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P4> The 504 pick for a very short span

Topic closed. 363 replies. Last post 11 months ago by adobea78.

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United States
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September 8, 2011
3919 Posts
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Posted: January 4, 2015, 10:50 pm - IP Logged

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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    Ohio
    United States
    Member #157792
    July 31, 2014
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    Posted: January 5, 2015, 7:38 am - IP Logged

    Count me in, Ohio.

      Igamble's avatar - spider
      nj
      United States
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      August 10, 2013
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      Posted: January 5, 2015, 10:43 am - IP Logged

      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....

        mmx1's avatar - 8ball

        Canada
        Member #90040
        April 20, 2010
        473 Posts
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        Posted: January 5, 2015, 11:05 am - IP Logged

        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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          backwoods ga
          United States
          Member #155844
          May 31, 2014
          1886 Posts
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          Posted: January 5, 2015, 11:44 am - IP Logged

          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

            Igamble's avatar - spider
            nj
            United States
            Member #145657
            August 10, 2013
            974 Posts
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            Posted: January 5, 2015, 12:31 pm - IP Logged

            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 ??

              Igamble's avatar - spider
              nj
              United States
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              August 10, 2013
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              Posted: January 5, 2015, 12:32 pm - IP Logged

              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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                United States
                Member #116344
                September 8, 2011
                3919 Posts
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                Posted: January 5, 2015, 12:34 pm - IP Logged

                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}

                  mmx1's avatar - 8ball

                  Canada
                  Member #90040
                  April 20, 2010
                  473 Posts
                  Offline
                  Posted: January 5, 2015, 3:20 pm - IP Logged

                  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.

                    Avatar
                    backwoods ga
                    United States
                    Member #155844
                    May 31, 2014
                    1886 Posts
                    Offline
                    Posted: January 5, 2015, 3:38 pm - IP Logged

                    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

                      mmx1's avatar - 8ball

                      Canada
                      Member #90040
                      April 20, 2010
                      473 Posts
                      Offline
                      Posted: January 5, 2015, 3:50 pm - IP Logged

                      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!

                        Avatar

                        United States
                        Member #116344
                        September 8, 2011
                        3919 Posts
                        Offline
                        Posted: January 5, 2015, 4:53 pm - IP Logged

                        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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                          United States
                          Member #116344
                          September 8, 2011
                          3919 Posts
                          Offline
                          Posted: January 6, 2015, 12:21 am - IP Logged

                          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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                            Member #116344
                            September 8, 2011
                            3919 Posts
                            Offline
                            Posted: January 7, 2015, 10:34 am - IP Logged

                            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}

                              Blackapple's avatar - nw rogue2.jpg
                              Wyncote,Pa
                              United States
                              Member #3206
                              January 3, 2004
                              60714 Posts
                              Offline
                              Posted: January 7, 2015, 11:56 am - IP Logged

                              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

                                 
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