2,0,6,4} {2,0,6,5} {2,0,6,7} {2,0,6,8} {2,0,6,9} {2,0,7,1} {2,0,7,3} {2,0,7,4} {2,0,7,5} {2,0,7,6} {2,0,7,8} {2,0,7,9} {2,0,8,1} {2,0,8,3} {2,0,8,4} {2,0,8,5} {2,0,8,6} {2,0,8,7} {2,0,8,9} {2,0,9,1} {2,0,9,3} {2,0,9,4} {2,0,9,5} {2,0,9,6} {2,0,9,7} {2,0,9,8} {2,1,0,3} {2,1,0,4} {2,1,0,5} {2,1,0,6} {2,1,0,7} {2,1,0,8} {2,1,0,9} {2,1,3,0} {2,1,3,4} {2,1,3,5} {2,1,3,6} {2,1,3,7} {2,1,3,8} {2,1,3,9} {2,1,4,0} {2,1,4,3} {2,1,4,5} {2,1,4,6} {2,1,4,7} {2,1,4,8} {2,1,4,9} {2,1,5,0} {2,1,5,3} {2,1,5,4} {2,1,5,6} {2,1,5,7} {2,1,5,8} {2,1,5,9} {2,1,6,0} {2,1,6,3} {2,1,6,4} {2,1,6,5} {2,1,6,7} {2,1,6,8} {2,1,6,9} {2,1,7,0} {2,1,7,3} {2,1,7,4} {2,1,7,5} {2,1,7,6} {2,1,7,8} {2,1,7,9} {2,1,8,0} {2,1,8,3} {2,1,8,4} {2,1,8,5} {2,1,8,6} {2,1,8,7} {2,1,8,9} {2,1,9,0} {2,1,9,3} {2,1,9,4} {2,1,9,5} {2,1,9,6} {2,1,9,7} {2,1,9,8} {2,3,0,1} {2,3,0,4} {2,3,0,5} {2,3,0,6} {2,3,0,7} {2,3,0,8} {2,3,0,9} {2,3,1,0} {2,3,1,4} {2,3,1,5} {2,3,1,6} {2,3,1,7} {2,3,1,8} {2,3,1,9} {2,3,4,0} {2,3,4,1} {2,3,4,5} {2,3,4,6} {2,3,4,7} {2,3,4,8} {2,3,4,9} {2,3,5,0} {2,3,5,1} {2,3,5,4} {2,3,5,6} {2,3,5,7} {2,3,5,8} {2,3,5,9} {2,3,6,0} {2,3,6,1} {2,3,6,4} {2,3,6,5} {2,3,6,7} {2,3,6,8} {2,3,6,9} {2,3,7,0} {2,3,7,1} {2,3,7,4} {2,3,7,5} {2,3,7,6} {2,3,7,8} {2,3,7,9} {2,3,8,0} {2,3,8,1} {2,3,8,4} {2,3,8,5} {2,3,8,6} {2,3,8,7} {2,3,8,9} {2,3,9,0} {2,3,9,1} {2,3,9,4} {2,3,9,5} {2,3,9,6} {2,3,9,7} {2,3,9,8} {2,4,0,1} {2,4,0,3} {2,4,0,5} {2,4,0,6} {2,4,0,7} {2,4,0,8} {2,4,0,9} {2,4,1,0} {2,4,1,3} {2,4,1,5} {2,4,1,6} {2,4,1,7} {2,4,1,8} {2,4,1,9} {2,4,3,0} {2,4,3,1} {2,4,3,5} {2,4,3,6} {2,4,3,7} {2,4,3,8} {2,4,3,9} {2,4,5,0} {2,4,5,1} {2,4,5,3} {2,4,5,6} {2,4,5,7} {2,4,5,8} {2,4,5,9} {2,4,6,0} {2,4,6,1} {2,4,6,3} {2,4,6,5} {2,4,6,7} {2,4,6,8} {2,4,6,9} {2,4,7,0} {2,4,7,1} {2,4,7,3} {2,4,7,5} {2,4,7,6} {2,4,7,8} {2,4,7,9} {2,4,8,0} {2,4,8,1} {2,4,8,3} {2,4,8,5} {2,4,8,6} {2,4,8,7} {2,4,8,9} {2,4,9,0} {2,4,9,1} {2,4,9,3} {2,4,9,5} {2,4,9,6} {2,4,9,7} {2,4,9,8} {2,5,0,1} {2,5,0,3} {2,5,0,4} {2,5,0,6} {2,5,0,7} {2,5,0,8} {2,5,0,9} {2,5,1,0} {2,5,1,3} {2,5,1,4} {2,5,1,6} {2,5,1,7} {2,5,1,8} {2,5,1,9} {2,5,3,0} {2,5,3,1} {2,5,3,4} {2,5,3,6} {2,5,3,7} {2,5,3,8} {2,5,3,9} {2,5,4,0} {2,5,4,1} {2,5,4,3} {2,5,4,6} {2,5,4,7} {2,5,4,8} {2,5,4,9} {2,5,6,0} {2,5,6,1} {2,5,6,3} {2,5,6,4} {2,5,6,7} {2,5,6,8} {2,5,6,9} {2,5,7,0} {2,5,7,1} {2,5,7,3} {2,5,7,4} {2,5,7,6} {2,5,7,8} {2,5,7,9} {2,5,8,0} {2,5,8,1} {2,5,8,3} {2,5,8,4} {2,5,8,6} {2,5,8,7} {2,5,8,9} {2,5,9,0} {2,5,9,1} {2,5,9,3} {2,5,9,4} {2,5,9,6} {2,5,9,7} {2,5,9,8} {2,6,0,1} {2,6,0,3} {2,6,0,4} {2,6,0,5} {2,6,0,7} {2,6,0,8} {2,6,0,9} {2,6,1,0} {2,6,1,3} {2,6,1,4} {2,6,1,5} {2,6,1,7} {2,6,1,8} {2,6,1,9} {2,6,3,0} {2,6,3,1} {2,6,3,4} {2,6,3,5} {2,6,3,7} {2,6,3,8} {2,6,3,9} {2,6,4,0} {2,6,4,1} {2,6,4,3} {2,6,4,5} {2,6,4,7} {2,6,4,8} {2,6,4,9} {2,6,5,0} {2,6,5,1} {2,6,5,3} {2,6,5,4} {2,6,5,7} {2,6,5,8} {2,6,5,9} {2,6,7,0} {2,6,7,1} {2,6,7,3} {2,6,7,4} {2,6,7,5} {2,6,7,8} {2,6,7,9} {2,6,8,0} {2,6,8,1} {2,6,8,3} {2,6,8,4} {2,6,8,5} {2,6,8,7} {2,6,8,9} {2,6,9,0} {2,6,9,1} {2,6,9,3} {2,6,9,4} {2,6,9,5} {2,6,9,7} {2,6,9,8} {2,7,0,1} {2,7,0,3} {2,7,0,4} {2,7,0,5} {2,7,0,6} {2,7,0,8} {2,7,0,9} {2,7,1,0} {2,7,1,3} {2,7,1,4} {2,7,1,5} {2,7,1,6} {2,7,1,8} {2,7,1,9} {2,7,3,0} {2,7,3,1} {2,7,3,4} {2,7,3,5} {2,7,3,6} {2,7,3,8} {2,7,3,9} {2,7,4,0} {2,7,4,1} {2,7,4,3} {2,7,4,5} {2,7,4,6} {2,7,4,8} {2,7,4,9} {2,7,5,0} {2,7,5,1} {2,7,5,3} {2,7,5,4} {2,7,5,6} {2,7,5,8} {2,7,5,9} {2,7,6,0} {2,7,6,1} {2,7,6,3} {2,7,6,4} {2,7,6,5} {2,7,6,8} {2,7,6,9} {2,7,8,0} {2,7,8,1} {2,7,8,3} {2,7,8,4} {2,7,8,5} {2,7,8,6} {2,7,8,9} {2,7,9,0} {2,7,9,1} {2,7,9,3} {2,7,9,4} {2,7,9,5} {2,7,9,6} {2,7,9,8} {2,8,0,1} {2,8,0,3} {2,8,0,4} {2,8,0,5} {2,8,0,6} {2,8,0,7} {2,8,0,9} {2,8,1,0} {2,8,1,3} {2,8,1,4} {2,8,1,5} {2,8,1,6} {2,8,1,7} {2,8,1,9} {2,8,3,0} {2,8,3,1} {2,8,3,4} {2,8,3,5} {2,8,3,6} {2,8,3,7} {2,8,3,9} {2,8,4,0} {2,8,4,1} {2,8,4,3} {2,8,4,5} {2,8,4,6} {2,8,4,7} {2,8,4,9} {2,8,5,0} {2,8,5,1} {2,8,5,3} {2,8,5,4} {2,8,5,6} {2,8,5,7} {2,8,5,9} {2,8,6,0} {2,8,6,1} {2,8,6,3} {2,8,6,4} {2,8,6,5} {2,8,6,7} {2,8,6,9} {2,8,7,0} {2,8,7,1} {2,8,7,3} {2,8,7,4} {2,8,7,5} {2,8,7,6} {2,8,7,9} {2,8,9,0} {2,8,9,1} {2,8,9,3} {2,8,9,4} {2,8,9,5} {2,8,9,6} {2,8,9,7} {2,9,0,1} {2,9,0,3} {2,9,0,4} {2,9,0,5} {2,9,0,6} {2,9,0,7} {2,9,0,8} {2,9,1,0} {2,9,1,3} {2,9,1,4} {2,9,1,5} {2,9,1,6} {2,9,1,7} {2,9,1,8} {2,9,3,0} {2,9,3,1} {2,9,3,4} {2,9,3,5} {2,9,3,6} {2,9,3,7} {2,9,3,8} {2,9,4,0} {2,9,4,1} {2,9,4,3} {2,9,4,5} {2,9,4,6} {2,9,4,7} {2,9,4,8} {2,9,5,0} {2,9,5,1} {2,9,5,3} {2,9,5,4} {2,9,5,6} {2,9,5,7} {2,9,5,8} {2,9,6,0} {2,9,6,1} {2,9,6,3} {2,9,6,4} {2,9,6,5} {2,9,6,7} {2,9,6,8} {2,9,7,0} {2,9,7,1} {2,9,7,3} {2,9,7,4} {2,9,7,5} {2,9,7,6} {2,9,7,8} {2,9,8,0} {2,9,8,1} {2,9,8,3} {2,9,8,4} {2,9,8,5} {2,9,8,6} {2,9,8,7}
IL/ Oregon>
{3,0,1,2} {3,0,1,4} {3,0,1,5} {3,0,1,6} {3,0,1,7} {3,0,1,8} {3,0,1,9} {3,0,2,1} {3,0,2,4} {3,0,2,5} {3,0,2,6} {3,0,2,7} {3,0,2,8} {3,0,2,9} {3,0,4,1} {3,0,4,2} {3,0,4,5} {3,0,4,6} {3,0,4,7} {3,0,4,8} {3,0,4,9} {3,0,5,1} {3,0,5,2} {3,0,5,4} {3,0,5,6} {3,0,5,7} {3,0,5,8} {3,0,5,9} {3,0,6,1} {3,0,6,2} {3,0,6,4} {3,0,6,5} {3,0,6,7} {3,0,6,8} {3,0,6,9} {3,0,7,1} {3,0,7,2} {3,0,7,4} {3,0,7,5} {3,0,7,6} {3,0,7,8} {3,0,7,9} {3,0,8,1} {3,0,8,2} {3,0,8,4} {3,0,8,5} {3,0,8,6} {3,0,8,7} {3,0,8,9} {3,0,9,1} {3,0,9,2} {3,0,9,4} {3,0,9,5} {3,0,9,6} {3,0,9,7} {3,0,9,8} {3,1,0,2} {3,1,0,4} {3,1,0,5} {3,1,0,6} {3,1,0,7} {3,1,0,8} {3,1,0,9} {3,1,2,0} {3,1,2,4} {3,1,2,5} {3,1,2,6} {3,1,2,7} {3,1,2,8} {3,1,2,9} {3,1,4,0} {3,1,4,2} {3,1,4,5} {3,1,4,6} {3,1,4,7} {3,1,4,8} {3,1,4,9} {3,1,5,0} {3,1,5,2} {3,1,5,4} {3,1,5,6} {3,1,5,7} {3,1,5,8} {3,1,5,9} {3,1,6,0} {3,1,6,2} {3,1,6,4} {3,1,6,5} {3,1,6,7} {3,1,6,8} {3,1,6,9} {3,1,7,0} {3,1,7,2} {3,1,7,4} {3,1,7,5} {3,1,7,6} {3,1,7,8} {3,1,7,9} {3,1,8,0} {3,1,8,2} {3,1,8,4} {3,1,8,5} {3,1,8,6} {3,1,8,7} {3,1,8,9} {3,1,9,0} {3,1,9,2} {3,1,9,4} {3,1,9,5} {3,1,9,6} {3,1,9,7} {3,1,9,8} {3,2,0,1} {3,2,0,4} {3,2,0,5} {3,2,0,6} {3,2,0,7} {3,2,0,8} {3,2,0,9} {3,2,1,0} {3,2,1,4} {3,2,1,5} {3,2,1,6} {3,2,1,7} {3,2,1,8} {3,2,1,9} {3,2,4,0} {3,2,4,1} {3,2,4,5} {3,2,4,6} {3,2,4,7} {3,2,4,8} {3,2,4,9} {3,2,5,0} {3,2,5,1} {3,2,5,4} {3,2,5,6} {3,2,5,7} {3,2,5,8} {3,2,5,9} {3,2,6,0} {3,2,6,1} {3,2,6,4} {3,2,6,5} {3,2,6,7} {3,2,6,8} {3,2,6,9} {3,2,7,0} {3,2,7,1} {3,2,7,4} {3,2,7,5} {3,2,7,6} {3,2,7,8} {3,2,7,9} {3,2,8,0} {3,2,8,1} {3,2,8,4} {3,2,8,5} {3,2,8,6} {3,2,8,7} {3,2,8,9} {3,2,9,0} {3,2,9,1} {3,2,9,4} {3,2,9,5} {3,2,9,6} {3,2,9,7} {3,2,9,8} {3,4,0,1} {3,4,0,2} {3,4,0,5} {3,4,0,6} {3,4,0,7} {3,4,0,8} {3,4,0,9} {3,4,1,0} {3,4,1,2} {3,4,1,5} {3,4,1,6} {3,4,1,7} {3,4,1,8} {3,4,1,9} {3,4,2,0} {3,4,2,1} {3,4,2,5} {3,4,2,6} {3,4,2,7} {3,4,2,8} {3,4,2,9} {3,4,5,0} {3,4,5,1} {3,4,5,2} {3,4,5,6} {3,4,5,7} {3,4,5,8} {3,4,5,9} {3,4,6,0} {3,4,6,1} {3,4,6,2} {3,4,6,5} {3,4,6,7} {3,4,6,8} {3,4,6,9} {3,4,7,0} {3,4,7,1} {3,4,7,2} {3,4,7,5} {3,4,7,6} {3,4,7,8} {3,4,7,9} {3,4,8,0} {3,4,8,1} {3,4,8,2} {3,4,8,5} {3,4,8,6} {3,4,8,7} {3,4,8,9} {3,4,9,0} {3,4,9,1} {3,4,9,2} {3,4,9,5} {3,4,9,6} {3,4,9,7} {3,4,9,8} {3,5,0,1} {3,5,0,2} {3,5,0,4} {3,5,0,6} {3,5,0,7} {3,5,0,8} {3,5,0,9} {3,5,1,0} {3,5,1,2} {3,5,1,4} {3,5,1,6} {3,5,1,7} {3,5,1,8} {3,5,1,9} {3,5,2,0} {3,5,2,1} {3,5,2,4} {3,5,2,6} {3,5,2,7} {3,5,2,8} {3,5,2,9} {3,5,4,0} {3,5,4,1} {3,5,4,2} {3,5,4,6} {3,5,4,7} {3,5,4,8} {3,5,4,9} {3,5,6,0} {3,5,6,1} {3,5,6,2} {3,5,6,4} {3,5,6,7} {3,5,6,8} {3,5,6,9} {3,5,7,0} {3,5,7,1} {3,5,7,2} {3,5,7,4} {3,5,7,6} {3,5,7,8} {3,5,7,9} {3,5,8,0} {3,5,8,1} {3,5,8,2} {3,5,8,4} {3,5,8,6} {3,5,8,7} {3,5,8,9} {3,5,9,0} {3,5,9,1} {3,5,9,2} {3,5,9,4} {3,5,9,6} {3,5,9,7} {3,5,9,8} {3,6,0,1} {3,6,0,2} {3,6,0,4} {3,6,0,5} {3,6,0,7} {3,6,0,8} {3,6,0,9} {3,6,1,0} {3,6,1,2} {3,6,1,4} {3,6,1,5} {3,6,1,7} {3,6,1,8} {3,6,1,9} {3,6,2,0} {3,6,2,1} {3,6,2,4} {3,6,2,5} {3,6,2,7} {3,6,2,8} {3,6,2,9} {3,6,4,0} {3,6,4,1} {3,6,4,2} {3,6,4,5} {3,6,4,7} {3,6,4,8} {3,6,4,9} {3,6,5,0} {3,6,5,1} {3,6,5,2} {3,6,5,4} {3,6,5,7} {3,6,5,8} {3,6,5,9} {3,6,7,0} {3,6,7,1} {3,6,7,2} {3,6,7,4} {3,6,7,5} {3,6,7,8} {3,6,7,9} {3,6,8,0} {3,6,8,1} {3,6,8,2} {3,6,8,4} {3,6,8,5} {3,6,8,7} {3,6,8,9} {3,6,9,0} {3,6,9,1} {3,6,9,2} {3,6,9,4} {3,6,9,5} {3,6,9,7} {3,6,9,8} {3,7,0,1} {3,7,0,2} {3,7,0,4} {3,7,0,5} {3,7,0,6} {3,7,0,8} {3,7,0,9} {3,7,1,0} {3,7,1,2} {3,7,1,4} {3,7,1,5} {3,7,1,6} {3,7,1,8} {3,7,1,9} {3,7,2,0} {3,7,2,1} {3,7,2,4} {3,7,2,5} {3,7,2,6} {3,7,2,8} {3,7,2,9} {3,7,4,0} {3,7,4,1} {3,7,4,2} {3,7,4,5} {3,7,4,6} {3,7,4,8} {3,7,4,9} {3,7,5,0} {3,7,5,1} {3,7,5,2} {3,7,5,4} {3,7,5,6} {3,7,5,8} {3,7,5,9} {3,7,6,0} {3,7,6,1} {3,7,6,2} {3,7,6,4} {3,7,6,5} {3,7,6,8} {3,7,6,9} {3,7,8,0} {3,7,8,1} {3,7,8,2} {3,7,8,4} {3,7,8,5} {3,7,8,6} {3,7,8,9} {3,7,9,0} {3,7,9,1} {3,7,9,2} {3,7,9,4} {3,7,9,5} {3,7,9,6} {3,7,9,8} {3,8,0,1} {3,8,0,2} {3,8,0,4} {3,8,0,5} {3,8,0,6} {3,8,0,7} {3,8,0,9} {3,8,1,0} {3,8,1,2} {3,8,1,4} {3,8,1,5} {3,8,1,6} {3,8,1,7} {3,8,1,9} {3,8,2,0} {3,8,2,1} {3,8,2,4} {3,8,2,5} {3,8,2,6} {3,8,2,7} {3,8,2,9} {3,8,4,0} {3,8,4,1} {3,8,4,2} {3,8,4,5} {3,8,4,6} {3,8,4,7} {3,8,4,9} {3,8,5,0} {3,8,5,1} {3,8,5,2} {3,8,5,4} {3,8,5,6} {3,8,5,7} {3,8,5,9} {3,8,6,0} {3,8,6,1} {3,8,6,2} {3,8,6,4} {3,8,6,5} {3,8,6,7} {3,8,6,9} {3,8,7,0} {3,8,7,1} {3,8,7,2} {3,8,7,4} {3,8,7,5} {3,8,7,6} {3,8,7,9} {3,8,9,0} {3,8,9,1} {3,8,9,2} {3,8,9,4} {3,8,9,5} {3,8,9,6} {3,8,9,7} {3,9,0,1} {3,9,0,2} {3,9,0,4} {3,9,0,5} {3,9,0,6} {3,9,0,7} {3,9,0,8} {3,9,1,0} {3,9,1,2} {3,9,1,4} {3,9,1,5} {3,9,1,6} {3,9,1,7} {3,9,1,8} {3,9,2,0} {3,9,2,1} {3,9,2,4} {3,9,2,5} {3,9,2,6} {3,9,2,7} {3,9,2,8} {3,9,4,0} {3,9,4,1} {3,9,4,2} {3,9,4,5} {3,9,4,6} {3,9,4,7} {3,9,4,8} {3,9,5,0} {3,9,5,1} {3,9,5,2} {3,9,5,4} {3,9,5,6} {3,9,5,7} {3,9,5,8} {3,9,6,0} {3,9,6,1} {3,9,6,2} {3,9,6,4} {3,9,6,5} {3,9,6,7} {3,9,6,8} {3,9,7,0} {3,9,7,1} {3,9,7,2} {3,9,7,4} {3,9,7,5} {3,9,7,6} {3,9,7,8} {3,9,8,0} {3,9,8,1} {3,9,8,2} {3,9,8,4} {3,9,8,5} {3,9,8,6} {3,9,8,7}
NJ>
{9,0,1,2} {9,0,1,3} {9,0,1,4} {9,0,1,5} {9,0,1,6} {9,0,1,7} {9,0,1,8} {9,0,2,1} {9,0,2,3} {9,0,2,4} {9,0,2,5} {9,0,2,6} {9,0,2,7} {9,0,2,8} {9,0,3,1} {9,0,3,2} {9,0,3,4} {9,0,3,5} {9,0,3,6} {9,0,3,7} {9,0,3,8} {9,0,4,1} {9,0,4,2} {9,0,4,3} {9,0,4,5} {9,0,4,6} {9,0,4,7} {9,0,4,8} {9,0,5,1} {9,0,5,2} {9,0,5,3} {9,0,5,4} {9,0,5,6} {9,0,5,7} {9,0,5,8} {9,0,6,1} {9,0,6,2} {9,0,6,3} {9,0,6,4} {9,0,6,5} {9,0,6,7} {9,0,6,8} {9,0,7,1} {9,0,7,2} {9,0,7,3} {9,0,7,4} {9,0,7,5} {9,0,7,6} {9,0,7,8} {9,0,8,1} {9,0,8,2} {9,0,8,3} {9,0,8,4} {9,0,8,5} {9,0,8,6} {9,0,8,7} {9,1,0,2} {9,1,0,3} {9,1,0,4} {9,1,0,5} {9,1,0,6} {9,1,0,7} {9,1,0,8} {9,1,2,0} {9,1,2,3} {9,1,2,4} {9,1,2,5} {9,1,2,6} {9,1,2,7} {9,1,2,8} {9,1,3,0} {9,1,3,2} {9,1,3,4} {9,1,3,5} {9,1,3,6} {9,1,3,7} {9,1,3,8} {9,1,4,0} {9,1,4,2} {9,1,4,3} {9,1,4,5} {9,1,4,6} {9,1,4,7} {9,1,4,8} {9,1,5,0} {9,1,5,2} {9,1,5,3} {9,1,5,4} {9,1,5,6} {9,1,5,7} {9,1,5,8} {9,1,6,0} {9,1,6,2} {9,1,6,3} {9,1,6,4} {9,1,6,5} {9,1,6,7} {9,1,6,8} {9,1,7,0} {9,1,7,2} {9,1,7,3} {9,1,7,4} {9,1,7,5} {9,1,7,6} {9,1,7,8} {9,1,8,0} {9,1,8,2} {9,1,8,3} {9,1,8,4} {9,1,8,5} {9,1,8,6} {9,1,8,7} {9,2,0,1} {9,2,0,3} {9,2,0,4} {9,2,0,5} {9,2,0,6} {9,2,0,7} {9,2,0,8} {9,2,1,0} {9,2,1,3} {9,2,1,4} {9,2,1,5} {9,2,1,6} {9,2,1,7} {9,2,1,8} {9,2,3,0} {9,2,3,1} {9,2,3,4} {9,2,3,5} {9,2,3,6} {9,2,3,7} {9,2,3,8} {9,2,4,0} {9,2,4,1} {9,2,4,3} {9,2,4,5} {9,2,4,6} {9,2,4,7} {9,2,4,8} {9,2,5,0} {9,2,5,1} {9,2,5,3} {9,2,5,4} {9,2,5,6} {9,2,5,7} {9,2,5,8} {9,2,6,0} {9,2,6,1} {9,2,6,3} {9,2,6,4} {9,2,6,5} {9,2,6,7} {9,2,6,8} {9,2,7,0} {9,2,7,1} {9,2,7,3} {9,2,7,4} {9,2,7,5} {9,2,7,6} {9,2,7,8} {9,2,8,0} {9,2,8,1} {9,2,8,3} {9,2,8,4} {9,2,8,5} {9,2,8,6} {9,2,8,7} {9,3,0,1} {9,3,0,2} {9,3,0,4} {9,3,0,5} {9,3,0,6} {9,3,0,7} {9,3,0,8} {9,3,1,0} {9,3,1,2} {9,3,1,4} {9,3,1,5} {9,3,1,6} {9,3,1,7} {9,3,1,8} {9,3,2,0} {9,3,2,1} {9,3,2,4} {9,3,2,5} {9,3,2,6} {9,3,2,7} {9,3,2,8} {9,3,4,0} {9,3,4,1} {9,3,4,2} {9,3,4,5} {9,3,4,6} {9,3,4,7} {9,3,4,8} {9,3,5,0} {9,3,5,1} {9,3,5,2} {9,3,5,4} {9,3,5,6} {9,3,5,7} {9,3,5,8} {9,3,6,0} {9,3,6,1} {9,3,6,2} {9,3,6,4} {9,3,6,5} {9,3,6,7} {9,3,6,8} {9,3,7,0} {9,3,7,1} {9,3,7,2} {9,3,7,4} {9,3,7,5} {9,3,7,6} {9,3,7,8} {9,3,8,0} {9,3,8,1} {9,3,8,2} {9,3,8,4} {9,3,8,5} {9,3,8,6} {9,3,8,7} {9,4,0,1} {9,4,0,2} {9,4,0,3} {9,4,0,5} {9,4,0,6} {9,4,0,7} {9,4,0,8} {9,4,1,0} {9,4,1,2} {9,4,1,3} {9,4,1,5} {9,4,1,6} {9,4,1,7} {9,4,1,8} {9,4,2,0} {9,4,2,1} {9,4,2,3} {9,4,2,5} {9,4,2,6} {9,4,2,7} {9,4,2,8} {9,4,3,0} {9,4,3,1} {9,4,3,2} {9,4,3,5} {9,4,3,6} {9,4,3,7} {9,4,3,8} {9,4,5,0} {9,4,5,1} {9,4,5,2} {9,4,5,3} {9,4,5,6} {9,4,5,7} {9,4,5,8} {9,4,6,0} {9,4,6,1} {9,4,6,2} {9,4,6,3} {9,4,6,5} {9,4,6,7} {9,4,6,8} {9,4,7,0} {9,4,7,1} {9,4,7,2} {9,4,7,3} {9,4,7,5} {9,4,7,6} {9,4,7,8} {9,4,8,0} {9,4,8,1} {9,4,8,2} {9,4,8,3} {9,4,8,5} {9,4,8,6} {9,4,8,7} {9,5,0,1} {9,5,0,2} {9,5,0,3} {9,5,0,4} {9,5,0,6} {9,5,0,7} {9,5,0,8} {9,5,1,0} {9,5,1,2} {9,5,1,3} {9,5,1,4} {9,5,1,6} {9,5,1,7} {9,5,1,8} {9,5,2,0} {9,5,2,1} {9,5,2,3} {9,5,2,4} {9,5,2,6} {9,5,2,7} {9,5,2,8} {9,5,3,0} {9,5,3,1} {9,5,3,2} {9,5,3,4} {9,5,3,6} {9,5,3,7} {9,5,3,8} {9,5,4,0} {9,5,4,1} {9,5,4,2} {9,5,4,3} {9,5,4,6} {9,5,4,7} {9,5,4,8} {9,5,6,0} {9,5,6,1} {9,5,6,2} {9,5,6,3} {9,5,6,4} {9,5,6,7} {9,5,6,8} {9,5,7,0} {9,5,7,1} {9,5,7,2} {9,5,7,3} {9,5,7,4} {9,5,7,6} {9,5,7,8} {9,5,8,0} {9,5,8,1} {9,5,8,2} {9,5,8,3} {9,5,8,4} {9,5,8,6} {9,5,8,7} {9,6,0,1} {9,6,0,2} {9,6,0,3} {9,6,0,4} {9,6,0,5} {9,6,0,7} {9,6,0,8} {9,6,1,0} {9,6,1,2} {9,6,1,3} {9,6,1,4} {9,6,1,5} {9,6,1,7} {9,6,1,8} {9,6,2,0} {9,6,2,1} {9,6,2,3} {9,6,2,4} {9,6,2,5} {9,6,2,7} {9,6,2,8} {9,6,3,0} {9,6,3,1} {9,6,3,2} {9,6,3,4} {9,6,3,5} {9,6,3,7} {9,6,3,8} {9,6,4,0} {9,6,4,1} {9,6,4,2} {9,6,4,3} {9,6,4,5} {9,6,4,7} {9,6,4,8} {9,6,5,0} {9,6,5,1} {9,6,5,2} {9,6,5,3} {9,6,5,4} {9,6,5,7} {9,6,5,8} {9,6,7,0} {9,6,7,1} {9,6,7,2} {9,6,7,3} {9,6,7,4} {9,6,7,5} {9,6,7,8} {9,6,8,0} {9,6,8,1} {9,6,8,2} {9,6,8,3} {9,6,8,4} {9,6,8,5} {9,6,8,7} {9,7,0,1} {9,7,0,2} {9,7,0,3} {9,7,0,4} {9,7,0,5} {9,7,0,6} {9,7,0,8} {9,7,1,0} {9,7,1,2} {9,7,1,3} {9,7,1,4} {9,7,1,5} {9,7,1,6} {9,7,1,8} {9,7,2,0} {9,7,2,1} {9,7,2,3} {9,7,2,4} {9,7,2,5} {9,7,2,6} {9,7,2,8} {9,7,3,0} {9,7,3,1} {9,7,3,2} {9,7,3,4} {9,7,3,5} {9,7,3,6} {9,7,3,8} {9,7,4,0} {9,7,4,1} {9,7,4,2} {9,7,4,3} {9,7,4,5} {9,7,4,6} {9,7,4,8} {9,7,5,0} {9,7,5,1} {9,7,5,2} {9,7,5,3} {9,7,5,4} {9,7,5,6} {9,7,5,8} {9,7,6,0} {9,7,6,1} {9,7,6,2} {9,7,6,3} {9,7,6,4} {9,7,6,5} {9,7,6,8} {9,7,8,0} {9,7,8,1} {9,7,8,2} {9,7,8,3} {9,7,8,4} {9,7,8,5} {9,7,8,6} {9,8,0,1} {9,8,0,2} {9,8,0,3} {9,8,0,4} {9,8,0,5} {9,8,0,6} {9,8,0,7} {9,8,1,0} {9,8,1,2} {9,8,1,3} {9,8,1,4} {9,8,1,5} {9,8,1,6} {9,8,1,7} {9,8,2,0} {9,8,2,1} {9,8,2,3} {9,8,2,4} {9,8,2,5} {9,8,2,6} {9,8,2,7} {9,8,3,0} {9,8,3,1} {9,8,3,2} {9,8,3,4} {9,8,3,5} {9,8,3,6} {9,8,3,7} {9,8,4,0} {9,8,4,1} {9,8,4,2} {9,8,4,3} {9,8,4,5} {9,8,4,6} {9,8,4,7} {9,8,5,0} {9,8,5,1} {9,8,5,2} {9,8,5,3} {9,8,5,4} {9,8,5,6} {9,8,5,7} {9,8,6,0} {9,8,6,1} {9,8,6,2} {9,8,6,3} {9,8,6,4} {9,8,6,5} {9,8,6,7} {9,8,7,0} {9,8,7,1} {9,8,7,2} {9,8,7,3} {9,8,7,4} {9,8,7,5} {9,8,7,6}
TX>
{2,0,1,3} {2,0,1,4} {2,0,1,5} {2,0,1,6} {2,0,1,7} {2,0,1,8} {2,0,1,9} {2,0,3,1} {2,0,3,4} {2,0,3,5} {2,0,3,6} {2,0,3,7} {2,0,3,8} {2,0,3,9} {2,0,4,1} {2,0,4,3} {2,0,4,5} {2,0,4,6} {2,0,4,7} {2,0,4,8} {2,0,4,9} {2,0,5,1} {2,0,5,3} {2,0,5,4} {2,0,5,6} {2,0,5,7} {2,0,5,8} {2,0,5,9} {2,0,6,1} {2,0,6,3} {2,0,6,4} {2,0,6,5} {2,0,6,7} {2,0,6,8} {2,0,6,9} {2,0,7,1} {2,0,7,3} {2,0,7,4} {2,0,7,5} {2,0,7,6} {2,0,7,8} {2,0,7,9} {2,0,8,1} {2,0,8,3} {2,0,8,4} {2,0,8,5} {2,0,8,6} {2,0,8,7} {2,0,8,9} {2,0,9,1} {2,0,9,3} {2,0,9,4} {2,0,9,5} {2,0,9,6} {2,0,9,7} {2,0,9,8} {2,1,0,3} {2,1,0,4} {2,1,0,5} {2,1,0,6} {2,1,0,7} {2,1,0,8} {2,1,0,9} {2,1,3,0} {2,1,3,4} {2,1,3,5} {2,1,3,6} {2,1,3,7} {2,1,3,8} {2,1,3,9} {2,1,4,0} {2,1,4,3} {2,1,4,5} {2,1,4,6} {2,1,4,7} {2,1,4,8} {2,1,4,9} {2,1,5,0} {2,1,5,3} {2,1,5,4} {2,1,5,6} {2,1,5,7} {2,1,5,8} {2,1,5,9} {2,1,6,0} {2,1,6,3} {2,1,6,4} {2,1,6,5} {2,1,6,7} {2,1,6,8} {2,1,6,9} {2,1,7,0} {2,1,7,3} {2,1,7,4} {2,1,7,5} {2,1,7,6} {2,1,7,8} {2,1,7,9} {2,1,8,0} {2,1,8,3} {2,1,8,4} {2,1,8,5} {2,1,8,6} {2,1,8,7} {2,1,8,9} {2,1,9,0} {2,1,9,3} {2,1,9,4} {2,1,9,5} {2,1,9,6} {2,1,9,7} {2,1,9,8} {2,3,0,1} {2,3,0,4} {2,3,0,5} {2,3,0,6} {2,3,0,7} {2,3,0,8} {2,3,0,9} {2,3,1,0} {2,3,1,4} {2,3,1,5} {2,3,1,6} {2,3,1,7} {2,3,1,8} {2,3,1,9} {2,3,4,0} {2,3,4,1} {2,3,4,5} {2,3,4,6} {2,3,4,7} {2,3,4,8} {2,3,4,9} {2,3,5,0} {2,3,5,1} {2,3,5,4} {2,3,5,6} {2,3,5,7} {2,3,5,8} {2,3,5,9} {2,3,6,0} {2,3,6,1} {2,3,6,4} {2,3,6,5} {2,3,6,7} {2,3,6,8} {2,3,6,9} {2,3,7,0} {2,3,7,1} {2,3,7,4} {2,3,7,5} {2,3,7,6} {2,3,7,8} {2,3,7,9} {2,3,8,0} {2,3,8,1} {2,3,8,4} {2,3,8,5} {2,3,8,6} {2,3,8,7} {2,3,8,9} {2,3,9,0} {2,3,9,1} {2,3,9,4} {2,3,9,5} {2,3,9,6} {2,3,9,7} {2,3,9,8} {2,4,0,1} {2,4,0,3} {2,4,0,5} {2,4,0,6} {2,4,0,7} {2,4,0,8} {2,4,0,9} {2,4,1,0} {2,4,1,3} {2,4,1,5} {2,4,1,6} {2,4,1,7} {2,4,1,8} {2,4,1,9} {2,4,3,0} {2,4,3,1} {2,4,3,5} {2,4,3,6} {2,4,3,7} {2,4,3,8} {2,4,3,9} {2,4,5,0} {2,4,5,1} {2,4,5,3} {2,4,5,6} {2,4,5,7} {2,4,5,8} {2,4,5,9} {2,4,6,0} {2,4,6,1} {2,4,6,3} {2,4,6,5} {2,4,6,7} {2,4,6,8} {2,4,6,9} {2,4,7,0} {2,4,7,1} {2,4,7,3} {2,4,7,5} {2,4,7,6} {2,4,7,8} {2,4,7,9} {2,4,8,0} {2,4,8,1} {2,4,8,3} {2,4,8,5} {2,4,8,6} {2,4,8,7} {2,4,8,9} {2,4,9,0} {2,4,9,1} {2,4,9,3} {2,4,9,5} {2,4,9,6} {2,4,9,7} {2,4,9,8} {2,5,0,1} {2,5,0,3} {2,5,0,4} {2,5,0,6} {2,5,0,7} {2,5,0,8} {2,5,0,9} {2,5,1,0} {2,5,1,3} {2,5,1,4} {2,5,1,6} {2,5,1,7} {2,5,1,8} {2,5,1,9} {2,5,3,0} {2,5,3,1} {2,5,3,4} {2,5,3,6} {2,5,3,7} {2,5,3,8} {2,5,3,9} {2,5,4,0} {2,5,4,1} {2,5,4,3} {2,5,4,6} {2,5,4,7} {2,5,4,8} {2,5,4,9} {2,5,6,0} {2,5,6,1} {2,5,6,3} {2,5,6,4} {2,5,6,7} {2,5,6,8} {2,5,6,9} {2,5,7,0} {2,5,7,1} {2,5,7,3} {2,5,7,4} {2,5,7,6} {2,5,7,8} {2,5,7,9} {2,5,8,0} {2,5,8,1} {2,5,8,3} {2,5,8,4} {2,5,8,6} {2,5,8,7} {2,5,8,9} {2,5,9,0} {2,5,9,1} {2,5,9,3} {2,5,9,4} {2,5,9,6} {2,5,9,7} {2,5,9,8} {2,6,0,1} {2,6,0,3} {2,6,0,4} {2,6,0,5} {2,6,0,7} {2,6,0,8} {2,6,0,9} {2,6,1,0} {2,6,1,3} {2,6,1,4} {2,6,1,5} {2,6,1,7} {2,6,1,8} {2,6,1,9} {2,6,3,0} {2,6,3,1} {2,6,3,4} {2,6,3,5} {2,6,3,7} {2,6,3,8} {2,6,3,9} {2,6,4,0} {2,6,4,1} {2,6,4,3} {2,6,4,5} {2,6,4,7} {2,6,4,8} {2,6,4,9} {2,6,5,0} {2,6,5,1} {2,6,5,3} {2,6,5,4} {2,6,5,7} {2,6,5,8} {2,6,5,9} {2,6,7,0} {2,6,7,1} {2,6,7,3} {2,6,7,4} {2,6,7,5} {2,6,7,8} {2,6,7,9} {2,6,8,0} {2,6,8,1} {2,6,8,3} {2,6,8,4} {2,6,8,5} {2,6,8,7} {2,6,8,9} {2,6,9,0} {2,6,9,1} {2,6,9,3} {2,6,9,4} {2,6,9,5} {2,6,9,7} {2,6,9,8} {2,7,0,1} {2,7,0,3} {2,7,0,4} {2,7,0,5} {2,7,0,6} {2,7,0,8} {2,7,0,9} {2,7,1,0} {2,7,1,3} {2,7,1,4} {2,7,1,5} {2,7,1,6} {2,7,1,8} {2,7,1,9} {2,7,3,0} {2,7,3,1} {2,7,3,4} {2,7,3,5} {2,7,3,6} {2,7,3,8} {2,7,3,9} {2,7,4,0} {2,7,4,1} {2,7,4,3} {2,7,4,5} {2,7,4,6} {2,7,4,8} {2,7,4,9} {2,7,5,0} {2,7,5,1} {2,7,5,3} {2,7,5,4} {2,7,5,6} {2,7,5,8} {2,7,5,9} {2,7,6,0} {2,7,6,1} {2,7,6,3} {2,7,6,4} {2,7,6,5} {2,7,6,8} {2,7,6,9} {2,7,8,0} {2,7,8,1} {2,7,8,3} {2,7,8,4} {2,7,8,5} {2,7,8,6} {2,7,8,9} {2,7,9,0} {2,7,9,1} {2,7,9,3} {2,7,9,4} {2,7,9,5} {2,7,9,6} {2,7,9,8} {2,8,0,1} {2,8,0,3} {2,8,0,4} {2,8,0,5} {2,8,0,6} {2,8,0,7} {2,8,0,9} {2,8,1,0} {2,8,1,3} {2,8,1,4} {2,8,1,5} {2,8,1,6} {2,8,1,7} {2,8,1,9} {2,8,3,0} {2,8,3,1} {2,8,3,4} {2,8,3,5} {2,8,3,6} {2,8,3,7} {2,8,3,9} {2,8,4,0} {2,8,4,1} {2,8,4,3} {2,8,4,5} {2,8,4,6} {2,8,4,7} {2,8,4,9} {2,8,5,0} {2,8,5,1} {2,8,5,3} {2,8,5,4} {2,8,5,6} {2,8,5,7} {2,8,5,9} {2,8,6,0} {2,8,6,1} {2,8,6,3} {2,8,6,4} {2,8,6,5} {2,8,6,7} {2,8,6,9} {2,8,7,0} {2,8,7,1} {2,8,7,3} {2,8,7,4} {2,8,7,5} {2,8,7,6} {2,8,7,9} {2,8,9,0} {2,8,9,1} {2,8,9,3} {2,8,9,4} {2,8,9,5} {2,8,9,6} {2,8,9,7} {2,9,0,1} {2,9,0,3} {2,9,0,4} {2,9,0,5} {2,9,0,6} {2,9,0,7} {2,9,0,8} {2,9,1,0} {2,9,1,3} {2,9,1,4} {2,9,1,5} {2,9,1,6} {2,9,1,7} {2,9,1,8} {2,9,3,0} {2,9,3,1} {2,9,3,4} {2,9,3,5} {2,9,3,6} {2,9,3,7} {2,9,3,8} {2,9,4,0} {2,9,4,1} {2,9,4,3} {2,9,4,5} {2,9,4,6} {2,9,4,7} {2,9,4,8} {2,9,5,0} {2,9,5,1} {2,9,5,3} {2,9,5,4} {2,9,5,6} {2,9,5,7} {2,9,5,8} {2,9,6,0} {2,9,6,1} {2,9,6,3} {2,9,6,4} {2,9,6,5} {2,9,6,7} {2,9,6,8} {2,9,7,0} {2,9,7,1} {2,9,7,3} {2,9,7,4} {2,9,7,5} {2,9,7,6} {2,9,7,8} {2,9,8,0} {2,9,8,1} {2,9,8,3} {2,9,8,4} {2,9,8,5} {2,9,8,6} {2,9,8,7}
-
Extracting what might work in half the time in New Jersey 1/7-1/10
Anyway with the digit 9 missing
Its hard to see you missing from your original list
This may bring some something..Boxed to be safe
Root Sums:
1 9028 9037 9046 9145 9235 9568
2 9038 9047 9056 9245 9578
3 9012 9048 9057 9345 9156
4 9013 9058 9067 9157 9256
5 9014 9023 9068 9158 9257 9356
6 9015 9024 9078 9456 9258 9357
7 9016 9025 9034 9457 9358
8 9017 9026 9035 9458 9125
9 9018 9027 9036 9045 9135 9567