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Predictions for the wager with ROI in mind

Topic closed. 468 replies. Last post 11 months ago by ogivens15.

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reflections5555's avatar - 21
Columbia
United States
Member #36222
March 29, 2006
1680 Posts
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Posted: November 5, 2015, 10:31 pm - IP Logged

HITS SO FAR

Ar> str 149,872,185

CT>str 364, 778,712,

KY> so far> str 490,413,497

MD> so far>str 935,941,543

DE> str 986

IN>str 170, 112, 132,129,

FL>str 352, 573

GA>str 915,986

IL>str 049,781,744

CA>str 135,138,657

NB> sets are recurrent, use it for pending draws.

Hi adobea78 could you possibly do South Carolina Thanks, Smile

Ganbatte ne!

"kouun wo inorimasu"




Reflections5555

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    United States
    Member #155225
    May 11, 2014
    33 Posts
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    Posted: November 6, 2015, 9:27 am - IP Logged

    PA please. 11/6 Thanks.

    IF YOU CAN SEE IT, YOU CAN ACHIEVE IT! Banana

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      United States
      Member #116344
      September 8, 2011
      3927 Posts
      Online
      Posted: November 6, 2015, 8:02 pm - IP Logged

      Lets keep the concept to two sets> predictions for folks with ROI in mind, should be wage for EXACT bets.

      Ark> 

      A

      {1,0,0} {1,0,1} {1,0,2} {1,0,3} {1,0,4} {1,0,5} {1,0,6} {1,0,7} {1,0,8} {1,0,9} {1,1,0} {1,1,1} {1,1,2} {1,1,3} {1,1,4} {1,1,5} {1,1,6} {1,1,7} {1,1,8} {1,1,9} {1,2,0} {1,2,1} {1,2,2} {1,2,3} {1,2,4} {1,2,5} {1,2,6} {1,2,7} {1,2,8} {1,2,9} {1,3,0} {1,3,1} {1,3,2} {1,3,3} {1,3,4} {1,3,5} {1,3,6} {1,3,7} {1,3,8} {1,3,9} {1,4,0} {1,4,1} {1,4,2} {1,4,3} {1,4,4} {1,4,5} {1,4,6} {1,4,7} {1,4,8} {1,4,9} {1,5,0} {1,5,1} {1,5,2} {1,5,3} {1,5,4} {1,5,5} {1,5,6} {1,5,7} {1,5,8} {1,5,9} {1,6,0} {1,6,1} {1,6,2} {1,6,3} {1,6,4} {1,6,5} {1,6,6} {1,6,7} {1,6,8} {1,6,9} {1,7,0} {1,7,1} {1,7,2} {1,7,3} {1,7,4} {1,7,5} {1,7,6} {1,7,7} {1,7,8} {1,7,9} {1,8,0} {1,8,1} {1,8,2} {1,8,3} {1,8,4} {1,8,5} {1,8,6} {1,8,7} {1,8,8} {1,8,9} {1,9,0} {1,9,1} {1,9,2} {1,9,3} {1,9,4} {1,9,5} {1,9,6} {1,9,7} {1,9,8} {1,9,9}

      B

      {8,0,0} {8,0,1} {8,0,2} {8,0,3} {8,0,4} {8,0,5} {8,0,6} {8,0,7} {8,0,8} {8,0,9} {8,1,0} {8,1,1} {8,1,2} {8,1,3} {8,1,4} {8,1,5} {8,1,6} {8,1,7} {8,1,8} {8,1,9} {8,2,0} {8,2,1} {8,2,2} {8,2,3} {8,2,4} {8,2,5} {8,2,6} {8,2,7} {8,2,8} {8,2,9} {8,3,0} {8,3,1} {8,3,2} {8,3,3} {8,3,4} {8,3,5} {8,3,6} {8,3,7} {8,3,8} {8,3,9} {8,4,0} {8,4,1} {8,4,2} {8,4,3} {8,4,4} {8,4,5} {8,4,6} {8,4,7} {8,4,8} {8,4,9} {8,5,0} {8,5,1} {8,5,2} {8,5,3} {8,5,4} {8,5,5} {8,5,6} {8,5,7} {8,5,8} {8,5,9} {8,6,0} {8,6,1} {8,6,2} {8,6,3} {8,6,4} {8,6,5} {8,6,6} {8,6,7} {8,6,8} {8,6,9} {8,7,0} {8,7,1} {8,7,2} {8,7,3} {8,7,4} {8,7,5} {8,7,6} {8,7,7} {8,7,8} {8,7,9} {8,8,0} {8,8,1} {8,8,2} {8,8,3} {8,8,4} {8,8,5} {8,8,6} {8,8,7} {8,8,8} {8,8,9} {8,9,0} {8,9,1} {8,9,2} {8,9,3} {8,9,4} {8,9,5} {8,9,6} {8,9,7} {8,9,8} {8,9,9}

       

      CA>

      A

      {6,0,0} {6,0,1} {6,0,2} {6,0,3} {6,0,4} {6,0,5} {6,0,6} {6,0,7} {6,0,8} {6,0,9} {6,1,0} {6,1,1} {6,1,2} {6,1,3} {6,1,4} {6,1,5} {6,1,6} {6,1,7} {6,1,8} {6,1,9} {6,2,0} {6,2,1} {6,2,2} {6,2,3} {6,2,4} {6,2,5} {6,2,6} {6,2,7} {6,2,8} {6,2,9} {6,3,0} {6,3,1} {6,3,2} {6,3,3} {6,3,4} {6,3,5} {6,3,6} {6,3,7} {6,3,8} {6,3,9} {6,4,0} {6,4,1} {6,4,2} {6,4,3} {6,4,4} {6,4,5} {6,4,6} {6,4,7} {6,4,8} {6,4,9} {6,5,0} {6,5,1} {6,5,2} {6,5,3} {6,5,4} {6,5,5} {6,5,6} {6,5,7} {6,5,8} {6,5,9} {6,6,0} {6,6,1} {6,6,2} {6,6,3} {6,6,4} {6,6,5} {6,6,6} {6,6,7} {6,6,8} {6,6,9} {6,7,0} {6,7,1} {6,7,2} {6,7,3} {6,7,4} {6,7,5} {6,7,6} {6,7,7} {6,7,8} {6,7,9} {6,8,0} {6,8,1} {6,8,2} {6,8,3} {6,8,4} {6,8,5} {6,8,6} {6,8,7} {6,8,8} {6,8,9} {6,9,0} {6,9,1} {6,9,2} {6,9,3} {6,9,4} {6,9,5} {6,9,6} {6,9,7} {6,9,8} {6,9,9}

      B

      {1,0,0} {1,0,1} {1,0,2} {1,0,3} {1,0,4} {1,0,5} {1,0,6} {1,0,7} {1,0,8} {1,0,9} {1,1,0} {1,1,1} {1,1,2} {1,1,3} {1,1,4} {1,1,5} {1,1,6} {1,1,7} {1,1,8} {1,1,9} {1,2,0} {1,2,1} {1,2,2} {1,2,3} {1,2,4} {1,2,5} {1,2,6} {1,2,7} {1,2,8} {1,2,9} {1,3,0} {1,3,1} {1,3,2} {1,3,3} {1,3,4} {1,3,5} {1,3,6} {1,3,7} {1,3,8} {1,3,9} {1,4,0} {1,4,1} {1,4,2} {1,4,3} {1,4,4} {1,4,5} {1,4,6} {1,4,7} {1,4,8} {1,4,9} {1,5,0} {1,5,1} {1,5,2} {1,5,3} {1,5,4} {1,5,5} {1,5,6} {1,5,7} {1,5,8} {1,5,9} {1,6,0} {1,6,1} {1,6,2} {1,6,3} {1,6,4} {1,6,5} {1,6,6} {1,6,7} {1,6,8} {1,6,9} {1,7,0} {1,7,1} {1,7,2} {1,7,3} {1,7,4} {1,7,5} {1,7,6} {1,7,7} {1,7,8} {1,7,9} {1,8,0} {1,8,1} {1,8,2} {1,8,3} {1,8,4} {1,8,5} {1,8,6} {1,8,7} {1,8,8} {1,8,9} {1,9,0} {1,9,1} {1,9,2} {1,9,3} {1,9,4} {1,9,5} {1,9,6} {1,9,7} {1,9,8} {1,9,9}

      CT

      A

      {7,0,0} {7,0,1} {7,0,2} {7,0,3} {7,0,4} {7,0,5} {7,0,6} {7,0,7} {7,0,8} {7,0,9} {7,1,0} {7,1,1} {7,1,2} {7,1,3} {7,1,4} {7,1,5} {7,1,6} {7,1,7} {7,1,8} {7,1,9} {7,2,0} {7,2,1} {7,2,2} {7,2,3} {7,2,4} {7,2,5} {7,2,6} {7,2,7} {7,2,8} {7,2,9} {7,3,0} {7,3,1} {7,3,2} {7,3,3} {7,3,4} {7,3,5} {7,3,6} {7,3,7} {7,3,8} {7,3,9} {7,4,0} {7,4,1} {7,4,2} {7,4,3} {7,4,4} {7,4,5} {7,4,6} {7,4,7} {7,4,8} {7,4,9} {7,5,0} {7,5,1} {7,5,2} {7,5,3} {7,5,4} {7,5,5} {7,5,6} {7,5,7} {7,5,8} {7,5,9} {7,6,0} {7,6,1} {7,6,2} {7,6,3} {7,6,4} {7,6,5} {7,6,6} {7,6,7} {7,6,8} {7,6,9} {7,7,0} {7,7,1} {7,7,2} {7,7,3} {7,7,4} {7,7,5} {7,7,6} {7,7,7} {7,7,8} {7,7,9} {7,8,0} {7,8,1} {7,8,2} {7,8,3} {7,8,4} {7,8,5} {7,8,6} {7,8,7} {7,8,8} {7,8,9} {7,9,0} {7,9,1} {7,9,2} {7,9,3} {7,9,4} {7,9,5} {7,9,6} {7,9,7} {7,9,8} {7,9,9}

      B

      {3,0,0} {3,0,1} {3,0,2} {3,0,3} {3,0,4} {3,0,5} {3,0,6} {3,0,7} {3,0,8} {3,0,9} {3,1,0} {3,1,1} {3,1,2} {3,1,3} {3,1,4} {3,1,5} {3,1,6} {3,1,7} {3,1,8} {3,1,9} {3,2,0} {3,2,1} {3,2,2} {3,2,3} {3,2,4} {3,2,5} {3,2,6} {3,2,7} {3,2,8} {3,2,9} {3,3,0} {3,3,1} {3,3,2} {3,3,3} {3,3,4} {3,3,5} {3,3,6} {3,3,7} {3,3,8} {3,3,9} {3,4,0} {3,4,1} {3,4,2} {3,4,3} {3,4,4} {3,4,5} {3,4,6} {3,4,7} {3,4,8} {3,4,9} {3,5,0} {3,5,1} {3,5,2} {3,5,3} {3,5,4} {3,5,5} {3,5,6} {3,5,7} {3,5,8} {3,5,9} {3,6,0} {3,6,1} {3,6,2} {3,6,3} {3,6,4} {3,6,5} {3,6,6} {3,6,7} {3,6,8} {3,6,9} {3,7,0} {3,7,1} {3,7,2} {3,7,3} {3,7,4} {3,7,5} {3,7,6} {3,7,7} {3,7,8} {3,7,9} {3,8,0} {3,8,1} {3,8,2} {3,8,3} {3,8,4} {3,8,5} {3,8,6} {3,8,7} {3,8,8} {3,8,9} {3,9,0} {3,9,1} {3,9,2} {3,9,3} {3,9,4} {3,9,5} {3,9,6} {3,9,7} {3,9,8} {3,9,9}

      DE

      A

      {3,0,0} {3,0,1} {3,0,2} {3,0,3} {3,0,4} {3,0,5} {3,0,6} {3,0,7} {3,0,8} {3,0,9} {3,1,0} {3,1,1} {3,1,2} {3,1,3} {3,1,4} {3,1,5} {3,1,6} {3,1,7} {3,1,8} {3,1,9} {3,2,0} {3,2,1} {3,2,2} {3,2,3} {3,2,4} {3,2,5} {3,2,6} {3,2,7} {3,2,8} {3,2,9} {3,3,0} {3,3,1} {3,3,2} {3,3,3} {3,3,4} {3,3,5} {3,3,6} {3,3,7} {3,3,8} {3,3,9} {3,4,0} {3,4,1} {3,4,2} {3,4,3} {3,4,4} {3,4,5} {3,4,6} {3,4,7} {3,4,8} {3,4,9} {3,5,0} {3,5,1} {3,5,2} {3,5,3} {3,5,4} {3,5,5} {3,5,6} {3,5,7} {3,5,8} {3,5,9} {3,6,0} {3,6,1} {3,6,2} {3,6,3} {3,6,4} {3,6,5} {3,6,6} {3,6,7} {3,6,8} {3,6,9} {3,7,0} {3,7,1} {3,7,2} {3,7,3} {3,7,4} {3,7,5} {3,7,6} {3,7,7} {3,7,8} {3,7,9} {3,8,0} {3,8,1} {3,8,2} {3,8,3} {3,8,4} {3,8,5} {3,8,6} {3,8,7} {3,8,8} {3,8,9} {3,9,0} {3,9,1} {3,9,2} {3,9,3} {3,9,4} {3,9,5} {3,9,6} {3,9,7} {3,9,8} {3,9,9}

      B

      {9,0,0} {9,0,1} {9,0,2} {9,0,3} {9,0,4} {9,0,5} {9,0,6} {9,0,7} {9,0,8} {9,0,9} {9,1,0} {9,1,1} {9,1,2} {9,1,3} {9,1,4} {9,1,5} {9,1,6} {9,1,7} {9,1,8} {9,1,9} {9,2,0} {9,2,1} {9,2,2} {9,2,3} {9,2,4} {9,2,5} {9,2,6} {9,2,7} {9,2,8} {9,2,9} {9,3,0} {9,3,1} {9,3,2} {9,3,3} {9,3,4} {9,3,5} {9,3,6} {9,3,7} {9,3,8} {9,3,9} {9,4,0} {9,4,1} {9,4,2} {9,4,3} {9,4,4} {9,4,5} {9,4,6} {9,4,7} {9,4,8} {9,4,9} {9,5,0} {9,5,1} {9,5,2} {9,5,3} {9,5,4} {9,5,5} {9,5,6} {9,5,7} {9,5,8} {9,5,9} {9,6,0} {9,6,1} {9,6,2} {9,6,3} {9,6,4} {9,6,5} {9,6,6} {9,6,7} {9,6,8} {9,6,9} {9,7,0} {9,7,1} {9,7,2} {9,7,3} {9,7,4} {9,7,5} {9,7,6} {9,7,7} {9,7,8} {9,7,9} {9,8,0} {9,8,1} {9,8,2} {9,8,3} {9,8,4} {9,8,5} {9,8,6} {9,8,7} {9,8,8} {9,8,9} {9,9,0} {9,9,1} {9,9,2} {9,9,3} {9,9,4} {9,9,5} {9,9,6} {9,9,7} {9,9,8} {9,9,9}

      FL

      A

      {5,0,0} {5,0,1} {5,0,2} {5,0,3} {5,0,4} {5,0,5} {5,0,6} {5,0,7} {5,0,8} {5,0,9} {5,1,0} {5,1,1} {5,1,2} {5,1,3} {5,1,4} {5,1,5} {5,1,6} {5,1,7} {5,1,8} {5,1,9} {5,2,0} {5,2,1} {5,2,2} {5,2,3} {5,2,4} {5,2,5} {5,2,6} {5,2,7} {5,2,8} {5,2,9} {5,3,0} {5,3,1} {5,3,2} {5,3,3} {5,3,4} {5,3,5} {5,3,6} {5,3,7} {5,3,8} {5,3,9} {5,4,0} {5,4,1} {5,4,2} {5,4,3} {5,4,4} {5,4,5} {5,4,6} {5,4,7} {5,4,8} {5,4,9} {5,5,0} {5,5,1} {5,5,2} {5,5,3} {5,5,4} {5,5,5} {5,5,6} {5,5,7} {5,5,8} {5,5,9} {5,6,0} {5,6,1} {5,6,2} {5,6,3} {5,6,4} {5,6,5} {5,6,6} {5,6,7} {5,6,8} {5,6,9} {5,7,0} {5,7,1} {5,7,2} {5,7,3} {5,7,4} {5,7,5} {5,7,6} {5,7,7} {5,7,8} {5,7,9} {5,8,0} {5,8,1} {5,8,2} {5,8,3} {5,8,4} {5,8,5} {5,8,6} {5,8,7} {5,8,8} {5,8,9} {5,9,0} {5,9,1} {5,9,2} {5,9,3} {5,9,4} {5,9,5} {5,9,6} {5,9,7} {5,9,8} {5,9,9}

      B

      {3,0,0} {3,0,1} {3,0,2} {3,0,3} {3,0,4} {3,0,5} {3,0,6} {3,0,7} {3,0,8} {3,0,9} {3,1,0} {3,1,1} {3,1,2} {3,1,3} {3,1,4} {3,1,5} {3,1,6} {3,1,7} {3,1,8} {3,1,9} {3,2,0} {3,2,1} {3,2,2} {3,2,3} {3,2,4} {3,2,5} {3,2,6} {3,2,7} {3,2,8} {3,2,9} {3,3,0} {3,3,1} {3,3,2} {3,3,3} {3,3,4} {3,3,5} {3,3,6} {3,3,7} {3,3,8} {3,3,9} {3,4,0} {3,4,1} {3,4,2} {3,4,3} {3,4,4} {3,4,5} {3,4,6} {3,4,7} {3,4,8} {3,4,9} {3,5,0} {3,5,1} {3,5,2} {3,5,3} {3,5,4} {3,5,5} {3,5,6} {3,5,7} {3,5,8} {3,5,9} {3,6,0} {3,6,1} {3,6,2} {3,6,3} {3,6,4} {3,6,5} {3,6,6} {3,6,7} {3,6,8} {3,6,9} {3,7,0} {3,7,1} {3,7,2} {3,7,3} {3,7,4} {3,7,5} {3,7,6} {3,7,7} {3,7,8} {3,7,9} {3,8,0} {3,8,1} {3,8,2} {3,8,3} {3,8,4} {3,8,5} {3,8,6} {3,8,7} {3,8,8} {3,8,9} {3,9,0} {3,9,1} {3,9,2} {3,9,3} {3,9,4} {3,9,5} {3,9,6} {3,9,7} {3,9,8} {3,9,9

      GA

      A

      {9,0,0} {9,0,1} {9,0,2} {9,0,3} {9,0,4} {9,0,5} {9,0,6} {9,0,7} {9,0,8} {9,0,9} {9,1,0} {9,1,1} {9,1,2} {9,1,3} {9,1,4} {9,1,5} {9,1,6} {9,1,7} {9,1,8} {9,1,9} {9,2,0} {9,2,1} {9,2,2} {9,2,3} {9,2,4} {9,2,5} {9,2,6} {9,2,7} {9,2,8} {9,2,9} {9,3,0} {9,3,1} {9,3,2} {9,3,3} {9,3,4} {9,3,5} {9,3,6} {9,3,7} {9,3,8} {9,3,9} {9,4,0} {9,4,1} {9,4,2} {9,4,3} {9,4,4} {9,4,5} {9,4,6} {9,4,7} {9,4,8} {9,4,9} {9,5,0} {9,5,1} {9,5,2} {9,5,3} {9,5,4} {9,5,5} {9,5,6} {9,5,7} {9,5,8} {9,5,9} {9,6,0} {9,6,1} {9,6,2} {9,6,3} {9,6,4} {9,6,5} {9,6,6} {9,6,7} {9,6,8} {9,6,9} {9,7,0} {9,7,1} {9,7,2} {9,7,3} {9,7,4} {9,7,5} {9,7,6} {9,7,7} {9,7,8} {9,7,9} {9,8,0} {9,8,1} {9,8,2} {9,8,3} {9,8,4} {9,8,5} {9,8,6} {9,8,7} {9,8,8} {9,8,9} {9,9,0} {9,9,1} {9,9,2} {9,9,3} {9,9,4} {9,9,5} {9,9,6} {9,9,7} {9,9,8} {9,9,9}

      B

      {6,0,0} {6,0,1} {6,0,2} {6,0,3} {6,0,4} {6,0,5} {6,0,6} {6,0,7} {6,0,8} {6,0,9} {6,1,0} {6,1,1} {6,1,2} {6,1,3} {6,1,4} {6,1,5} {6,1,6} {6,1,7} {6,1,8} {6,1,9} {6,2,0} {6,2,1} {6,2,2} {6,2,3} {6,2,4} {6,2,5} {6,2,6} {6,2,7} {6,2,8} {6,2,9} {6,3,0} {6,3,1} {6,3,2} {6,3,3} {6,3,4} {6,3,5} {6,3,6} {6,3,7} {6,3,8} {6,3,9} {6,4,0} {6,4,1} {6,4,2} {6,4,3} {6,4,4} {6,4,5} {6,4,6} {6,4,7} {6,4,8} {6,4,9} {6,5,0} {6,5,1} {6,5,2} {6,5,3} {6,5,4} {6,5,5} {6,5,6} {6,5,7} {6,5,8} {6,5,9} {6,6,0} {6,6,1} {6,6,2} {6,6,3} {6,6,4} {6,6,5} {6,6,6} {6,6,7} {6,6,8} {6,6,9} {6,7,0} {6,7,1} {6,7,2} {6,7,3} {6,7,4} {6,7,5} {6,7,6} {6,7,7} {6,7,8} {6,7,9} {6,8,0} {6,8,1} {6,8,2} {6,8,3} {6,8,4} {6,8,5} {6,8,6} {6,8,7} {6,8,8} {6,8,9} {6,9,0} {6,9,1} {6,9,2} {6,9,3} {6,9,4} {6,9,5} {6,9,6} {6,9,7} {6,9,8} {6,9,9}

      IL

      A

       {7,0,0} {7,0,1} {7,0,2} {7,0,3} {7,0,4} {7,0,5} {7,0,6} {7,0,7} {7,0,8} {7,0,9} {7,1,0} {7,1,1} {7,1,2} {7,1,3} {7,1,4} {7,1,5} {7,1,6} {7,1,7} {7,1,8} {7,1,9} {7,2,0} {7,2,1} {7,2,2} {7,2,3} {7,2,4} {7,2,5} {7,2,6} {7,2,7} {7,2,8} {7,2,9} {7,3,0} {7,3,1} {7,3,2} {7,3,3} {7,3,4} {7,3,5} {7,3,6} {7,3,7} {7,3,8} {7,3,9} {7,4,0} {7,4,1} {7,4,2} {7,4,3} {7,4,4} {7,4,5} {7,4,6} {7,4,7} {7,4,8} {7,4,9} {7,5,0} {7,5,1} {7,5,2} {7,5,3} {7,5,4} {7,5,5} {7,5,6} {7,5,7} {7,5,8} {7,5,9} {7,6,0} {7,6,1} {7,6,2} {7,6,3} {7,6,4} {7,6,5} {7,6,6} {7,6,7} {7,6,8} {7,6,9} {7,7,0} {7,7,1} {7,7,2} {7,7,3} {7,7,4} {7,7,5} {7,7,6} {7,7,7} {7,7,8} {7,7,9} {7,8,0} {7,8,1} {7,8,2} {7,8,3} {7,8,4} {7,8,5} {7,8,6} {7,8,7} {7,8,8} {7,8,9} {7,9,0} {7,9,1} {7,9,2} {7,9,3} {7,9,4} {7,9,5} {7,9,6} {7,9,7} {7,9,8} {7,9,9}

      B

      {0,0,0} {0,0,1} {0,0,2} {0,0,3} {0,0,4} {0,0,5} {0,0,6} {0,0,7} {0,0,8} {0,0,9} {0,1,0} {0,1,1} {0,1,2} {0,1,3} {0,1,4} {0,1,5} {0,1,6} {0,1,7} {0,1,8} {0,1,9} {0,2,0} {0,2,1} {0,2,2} {0,2,3} {0,2,4} {0,2,5} {0,2,6} {0,2,7} {0,2,8} {0,2,9} {0,3,0} {0,3,1} {0,3,2} {0,3,3} {0,3,4} {0,3,5} {0,3,6} {0,3,7} {0,3,8} {0,3,9} {0,4,0} {0,4,1} {0,4,2} {0,4,3} {0,4,4} {0,4,5} {0,4,6} {0,4,7} {0,4,8} {0,4,9} {0,5,0} {0,5,1} {0,5,2} {0,5,3} {0,5,4} {0,5,5} {0,5,6} {0,5,7} {0,5,8} {0,5,9} {0,6,0} {0,6,1} {0,6,2} {0,6,3} {0,6,4} {0,6,5} {0,6,6} {0,6,7} {0,6,8} {0,6,9} {0,7,0} {0,7,1} {0,7,2} {0,7,3} {0,7,4} {0,7,5} {0,7,6} {0,7,7} {0,7,8} {0,7,9} {0,8,0} {0,8,1} {0,8,2} {0,8,3} {0,8,4} {0,8,5} {0,8,6} {0,8,7} {0,8,8} {0,8,9} {0,9,0} {0,9,1} {0,9,2} {0,9,3} {0,9,4} {0,9,5} {0,9,6} {0,9,7} {0,9,8} {0,9,9} 

      IN

      A

      {1,0,0} {1,0,1} {1,0,2} {1,0,3} {1,0,4} {1,0,5} {1,0,6} {1,0,7} {1,0,8} {1,0,9} {1,1,0} {1,1,1} {1,1,2} {1,1,3} {1,1,4} {1,1,5} {1,1,6} {1,1,7} {1,1,8} {1,1,9} {1,2,0} {1,2,1} {1,2,2} {1,2,3} {1,2,4} {1,2,5} {1,2,6} {1,2,7} {1,2,8} {1,2,9} {1,3,0} {1,3,1} {1,3,2} {1,3,3} {1,3,4} {1,3,5} {1,3,6} {1,3,7} {1,3,8} {1,3,9} {1,4,0} {1,4,1} {1,4,2} {1,4,3} {1,4,4} {1,4,5} {1,4,6} {1,4,7} {1,4,8} {1,4,9} {1,5,0} {1,5,1} {1,5,2} {1,5,3} {1,5,4} {1,5,5} {1,5,6} {1,5,7} {1,5,8} {1,5,9} {1,6,0} {1,6,1} {1,6,2} {1,6,3} {1,6,4} {1,6,5} {1,6,6} {1,6,7} {1,6,8} {1,6,9} {1,7,0} {1,7,1} {1,7,2} {1,7,3} {1,7,4} {1,7,5} {1,7,6} {1,7,7} {1,7,8} {1,7,9} {1,8,0} {1,8,1} {1,8,2} {1,8,3} {1,8,4} {1,8,5} {1,8,6} {1,8,7} {1,8,8} {1,8,9} {1,9,0} {1,9,1} {1,9,2} {1,9,3} {1,9,4} {1,9,5} {1,9,6} {1,9,7} {1,9,8} {1,9,9}

      B

      {0,0,0} {0,0,1} {0,0,2} {0,0,3} {0,0,4} {0,0,5} {0,0,6} {0,0,7} {0,0,8} {0,0,9} {0,1,0} {0,1,1} {0,1,2} {0,1,3} {0,1,4} {0,1,5} {0,1,6} {0,1,7} {0,1,8} {0,1,9} {0,2,0} {0,2,1} {0,2,2} {0,2,3} {0,2,4} {0,2,5} {0,2,6} {0,2,7} {0,2,8} {0,2,9} {0,3,0} {0,3,1} {0,3,2} {0,3,3} {0,3,4} {0,3,5} {0,3,6} {0,3,7} {0,3,8} {0,3,9} {0,4,0} {0,4,1} {0,4,2} {0,4,3} {0,4,4} {0,4,5} {0,4,6} {0,4,7} {0,4,8} {0,4,9} {0,5,0} {0,5,1} {0,5,2} {0,5,3} {0,5,4} {0,5,5} {0,5,6} {0,5,7} {0,5,8} {0,5,9} {0,6,0} {0,6,1} {0,6,2} {0,6,3} {0,6,4} {0,6,5} {0,6,6} {0,6,7} {0,6,8} {0,6,9} {0,7,0} {0,7,1} {0,7,2} {0,7,3} {0,7,4} {0,7,5} {0,7,6} {0,7,7} {0,7,8} {0,7,9} {0,8,0} {0,8,1} {0,8,2} {0,8,3} {0,8,4} {0,8,5} {0,8,6} {0,8,7} {0,8,8} {0,8,9} {0,9,0} {0,9,1} {0,9,2} {0,9,3} {0,9,4} {0,9,5} {0,9,6} {0,9,7} {0,9,8} {0,9,9} 

      KY

      A

      {9,0,0} {9,0,1} {9,0,2} {9,0,3} {9,0,4} {9,0,5} {9,0,6} {9,0,7} {9,0,8} {9,0,9} {9,1,0} {9,1,1} {9,1,2} {9,1,3} {9,1,4} {9,1,5} {9,1,6} {9,1,7} {9,1,8} {9,1,9} {9,2,0} {9,2,1} {9,2,2} {9,2,3} {9,2,4} {9,2,5} {9,2,6} {9,2,7} {9,2,8} {9,2,9} {9,3,0} {9,3,1} {9,3,2} {9,3,3} {9,3,4} {9,3,5} {9,3,6} {9,3,7} {9,3,8} {9,3,9} {9,4,0} {9,4,1} {9,4,2} {9,4,3} {9,4,4} {9,4,5} {9,4,6} {9,4,7} {9,4,8} {9,4,9} {9,5,0} {9,5,1} {9,5,2} {9,5,3} {9,5,4} {9,5,5} {9,5,6} {9,5,7} {9,5,8} {9,5,9} {9,6,0} {9,6,1} {9,6,2} {9,6,3} {9,6,4} {9,6,5} {9,6,6} {9,6,7} {9,6,8} {9,6,9} {9,7,0} {9,7,1} {9,7,2} {9,7,3} {9,7,4} {9,7,5} {9,7,6} {9,7,7} {9,7,8} {9,7,9} {9,8,0} {9,8,1} {9,8,2} {9,8,3} {9,8,4} {9,8,5} {9,8,6} {9,8,7} {9,8,8} {9,8,9} {9,9,0} {9,9,1} {9,9,2} {9,9,3} {9,9,4} {9,9,5} {9,9,6} {9,9,7} {9,9,8} {9,9,9}

      B

      {4,0,0} {4,0,1} {4,0,2} {4,0,3} {4,0,4} {4,0,5} {4,0,6} {4,0,7} {4,0,8} {4,0,9} {4,1,0} {4,1,1} {4,1,2} {4,1,3} {4,1,4} {4,1,5} {4,1,6} {4,1,7} {4,1,8} {4,1,9} {4,2,0} {4,2,1} {4,2,2} {4,2,3} {4,2,4} {4,2,5} {4,2,6} {4,2,7} {4,2,8} {4,2,9} {4,3,0} {4,3,1} {4,3,2} {4,3,3} {4,3,4} {4,3,5} {4,3,6} {4,3,7} {4,3,8} {4,3,9} {4,4,0} {4,4,1} {4,4,2} {4,4,3} {4,4,4} {4,4,5} {4,4,6} {4,4,7} {4,4,8} {4,4,9} {4,5,0} {4,5,1} {4,5,2} {4,5,3} {4,5,4} {4,5,5} {4,5,6} {4,5,7} {4,5,8} {4,5,9} {4,6,0} {4,6,1} {4,6,2} {4,6,3} {4,6,4} {4,6,5} {4,6,6} {4,6,7} {4,6,8} {4,6,9} {4,7,0} {4,7,1} {4,7,2} {4,7,3} {4,7,4} {4,7,5} {4,7,6} {4,7,7} {4,7,8} {4,7,9} {4,8,0} {4,8,1} {4,8,2} {4,8,3} {4,8,4} {4,8,5} {4,8,6} {4,8,7} {4,8,8} {4,8,9} {4,9,0} {4,9,1} {4,9,2} {4,9,3} {4,9,4} {4,9,5} {4,9,6} {4,9,7} {4,9,8} {4,9,9}

      MD

      A

      {5,0,0} {5,0,1} {5,0,2} {5,0,3} {5,0,4} {5,0,5} {5,0,6} {5,0,7} {5,0,8} {5,0,9} {5,1,0} {5,1,1} {5,1,2} {5,1,3} {5,1,4} {5,1,5} {5,1,6} {5,1,7} {5,1,8} {5,1,9} {5,2,0} {5,2,1} {5,2,2} {5,2,3} {5,2,4} {5,2,5} {5,2,6} {5,2,7} {5,2,8} {5,2,9} {5,3,0} {5,3,1} {5,3,2} {5,3,3} {5,3,4} {5,3,5} {5,3,6} {5,3,7} {5,3,8} {5,3,9} {5,4,0} {5,4,1} {5,4,2} {5,4,3} {5,4,4} {5,4,5} {5,4,6} {5,4,7} {5,4,8} {5,4,9} {5,5,0} {5,5,1} {5,5,2} {5,5,3} {5,5,4} {5,5,5} {5,5,6} {5,5,7} {5,5,8} {5,5,9} {5,6,0} {5,6,1} {5,6,2} {5,6,3} {5,6,4} {5,6,5} {5,6,6} {5,6,7} {5,6,8} {5,6,9} {5,7,0} {5,7,1} {5,7,2} {5,7,3} {5,7,4} {5,7,5} {5,7,6} {5,7,7} {5,7,8} {5,7,9} {5,8,0} {5,8,1} {5,8,2} {5,8,3} {5,8,4} {5,8,5} {5,8,6} {5,8,7} {5,8,8} {5,8,9} {5,9,0} {5,9,1} {5,9,2} {5,9,3} {5,9,4} {5,9,5} {5,9,6} {5,9,7} {5,9,8} {5,9,9}

      B

      {9,0,0} {9,0,1} {9,0,2} {9,0,3} {9,0,4} {9,0,5} {9,0,6} {9,0,7} {9,0,8} {9,0,9} {9,1,0} {9,1,1} {9,1,2} {9,1,3} {9,1,4} {9,1,5} {9,1,6} {9,1,7} {9,1,8} {9,1,9} {9,2,0} {9,2,1} {9,2,2} {9,2,3} {9,2,4} {9,2,5} {9,2,6} {9,2,7} {9,2,8} {9,2,9} {9,3,0} {9,3,1} {9,3,2} {9,3,3} {9,3,4} {9,3,5} {9,3,6} {9,3,7} {9,3,8} {9,3,9} {9,4,0} {9,4,1} {9,4,2} {9,4,3} {9,4,4} {9,4,5} {9,4,6} {9,4,7} {9,4,8} {9,4,9} {9,5,0} {9,5,1} {9,5,2} {9,5,3} {9,5,4} {9,5,5} {9,5,6} {9,5,7} {9,5,8} {9,5,9} {9,6,0} {9,6,1} {9,6,2} {9,6,3} {9,6,4} {9,6,5} {9,6,6} {9,6,7} {9,6,8} {9,6,9} {9,7,0} {9,7,1} {9,7,2} {9,7,3} {9,7,4} {9,7,5} {9,7,6} {9,7,7} {9,7,8} {9,7,9} {9,8,0} {9,8,1} {9,8,2} {9,8,3} {9,8,4} {9,8,5} {9,8,6} {9,8,7} {9,8,8} {9,8,9} {9,9,0} {9,9,1} {9,9,2} {9,9,3} {9,9,4} {9,9,5} {9,9,6} {9,9,7} {9,9,8} {9,9,9}

      NB> Sets has equal chance and are recurrent, set your time frame to prize tag. The assumption is you get multiple hits, mitigate cost or lose at end of span. Waging strategy (50cents, dollar etc) is subjective, good luck.

      HITS SO FAR

      Ar> str 149,872,185

      CT>str 364, 778,712,

      KY> so far> str 490,413,497

      MD> so far>str 906,935,941,543

      DE> str 986

      IN>str 007, 170, 112, 132,129,

      FL>str 352, 573

      GA>str 943, 915,986,

      IL>str 049,781,744

      CA>str 135,138,657

      NB> sets are recurrent, use it for pending draws.

        Avatar

        United States
        Member #116344
        September 8, 2011
        3927 Posts
        Online
        Posted: November 6, 2015, 11:32 pm - IP Logged

        Lets keep the concept to two sets> predictions for folks with ROI in mind, should be wage for EXACT bets.

        Ark> 

        A

        {1,0,0} {1,0,1} {1,0,2} {1,0,3} {1,0,4} {1,0,5} {1,0,6} {1,0,7} {1,0,8} {1,0,9} {1,1,0} {1,1,1} {1,1,2} {1,1,3} {1,1,4} {1,1,5} {1,1,6} {1,1,7} {1,1,8} {1,1,9} {1,2,0} {1,2,1} {1,2,2} {1,2,3} {1,2,4} {1,2,5} {1,2,6} {1,2,7} {1,2,8} {1,2,9} {1,3,0} {1,3,1} {1,3,2} {1,3,3} {1,3,4} {1,3,5} {1,3,6} {1,3,7} {1,3,8} {1,3,9} {1,4,0} {1,4,1} {1,4,2} {1,4,3} {1,4,4} {1,4,5} {1,4,6} {1,4,7} {1,4,8} {1,4,9} {1,5,0} {1,5,1} {1,5,2} {1,5,3} {1,5,4} {1,5,5} {1,5,6} {1,5,7} {1,5,8} {1,5,9} {1,6,0} {1,6,1} {1,6,2} {1,6,3} {1,6,4} {1,6,5} {1,6,6} {1,6,7} {1,6,8} {1,6,9} {1,7,0} {1,7,1} {1,7,2} {1,7,3} {1,7,4} {1,7,5} {1,7,6} {1,7,7} {1,7,8} {1,7,9} {1,8,0} {1,8,1} {1,8,2} {1,8,3} {1,8,4} {1,8,5} {1,8,6} {1,8,7} {1,8,8} {1,8,9} {1,9,0} {1,9,1} {1,9,2} {1,9,3} {1,9,4} {1,9,5} {1,9,6} {1,9,7} {1,9,8} {1,9,9}

        B

        {8,0,0} {8,0,1} {8,0,2} {8,0,3} {8,0,4} {8,0,5} {8,0,6} {8,0,7} {8,0,8} {8,0,9} {8,1,0} {8,1,1} {8,1,2} {8,1,3} {8,1,4} {8,1,5} {8,1,6} {8,1,7} {8,1,8} {8,1,9} {8,2,0} {8,2,1} {8,2,2} {8,2,3} {8,2,4} {8,2,5} {8,2,6} {8,2,7} {8,2,8} {8,2,9} {8,3,0} {8,3,1} {8,3,2} {8,3,3} {8,3,4} {8,3,5} {8,3,6} {8,3,7} {8,3,8} {8,3,9} {8,4,0} {8,4,1} {8,4,2} {8,4,3} {8,4,4} {8,4,5} {8,4,6} {8,4,7} {8,4,8} {8,4,9} {8,5,0} {8,5,1} {8,5,2} {8,5,3} {8,5,4} {8,5,5} {8,5,6} {8,5,7} {8,5,8} {8,5,9} {8,6,0} {8,6,1} {8,6,2} {8,6,3} {8,6,4} {8,6,5} {8,6,6} {8,6,7} {8,6,8} {8,6,9} {8,7,0} {8,7,1} {8,7,2} {8,7,3} {8,7,4} {8,7,5} {8,7,6} {8,7,7} {8,7,8} {8,7,9} {8,8,0} {8,8,1} {8,8,2} {8,8,3} {8,8,4} {8,8,5} {8,8,6} {8,8,7} {8,8,8} {8,8,9} {8,9,0} {8,9,1} {8,9,2} {8,9,3} {8,9,4} {8,9,5} {8,9,6} {8,9,7} {8,9,8} {8,9,9}

         

        CA>

        A

        {6,0,0} {6,0,1} {6,0,2} {6,0,3} {6,0,4} {6,0,5} {6,0,6} {6,0,7} {6,0,8} {6,0,9} {6,1,0} {6,1,1} {6,1,2} {6,1,3} {6,1,4} {6,1,5} {6,1,6} {6,1,7} {6,1,8} {6,1,9} {6,2,0} {6,2,1} {6,2,2} {6,2,3} {6,2,4} {6,2,5} {6,2,6} {6,2,7} {6,2,8} {6,2,9} {6,3,0} {6,3,1} {6,3,2} {6,3,3} {6,3,4} {6,3,5} {6,3,6} {6,3,7} {6,3,8} {6,3,9} {6,4,0} {6,4,1} {6,4,2} {6,4,3} {6,4,4} {6,4,5} {6,4,6} {6,4,7} {6,4,8} {6,4,9} {6,5,0} {6,5,1} {6,5,2} {6,5,3} {6,5,4} {6,5,5} {6,5,6} {6,5,7} {6,5,8} {6,5,9} {6,6,0} {6,6,1} {6,6,2} {6,6,3} {6,6,4} {6,6,5} {6,6,6} {6,6,7} {6,6,8} {6,6,9} {6,7,0} {6,7,1} {6,7,2} {6,7,3} {6,7,4} {6,7,5} {6,7,6} {6,7,7} {6,7,8} {6,7,9} {6,8,0} {6,8,1} {6,8,2} {6,8,3} {6,8,4} {6,8,5} {6,8,6} {6,8,7} {6,8,8} {6,8,9} {6,9,0} {6,9,1} {6,9,2} {6,9,3} {6,9,4} {6,9,5} {6,9,6} {6,9,7} {6,9,8} {6,9,9}

        B

        {1,0,0} {1,0,1} {1,0,2} {1,0,3} {1,0,4} {1,0,5} {1,0,6} {1,0,7} {1,0,8} {1,0,9} {1,1,0} {1,1,1} {1,1,2} {1,1,3} {1,1,4} {1,1,5} {1,1,6} {1,1,7} {1,1,8} {1,1,9} {1,2,0} {1,2,1} {1,2,2} {1,2,3} {1,2,4} {1,2,5} {1,2,6} {1,2,7} {1,2,8} {1,2,9} {1,3,0} {1,3,1} {1,3,2} {1,3,3} {1,3,4} {1,3,5} {1,3,6} {1,3,7} {1,3,8} {1,3,9} {1,4,0} {1,4,1} {1,4,2} {1,4,3} {1,4,4} {1,4,5} {1,4,6} {1,4,7} {1,4,8} {1,4,9} {1,5,0} {1,5,1} {1,5,2} {1,5,3} {1,5,4} {1,5,5} {1,5,6} {1,5,7} {1,5,8} {1,5,9} {1,6,0} {1,6,1} {1,6,2} {1,6,3} {1,6,4} {1,6,5} {1,6,6} {1,6,7} {1,6,8} {1,6,9} {1,7,0} {1,7,1} {1,7,2} {1,7,3} {1,7,4} {1,7,5} {1,7,6} {1,7,7} {1,7,8} {1,7,9} {1,8,0} {1,8,1} {1,8,2} {1,8,3} {1,8,4} {1,8,5} {1,8,6} {1,8,7} {1,8,8} {1,8,9} {1,9,0} {1,9,1} {1,9,2} {1,9,3} {1,9,4} {1,9,5} {1,9,6} {1,9,7} {1,9,8} {1,9,9}

        CT

        A

        {7,0,0} {7,0,1} {7,0,2} {7,0,3} {7,0,4} {7,0,5} {7,0,6} {7,0,7} {7,0,8} {7,0,9} {7,1,0} {7,1,1} {7,1,2} {7,1,3} {7,1,4} {7,1,5} {7,1,6} {7,1,7} {7,1,8} {7,1,9} {7,2,0} {7,2,1} {7,2,2} {7,2,3} {7,2,4} {7,2,5} {7,2,6} {7,2,7} {7,2,8} {7,2,9} {7,3,0} {7,3,1} {7,3,2} {7,3,3} {7,3,4} {7,3,5} {7,3,6} {7,3,7} {7,3,8} {7,3,9} {7,4,0} {7,4,1} {7,4,2} {7,4,3} {7,4,4} {7,4,5} {7,4,6} {7,4,7} {7,4,8} {7,4,9} {7,5,0} {7,5,1} {7,5,2} {7,5,3} {7,5,4} {7,5,5} {7,5,6} {7,5,7} {7,5,8} {7,5,9} {7,6,0} {7,6,1} {7,6,2} {7,6,3} {7,6,4} {7,6,5} {7,6,6} {7,6,7} {7,6,8} {7,6,9} {7,7,0} {7,7,1} {7,7,2} {7,7,3} {7,7,4} {7,7,5} {7,7,6} {7,7,7} {7,7,8} {7,7,9} {7,8,0} {7,8,1} {7,8,2} {7,8,3} {7,8,4} {7,8,5} {7,8,6} {7,8,7} {7,8,8} {7,8,9} {7,9,0} {7,9,1} {7,9,2} {7,9,3} {7,9,4} {7,9,5} {7,9,6} {7,9,7} {7,9,8} {7,9,9}

        B

        {3,0,0} {3,0,1} {3,0,2} {3,0,3} {3,0,4} {3,0,5} {3,0,6} {3,0,7} {3,0,8} {3,0,9} {3,1,0} {3,1,1} {3,1,2} {3,1,3} {3,1,4} {3,1,5} {3,1,6} {3,1,7} {3,1,8} {3,1,9} {3,2,0} {3,2,1} {3,2,2} {3,2,3} {3,2,4} {3,2,5} {3,2,6} {3,2,7} {3,2,8} {3,2,9} {3,3,0} {3,3,1} {3,3,2} {3,3,3} {3,3,4} {3,3,5} {3,3,6} {3,3,7} {3,3,8} {3,3,9} {3,4,0} {3,4,1} {3,4,2} {3,4,3} {3,4,4} {3,4,5} {3,4,6} {3,4,7} {3,4,8} {3,4,9} {3,5,0} {3,5,1} {3,5,2} {3,5,3} {3,5,4} {3,5,5} {3,5,6} {3,5,7} {3,5,8} {3,5,9} {3,6,0} {3,6,1} {3,6,2} {3,6,3} {3,6,4} {3,6,5} {3,6,6} {3,6,7} {3,6,8} {3,6,9} {3,7,0} {3,7,1} {3,7,2} {3,7,3} {3,7,4} {3,7,5} {3,7,6} {3,7,7} {3,7,8} {3,7,9} {3,8,0} {3,8,1} {3,8,2} {3,8,3} {3,8,4} {3,8,5} {3,8,6} {3,8,7} {3,8,8} {3,8,9} {3,9,0} {3,9,1} {3,9,2} {3,9,3} {3,9,4} {3,9,5} {3,9,6} {3,9,7} {3,9,8} {3,9,9}

        DE

        A

        {3,0,0} {3,0,1} {3,0,2} {3,0,3} {3,0,4} {3,0,5} {3,0,6} {3,0,7} {3,0,8} {3,0,9} {3,1,0} {3,1,1} {3,1,2} {3,1,3} {3,1,4} {3,1,5} {3,1,6} {3,1,7} {3,1,8} {3,1,9} {3,2,0} {3,2,1} {3,2,2} {3,2,3} {3,2,4} {3,2,5} {3,2,6} {3,2,7} {3,2,8} {3,2,9} {3,3,0} {3,3,1} {3,3,2} {3,3,3} {3,3,4} {3,3,5} {3,3,6} {3,3,7} {3,3,8} {3,3,9} {3,4,0} {3,4,1} {3,4,2} {3,4,3} {3,4,4} {3,4,5} {3,4,6} {3,4,7} {3,4,8} {3,4,9} {3,5,0} {3,5,1} {3,5,2} {3,5,3} {3,5,4} {3,5,5} {3,5,6} {3,5,7} {3,5,8} {3,5,9} {3,6,0} {3,6,1} {3,6,2} {3,6,3} {3,6,4} {3,6,5} {3,6,6} {3,6,7} {3,6,8} {3,6,9} {3,7,0} {3,7,1} {3,7,2} {3,7,3} {3,7,4} {3,7,5} {3,7,6} {3,7,7} {3,7,8} {3,7,9} {3,8,0} {3,8,1} {3,8,2} {3,8,3} {3,8,4} {3,8,5} {3,8,6} {3,8,7} {3,8,8} {3,8,9} {3,9,0} {3,9,1} {3,9,2} {3,9,3} {3,9,4} {3,9,5} {3,9,6} {3,9,7} {3,9,8} {3,9,9}

        B

        {9,0,0} {9,0,1} {9,0,2} {9,0,3} {9,0,4} {9,0,5} {9,0,6} {9,0,7} {9,0,8} {9,0,9} {9,1,0} {9,1,1} {9,1,2} {9,1,3} {9,1,4} {9,1,5} {9,1,6} {9,1,7} {9,1,8} {9,1,9} {9,2,0} {9,2,1} {9,2,2} {9,2,3} {9,2,4} {9,2,5} {9,2,6} {9,2,7} {9,2,8} {9,2,9} {9,3,0} {9,3,1} {9,3,2} {9,3,3} {9,3,4} {9,3,5} {9,3,6} {9,3,7} {9,3,8} {9,3,9} {9,4,0} {9,4,1} {9,4,2} {9,4,3} {9,4,4} {9,4,5} {9,4,6} {9,4,7} {9,4,8} {9,4,9} {9,5,0} {9,5,1} {9,5,2} {9,5,3} {9,5,4} {9,5,5} {9,5,6} {9,5,7} {9,5,8} {9,5,9} {9,6,0} {9,6,1} {9,6,2} {9,6,3} {9,6,4} {9,6,5} {9,6,6} {9,6,7} {9,6,8} {9,6,9} {9,7,0} {9,7,1} {9,7,2} {9,7,3} {9,7,4} {9,7,5} {9,7,6} {9,7,7} {9,7,8} {9,7,9} {9,8,0} {9,8,1} {9,8,2} {9,8,3} {9,8,4} {9,8,5} {9,8,6} {9,8,7} {9,8,8} {9,8,9} {9,9,0} {9,9,1} {9,9,2} {9,9,3} {9,9,4} {9,9,5} {9,9,6} {9,9,7} {9,9,8} {9,9,9}

        FL

        A

        {5,0,0} {5,0,1} {5,0,2} {5,0,3} {5,0,4} {5,0,5} {5,0,6} {5,0,7} {5,0,8} {5,0,9} {5,1,0} {5,1,1} {5,1,2} {5,1,3} {5,1,4} {5,1,5} {5,1,6} {5,1,7} {5,1,8} {5,1,9} {5,2,0} {5,2,1} {5,2,2} {5,2,3} {5,2,4} {5,2,5} {5,2,6} {5,2,7} {5,2,8} {5,2,9} {5,3,0} {5,3,1} {5,3,2} {5,3,3} {5,3,4} {5,3,5} {5,3,6} {5,3,7} {5,3,8} {5,3,9} {5,4,0} {5,4,1} {5,4,2} {5,4,3} {5,4,4} {5,4,5} {5,4,6} {5,4,7} {5,4,8} {5,4,9} {5,5,0} {5,5,1} {5,5,2} {5,5,3} {5,5,4} {5,5,5} {5,5,6} {5,5,7} {5,5,8} {5,5,9} {5,6,0} {5,6,1} {5,6,2} {5,6,3} {5,6,4} {5,6,5} {5,6,6} {5,6,7} {5,6,8} {5,6,9} {5,7,0} {5,7,1} {5,7,2} {5,7,3} {5,7,4} {5,7,5} {5,7,6} {5,7,7} {5,7,8} {5,7,9} {5,8,0} {5,8,1} {5,8,2} {5,8,3} {5,8,4} {5,8,5} {5,8,6} {5,8,7} {5,8,8} {5,8,9} {5,9,0} {5,9,1} {5,9,2} {5,9,3} {5,9,4} {5,9,5} {5,9,6} {5,9,7} {5,9,8} {5,9,9}

        B

        {3,0,0} {3,0,1} {3,0,2} {3,0,3} {3,0,4} {3,0,5} {3,0,6} {3,0,7} {3,0,8} {3,0,9} {3,1,0} {3,1,1} {3,1,2} {3,1,3} {3,1,4} {3,1,5} {3,1,6} {3,1,7} {3,1,8} {3,1,9} {3,2,0} {3,2,1} {3,2,2} {3,2,3} {3,2,4} {3,2,5} {3,2,6} {3,2,7} {3,2,8} {3,2,9} {3,3,0} {3,3,1} {3,3,2} {3,3,3} {3,3,4} {3,3,5} {3,3,6} {3,3,7} {3,3,8} {3,3,9} {3,4,0} {3,4,1} {3,4,2} {3,4,3} {3,4,4} {3,4,5} {3,4,6} {3,4,7} {3,4,8} {3,4,9} {3,5,0} {3,5,1} {3,5,2} {3,5,3} {3,5,4} {3,5,5} {3,5,6} {3,5,7} {3,5,8} {3,5,9} {3,6,0} {3,6,1} {3,6,2} {3,6,3} {3,6,4} {3,6,5} {3,6,6} {3,6,7} {3,6,8} {3,6,9} {3,7,0} {3,7,1} {3,7,2} {3,7,3} {3,7,4} {3,7,5} {3,7,6} {3,7,7} {3,7,8} {3,7,9} {3,8,0} {3,8,1} {3,8,2} {3,8,3} {3,8,4} {3,8,5} {3,8,6} {3,8,7} {3,8,8} {3,8,9} {3,9,0} {3,9,1} {3,9,2} {3,9,3} {3,9,4} {3,9,5} {3,9,6} {3,9,7} {3,9,8} {3,9,9

        GA

        A

        {9,0,0} {9,0,1} {9,0,2} {9,0,3} {9,0,4} {9,0,5} {9,0,6} {9,0,7} {9,0,8} {9,0,9} {9,1,0} {9,1,1} {9,1,2} {9,1,3} {9,1,4} {9,1,5} {9,1,6} {9,1,7} {9,1,8} {9,1,9} {9,2,0} {9,2,1} {9,2,2} {9,2,3} {9,2,4} {9,2,5} {9,2,6} {9,2,7} {9,2,8} {9,2,9} {9,3,0} {9,3,1} {9,3,2} {9,3,3} {9,3,4} {9,3,5} {9,3,6} {9,3,7} {9,3,8} {9,3,9} {9,4,0} {9,4,1} {9,4,2} {9,4,3} {9,4,4} {9,4,5} {9,4,6} {9,4,7} {9,4,8} {9,4,9} {9,5,0} {9,5,1} {9,5,2} {9,5,3} {9,5,4} {9,5,5} {9,5,6} {9,5,7} {9,5,8} {9,5,9} {9,6,0} {9,6,1} {9,6,2} {9,6,3} {9,6,4} {9,6,5} {9,6,6} {9,6,7} {9,6,8} {9,6,9} {9,7,0} {9,7,1} {9,7,2} {9,7,3} {9,7,4} {9,7,5} {9,7,6} {9,7,7} {9,7,8} {9,7,9} {9,8,0} {9,8,1} {9,8,2} {9,8,3} {9,8,4} {9,8,5} {9,8,6} {9,8,7} {9,8,8} {9,8,9} {9,9,0} {9,9,1} {9,9,2} {9,9,3} {9,9,4} {9,9,5} {9,9,6} {9,9,7} {9,9,8} {9,9,9}

        B

        {6,0,0} {6,0,1} {6,0,2} {6,0,3} {6,0,4} {6,0,5} {6,0,6} {6,0,7} {6,0,8} {6,0,9} {6,1,0} {6,1,1} {6,1,2} {6,1,3} {6,1,4} {6,1,5} {6,1,6} {6,1,7} {6,1,8} {6,1,9} {6,2,0} {6,2,1} {6,2,2} {6,2,3} {6,2,4} {6,2,5} {6,2,6} {6,2,7} {6,2,8} {6,2,9} {6,3,0} {6,3,1} {6,3,2} {6,3,3} {6,3,4} {6,3,5} {6,3,6} {6,3,7} {6,3,8} {6,3,9} {6,4,0} {6,4,1} {6,4,2} {6,4,3} {6,4,4} {6,4,5} {6,4,6} {6,4,7} {6,4,8} {6,4,9} {6,5,0} {6,5,1} {6,5,2} {6,5,3} {6,5,4} {6,5,5} {6,5,6} {6,5,7} {6,5,8} {6,5,9} {6,6,0} {6,6,1} {6,6,2} {6,6,3} {6,6,4} {6,6,5} {6,6,6} {6,6,7} {6,6,8} {6,6,9} {6,7,0} {6,7,1} {6,7,2} {6,7,3} {6,7,4} {6,7,5} {6,7,6} {6,7,7} {6,7,8} {6,7,9} {6,8,0} {6,8,1} {6,8,2} {6,8,3} {6,8,4} {6,8,5} {6,8,6} {6,8,7} {6,8,8} {6,8,9} {6,9,0} {6,9,1} {6,9,2} {6,9,3} {6,9,4} {6,9,5} {6,9,6} {6,9,7} {6,9,8} {6,9,9}

        IL

        A

         {7,0,0} {7,0,1} {7,0,2} {7,0,3} {7,0,4} {7,0,5} {7,0,6} {7,0,7} {7,0,8} {7,0,9} {7,1,0} {7,1,1} {7,1,2} {7,1,3} {7,1,4} {7,1,5} {7,1,6} {7,1,7} {7,1,8} {7,1,9} {7,2,0} {7,2,1} {7,2,2} {7,2,3} {7,2,4} {7,2,5} {7,2,6} {7,2,7} {7,2,8} {7,2,9} {7,3,0} {7,3,1} {7,3,2} {7,3,3} {7,3,4} {7,3,5} {7,3,6} {7,3,7} {7,3,8} {7,3,9} {7,4,0} {7,4,1} {7,4,2} {7,4,3} {7,4,4} {7,4,5} {7,4,6} {7,4,7} {7,4,8} {7,4,9} {7,5,0} {7,5,1} {7,5,2} {7,5,3} {7,5,4} {7,5,5} {7,5,6} {7,5,7} {7,5,8} {7,5,9} {7,6,0} {7,6,1} {7,6,2} {7,6,3} {7,6,4} {7,6,5} {7,6,6} {7,6,7} {7,6,8} {7,6,9} {7,7,0} {7,7,1} {7,7,2} {7,7,3} {7,7,4} {7,7,5} {7,7,6} {7,7,7} {7,7,8} {7,7,9} {7,8,0} {7,8,1} {7,8,2} {7,8,3} {7,8,4} {7,8,5} {7,8,6} {7,8,7} {7,8,8} {7,8,9} {7,9,0} {7,9,1} {7,9,2} {7,9,3} {7,9,4} {7,9,5} {7,9,6} {7,9,7} {7,9,8} {7,9,9}

        B

        {0,0,0} {0,0,1} {0,0,2} {0,0,3} {0,0,4} {0,0,5} {0,0,6} {0,0,7} {0,0,8} {0,0,9} {0,1,0} {0,1,1} {0,1,2} {0,1,3} {0,1,4} {0,1,5} {0,1,6} {0,1,7} {0,1,8} {0,1,9} {0,2,0} {0,2,1} {0,2,2} {0,2,3} {0,2,4} {0,2,5} {0,2,6} {0,2,7} {0,2,8} {0,2,9} {0,3,0} {0,3,1} {0,3,2} {0,3,3} {0,3,4} {0,3,5} {0,3,6} {0,3,7} {0,3,8} {0,3,9} {0,4,0} {0,4,1} {0,4,2} {0,4,3} {0,4,4} {0,4,5} {0,4,6} {0,4,7} {0,4,8} {0,4,9} {0,5,0} {0,5,1} {0,5,2} {0,5,3} {0,5,4} {0,5,5} {0,5,6} {0,5,7} {0,5,8} {0,5,9} {0,6,0} {0,6,1} {0,6,2} {0,6,3} {0,6,4} {0,6,5} {0,6,6} {0,6,7} {0,6,8} {0,6,9} {0,7,0} {0,7,1} {0,7,2} {0,7,3} {0,7,4} {0,7,5} {0,7,6} {0,7,7} {0,7,8} {0,7,9} {0,8,0} {0,8,1} {0,8,2} {0,8,3} {0,8,4} {0,8,5} {0,8,6} {0,8,7} {0,8,8} {0,8,9} {0,9,0} {0,9,1} {0,9,2} {0,9,3} {0,9,4} {0,9,5} {0,9,6} {0,9,7} {0,9,8} {0,9,9} 

        IN

        A

        {1,0,0} {1,0,1} {1,0,2} {1,0,3} {1,0,4} {1,0,5} {1,0,6} {1,0,7} {1,0,8} {1,0,9} {1,1,0} {1,1,1} {1,1,2} {1,1,3} {1,1,4} {1,1,5} {1,1,6} {1,1,7} {1,1,8} {1,1,9} {1,2,0} {1,2,1} {1,2,2} {1,2,3} {1,2,4} {1,2,5} {1,2,6} {1,2,7} {1,2,8} {1,2,9} {1,3,0} {1,3,1} {1,3,2} {1,3,3} {1,3,4} {1,3,5} {1,3,6} {1,3,7} {1,3,8} {1,3,9} {1,4,0} {1,4,1} {1,4,2} {1,4,3} {1,4,4} {1,4,5} {1,4,6} {1,4,7} {1,4,8} {1,4,9} {1,5,0} {1,5,1} {1,5,2} {1,5,3} {1,5,4} {1,5,5} {1,5,6} {1,5,7} {1,5,8} {1,5,9} {1,6,0} {1,6,1} {1,6,2} {1,6,3} {1,6,4} {1,6,5} {1,6,6} {1,6,7} {1,6,8} {1,6,9} {1,7,0} {1,7,1} {1,7,2} {1,7,3} {1,7,4} {1,7,5} {1,7,6} {1,7,7} {1,7,8} {1,7,9} {1,8,0} {1,8,1} {1,8,2} {1,8,3} {1,8,4} {1,8,5} {1,8,6} {1,8,7} {1,8,8} {1,8,9} {1,9,0} {1,9,1} {1,9,2} {1,9,3} {1,9,4} {1,9,5} {1,9,6} {1,9,7} {1,9,8} {1,9,9}

        B

        {0,0,0} {0,0,1} {0,0,2} {0,0,3} {0,0,4} {0,0,5} {0,0,6} {0,0,7} {0,0,8} {0,0,9} {0,1,0} {0,1,1} {0,1,2} {0,1,3} {0,1,4} {0,1,5} {0,1,6} {0,1,7} {0,1,8} {0,1,9} {0,2,0} {0,2,1} {0,2,2} {0,2,3} {0,2,4} {0,2,5} {0,2,6} {0,2,7} {0,2,8} {0,2,9} {0,3,0} {0,3,1} {0,3,2} {0,3,3} {0,3,4} {0,3,5} {0,3,6} {0,3,7} {0,3,8} {0,3,9} {0,4,0} {0,4,1} {0,4,2} {0,4,3} {0,4,4} {0,4,5} {0,4,6} {0,4,7} {0,4,8} {0,4,9} {0,5,0} {0,5,1} {0,5,2} {0,5,3} {0,5,4} {0,5,5} {0,5,6} {0,5,7} {0,5,8} {0,5,9} {0,6,0} {0,6,1} {0,6,2} {0,6,3} {0,6,4} {0,6,5} {0,6,6} {0,6,7} {0,6,8} {0,6,9} {0,7,0} {0,7,1} {0,7,2} {0,7,3} {0,7,4} {0,7,5} {0,7,6} {0,7,7} {0,7,8} {0,7,9} {0,8,0} {0,8,1} {0,8,2} {0,8,3} {0,8,4} {0,8,5} {0,8,6} {0,8,7} {0,8,8} {0,8,9} {0,9,0} {0,9,1} {0,9,2} {0,9,3} {0,9,4} {0,9,5} {0,9,6} {0,9,7} {0,9,8} {0,9,9} 

        KY

        A

        {9,0,0} {9,0,1} {9,0,2} {9,0,3} {9,0,4} {9,0,5} {9,0,6} {9,0,7} {9,0,8} {9,0,9} {9,1,0} {9,1,1} {9,1,2} {9,1,3} {9,1,4} {9,1,5} {9,1,6} {9,1,7} {9,1,8} {9,1,9} {9,2,0} {9,2,1} {9,2,2} {9,2,3} {9,2,4} {9,2,5} {9,2,6} {9,2,7} {9,2,8} {9,2,9} {9,3,0} {9,3,1} {9,3,2} {9,3,3} {9,3,4} {9,3,5} {9,3,6} {9,3,7} {9,3,8} {9,3,9} {9,4,0} {9,4,1} {9,4,2} {9,4,3} {9,4,4} {9,4,5} {9,4,6} {9,4,7} {9,4,8} {9,4,9} {9,5,0} {9,5,1} {9,5,2} {9,5,3} {9,5,4} {9,5,5} {9,5,6} {9,5,7} {9,5,8} {9,5,9} {9,6,0} {9,6,1} {9,6,2} {9,6,3} {9,6,4} {9,6,5} {9,6,6} {9,6,7} {9,6,8} {9,6,9} {9,7,0} {9,7,1} {9,7,2} {9,7,3} {9,7,4} {9,7,5} {9,7,6} {9,7,7} {9,7,8} {9,7,9} {9,8,0} {9,8,1} {9,8,2} {9,8,3} {9,8,4} {9,8,5} {9,8,6} {9,8,7} {9,8,8} {9,8,9} {9,9,0} {9,9,1} {9,9,2} {9,9,3} {9,9,4} {9,9,5} {9,9,6} {9,9,7} {9,9,8} {9,9,9}

        B

        {4,0,0} {4,0,1} {4,0,2} {4,0,3} {4,0,4} {4,0,5} {4,0,6} {4,0,7} {4,0,8} {4,0,9} {4,1,0} {4,1,1} {4,1,2} {4,1,3} {4,1,4} {4,1,5} {4,1,6} {4,1,7} {4,1,8} {4,1,9} {4,2,0} {4,2,1} {4,2,2} {4,2,3} {4,2,4} {4,2,5} {4,2,6} {4,2,7} {4,2,8} {4,2,9} {4,3,0} {4,3,1} {4,3,2} {4,3,3} {4,3,4} {4,3,5} {4,3,6} {4,3,7} {4,3,8} {4,3,9} {4,4,0} {4,4,1} {4,4,2} {4,4,3} {4,4,4} {4,4,5} {4,4,6} {4,4,7} {4,4,8} {4,4,9} {4,5,0} {4,5,1} {4,5,2} {4,5,3} {4,5,4} {4,5,5} {4,5,6} {4,5,7} {4,5,8} {4,5,9} {4,6,0} {4,6,1} {4,6,2} {4,6,3} {4,6,4} {4,6,5} {4,6,6} {4,6,7} {4,6,8} {4,6,9} {4,7,0} {4,7,1} {4,7,2} {4,7,3} {4,7,4} {4,7,5} {4,7,6} {4,7,7} {4,7,8} {4,7,9} {4,8,0} {4,8,1} {4,8,2} {4,8,3} {4,8,4} {4,8,5} {4,8,6} {4,8,7} {4,8,8} {4,8,9} {4,9,0} {4,9,1} {4,9,2} {4,9,3} {4,9,4} {4,9,5} {4,9,6} {4,9,7} {4,9,8} {4,9,9}

        MD

        A

        {5,0,0} {5,0,1} {5,0,2} {5,0,3} {5,0,4} {5,0,5} {5,0,6} {5,0,7} {5,0,8} {5,0,9} {5,1,0} {5,1,1} {5,1,2} {5,1,3} {5,1,4} {5,1,5} {5,1,6} {5,1,7} {5,1,8} {5,1,9} {5,2,0} {5,2,1} {5,2,2} {5,2,3} {5,2,4} {5,2,5} {5,2,6} {5,2,7} {5,2,8} {5,2,9} {5,3,0} {5,3,1} {5,3,2} {5,3,3} {5,3,4} {5,3,5} {5,3,6} {5,3,7} {5,3,8} {5,3,9} {5,4,0} {5,4,1} {5,4,2} {5,4,3} {5,4,4} {5,4,5} {5,4,6} {5,4,7} {5,4,8} {5,4,9} {5,5,0} {5,5,1} {5,5,2} {5,5,3} {5,5,4} {5,5,5} {5,5,6} {5,5,7} {5,5,8} {5,5,9} {5,6,0} {5,6,1} {5,6,2} {5,6,3} {5,6,4} {5,6,5} {5,6,6} {5,6,7} {5,6,8} {5,6,9} {5,7,0} {5,7,1} {5,7,2} {5,7,3} {5,7,4} {5,7,5} {5,7,6} {5,7,7} {5,7,8} {5,7,9} {5,8,0} {5,8,1} {5,8,2} {5,8,3} {5,8,4} {5,8,5} {5,8,6} {5,8,7} {5,8,8} {5,8,9} {5,9,0} {5,9,1} {5,9,2} {5,9,3} {5,9,4} {5,9,5} {5,9,6} {5,9,7} {5,9,8} {5,9,9}

        B

        {9,0,0} {9,0,1} {9,0,2} {9,0,3} {9,0,4} {9,0,5} {9,0,6} {9,0,7} {9,0,8} {9,0,9} {9,1,0} {9,1,1} {9,1,2} {9,1,3} {9,1,4} {9,1,5} {9,1,6} {9,1,7} {9,1,8} {9,1,9} {9,2,0} {9,2,1} {9,2,2} {9,2,3} {9,2,4} {9,2,5} {9,2,6} {9,2,7} {9,2,8} {9,2,9} {9,3,0} {9,3,1} {9,3,2} {9,3,3} {9,3,4} {9,3,5} {9,3,6} {9,3,7} {9,3,8} {9,3,9} {9,4,0} {9,4,1} {9,4,2} {9,4,3} {9,4,4} {9,4,5} {9,4,6} {9,4,7} {9,4,8} {9,4,9} {9,5,0} {9,5,1} {9,5,2} {9,5,3} {9,5,4} {9,5,5} {9,5,6} {9,5,7} {9,5,8} {9,5,9} {9,6,0} {9,6,1} {9,6,2} {9,6,3} {9,6,4} {9,6,5} {9,6,6} {9,6,7} {9,6,8} {9,6,9} {9,7,0} {9,7,1} {9,7,2} {9,7,3} {9,7,4} {9,7,5} {9,7,6} {9,7,7} {9,7,8} {9,7,9} {9,8,0} {9,8,1} {9,8,2} {9,8,3} {9,8,4} {9,8,5} {9,8,6} {9,8,7} {9,8,8} {9,8,9} {9,9,0} {9,9,1} {9,9,2} {9,9,3} {9,9,4} {9,9,5} {9,9,6} {9,9,7} {9,9,8} {9,9,9}

        NB> Sets has equal chance and are recurrent, set your time frame to prize tag. The assumption is you get multiple hits, mitigate cost or lose at end of span. Waging strategy (50cents, dollar etc) is subjective, good luck.

        HITS SO FAR

        Ar> str 149,872,185

        CT>str 364, 778,712,

        KY> so far> str 490,413,497

        MD> so far>str 906,935,941,543

        DE> str 976, 986

        IN>str 007, 170, 112, 132,129,

        FL>str 352, 573

        GA>str 943, 915,986,

        IL>str 049,781,744

        CA>str 125, 135,138,657

          Pheonix57's avatar - Lottery-062.jpg

          United States
          Member #156521
          June 21, 2014
          22 Posts
          Offline
          Posted: November 7, 2015, 4:52 pm - IP Logged

          GA - 632

          How do you determine if there will be recurring hits for each set?

          Congratulations, Adobea78! Party

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            United States
            Member #116344
            September 8, 2011
            3927 Posts
            Online
            Posted: November 7, 2015, 5:38 pm - IP Logged

            Lets keep the concept to two sets> predictions for folks with ROI in mind, should be wage for EXACT bets.

            Ark> 

            A

            {1,0,0} {1,0,1} {1,0,2} {1,0,3} {1,0,4} {1,0,5} {1,0,6} {1,0,7} {1,0,8} {1,0,9} {1,1,0} {1,1,1} {1,1,2} {1,1,3} {1,1,4} {1,1,5} {1,1,6} {1,1,7} {1,1,8} {1,1,9} {1,2,0} {1,2,1} {1,2,2} {1,2,3} {1,2,4} {1,2,5} {1,2,6} {1,2,7} {1,2,8} {1,2,9} {1,3,0} {1,3,1} {1,3,2} {1,3,3} {1,3,4} {1,3,5} {1,3,6} {1,3,7} {1,3,8} {1,3,9} {1,4,0} {1,4,1} {1,4,2} {1,4,3} {1,4,4} {1,4,5} {1,4,6} {1,4,7} {1,4,8} {1,4,9} {1,5,0} {1,5,1} {1,5,2} {1,5,3} {1,5,4} {1,5,5} {1,5,6} {1,5,7} {1,5,8} {1,5,9} {1,6,0} {1,6,1} {1,6,2} {1,6,3} {1,6,4} {1,6,5} {1,6,6} {1,6,7} {1,6,8} {1,6,9} {1,7,0} {1,7,1} {1,7,2} {1,7,3} {1,7,4} {1,7,5} {1,7,6} {1,7,7} {1,7,8} {1,7,9} {1,8,0} {1,8,1} {1,8,2} {1,8,3} {1,8,4} {1,8,5} {1,8,6} {1,8,7} {1,8,8} {1,8,9} {1,9,0} {1,9,1} {1,9,2} {1,9,3} {1,9,4} {1,9,5} {1,9,6} {1,9,7} {1,9,8} {1,9,9}

            B

            {8,0,0} {8,0,1} {8,0,2} {8,0,3} {8,0,4} {8,0,5} {8,0,6} {8,0,7} {8,0,8} {8,0,9} {8,1,0} {8,1,1} {8,1,2} {8,1,3} {8,1,4} {8,1,5} {8,1,6} {8,1,7} {8,1,8} {8,1,9} {8,2,0} {8,2,1} {8,2,2} {8,2,3} {8,2,4} {8,2,5} {8,2,6} {8,2,7} {8,2,8} {8,2,9} {8,3,0} {8,3,1} {8,3,2} {8,3,3} {8,3,4} {8,3,5} {8,3,6} {8,3,7} {8,3,8} {8,3,9} {8,4,0} {8,4,1} {8,4,2} {8,4,3} {8,4,4} {8,4,5} {8,4,6} {8,4,7} {8,4,8} {8,4,9} {8,5,0} {8,5,1} {8,5,2} {8,5,3} {8,5,4} {8,5,5} {8,5,6} {8,5,7} {8,5,8} {8,5,9} {8,6,0} {8,6,1} {8,6,2} {8,6,3} {8,6,4} {8,6,5} {8,6,6} {8,6,7} {8,6,8} {8,6,9} {8,7,0} {8,7,1} {8,7,2} {8,7,3} {8,7,4} {8,7,5} {8,7,6} {8,7,7} {8,7,8} {8,7,9} {8,8,0} {8,8,1} {8,8,2} {8,8,3} {8,8,4} {8,8,5} {8,8,6} {8,8,7} {8,8,8} {8,8,9} {8,9,0} {8,9,1} {8,9,2} {8,9,3} {8,9,4} {8,9,5} {8,9,6} {8,9,7} {8,9,8} {8,9,9}

             

            CA>

            A

            {6,0,0} {6,0,1} {6,0,2} {6,0,3} {6,0,4} {6,0,5} {6,0,6} {6,0,7} {6,0,8} {6,0,9} {6,1,0} {6,1,1} {6,1,2} {6,1,3} {6,1,4} {6,1,5} {6,1,6} {6,1,7} {6,1,8} {6,1,9} {6,2,0} {6,2,1} {6,2,2} {6,2,3} {6,2,4} {6,2,5} {6,2,6} {6,2,7} {6,2,8} {6,2,9} {6,3,0} {6,3,1} {6,3,2} {6,3,3} {6,3,4} {6,3,5} {6,3,6} {6,3,7} {6,3,8} {6,3,9} {6,4,0} {6,4,1} {6,4,2} {6,4,3} {6,4,4} {6,4,5} {6,4,6} {6,4,7} {6,4,8} {6,4,9} {6,5,0} {6,5,1} {6,5,2} {6,5,3} {6,5,4} {6,5,5} {6,5,6} {6,5,7} {6,5,8} {6,5,9} {6,6,0} {6,6,1} {6,6,2} {6,6,3} {6,6,4} {6,6,5} {6,6,6} {6,6,7} {6,6,8} {6,6,9} {6,7,0} {6,7,1} {6,7,2} {6,7,3} {6,7,4} {6,7,5} {6,7,6} {6,7,7} {6,7,8} {6,7,9} {6,8,0} {6,8,1} {6,8,2} {6,8,3} {6,8,4} {6,8,5} {6,8,6} {6,8,7} {6,8,8} {6,8,9} {6,9,0} {6,9,1} {6,9,2} {6,9,3} {6,9,4} {6,9,5} {6,9,6} {6,9,7} {6,9,8} {6,9,9}

            B

            {1,0,0} {1,0,1} {1,0,2} {1,0,3} {1,0,4} {1,0,5} {1,0,6} {1,0,7} {1,0,8} {1,0,9} {1,1,0} {1,1,1} {1,1,2} {1,1,3} {1,1,4} {1,1,5} {1,1,6} {1,1,7} {1,1,8} {1,1,9} {1,2,0} {1,2,1} {1,2,2} {1,2,3} {1,2,4} {1,2,5} {1,2,6} {1,2,7} {1,2,8} {1,2,9} {1,3,0} {1,3,1} {1,3,2} {1,3,3} {1,3,4} {1,3,5} {1,3,6} {1,3,7} {1,3,8} {1,3,9} {1,4,0} {1,4,1} {1,4,2} {1,4,3} {1,4,4} {1,4,5} {1,4,6} {1,4,7} {1,4,8} {1,4,9} {1,5,0} {1,5,1} {1,5,2} {1,5,3} {1,5,4} {1,5,5} {1,5,6} {1,5,7} {1,5,8} {1,5,9} {1,6,0} {1,6,1} {1,6,2} {1,6,3} {1,6,4} {1,6,5} {1,6,6} {1,6,7} {1,6,8} {1,6,9} {1,7,0} {1,7,1} {1,7,2} {1,7,3} {1,7,4} {1,7,5} {1,7,6} {1,7,7} {1,7,8} {1,7,9} {1,8,0} {1,8,1} {1,8,2} {1,8,3} {1,8,4} {1,8,5} {1,8,6} {1,8,7} {1,8,8} {1,8,9} {1,9,0} {1,9,1} {1,9,2} {1,9,3} {1,9,4} {1,9,5} {1,9,6} {1,9,7} {1,9,8} {1,9,9}

            CT

            A

            {7,0,0} {7,0,1} {7,0,2} {7,0,3} {7,0,4} {7,0,5} {7,0,6} {7,0,7} {7,0,8} {7,0,9} {7,1,0} {7,1,1} {7,1,2} {7,1,3} {7,1,4} {7,1,5} {7,1,6} {7,1,7} {7,1,8} {7,1,9} {7,2,0} {7,2,1} {7,2,2} {7,2,3} {7,2,4} {7,2,5} {7,2,6} {7,2,7} {7,2,8} {7,2,9} {7,3,0} {7,3,1} {7,3,2} {7,3,3} {7,3,4} {7,3,5} {7,3,6} {7,3,7} {7,3,8} {7,3,9} {7,4,0} {7,4,1} {7,4,2} {7,4,3} {7,4,4} {7,4,5} {7,4,6} {7,4,7} {7,4,8} {7,4,9} {7,5,0} {7,5,1} {7,5,2} {7,5,3} {7,5,4} {7,5,5} {7,5,6} {7,5,7} {7,5,8} {7,5,9} {7,6,0} {7,6,1} {7,6,2} {7,6,3} {7,6,4} {7,6,5} {7,6,6} {7,6,7} {7,6,8} {7,6,9} {7,7,0} {7,7,1} {7,7,2} {7,7,3} {7,7,4} {7,7,5} {7,7,6} {7,7,7} {7,7,8} {7,7,9} {7,8,0} {7,8,1} {7,8,2} {7,8,3} {7,8,4} {7,8,5} {7,8,6} {7,8,7} {7,8,8} {7,8,9} {7,9,0} {7,9,1} {7,9,2} {7,9,3} {7,9,4} {7,9,5} {7,9,6} {7,9,7} {7,9,8} {7,9,9}

            B

            {3,0,0} {3,0,1} {3,0,2} {3,0,3} {3,0,4} {3,0,5} {3,0,6} {3,0,7} {3,0,8} {3,0,9} {3,1,0} {3,1,1} {3,1,2} {3,1,3} {3,1,4} {3,1,5} {3,1,6} {3,1,7} {3,1,8} {3,1,9} {3,2,0} {3,2,1} {3,2,2} {3,2,3} {3,2,4} {3,2,5} {3,2,6} {3,2,7} {3,2,8} {3,2,9} {3,3,0} {3,3,1} {3,3,2} {3,3,3} {3,3,4} {3,3,5} {3,3,6} {3,3,7} {3,3,8} {3,3,9} {3,4,0} {3,4,1} {3,4,2} {3,4,3} {3,4,4} {3,4,5} {3,4,6} {3,4,7} {3,4,8} {3,4,9} {3,5,0} {3,5,1} {3,5,2} {3,5,3} {3,5,4} {3,5,5} {3,5,6} {3,5,7} {3,5,8} {3,5,9} {3,6,0} {3,6,1} {3,6,2} {3,6,3} {3,6,4} {3,6,5} {3,6,6} {3,6,7} {3,6,8} {3,6,9} {3,7,0} {3,7,1} {3,7,2} {3,7,3} {3,7,4} {3,7,5} {3,7,6} {3,7,7} {3,7,8} {3,7,9} {3,8,0} {3,8,1} {3,8,2} {3,8,3} {3,8,4} {3,8,5} {3,8,6} {3,8,7} {3,8,8} {3,8,9} {3,9,0} {3,9,1} {3,9,2} {3,9,3} {3,9,4} {3,9,5} {3,9,6} {3,9,7} {3,9,8} {3,9,9}

            DE

            A

            {3,0,0} {3,0,1} {3,0,2} {3,0,3} {3,0,4} {3,0,5} {3,0,6} {3,0,7} {3,0,8} {3,0,9} {3,1,0} {3,1,1} {3,1,2} {3,1,3} {3,1,4} {3,1,5} {3,1,6} {3,1,7} {3,1,8} {3,1,9} {3,2,0} {3,2,1} {3,2,2} {3,2,3} {3,2,4} {3,2,5} {3,2,6} {3,2,7} {3,2,8} {3,2,9} {3,3,0} {3,3,1} {3,3,2} {3,3,3} {3,3,4} {3,3,5} {3,3,6} {3,3,7} {3,3,8} {3,3,9} {3,4,0} {3,4,1} {3,4,2} {3,4,3} {3,4,4} {3,4,5} {3,4,6} {3,4,7} {3,4,8} {3,4,9} {3,5,0} {3,5,1} {3,5,2} {3,5,3} {3,5,4} {3,5,5} {3,5,6} {3,5,7} {3,5,8} {3,5,9} {3,6,0} {3,6,1} {3,6,2} {3,6,3} {3,6,4} {3,6,5} {3,6,6} {3,6,7} {3,6,8} {3,6,9} {3,7,0} {3,7,1} {3,7,2} {3,7,3} {3,7,4} {3,7,5} {3,7,6} {3,7,7} {3,7,8} {3,7,9} {3,8,0} {3,8,1} {3,8,2} {3,8,3} {3,8,4} {3,8,5} {3,8,6} {3,8,7} {3,8,8} {3,8,9} {3,9,0} {3,9,1} {3,9,2} {3,9,3} {3,9,4} {3,9,5} {3,9,6} {3,9,7} {3,9,8} {3,9,9}

            B

            {9,0,0} {9,0,1} {9,0,2} {9,0,3} {9,0,4} {9,0,5} {9,0,6} {9,0,7} {9,0,8} {9,0,9} {9,1,0} {9,1,1} {9,1,2} {9,1,3} {9,1,4} {9,1,5} {9,1,6} {9,1,7} {9,1,8} {9,1,9} {9,2,0} {9,2,1} {9,2,2} {9,2,3} {9,2,4} {9,2,5} {9,2,6} {9,2,7} {9,2,8} {9,2,9} {9,3,0} {9,3,1} {9,3,2} {9,3,3} {9,3,4} {9,3,5} {9,3,6} {9,3,7} {9,3,8} {9,3,9} {9,4,0} {9,4,1} {9,4,2} {9,4,3} {9,4,4} {9,4,5} {9,4,6} {9,4,7} {9,4,8} {9,4,9} {9,5,0} {9,5,1} {9,5,2} {9,5,3} {9,5,4} {9,5,5} {9,5,6} {9,5,7} {9,5,8} {9,5,9} {9,6,0} {9,6,1} {9,6,2} {9,6,3} {9,6,4} {9,6,5} {9,6,6} {9,6,7} {9,6,8} {9,6,9} {9,7,0} {9,7,1} {9,7,2} {9,7,3} {9,7,4} {9,7,5} {9,7,6} {9,7,7} {9,7,8} {9,7,9} {9,8,0} {9,8,1} {9,8,2} {9,8,3} {9,8,4} {9,8,5} {9,8,6} {9,8,7} {9,8,8} {9,8,9} {9,9,0} {9,9,1} {9,9,2} {9,9,3} {9,9,4} {9,9,5} {9,9,6} {9,9,7} {9,9,8} {9,9,9}

            FL

            A

            {5,0,0} {5,0,1} {5,0,2} {5,0,3} {5,0,4} {5,0,5} {5,0,6} {5,0,7} {5,0,8} {5,0,9} {5,1,0} {5,1,1} {5,1,2} {5,1,3} {5,1,4} {5,1,5} {5,1,6} {5,1,7} {5,1,8} {5,1,9} {5,2,0} {5,2,1} {5,2,2} {5,2,3} {5,2,4} {5,2,5} {5,2,6} {5,2,7} {5,2,8} {5,2,9} {5,3,0} {5,3,1} {5,3,2} {5,3,3} {5,3,4} {5,3,5} {5,3,6} {5,3,7} {5,3,8} {5,3,9} {5,4,0} {5,4,1} {5,4,2} {5,4,3} {5,4,4} {5,4,5} {5,4,6} {5,4,7} {5,4,8} {5,4,9} {5,5,0} {5,5,1} {5,5,2} {5,5,3} {5,5,4} {5,5,5} {5,5,6} {5,5,7} {5,5,8} {5,5,9} {5,6,0} {5,6,1} {5,6,2} {5,6,3} {5,6,4} {5,6,5} {5,6,6} {5,6,7} {5,6,8} {5,6,9} {5,7,0} {5,7,1} {5,7,2} {5,7,3} {5,7,4} {5,7,5} {5,7,6} {5,7,7} {5,7,8} {5,7,9} {5,8,0} {5,8,1} {5,8,2} {5,8,3} {5,8,4} {5,8,5} {5,8,6} {5,8,7} {5,8,8} {5,8,9} {5,9,0} {5,9,1} {5,9,2} {5,9,3} {5,9,4} {5,9,5} {5,9,6} {5,9,7} {5,9,8} {5,9,9}

            B

            {3,0,0} {3,0,1} {3,0,2} {3,0,3} {3,0,4} {3,0,5} {3,0,6} {3,0,7} {3,0,8} {3,0,9} {3,1,0} {3,1,1} {3,1,2} {3,1,3} {3,1,4} {3,1,5} {3,1,6} {3,1,7} {3,1,8} {3,1,9} {3,2,0} {3,2,1} {3,2,2} {3,2,3} {3,2,4} {3,2,5} {3,2,6} {3,2,7} {3,2,8} {3,2,9} {3,3,0} {3,3,1} {3,3,2} {3,3,3} {3,3,4} {3,3,5} {3,3,6} {3,3,7} {3,3,8} {3,3,9} {3,4,0} {3,4,1} {3,4,2} {3,4,3} {3,4,4} {3,4,5} {3,4,6} {3,4,7} {3,4,8} {3,4,9} {3,5,0} {3,5,1} {3,5,2} {3,5,3} {3,5,4} {3,5,5} {3,5,6} {3,5,7} {3,5,8} {3,5,9} {3,6,0} {3,6,1} {3,6,2} {3,6,3} {3,6,4} {3,6,5} {3,6,6} {3,6,7} {3,6,8} {3,6,9} {3,7,0} {3,7,1} {3,7,2} {3,7,3} {3,7,4} {3,7,5} {3,7,6} {3,7,7} {3,7,8} {3,7,9} {3,8,0} {3,8,1} {3,8,2} {3,8,3} {3,8,4} {3,8,5} {3,8,6} {3,8,7} {3,8,8} {3,8,9} {3,9,0} {3,9,1} {3,9,2} {3,9,3} {3,9,4} {3,9,5} {3,9,6} {3,9,7} {3,9,8} {3,9,9

            GA

            A

            {9,0,0} {9,0,1} {9,0,2} {9,0,3} {9,0,4} {9,0,5} {9,0,6} {9,0,7} {9,0,8} {9,0,9} {9,1,0} {9,1,1} {9,1,2} {9,1,3} {9,1,4} {9,1,5} {9,1,6} {9,1,7} {9,1,8} {9,1,9} {9,2,0} {9,2,1} {9,2,2} {9,2,3} {9,2,4} {9,2,5} {9,2,6} {9,2,7} {9,2,8} {9,2,9} {9,3,0} {9,3,1} {9,3,2} {9,3,3} {9,3,4} {9,3,5} {9,3,6} {9,3,7} {9,3,8} {9,3,9} {9,4,0} {9,4,1} {9,4,2} {9,4,3} {9,4,4} {9,4,5} {9,4,6} {9,4,7} {9,4,8} {9,4,9} {9,5,0} {9,5,1} {9,5,2} {9,5,3} {9,5,4} {9,5,5} {9,5,6} {9,5,7} {9,5,8} {9,5,9} {9,6,0} {9,6,1} {9,6,2} {9,6,3} {9,6,4} {9,6,5} {9,6,6} {9,6,7} {9,6,8} {9,6,9} {9,7,0} {9,7,1} {9,7,2} {9,7,3} {9,7,4} {9,7,5} {9,7,6} {9,7,7} {9,7,8} {9,7,9} {9,8,0} {9,8,1} {9,8,2} {9,8,3} {9,8,4} {9,8,5} {9,8,6} {9,8,7} {9,8,8} {9,8,9} {9,9,0} {9,9,1} {9,9,2} {9,9,3} {9,9,4} {9,9,5} {9,9,6} {9,9,7} {9,9,8} {9,9,9}

            B

            {6,0,0} {6,0,1} {6,0,2} {6,0,3} {6,0,4} {6,0,5} {6,0,6} {6,0,7} {6,0,8} {6,0,9} {6,1,0} {6,1,1} {6,1,2} {6,1,3} {6,1,4} {6,1,5} {6,1,6} {6,1,7} {6,1,8} {6,1,9} {6,2,0} {6,2,1} {6,2,2} {6,2,3} {6,2,4} {6,2,5} {6,2,6} {6,2,7} {6,2,8} {6,2,9} {6,3,0} {6,3,1} {6,3,2} {6,3,3} {6,3,4} {6,3,5} {6,3,6} {6,3,7} {6,3,8} {6,3,9} {6,4,0} {6,4,1} {6,4,2} {6,4,3} {6,4,4} {6,4,5} {6,4,6} {6,4,7} {6,4,8} {6,4,9} {6,5,0} {6,5,1} {6,5,2} {6,5,3} {6,5,4} {6,5,5} {6,5,6} {6,5,7} {6,5,8} {6,5,9} {6,6,0} {6,6,1} {6,6,2} {6,6,3} {6,6,4} {6,6,5} {6,6,6} {6,6,7} {6,6,8} {6,6,9} {6,7,0} {6,7,1} {6,7,2} {6,7,3} {6,7,4} {6,7,5} {6,7,6} {6,7,7} {6,7,8} {6,7,9} {6,8,0} {6,8,1} {6,8,2} {6,8,3} {6,8,4} {6,8,5} {6,8,6} {6,8,7} {6,8,8} {6,8,9} {6,9,0} {6,9,1} {6,9,2} {6,9,3} {6,9,4} {6,9,5} {6,9,6} {6,9,7} {6,9,8} {6,9,9}

            IL

            A

             {7,0,0} {7,0,1} {7,0,2} {7,0,3} {7,0,4} {7,0,5} {7,0,6} {7,0,7} {7,0,8} {7,0,9} {7,1,0} {7,1,1} {7,1,2} {7,1,3} {7,1,4} {7,1,5} {7,1,6} {7,1,7} {7,1,8} {7,1,9} {7,2,0} {7,2,1} {7,2,2} {7,2,3} {7,2,4} {7,2,5} {7,2,6} {7,2,7} {7,2,8} {7,2,9} {7,3,0} {7,3,1} {7,3,2} {7,3,3} {7,3,4} {7,3,5} {7,3,6} {7,3,7} {7,3,8} {7,3,9} {7,4,0} {7,4,1} {7,4,2} {7,4,3} {7,4,4} {7,4,5} {7,4,6} {7,4,7} {7,4,8} {7,4,9} {7,5,0} {7,5,1} {7,5,2} {7,5,3} {7,5,4} {7,5,5} {7,5,6} {7,5,7} {7,5,8} {7,5,9} {7,6,0} {7,6,1} {7,6,2} {7,6,3} {7,6,4} {7,6,5} {7,6,6} {7,6,7} {7,6,8} {7,6,9} {7,7,0} {7,7,1} {7,7,2} {7,7,3} {7,7,4} {7,7,5} {7,7,6} {7,7,7} {7,7,8} {7,7,9} {7,8,0} {7,8,1} {7,8,2} {7,8,3} {7,8,4} {7,8,5} {7,8,6} {7,8,7} {7,8,8} {7,8,9} {7,9,0} {7,9,1} {7,9,2} {7,9,3} {7,9,4} {7,9,5} {7,9,6} {7,9,7} {7,9,8} {7,9,9}

            B

            {0,0,0} {0,0,1} {0,0,2} {0,0,3} {0,0,4} {0,0,5} {0,0,6} {0,0,7} {0,0,8} {0,0,9} {0,1,0} {0,1,1} {0,1,2} {0,1,3} {0,1,4} {0,1,5} {0,1,6} {0,1,7} {0,1,8} {0,1,9} {0,2,0} {0,2,1} {0,2,2} {0,2,3} {0,2,4} {0,2,5} {0,2,6} {0,2,7} {0,2,8} {0,2,9} {0,3,0} {0,3,1} {0,3,2} {0,3,3} {0,3,4} {0,3,5} {0,3,6} {0,3,7} {0,3,8} {0,3,9} {0,4,0} {0,4,1} {0,4,2} {0,4,3} {0,4,4} {0,4,5} {0,4,6} {0,4,7} {0,4,8} {0,4,9} {0,5,0} {0,5,1} {0,5,2} {0,5,3} {0,5,4} {0,5,5} {0,5,6} {0,5,7} {0,5,8} {0,5,9} {0,6,0} {0,6,1} {0,6,2} {0,6,3} {0,6,4} {0,6,5} {0,6,6} {0,6,7} {0,6,8} {0,6,9} {0,7,0} {0,7,1} {0,7,2} {0,7,3} {0,7,4} {0,7,5} {0,7,6} {0,7,7} {0,7,8} {0,7,9} {0,8,0} {0,8,1} {0,8,2} {0,8,3} {0,8,4} {0,8,5} {0,8,6} {0,8,7} {0,8,8} {0,8,9} {0,9,0} {0,9,1} {0,9,2} {0,9,3} {0,9,4} {0,9,5} {0,9,6} {0,9,7} {0,9,8} {0,9,9} 

            IN

            A

            {1,0,0} {1,0,1} {1,0,2} {1,0,3} {1,0,4} {1,0,5} {1,0,6} {1,0,7} {1,0,8} {1,0,9} {1,1,0} {1,1,1} {1,1,2} {1,1,3} {1,1,4} {1,1,5} {1,1,6} {1,1,7} {1,1,8} {1,1,9} {1,2,0} {1,2,1} {1,2,2} {1,2,3} {1,2,4} {1,2,5} {1,2,6} {1,2,7} {1,2,8} {1,2,9} {1,3,0} {1,3,1} {1,3,2} {1,3,3} {1,3,4} {1,3,5} {1,3,6} {1,3,7} {1,3,8} {1,3,9} {1,4,0} {1,4,1} {1,4,2} {1,4,3} {1,4,4} {1,4,5} {1,4,6} {1,4,7} {1,4,8} {1,4,9} {1,5,0} {1,5,1} {1,5,2} {1,5,3} {1,5,4} {1,5,5} {1,5,6} {1,5,7} {1,5,8} {1,5,9} {1,6,0} {1,6,1} {1,6,2} {1,6,3} {1,6,4} {1,6,5} {1,6,6} {1,6,7} {1,6,8} {1,6,9} {1,7,0} {1,7,1} {1,7,2} {1,7,3} {1,7,4} {1,7,5} {1,7,6} {1,7,7} {1,7,8} {1,7,9} {1,8,0} {1,8,1} {1,8,2} {1,8,3} {1,8,4} {1,8,5} {1,8,6} {1,8,7} {1,8,8} {1,8,9} {1,9,0} {1,9,1} {1,9,2} {1,9,3} {1,9,4} {1,9,5} {1,9,6} {1,9,7} {1,9,8} {1,9,9}

            B

            {0,0,0} {0,0,1} {0,0,2} {0,0,3} {0,0,4} {0,0,5} {0,0,6} {0,0,7} {0,0,8} {0,0,9} {0,1,0} {0,1,1} {0,1,2} {0,1,3} {0,1,4} {0,1,5} {0,1,6} {0,1,7} {0,1,8} {0,1,9} {0,2,0} {0,2,1} {0,2,2} {0,2,3} {0,2,4} {0,2,5} {0,2,6} {0,2,7} {0,2,8} {0,2,9} {0,3,0} {0,3,1} {0,3,2} {0,3,3} {0,3,4} {0,3,5} {0,3,6} {0,3,7} {0,3,8} {0,3,9} {0,4,0} {0,4,1} {0,4,2} {0,4,3} {0,4,4} {0,4,5} {0,4,6} {0,4,7} {0,4,8} {0,4,9} {0,5,0} {0,5,1} {0,5,2} {0,5,3} {0,5,4} {0,5,5} {0,5,6} {0,5,7} {0,5,8} {0,5,9} {0,6,0} {0,6,1} {0,6,2} {0,6,3} {0,6,4} {0,6,5} {0,6,6} {0,6,7} {0,6,8} {0,6,9} {0,7,0} {0,7,1} {0,7,2} {0,7,3} {0,7,4} {0,7,5} {0,7,6} {0,7,7} {0,7,8} {0,7,9} {0,8,0} {0,8,1} {0,8,2} {0,8,3} {0,8,4} {0,8,5} {0,8,6} {0,8,7} {0,8,8} {0,8,9} {0,9,0} {0,9,1} {0,9,2} {0,9,3} {0,9,4} {0,9,5} {0,9,6} {0,9,7} {0,9,8} {0,9,9} 

            KY

            A

            {9,0,0} {9,0,1} {9,0,2} {9,0,3} {9,0,4} {9,0,5} {9,0,6} {9,0,7} {9,0,8} {9,0,9} {9,1,0} {9,1,1} {9,1,2} {9,1,3} {9,1,4} {9,1,5} {9,1,6} {9,1,7} {9,1,8} {9,1,9} {9,2,0} {9,2,1} {9,2,2} {9,2,3} {9,2,4} {9,2,5} {9,2,6} {9,2,7} {9,2,8} {9,2,9} {9,3,0} {9,3,1} {9,3,2} {9,3,3} {9,3,4} {9,3,5} {9,3,6} {9,3,7} {9,3,8} {9,3,9} {9,4,0} {9,4,1} {9,4,2} {9,4,3} {9,4,4} {9,4,5} {9,4,6} {9,4,7} {9,4,8} {9,4,9} {9,5,0} {9,5,1} {9,5,2} {9,5,3} {9,5,4} {9,5,5} {9,5,6} {9,5,7} {9,5,8} {9,5,9} {9,6,0} {9,6,1} {9,6,2} {9,6,3} {9,6,4} {9,6,5} {9,6,6} {9,6,7} {9,6,8} {9,6,9} {9,7,0} {9,7,1} {9,7,2} {9,7,3} {9,7,4} {9,7,5} {9,7,6} {9,7,7} {9,7,8} {9,7,9} {9,8,0} {9,8,1} {9,8,2} {9,8,3} {9,8,4} {9,8,5} {9,8,6} {9,8,7} {9,8,8} {9,8,9} {9,9,0} {9,9,1} {9,9,2} {9,9,3} {9,9,4} {9,9,5} {9,9,6} {9,9,7} {9,9,8} {9,9,9}

            B

            {4,0,0} {4,0,1} {4,0,2} {4,0,3} {4,0,4} {4,0,5} {4,0,6} {4,0,7} {4,0,8} {4,0,9} {4,1,0} {4,1,1} {4,1,2} {4,1,3} {4,1,4} {4,1,5} {4,1,6} {4,1,7} {4,1,8} {4,1,9} {4,2,0} {4,2,1} {4,2,2} {4,2,3} {4,2,4} {4,2,5} {4,2,6} {4,2,7} {4,2,8} {4,2,9} {4,3,0} {4,3,1} {4,3,2} {4,3,3} {4,3,4} {4,3,5} {4,3,6} {4,3,7} {4,3,8} {4,3,9} {4,4,0} {4,4,1} {4,4,2} {4,4,3} {4,4,4} {4,4,5} {4,4,6} {4,4,7} {4,4,8} {4,4,9} {4,5,0} {4,5,1} {4,5,2} {4,5,3} {4,5,4} {4,5,5} {4,5,6} {4,5,7} {4,5,8} {4,5,9} {4,6,0} {4,6,1} {4,6,2} {4,6,3} {4,6,4} {4,6,5} {4,6,6} {4,6,7} {4,6,8} {4,6,9} {4,7,0} {4,7,1} {4,7,2} {4,7,3} {4,7,4} {4,7,5} {4,7,6} {4,7,7} {4,7,8} {4,7,9} {4,8,0} {4,8,1} {4,8,2} {4,8,3} {4,8,4} {4,8,5} {4,8,6} {4,8,7} {4,8,8} {4,8,9} {4,9,0} {4,9,1} {4,9,2} {4,9,3} {4,9,4} {4,9,5} {4,9,6} {4,9,7} {4,9,8} {4,9,9}

            MD

            A

            {5,0,0} {5,0,1} {5,0,2} {5,0,3} {5,0,4} {5,0,5} {5,0,6} {5,0,7} {5,0,8} {5,0,9} {5,1,0} {5,1,1} {5,1,2} {5,1,3} {5,1,4} {5,1,5} {5,1,6} {5,1,7} {5,1,8} {5,1,9} {5,2,0} {5,2,1} {5,2,2} {5,2,3} {5,2,4} {5,2,5} {5,2,6} {5,2,7} {5,2,8} {5,2,9} {5,3,0} {5,3,1} {5,3,2} {5,3,3} {5,3,4} {5,3,5} {5,3,6} {5,3,7} {5,3,8} {5,3,9} {5,4,0} {5,4,1} {5,4,2} {5,4,3} {5,4,4} {5,4,5} {5,4,6} {5,4,7} {5,4,8} {5,4,9} {5,5,0} {5,5,1} {5,5,2} {5,5,3} {5,5,4} {5,5,5} {5,5,6} {5,5,7} {5,5,8} {5,5,9} {5,6,0} {5,6,1} {5,6,2} {5,6,3} {5,6,4} {5,6,5} {5,6,6} {5,6,7} {5,6,8} {5,6,9} {5,7,0} {5,7,1} {5,7,2} {5,7,3} {5,7,4} {5,7,5} {5,7,6} {5,7,7} {5,7,8} {5,7,9} {5,8,0} {5,8,1} {5,8,2} {5,8,3} {5,8,4} {5,8,5} {5,8,6} {5,8,7} {5,8,8} {5,8,9} {5,9,0} {5,9,1} {5,9,2} {5,9,3} {5,9,4} {5,9,5} {5,9,6} {5,9,7} {5,9,8} {5,9,9}

            B

            {9,0,0} {9,0,1} {9,0,2} {9,0,3} {9,0,4} {9,0,5} {9,0,6} {9,0,7} {9,0,8} {9,0,9} {9,1,0} {9,1,1} {9,1,2} {9,1,3} {9,1,4} {9,1,5} {9,1,6} {9,1,7} {9,1,8} {9,1,9} {9,2,0} {9,2,1} {9,2,2} {9,2,3} {9,2,4} {9,2,5} {9,2,6} {9,2,7} {9,2,8} {9,2,9} {9,3,0} {9,3,1} {9,3,2} {9,3,3} {9,3,4} {9,3,5} {9,3,6} {9,3,7} {9,3,8} {9,3,9} {9,4,0} {9,4,1} {9,4,2} {9,4,3} {9,4,4} {9,4,5} {9,4,6} {9,4,7} {9,4,8} {9,4,9} {9,5,0} {9,5,1} {9,5,2} {9,5,3} {9,5,4} {9,5,5} {9,5,6} {9,5,7} {9,5,8} {9,5,9} {9,6,0} {9,6,1} {9,6,2} {9,6,3} {9,6,4} {9,6,5} {9,6,6} {9,6,7} {9,6,8} {9,6,9} {9,7,0} {9,7,1} {9,7,2} {9,7,3} {9,7,4} {9,7,5} {9,7,6} {9,7,7} {9,7,8} {9,7,9} {9,8,0} {9,8,1} {9,8,2} {9,8,3} {9,8,4} {9,8,5} {9,8,6} {9,8,7} {9,8,8} {9,8,9} {9,9,0} {9,9,1} {9,9,2} {9,9,3} {9,9,4} {9,9,5} {9,9,6} {9,9,7} {9,9,8} {9,9,9}

            NB> Sets has equal chance and are recurrent, set your time frame to prize tag. The assumption is you get multiple hits, mitigate cost or lose at end of span. Waging strategy (50cents, dollar etc) is subjective, good luck.

            HITS SO FAR

            Ar> str 149,872,185

            CT>str 364, 778,712,

            KY> so far> str 490,413,497

            MD> so far>str 906,935,941,543

            DE> str 986

            IN>str 007, 170, 112, 132,129,

            FL>str 352, 573

            GA>str 632, 943, 915,986,

            IL>str 002, 049,781,744

            CA>str 135,138,657

            NB> sets are recurrent, use it for pending draws.

              Avatar

              United States
              Member #116344
              September 8, 2011
              3927 Posts
              Online
              Posted: November 8, 2015, 2:46 pm - IP Logged

              Lets keep the concept to two sets> predictions for folks with ROI in mind, should be wage for EXACT bets.

              Ark> 

              A

              {1,0,0} {1,0,1} {1,0,2} {1,0,3} {1,0,4} {1,0,5} {1,0,6} {1,0,7} {1,0,8} {1,0,9} {1,1,0} {1,1,1} {1,1,2} {1,1,3} {1,1,4} {1,1,5} {1,1,6} {1,1,7} {1,1,8} {1,1,9} {1,2,0} {1,2,1} {1,2,2} {1,2,3} {1,2,4} {1,2,5} {1,2,6} {1,2,7} {1,2,8} {1,2,9} {1,3,0} {1,3,1} {1,3,2} {1,3,3} {1,3,4} {1,3,5} {1,3,6} {1,3,7} {1,3,8} {1,3,9} {1,4,0} {1,4,1} {1,4,2} {1,4,3} {1,4,4} {1,4,5} {1,4,6} {1,4,7} {1,4,8} {1,4,9} {1,5,0} {1,5,1} {1,5,2} {1,5,3} {1,5,4} {1,5,5} {1,5,6} {1,5,7} {1,5,8} {1,5,9} {1,6,0} {1,6,1} {1,6,2} {1,6,3} {1,6,4} {1,6,5} {1,6,6} {1,6,7} {1,6,8} {1,6,9} {1,7,0} {1,7,1} {1,7,2} {1,7,3} {1,7,4} {1,7,5} {1,7,6} {1,7,7} {1,7,8} {1,7,9} {1,8,0} {1,8,1} {1,8,2} {1,8,3} {1,8,4} {1,8,5} {1,8,6} {1,8,7} {1,8,8} {1,8,9} {1,9,0} {1,9,1} {1,9,2} {1,9,3} {1,9,4} {1,9,5} {1,9,6} {1,9,7} {1,9,8} {1,9,9}

              B

              {8,0,0} {8,0,1} {8,0,2} {8,0,3} {8,0,4} {8,0,5} {8,0,6} {8,0,7} {8,0,8} {8,0,9} {8,1,0} {8,1,1} {8,1,2} {8,1,3} {8,1,4} {8,1,5} {8,1,6} {8,1,7} {8,1,8} {8,1,9} {8,2,0} {8,2,1} {8,2,2} {8,2,3} {8,2,4} {8,2,5} {8,2,6} {8,2,7} {8,2,8} {8,2,9} {8,3,0} {8,3,1} {8,3,2} {8,3,3} {8,3,4} {8,3,5} {8,3,6} {8,3,7} {8,3,8} {8,3,9} {8,4,0} {8,4,1} {8,4,2} {8,4,3} {8,4,4} {8,4,5} {8,4,6} {8,4,7} {8,4,8} {8,4,9} {8,5,0} {8,5,1} {8,5,2} {8,5,3} {8,5,4} {8,5,5} {8,5,6} {8,5,7} {8,5,8} {8,5,9} {8,6,0} {8,6,1} {8,6,2} {8,6,3} {8,6,4} {8,6,5} {8,6,6} {8,6,7} {8,6,8} {8,6,9} {8,7,0} {8,7,1} {8,7,2} {8,7,3} {8,7,4} {8,7,5} {8,7,6} {8,7,7} {8,7,8} {8,7,9} {8,8,0} {8,8,1} {8,8,2} {8,8,3} {8,8,4} {8,8,5} {8,8,6} {8,8,7} {8,8,8} {8,8,9} {8,9,0} {8,9,1} {8,9,2} {8,9,3} {8,9,4} {8,9,5} {8,9,6} {8,9,7} {8,9,8} {8,9,9}

               

              CA>

              A

              {6,0,0} {6,0,1} {6,0,2} {6,0,3} {6,0,4} {6,0,5} {6,0,6} {6,0,7} {6,0,8} {6,0,9} {6,1,0} {6,1,1} {6,1,2} {6,1,3} {6,1,4} {6,1,5} {6,1,6} {6,1,7} {6,1,8} {6,1,9} {6,2,0} {6,2,1} {6,2,2} {6,2,3} {6,2,4} {6,2,5} {6,2,6} {6,2,7} {6,2,8} {6,2,9} {6,3,0} {6,3,1} {6,3,2} {6,3,3} {6,3,4} {6,3,5} {6,3,6} {6,3,7} {6,3,8} {6,3,9} {6,4,0} {6,4,1} {6,4,2} {6,4,3} {6,4,4} {6,4,5} {6,4,6} {6,4,7} {6,4,8} {6,4,9} {6,5,0} {6,5,1} {6,5,2} {6,5,3} {6,5,4} {6,5,5} {6,5,6} {6,5,7} {6,5,8} {6,5,9} {6,6,0} {6,6,1} {6,6,2} {6,6,3} {6,6,4} {6,6,5} {6,6,6} {6,6,7} {6,6,8} {6,6,9} {6,7,0} {6,7,1} {6,7,2} {6,7,3} {6,7,4} {6,7,5} {6,7,6} {6,7,7} {6,7,8} {6,7,9} {6,8,0} {6,8,1} {6,8,2} {6,8,3} {6,8,4} {6,8,5} {6,8,6} {6,8,7} {6,8,8} {6,8,9} {6,9,0} {6,9,1} {6,9,2} {6,9,3} {6,9,4} {6,9,5} {6,9,6} {6,9,7} {6,9,8} {6,9,9}

              B

              {1,0,0} {1,0,1} {1,0,2} {1,0,3} {1,0,4} {1,0,5} {1,0,6} {1,0,7} {1,0,8} {1,0,9} {1,1,0} {1,1,1} {1,1,2} {1,1,3} {1,1,4} {1,1,5} {1,1,6} {1,1,7} {1,1,8} {1,1,9} {1,2,0} {1,2,1} {1,2,2} {1,2,3} {1,2,4} {1,2,5} {1,2,6} {1,2,7} {1,2,8} {1,2,9} {1,3,0} {1,3,1} {1,3,2} {1,3,3} {1,3,4} {1,3,5} {1,3,6} {1,3,7} {1,3,8} {1,3,9} {1,4,0} {1,4,1} {1,4,2} {1,4,3} {1,4,4} {1,4,5} {1,4,6} {1,4,7} {1,4,8} {1,4,9} {1,5,0} {1,5,1} {1,5,2} {1,5,3} {1,5,4} {1,5,5} {1,5,6} {1,5,7} {1,5,8} {1,5,9} {1,6,0} {1,6,1} {1,6,2} {1,6,3} {1,6,4} {1,6,5} {1,6,6} {1,6,7} {1,6,8} {1,6,9} {1,7,0} {1,7,1} {1,7,2} {1,7,3} {1,7,4} {1,7,5} {1,7,6} {1,7,7} {1,7,8} {1,7,9} {1,8,0} {1,8,1} {1,8,2} {1,8,3} {1,8,4} {1,8,5} {1,8,6} {1,8,7} {1,8,8} {1,8,9} {1,9,0} {1,9,1} {1,9,2} {1,9,3} {1,9,4} {1,9,5} {1,9,6} {1,9,7} {1,9,8} {1,9,9}

              CT

              A

              {7,0,0} {7,0,1} {7,0,2} {7,0,3} {7,0,4} {7,0,5} {7,0,6} {7,0,7} {7,0,8} {7,0,9} {7,1,0} {7,1,1} {7,1,2} {7,1,3} {7,1,4} {7,1,5} {7,1,6} {7,1,7} {7,1,8} {7,1,9} {7,2,0} {7,2,1} {7,2,2} {7,2,3} {7,2,4} {7,2,5} {7,2,6} {7,2,7} {7,2,8} {7,2,9} {7,3,0} {7,3,1} {7,3,2} {7,3,3} {7,3,4} {7,3,5} {7,3,6} {7,3,7} {7,3,8} {7,3,9} {7,4,0} {7,4,1} {7,4,2} {7,4,3} {7,4,4} {7,4,5} {7,4,6} {7,4,7} {7,4,8} {7,4,9} {7,5,0} {7,5,1} {7,5,2} {7,5,3} {7,5,4} {7,5,5} {7,5,6} {7,5,7} {7,5,8} {7,5,9} {7,6,0} {7,6,1} {7,6,2} {7,6,3} {7,6,4} {7,6,5} {7,6,6} {7,6,7} {7,6,8} {7,6,9} {7,7,0} {7,7,1} {7,7,2} {7,7,3} {7,7,4} {7,7,5} {7,7,6} {7,7,7} {7,7,8} {7,7,9} {7,8,0} {7,8,1} {7,8,2} {7,8,3} {7,8,4} {7,8,5} {7,8,6} {7,8,7} {7,8,8} {7,8,9} {7,9,0} {7,9,1} {7,9,2} {7,9,3} {7,9,4} {7,9,5} {7,9,6} {7,9,7} {7,9,8} {7,9,9}

              B

              {3,0,0} {3,0,1} {3,0,2} {3,0,3} {3,0,4} {3,0,5} {3,0,6} {3,0,7} {3,0,8} {3,0,9} {3,1,0} {3,1,1} {3,1,2} {3,1,3} {3,1,4} {3,1,5} {3,1,6} {3,1,7} {3,1,8} {3,1,9} {3,2,0} {3,2,1} {3,2,2} {3,2,3} {3,2,4} {3,2,5} {3,2,6} {3,2,7} {3,2,8} {3,2,9} {3,3,0} {3,3,1} {3,3,2} {3,3,3} {3,3,4} {3,3,5} {3,3,6} {3,3,7} {3,3,8} {3,3,9} {3,4,0} {3,4,1} {3,4,2} {3,4,3} {3,4,4} {3,4,5} {3,4,6} {3,4,7} {3,4,8} {3,4,9} {3,5,0} {3,5,1} {3,5,2} {3,5,3} {3,5,4} {3,5,5} {3,5,6} {3,5,7} {3,5,8} {3,5,9} {3,6,0} {3,6,1} {3,6,2} {3,6,3} {3,6,4} {3,6,5} {3,6,6} {3,6,7} {3,6,8} {3,6,9} {3,7,0} {3,7,1} {3,7,2} {3,7,3} {3,7,4} {3,7,5} {3,7,6} {3,7,7} {3,7,8} {3,7,9} {3,8,0} {3,8,1} {3,8,2} {3,8,3} {3,8,4} {3,8,5} {3,8,6} {3,8,7} {3,8,8} {3,8,9} {3,9,0} {3,9,1} {3,9,2} {3,9,3} {3,9,4} {3,9,5} {3,9,6} {3,9,7} {3,9,8} {3,9,9}

              DE

              A

              {3,0,0} {3,0,1} {3,0,2} {3,0,3} {3,0,4} {3,0,5} {3,0,6} {3,0,7} {3,0,8} {3,0,9} {3,1,0} {3,1,1} {3,1,2} {3,1,3} {3,1,4} {3,1,5} {3,1,6} {3,1,7} {3,1,8} {3,1,9} {3,2,0} {3,2,1} {3,2,2} {3,2,3} {3,2,4} {3,2,5} {3,2,6} {3,2,7} {3,2,8} {3,2,9} {3,3,0} {3,3,1} {3,3,2} {3,3,3} {3,3,4} {3,3,5} {3,3,6} {3,3,7} {3,3,8} {3,3,9} {3,4,0} {3,4,1} {3,4,2} {3,4,3} {3,4,4} {3,4,5} {3,4,6} {3,4,7} {3,4,8} {3,4,9} {3,5,0} {3,5,1} {3,5,2} {3,5,3} {3,5,4} {3,5,5} {3,5,6} {3,5,7} {3,5,8} {3,5,9} {3,6,0} {3,6,1} {3,6,2} {3,6,3} {3,6,4} {3,6,5} {3,6,6} {3,6,7} {3,6,8} {3,6,9} {3,7,0} {3,7,1} {3,7,2} {3,7,3} {3,7,4} {3,7,5} {3,7,6} {3,7,7} {3,7,8} {3,7,9} {3,8,0} {3,8,1} {3,8,2} {3,8,3} {3,8,4} {3,8,5} {3,8,6} {3,8,7} {3,8,8} {3,8,9} {3,9,0} {3,9,1} {3,9,2} {3,9,3} {3,9,4} {3,9,5} {3,9,6} {3,9,7} {3,9,8} {3,9,9}

              B

              {9,0,0} {9,0,1} {9,0,2} {9,0,3} {9,0,4} {9,0,5} {9,0,6} {9,0,7} {9,0,8} {9,0,9} {9,1,0} {9,1,1} {9,1,2} {9,1,3} {9,1,4} {9,1,5} {9,1,6} {9,1,7} {9,1,8} {9,1,9} {9,2,0} {9,2,1} {9,2,2} {9,2,3} {9,2,4} {9,2,5} {9,2,6} {9,2,7} {9,2,8} {9,2,9} {9,3,0} {9,3,1} {9,3,2} {9,3,3} {9,3,4} {9,3,5} {9,3,6} {9,3,7} {9,3,8} {9,3,9} {9,4,0} {9,4,1} {9,4,2} {9,4,3} {9,4,4} {9,4,5} {9,4,6} {9,4,7} {9,4,8} {9,4,9} {9,5,0} {9,5,1} {9,5,2} {9,5,3} {9,5,4} {9,5,5} {9,5,6} {9,5,7} {9,5,8} {9,5,9} {9,6,0} {9,6,1} {9,6,2} {9,6,3} {9,6,4} {9,6,5} {9,6,6} {9,6,7} {9,6,8} {9,6,9} {9,7,0} {9,7,1} {9,7,2} {9,7,3} {9,7,4} {9,7,5} {9,7,6} {9,7,7} {9,7,8} {9,7,9} {9,8,0} {9,8,1} {9,8,2} {9,8,3} {9,8,4} {9,8,5} {9,8,6} {9,8,7} {9,8,8} {9,8,9} {9,9,0} {9,9,1} {9,9,2} {9,9,3} {9,9,4} {9,9,5} {9,9,6} {9,9,7} {9,9,8} {9,9,9}

              FL

              A

              {5,0,0} {5,0,1} {5,0,2} {5,0,3} {5,0,4} {5,0,5} {5,0,6} {5,0,7} {5,0,8} {5,0,9} {5,1,0} {5,1,1} {5,1,2} {5,1,3} {5,1,4} {5,1,5} {5,1,6} {5,1,7} {5,1,8} {5,1,9} {5,2,0} {5,2,1} {5,2,2} {5,2,3} {5,2,4} {5,2,5} {5,2,6} {5,2,7} {5,2,8} {5,2,9} {5,3,0} {5,3,1} {5,3,2} {5,3,3} {5,3,4} {5,3,5} {5,3,6} {5,3,7} {5,3,8} {5,3,9} {5,4,0} {5,4,1} {5,4,2} {5,4,3} {5,4,4} {5,4,5} {5,4,6} {5,4,7} {5,4,8} {5,4,9} {5,5,0} {5,5,1} {5,5,2} {5,5,3} {5,5,4} {5,5,5} {5,5,6} {5,5,7} {5,5,8} {5,5,9} {5,6,0} {5,6,1} {5,6,2} {5,6,3} {5,6,4} {5,6,5} {5,6,6} {5,6,7} {5,6,8} {5,6,9} {5,7,0} {5,7,1} {5,7,2} {5,7,3} {5,7,4} {5,7,5} {5,7,6} {5,7,7} {5,7,8} {5,7,9} {5,8,0} {5,8,1} {5,8,2} {5,8,3} {5,8,4} {5,8,5} {5,8,6} {5,8,7} {5,8,8} {5,8,9} {5,9,0} {5,9,1} {5,9,2} {5,9,3} {5,9,4} {5,9,5} {5,9,6} {5,9,7} {5,9,8} {5,9,9}

              B

              {3,0,0} {3,0,1} {3,0,2} {3,0,3} {3,0,4} {3,0,5} {3,0,6} {3,0,7} {3,0,8} {3,0,9} {3,1,0} {3,1,1} {3,1,2} {3,1,3} {3,1,4} {3,1,5} {3,1,6} {3,1,7} {3,1,8} {3,1,9} {3,2,0} {3,2,1} {3,2,2} {3,2,3} {3,2,4} {3,2,5} {3,2,6} {3,2,7} {3,2,8} {3,2,9} {3,3,0} {3,3,1} {3,3,2} {3,3,3} {3,3,4} {3,3,5} {3,3,6} {3,3,7} {3,3,8} {3,3,9} {3,4,0} {3,4,1} {3,4,2} {3,4,3} {3,4,4} {3,4,5} {3,4,6} {3,4,7} {3,4,8} {3,4,9} {3,5,0} {3,5,1} {3,5,2} {3,5,3} {3,5,4} {3,5,5} {3,5,6} {3,5,7} {3,5,8} {3,5,9} {3,6,0} {3,6,1} {3,6,2} {3,6,3} {3,6,4} {3,6,5} {3,6,6} {3,6,7} {3,6,8} {3,6,9} {3,7,0} {3,7,1} {3,7,2} {3,7,3} {3,7,4} {3,7,5} {3,7,6} {3,7,7} {3,7,8} {3,7,9} {3,8,0} {3,8,1} {3,8,2} {3,8,3} {3,8,4} {3,8,5} {3,8,6} {3,8,7} {3,8,8} {3,8,9} {3,9,0} {3,9,1} {3,9,2} {3,9,3} {3,9,4} {3,9,5} {3,9,6} {3,9,7} {3,9,8} {3,9,9

              GA

              A

              {9,0,0} {9,0,1} {9,0,2} {9,0,3} {9,0,4} {9,0,5} {9,0,6} {9,0,7} {9,0,8} {9,0,9} {9,1,0} {9,1,1} {9,1,2} {9,1,3} {9,1,4} {9,1,5} {9,1,6} {9,1,7} {9,1,8} {9,1,9} {9,2,0} {9,2,1} {9,2,2} {9,2,3} {9,2,4} {9,2,5} {9,2,6} {9,2,7} {9,2,8} {9,2,9} {9,3,0} {9,3,1} {9,3,2} {9,3,3} {9,3,4} {9,3,5} {9,3,6} {9,3,7} {9,3,8} {9,3,9} {9,4,0} {9,4,1} {9,4,2} {9,4,3} {9,4,4} {9,4,5} {9,4,6} {9,4,7} {9,4,8} {9,4,9} {9,5,0} {9,5,1} {9,5,2} {9,5,3} {9,5,4} {9,5,5} {9,5,6} {9,5,7} {9,5,8} {9,5,9} {9,6,0} {9,6,1} {9,6,2} {9,6,3} {9,6,4} {9,6,5} {9,6,6} {9,6,7} {9,6,8} {9,6,9} {9,7,0} {9,7,1} {9,7,2} {9,7,3} {9,7,4} {9,7,5} {9,7,6} {9,7,7} {9,7,8} {9,7,9} {9,8,0} {9,8,1} {9,8,2} {9,8,3} {9,8,4} {9,8,5} {9,8,6} {9,8,7} {9,8,8} {9,8,9} {9,9,0} {9,9,1} {9,9,2} {9,9,3} {9,9,4} {9,9,5} {9,9,6} {9,9,7} {9,9,8} {9,9,9}

              B

              {6,0,0} {6,0,1} {6,0,2} {6,0,3} {6,0,4} {6,0,5} {6,0,6} {6,0,7} {6,0,8} {6,0,9} {6,1,0} {6,1,1} {6,1,2} {6,1,3} {6,1,4} {6,1,5} {6,1,6} {6,1,7} {6,1,8} {6,1,9} {6,2,0} {6,2,1} {6,2,2} {6,2,3} {6,2,4} {6,2,5} {6,2,6} {6,2,7} {6,2,8} {6,2,9} {6,3,0} {6,3,1} {6,3,2} {6,3,3} {6,3,4} {6,3,5} {6,3,6} {6,3,7} {6,3,8} {6,3,9} {6,4,0} {6,4,1} {6,4,2} {6,4,3} {6,4,4} {6,4,5} {6,4,6} {6,4,7} {6,4,8} {6,4,9} {6,5,0} {6,5,1} {6,5,2} {6,5,3} {6,5,4} {6,5,5} {6,5,6} {6,5,7} {6,5,8} {6,5,9} {6,6,0} {6,6,1} {6,6,2} {6,6,3} {6,6,4} {6,6,5} {6,6,6} {6,6,7} {6,6,8} {6,6,9} {6,7,0} {6,7,1} {6,7,2} {6,7,3} {6,7,4} {6,7,5} {6,7,6} {6,7,7} {6,7,8} {6,7,9} {6,8,0} {6,8,1} {6,8,2} {6,8,3} {6,8,4} {6,8,5} {6,8,6} {6,8,7} {6,8,8} {6,8,9} {6,9,0} {6,9,1} {6,9,2} {6,9,3} {6,9,4} {6,9,5} {6,9,6} {6,9,7} {6,9,8} {6,9,9}

              IL

              A

               {7,0,0} {7,0,1} {7,0,2} {7,0,3} {7,0,4} {7,0,5} {7,0,6} {7,0,7} {7,0,8} {7,0,9} {7,1,0} {7,1,1} {7,1,2} {7,1,3} {7,1,4} {7,1,5} {7,1,6} {7,1,7} {7,1,8} {7,1,9} {7,2,0} {7,2,1} {7,2,2} {7,2,3} {7,2,4} {7,2,5} {7,2,6} {7,2,7} {7,2,8} {7,2,9} {7,3,0} {7,3,1} {7,3,2} {7,3,3} {7,3,4} {7,3,5} {7,3,6} {7,3,7} {7,3,8} {7,3,9} {7,4,0} {7,4,1} {7,4,2} {7,4,3} {7,4,4} {7,4,5} {7,4,6} {7,4,7} {7,4,8} {7,4,9} {7,5,0} {7,5,1} {7,5,2} {7,5,3} {7,5,4} {7,5,5} {7,5,6} {7,5,7} {7,5,8} {7,5,9} {7,6,0} {7,6,1} {7,6,2} {7,6,3} {7,6,4} {7,6,5} {7,6,6} {7,6,7} {7,6,8} {7,6,9} {7,7,0} {7,7,1} {7,7,2} {7,7,3} {7,7,4} {7,7,5} {7,7,6} {7,7,7} {7,7,8} {7,7,9} {7,8,0} {7,8,1} {7,8,2} {7,8,3} {7,8,4} {7,8,5} {7,8,6} {7,8,7} {7,8,8} {7,8,9} {7,9,0} {7,9,1} {7,9,2} {7,9,3} {7,9,4} {7,9,5} {7,9,6} {7,9,7} {7,9,8} {7,9,9}

              B

              {0,0,0} {0,0,1} {0,0,2} {0,0,3} {0,0,4} {0,0,5} {0,0,6} {0,0,7} {0,0,8} {0,0,9} {0,1,0} {0,1,1} {0,1,2} {0,1,3} {0,1,4} {0,1,5} {0,1,6} {0,1,7} {0,1,8} {0,1,9} {0,2,0} {0,2,1} {0,2,2} {0,2,3} {0,2,4} {0,2,5} {0,2,6} {0,2,7} {0,2,8} {0,2,9} {0,3,0} {0,3,1} {0,3,2} {0,3,3} {0,3,4} {0,3,5} {0,3,6} {0,3,7} {0,3,8} {0,3,9} {0,4,0} {0,4,1} {0,4,2} {0,4,3} {0,4,4} {0,4,5} {0,4,6} {0,4,7} {0,4,8} {0,4,9} {0,5,0} {0,5,1} {0,5,2} {0,5,3} {0,5,4} {0,5,5} {0,5,6} {0,5,7} {0,5,8} {0,5,9} {0,6,0} {0,6,1} {0,6,2} {0,6,3} {0,6,4} {0,6,5} {0,6,6} {0,6,7} {0,6,8} {0,6,9} {0,7,0} {0,7,1} {0,7,2} {0,7,3} {0,7,4} {0,7,5} {0,7,6} {0,7,7} {0,7,8} {0,7,9} {0,8,0} {0,8,1} {0,8,2} {0,8,3} {0,8,4} {0,8,5} {0,8,6} {0,8,7} {0,8,8} {0,8,9} {0,9,0} {0,9,1} {0,9,2} {0,9,3} {0,9,4} {0,9,5} {0,9,6} {0,9,7} {0,9,8} {0,9,9} 

              IN

              A

              {1,0,0} {1,0,1} {1,0,2} {1,0,3} {1,0,4} {1,0,5} {1,0,6} {1,0,7} {1,0,8} {1,0,9} {1,1,0} {1,1,1} {1,1,2} {1,1,3} {1,1,4} {1,1,5} {1,1,6} {1,1,7} {1,1,8} {1,1,9} {1,2,0} {1,2,1} {1,2,2} {1,2,3} {1,2,4} {1,2,5} {1,2,6} {1,2,7} {1,2,8} {1,2,9} {1,3,0} {1,3,1} {1,3,2} {1,3,3} {1,3,4} {1,3,5} {1,3,6} {1,3,7} {1,3,8} {1,3,9} {1,4,0} {1,4,1} {1,4,2} {1,4,3} {1,4,4} {1,4,5} {1,4,6} {1,4,7} {1,4,8} {1,4,9} {1,5,0} {1,5,1} {1,5,2} {1,5,3} {1,5,4} {1,5,5} {1,5,6} {1,5,7} {1,5,8} {1,5,9} {1,6,0} {1,6,1} {1,6,2} {1,6,3} {1,6,4} {1,6,5} {1,6,6} {1,6,7} {1,6,8} {1,6,9} {1,7,0} {1,7,1} {1,7,2} {1,7,3} {1,7,4} {1,7,5} {1,7,6} {1,7,7} {1,7,8} {1,7,9} {1,8,0} {1,8,1} {1,8,2} {1,8,3} {1,8,4} {1,8,5} {1,8,6} {1,8,7} {1,8,8} {1,8,9} {1,9,0} {1,9,1} {1,9,2} {1,9,3} {1,9,4} {1,9,5} {1,9,6} {1,9,7} {1,9,8} {1,9,9}

              B

              {0,0,0} {0,0,1} {0,0,2} {0,0,3} {0,0,4} {0,0,5} {0,0,6} {0,0,7} {0,0,8} {0,0,9} {0,1,0} {0,1,1} {0,1,2} {0,1,3} {0,1,4} {0,1,5} {0,1,6} {0,1,7} {0,1,8} {0,1,9} {0,2,0} {0,2,1} {0,2,2} {0,2,3} {0,2,4} {0,2,5} {0,2,6} {0,2,7} {0,2,8} {0,2,9} {0,3,0} {0,3,1} {0,3,2} {0,3,3} {0,3,4} {0,3,5} {0,3,6} {0,3,7} {0,3,8} {0,3,9} {0,4,0} {0,4,1} {0,4,2} {0,4,3} {0,4,4} {0,4,5} {0,4,6} {0,4,7} {0,4,8} {0,4,9} {0,5,0} {0,5,1} {0,5,2} {0,5,3} {0,5,4} {0,5,5} {0,5,6} {0,5,7} {0,5,8} {0,5,9} {0,6,0} {0,6,1} {0,6,2} {0,6,3} {0,6,4} {0,6,5} {0,6,6} {0,6,7} {0,6,8} {0,6,9} {0,7,0} {0,7,1} {0,7,2} {0,7,3} {0,7,4} {0,7,5} {0,7,6} {0,7,7} {0,7,8} {0,7,9} {0,8,0} {0,8,1} {0,8,2} {0,8,3} {0,8,4} {0,8,5} {0,8,6} {0,8,7} {0,8,8} {0,8,9} {0,9,0} {0,9,1} {0,9,2} {0,9,3} {0,9,4} {0,9,5} {0,9,6} {0,9,7} {0,9,8} {0,9,9} 

              KY

              A

              {9,0,0} {9,0,1} {9,0,2} {9,0,3} {9,0,4} {9,0,5} {9,0,6} {9,0,7} {9,0,8} {9,0,9} {9,1,0} {9,1,1} {9,1,2} {9,1,3} {9,1,4} {9,1,5} {9,1,6} {9,1,7} {9,1,8} {9,1,9} {9,2,0} {9,2,1} {9,2,2} {9,2,3} {9,2,4} {9,2,5} {9,2,6} {9,2,7} {9,2,8} {9,2,9} {9,3,0} {9,3,1} {9,3,2} {9,3,3} {9,3,4} {9,3,5} {9,3,6} {9,3,7} {9,3,8} {9,3,9} {9,4,0} {9,4,1} {9,4,2} {9,4,3} {9,4,4} {9,4,5} {9,4,6} {9,4,7} {9,4,8} {9,4,9} {9,5,0} {9,5,1} {9,5,2} {9,5,3} {9,5,4} {9,5,5} {9,5,6} {9,5,7} {9,5,8} {9,5,9} {9,6,0} {9,6,1} {9,6,2} {9,6,3} {9,6,4} {9,6,5} {9,6,6} {9,6,7} {9,6,8} {9,6,9} {9,7,0} {9,7,1} {9,7,2} {9,7,3} {9,7,4} {9,7,5} {9,7,6} {9,7,7} {9,7,8} {9,7,9} {9,8,0} {9,8,1} {9,8,2} {9,8,3} {9,8,4} {9,8,5} {9,8,6} {9,8,7} {9,8,8} {9,8,9} {9,9,0} {9,9,1} {9,9,2} {9,9,3} {9,9,4} {9,9,5} {9,9,6} {9,9,7} {9,9,8} {9,9,9}

              B

              {4,0,0} {4,0,1} {4,0,2} {4,0,3} {4,0,4} {4,0,5} {4,0,6} {4,0,7} {4,0,8} {4,0,9} {4,1,0} {4,1,1} {4,1,2} {4,1,3} {4,1,4} {4,1,5} {4,1,6} {4,1,7} {4,1,8} {4,1,9} {4,2,0} {4,2,1} {4,2,2} {4,2,3} {4,2,4} {4,2,5} {4,2,6} {4,2,7} {4,2,8} {4,2,9} {4,3,0} {4,3,1} {4,3,2} {4,3,3} {4,3,4} {4,3,5} {4,3,6} {4,3,7} {4,3,8} {4,3,9} {4,4,0} {4,4,1} {4,4,2} {4,4,3} {4,4,4} {4,4,5} {4,4,6} {4,4,7} {4,4,8} {4,4,9} {4,5,0} {4,5,1} {4,5,2} {4,5,3} {4,5,4} {4,5,5} {4,5,6} {4,5,7} {4,5,8} {4,5,9} {4,6,0} {4,6,1} {4,6,2} {4,6,3} {4,6,4} {4,6,5} {4,6,6} {4,6,7} {4,6,8} {4,6,9} {4,7,0} {4,7,1} {4,7,2} {4,7,3} {4,7,4} {4,7,5} {4,7,6} {4,7,7} {4,7,8} {4,7,9} {4,8,0} {4,8,1} {4,8,2} {4,8,3} {4,8,4} {4,8,5} {4,8,6} {4,8,7} {4,8,8} {4,8,9} {4,9,0} {4,9,1} {4,9,2} {4,9,3} {4,9,4} {4,9,5} {4,9,6} {4,9,7} {4,9,8} {4,9,9}

              MD

              A

              {5,0,0} {5,0,1} {5,0,2} {5,0,3} {5,0,4} {5,0,5} {5,0,6} {5,0,7} {5,0,8} {5,0,9} {5,1,0} {5,1,1} {5,1,2} {5,1,3} {5,1,4} {5,1,5} {5,1,6} {5,1,7} {5,1,8} {5,1,9} {5,2,0} {5,2,1} {5,2,2} {5,2,3} {5,2,4} {5,2,5} {5,2,6} {5,2,7} {5,2,8} {5,2,9} {5,3,0} {5,3,1} {5,3,2} {5,3,3} {5,3,4} {5,3,5} {5,3,6} {5,3,7} {5,3,8} {5,3,9} {5,4,0} {5,4,1} {5,4,2} {5,4,3} {5,4,4} {5,4,5} {5,4,6} {5,4,7} {5,4,8} {5,4,9} {5,5,0} {5,5,1} {5,5,2} {5,5,3} {5,5,4} {5,5,5} {5,5,6} {5,5,7} {5,5,8} {5,5,9} {5,6,0} {5,6,1} {5,6,2} {5,6,3} {5,6,4} {5,6,5} {5,6,6} {5,6,7} {5,6,8} {5,6,9} {5,7,0} {5,7,1} {5,7,2} {5,7,3} {5,7,4} {5,7,5} {5,7,6} {5,7,7} {5,7,8} {5,7,9} {5,8,0} {5,8,1} {5,8,2} {5,8,3} {5,8,4} {5,8,5} {5,8,6} {5,8,7} {5,8,8} {5,8,9} {5,9,0} {5,9,1} {5,9,2} {5,9,3} {5,9,4} {5,9,5} {5,9,6} {5,9,7} {5,9,8} {5,9,9}

              B

              {9,0,0} {9,0,1} {9,0,2} {9,0,3} {9,0,4} {9,0,5} {9,0,6} {9,0,7} {9,0,8} {9,0,9} {9,1,0} {9,1,1} {9,1,2} {9,1,3} {9,1,4} {9,1,5} {9,1,6} {9,1,7} {9,1,8} {9,1,9} {9,2,0} {9,2,1} {9,2,2} {9,2,3} {9,2,4} {9,2,5} {9,2,6} {9,2,7} {9,2,8} {9,2,9} {9,3,0} {9,3,1} {9,3,2} {9,3,3} {9,3,4} {9,3,5} {9,3,6} {9,3,7} {9,3,8} {9,3,9} {9,4,0} {9,4,1} {9,4,2} {9,4,3} {9,4,4} {9,4,5} {9,4,6} {9,4,7} {9,4,8} {9,4,9} {9,5,0} {9,5,1} {9,5,2} {9,5,3} {9,5,4} {9,5,5} {9,5,6} {9,5,7} {9,5,8} {9,5,9} {9,6,0} {9,6,1} {9,6,2} {9,6,3} {9,6,4} {9,6,5} {9,6,6} {9,6,7} {9,6,8} {9,6,9} {9,7,0} {9,7,1} {9,7,2} {9,7,3} {9,7,4} {9,7,5} {9,7,6} {9,7,7} {9,7,8} {9,7,9} {9,8,0} {9,8,1} {9,8,2} {9,8,3} {9,8,4} {9,8,5} {9,8,6} {9,8,7} {9,8,8} {9,8,9} {9,9,0} {9,9,1} {9,9,2} {9,9,3} {9,9,4} {9,9,5} {9,9,6} {9,9,7} {9,9,8} {9,9,9}

              NB> Sets has equal chance and are recurrent, set your time frame to prize tag. The assumption is you get multiple hits, mitigate cost or lose at end of span. Waging strategy (50cents, dollar etc) is subjective, good luck.

              HITS SO FAR

              Ar> str 149,872,185

              CT>str 364, 778,712,

              KY> so far> str 490,413,497

              MD> so far>str 906,935,941,543

              DE> str 986

              IN>str 181, 007, 170, 112, 132,129,

              FL>str 562, 352, 573

              GA>str 632, 943, 915,986,

              IL>str 758, 002, 049,781,744

              CA>str 135,138,657

              NB>The assumption is to hit a straight in first 5 draws per set(sets are recurrent) for cost=prize tag, the assumption of multiple straight hits has been validated time after time, profit depends on waging strategy.

              The sets can also be reduced to just 15 picks, you may have two or three hits while cutting cost.

                Avatar

                United States
                Member #116344
                September 8, 2011
                3927 Posts
                Online
                Posted: November 8, 2015, 2:59 pm - IP Logged

                GA - 632

                How do you determine if there will be recurring hits for each set?

                Congratulations, Adobea78! Party

                The sets have equal chance and follow-up when one hits.

                  Avatar

                  United States
                  Member #116344
                  September 8, 2011
                  3927 Posts
                  Online
                  Posted: November 9, 2015, 12:41 am - IP Logged

                  Lets keep the concept to two sets> predictions for folks with ROI in mind, should be wage for EXACT bets.

                  Ark> 

                  A

                  {1,0,0} {1,0,1} {1,0,2} {1,0,3} {1,0,4} {1,0,5} {1,0,6} {1,0,7} {1,0,8} {1,0,9} {1,1,0} {1,1,1} {1,1,2} {1,1,3} {1,1,4} {1,1,5} {1,1,6} {1,1,7} {1,1,8} {1,1,9} {1,2,0} {1,2,1} {1,2,2} {1,2,3} {1,2,4} {1,2,5} {1,2,6} {1,2,7} {1,2,8} {1,2,9} {1,3,0} {1,3,1} {1,3,2} {1,3,3} {1,3,4} {1,3,5} {1,3,6} {1,3,7} {1,3,8} {1,3,9} {1,4,0} {1,4,1} {1,4,2} {1,4,3} {1,4,4} {1,4,5} {1,4,6} {1,4,7} {1,4,8} {1,4,9} {1,5,0} {1,5,1} {1,5,2} {1,5,3} {1,5,4} {1,5,5} {1,5,6} {1,5,7} {1,5,8} {1,5,9} {1,6,0} {1,6,1} {1,6,2} {1,6,3} {1,6,4} {1,6,5} {1,6,6} {1,6,7} {1,6,8} {1,6,9} {1,7,0} {1,7,1} {1,7,2} {1,7,3} {1,7,4} {1,7,5} {1,7,6} {1,7,7} {1,7,8} {1,7,9} {1,8,0} {1,8,1} {1,8,2} {1,8,3} {1,8,4} {1,8,5} {1,8,6} {1,8,7} {1,8,8} {1,8,9} {1,9,0} {1,9,1} {1,9,2} {1,9,3} {1,9,4} {1,9,5} {1,9,6} {1,9,7} {1,9,8} {1,9,9}

                  B

                  {8,0,0} {8,0,1} {8,0,2} {8,0,3} {8,0,4} {8,0,5} {8,0,6} {8,0,7} {8,0,8} {8,0,9} {8,1,0} {8,1,1} {8,1,2} {8,1,3} {8,1,4} {8,1,5} {8,1,6} {8,1,7} {8,1,8} {8,1,9} {8,2,0} {8,2,1} {8,2,2} {8,2,3} {8,2,4} {8,2,5} {8,2,6} {8,2,7} {8,2,8} {8,2,9} {8,3,0} {8,3,1} {8,3,2} {8,3,3} {8,3,4} {8,3,5} {8,3,6} {8,3,7} {8,3,8} {8,3,9} {8,4,0} {8,4,1} {8,4,2} {8,4,3} {8,4,4} {8,4,5} {8,4,6} {8,4,7} {8,4,8} {8,4,9} {8,5,0} {8,5,1} {8,5,2} {8,5,3} {8,5,4} {8,5,5} {8,5,6} {8,5,7} {8,5,8} {8,5,9} {8,6,0} {8,6,1} {8,6,2} {8,6,3} {8,6,4} {8,6,5} {8,6,6} {8,6,7} {8,6,8} {8,6,9} {8,7,0} {8,7,1} {8,7,2} {8,7,3} {8,7,4} {8,7,5} {8,7,6} {8,7,7} {8,7,8} {8,7,9} {8,8,0} {8,8,1} {8,8,2} {8,8,3} {8,8,4} {8,8,5} {8,8,6} {8,8,7} {8,8,8} {8,8,9} {8,9,0} {8,9,1} {8,9,2} {8,9,3} {8,9,4} {8,9,5} {8,9,6} {8,9,7} {8,9,8} {8,9,9}

                   

                  CA>

                  A

                  {6,0,0} {6,0,1} {6,0,2} {6,0,3} {6,0,4} {6,0,5} {6,0,6} {6,0,7} {6,0,8} {6,0,9} {6,1,0} {6,1,1} {6,1,2} {6,1,3} {6,1,4} {6,1,5} {6,1,6} {6,1,7} {6,1,8} {6,1,9} {6,2,0} {6,2,1} {6,2,2} {6,2,3} {6,2,4} {6,2,5} {6,2,6} {6,2,7} {6,2,8} {6,2,9} {6,3,0} {6,3,1} {6,3,2} {6,3,3} {6,3,4} {6,3,5} {6,3,6} {6,3,7} {6,3,8} {6,3,9} {6,4,0} {6,4,1} {6,4,2} {6,4,3} {6,4,4} {6,4,5} {6,4,6} {6,4,7} {6,4,8} {6,4,9} {6,5,0} {6,5,1} {6,5,2} {6,5,3} {6,5,4} {6,5,5} {6,5,6} {6,5,7} {6,5,8} {6,5,9} {6,6,0} {6,6,1} {6,6,2} {6,6,3} {6,6,4} {6,6,5} {6,6,6} {6,6,7} {6,6,8} {6,6,9} {6,7,0} {6,7,1} {6,7,2} {6,7,3} {6,7,4} {6,7,5} {6,7,6} {6,7,7} {6,7,8} {6,7,9} {6,8,0} {6,8,1} {6,8,2} {6,8,3} {6,8,4} {6,8,5} {6,8,6} {6,8,7} {6,8,8} {6,8,9} {6,9,0} {6,9,1} {6,9,2} {6,9,3} {6,9,4} {6,9,5} {6,9,6} {6,9,7} {6,9,8} {6,9,9}

                  B

                  {1,0,0} {1,0,1} {1,0,2} {1,0,3} {1,0,4} {1,0,5} {1,0,6} {1,0,7} {1,0,8} {1,0,9} {1,1,0} {1,1,1} {1,1,2} {1,1,3} {1,1,4} {1,1,5} {1,1,6} {1,1,7} {1,1,8} {1,1,9} {1,2,0} {1,2,1} {1,2,2} {1,2,3} {1,2,4} {1,2,5} {1,2,6} {1,2,7} {1,2,8} {1,2,9} {1,3,0} {1,3,1} {1,3,2} {1,3,3} {1,3,4} {1,3,5} {1,3,6} {1,3,7} {1,3,8} {1,3,9} {1,4,0} {1,4,1} {1,4,2} {1,4,3} {1,4,4} {1,4,5} {1,4,6} {1,4,7} {1,4,8} {1,4,9} {1,5,0} {1,5,1} {1,5,2} {1,5,3} {1,5,4} {1,5,5} {1,5,6} {1,5,7} {1,5,8} {1,5,9} {1,6,0} {1,6,1} {1,6,2} {1,6,3} {1,6,4} {1,6,5} {1,6,6} {1,6,7} {1,6,8} {1,6,9} {1,7,0} {1,7,1} {1,7,2} {1,7,3} {1,7,4} {1,7,5} {1,7,6} {1,7,7} {1,7,8} {1,7,9} {1,8,0} {1,8,1} {1,8,2} {1,8,3} {1,8,4} {1,8,5} {1,8,6} {1,8,7} {1,8,8} {1,8,9} {1,9,0} {1,9,1} {1,9,2} {1,9,3} {1,9,4} {1,9,5} {1,9,6} {1,9,7} {1,9,8} {1,9,9}

                  CT

                  A

                  {7,0,0} {7,0,1} {7,0,2} {7,0,3} {7,0,4} {7,0,5} {7,0,6} {7,0,7} {7,0,8} {7,0,9} {7,1,0} {7,1,1} {7,1,2} {7,1,3} {7,1,4} {7,1,5} {7,1,6} {7,1,7} {7,1,8} {7,1,9} {7,2,0} {7,2,1} {7,2,2} {7,2,3} {7,2,4} {7,2,5} {7,2,6} {7,2,7} {7,2,8} {7,2,9} {7,3,0} {7,3,1} {7,3,2} {7,3,3} {7,3,4} {7,3,5} {7,3,6} {7,3,7} {7,3,8} {7,3,9} {7,4,0} {7,4,1} {7,4,2} {7,4,3} {7,4,4} {7,4,5} {7,4,6} {7,4,7} {7,4,8} {7,4,9} {7,5,0} {7,5,1} {7,5,2} {7,5,3} {7,5,4} {7,5,5} {7,5,6} {7,5,7} {7,5,8} {7,5,9} {7,6,0} {7,6,1} {7,6,2} {7,6,3} {7,6,4} {7,6,5} {7,6,6} {7,6,7} {7,6,8} {7,6,9} {7,7,0} {7,7,1} {7,7,2} {7,7,3} {7,7,4} {7,7,5} {7,7,6} {7,7,7} {7,7,8} {7,7,9} {7,8,0} {7,8,1} {7,8,2} {7,8,3} {7,8,4} {7,8,5} {7,8,6} {7,8,7} {7,8,8} {7,8,9} {7,9,0} {7,9,1} {7,9,2} {7,9,3} {7,9,4} {7,9,5} {7,9,6} {7,9,7} {7,9,8} {7,9,9}

                  B

                  {3,0,0} {3,0,1} {3,0,2} {3,0,3} {3,0,4} {3,0,5} {3,0,6} {3,0,7} {3,0,8} {3,0,9} {3,1,0} {3,1,1} {3,1,2} {3,1,3} {3,1,4} {3,1,5} {3,1,6} {3,1,7} {3,1,8} {3,1,9} {3,2,0} {3,2,1} {3,2,2} {3,2,3} {3,2,4} {3,2,5} {3,2,6} {3,2,7} {3,2,8} {3,2,9} {3,3,0} {3,3,1} {3,3,2} {3,3,3} {3,3,4} {3,3,5} {3,3,6} {3,3,7} {3,3,8} {3,3,9} {3,4,0} {3,4,1} {3,4,2} {3,4,3} {3,4,4} {3,4,5} {3,4,6} {3,4,7} {3,4,8} {3,4,9} {3,5,0} {3,5,1} {3,5,2} {3,5,3} {3,5,4} {3,5,5} {3,5,6} {3,5,7} {3,5,8} {3,5,9} {3,6,0} {3,6,1} {3,6,2} {3,6,3} {3,6,4} {3,6,5} {3,6,6} {3,6,7} {3,6,8} {3,6,9} {3,7,0} {3,7,1} {3,7,2} {3,7,3} {3,7,4} {3,7,5} {3,7,6} {3,7,7} {3,7,8} {3,7,9} {3,8,0} {3,8,1} {3,8,2} {3,8,3} {3,8,4} {3,8,5} {3,8,6} {3,8,7} {3,8,8} {3,8,9} {3,9,0} {3,9,1} {3,9,2} {3,9,3} {3,9,4} {3,9,5} {3,9,6} {3,9,7} {3,9,8} {3,9,9}

                  DE

                  A

                  {3,0,0} {3,0,1} {3,0,2} {3,0,3} {3,0,4} {3,0,5} {3,0,6} {3,0,7} {3,0,8} {3,0,9} {3,1,0} {3,1,1} {3,1,2} {3,1,3} {3,1,4} {3,1,5} {3,1,6} {3,1,7} {3,1,8} {3,1,9} {3,2,0} {3,2,1} {3,2,2} {3,2,3} {3,2,4} {3,2,5} {3,2,6} {3,2,7} {3,2,8} {3,2,9} {3,3,0} {3,3,1} {3,3,2} {3,3,3} {3,3,4} {3,3,5} {3,3,6} {3,3,7} {3,3,8} {3,3,9} {3,4,0} {3,4,1} {3,4,2} {3,4,3} {3,4,4} {3,4,5} {3,4,6} {3,4,7} {3,4,8} {3,4,9} {3,5,0} {3,5,1} {3,5,2} {3,5,3} {3,5,4} {3,5,5} {3,5,6} {3,5,7} {3,5,8} {3,5,9} {3,6,0} {3,6,1} {3,6,2} {3,6,3} {3,6,4} {3,6,5} {3,6,6} {3,6,7} {3,6,8} {3,6,9} {3,7,0} {3,7,1} {3,7,2} {3,7,3} {3,7,4} {3,7,5} {3,7,6} {3,7,7} {3,7,8} {3,7,9} {3,8,0} {3,8,1} {3,8,2} {3,8,3} {3,8,4} {3,8,5} {3,8,6} {3,8,7} {3,8,8} {3,8,9} {3,9,0} {3,9,1} {3,9,2} {3,9,3} {3,9,4} {3,9,5} {3,9,6} {3,9,7} {3,9,8} {3,9,9}

                  B

                  {9,0,0} {9,0,1} {9,0,2} {9,0,3} {9,0,4} {9,0,5} {9,0,6} {9,0,7} {9,0,8} {9,0,9} {9,1,0} {9,1,1} {9,1,2} {9,1,3} {9,1,4} {9,1,5} {9,1,6} {9,1,7} {9,1,8} {9,1,9} {9,2,0} {9,2,1} {9,2,2} {9,2,3} {9,2,4} {9,2,5} {9,2,6} {9,2,7} {9,2,8} {9,2,9} {9,3,0} {9,3,1} {9,3,2} {9,3,3} {9,3,4} {9,3,5} {9,3,6} {9,3,7} {9,3,8} {9,3,9} {9,4,0} {9,4,1} {9,4,2} {9,4,3} {9,4,4} {9,4,5} {9,4,6} {9,4,7} {9,4,8} {9,4,9} {9,5,0} {9,5,1} {9,5,2} {9,5,3} {9,5,4} {9,5,5} {9,5,6} {9,5,7} {9,5,8} {9,5,9} {9,6,0} {9,6,1} {9,6,2} {9,6,3} {9,6,4} {9,6,5} {9,6,6} {9,6,7} {9,6,8} {9,6,9} {9,7,0} {9,7,1} {9,7,2} {9,7,3} {9,7,4} {9,7,5} {9,7,6} {9,7,7} {9,7,8} {9,7,9} {9,8,0} {9,8,1} {9,8,2} {9,8,3} {9,8,4} {9,8,5} {9,8,6} {9,8,7} {9,8,8} {9,8,9} {9,9,0} {9,9,1} {9,9,2} {9,9,3} {9,9,4} {9,9,5} {9,9,6} {9,9,7} {9,9,8} {9,9,9}

                  FL

                  A

                  {5,0,0} {5,0,1} {5,0,2} {5,0,3} {5,0,4} {5,0,5} {5,0,6} {5,0,7} {5,0,8} {5,0,9} {5,1,0} {5,1,1} {5,1,2} {5,1,3} {5,1,4} {5,1,5} {5,1,6} {5,1,7} {5,1,8} {5,1,9} {5,2,0} {5,2,1} {5,2,2} {5,2,3} {5,2,4} {5,2,5} {5,2,6} {5,2,7} {5,2,8} {5,2,9} {5,3,0} {5,3,1} {5,3,2} {5,3,3} {5,3,4} {5,3,5} {5,3,6} {5,3,7} {5,3,8} {5,3,9} {5,4,0} {5,4,1} {5,4,2} {5,4,3} {5,4,4} {5,4,5} {5,4,6} {5,4,7} {5,4,8} {5,4,9} {5,5,0} {5,5,1} {5,5,2} {5,5,3} {5,5,4} {5,5,5} {5,5,6} {5,5,7} {5,5,8} {5,5,9} {5,6,0} {5,6,1} {5,6,2} {5,6,3} {5,6,4} {5,6,5} {5,6,6} {5,6,7} {5,6,8} {5,6,9} {5,7,0} {5,7,1} {5,7,2} {5,7,3} {5,7,4} {5,7,5} {5,7,6} {5,7,7} {5,7,8} {5,7,9} {5,8,0} {5,8,1} {5,8,2} {5,8,3} {5,8,4} {5,8,5} {5,8,6} {5,8,7} {5,8,8} {5,8,9} {5,9,0} {5,9,1} {5,9,2} {5,9,3} {5,9,4} {5,9,5} {5,9,6} {5,9,7} {5,9,8} {5,9,9}

                  B

                  {3,0,0} {3,0,1} {3,0,2} {3,0,3} {3,0,4} {3,0,5} {3,0,6} {3,0,7} {3,0,8} {3,0,9} {3,1,0} {3,1,1} {3,1,2} {3,1,3} {3,1,4} {3,1,5} {3,1,6} {3,1,7} {3,1,8} {3,1,9} {3,2,0} {3,2,1} {3,2,2} {3,2,3} {3,2,4} {3,2,5} {3,2,6} {3,2,7} {3,2,8} {3,2,9} {3,3,0} {3,3,1} {3,3,2} {3,3,3} {3,3,4} {3,3,5} {3,3,6} {3,3,7} {3,3,8} {3,3,9} {3,4,0} {3,4,1} {3,4,2} {3,4,3} {3,4,4} {3,4,5} {3,4,6} {3,4,7} {3,4,8} {3,4,9} {3,5,0} {3,5,1} {3,5,2} {3,5,3} {3,5,4} {3,5,5} {3,5,6} {3,5,7} {3,5,8} {3,5,9} {3,6,0} {3,6,1} {3,6,2} {3,6,3} {3,6,4} {3,6,5} {3,6,6} {3,6,7} {3,6,8} {3,6,9} {3,7,0} {3,7,1} {3,7,2} {3,7,3} {3,7,4} {3,7,5} {3,7,6} {3,7,7} {3,7,8} {3,7,9} {3,8,0} {3,8,1} {3,8,2} {3,8,3} {3,8,4} {3,8,5} {3,8,6} {3,8,7} {3,8,8} {3,8,9} {3,9,0} {3,9,1} {3,9,2} {3,9,3} {3,9,4} {3,9,5} {3,9,6} {3,9,7} {3,9,8} {3,9,9

                  GA

                  A

                  {9,0,0} {9,0,1} {9,0,2} {9,0,3} {9,0,4} {9,0,5} {9,0,6} {9,0,7} {9,0,8} {9,0,9} {9,1,0} {9,1,1} {9,1,2} {9,1,3} {9,1,4} {9,1,5} {9,1,6} {9,1,7} {9,1,8} {9,1,9} {9,2,0} {9,2,1} {9,2,2} {9,2,3} {9,2,4} {9,2,5} {9,2,6} {9,2,7} {9,2,8} {9,2,9} {9,3,0} {9,3,1} {9,3,2} {9,3,3} {9,3,4} {9,3,5} {9,3,6} {9,3,7} {9,3,8} {9,3,9} {9,4,0} {9,4,1} {9,4,2} {9,4,3} {9,4,4} {9,4,5} {9,4,6} {9,4,7} {9,4,8} {9,4,9} {9,5,0} {9,5,1} {9,5,2} {9,5,3} {9,5,4} {9,5,5} {9,5,6} {9,5,7} {9,5,8} {9,5,9} {9,6,0} {9,6,1} {9,6,2} {9,6,3} {9,6,4} {9,6,5} {9,6,6} {9,6,7} {9,6,8} {9,6,9} {9,7,0} {9,7,1} {9,7,2} {9,7,3} {9,7,4} {9,7,5} {9,7,6} {9,7,7} {9,7,8} {9,7,9} {9,8,0} {9,8,1} {9,8,2} {9,8,3} {9,8,4} {9,8,5} {9,8,6} {9,8,7} {9,8,8} {9,8,9} {9,9,0} {9,9,1} {9,9,2} {9,9,3} {9,9,4} {9,9,5} {9,9,6} {9,9,7} {9,9,8} {9,9,9}

                  B

                  {6,0,0} {6,0,1} {6,0,2} {6,0,3} {6,0,4} {6,0,5} {6,0,6} {6,0,7} {6,0,8} {6,0,9} {6,1,0} {6,1,1} {6,1,2} {6,1,3} {6,1,4} {6,1,5} {6,1,6} {6,1,7} {6,1,8} {6,1,9} {6,2,0} {6,2,1} {6,2,2} {6,2,3} {6,2,4} {6,2,5} {6,2,6} {6,2,7} {6,2,8} {6,2,9} {6,3,0} {6,3,1} {6,3,2} {6,3,3} {6,3,4} {6,3,5} {6,3,6} {6,3,7} {6,3,8} {6,3,9} {6,4,0} {6,4,1} {6,4,2} {6,4,3} {6,4,4} {6,4,5} {6,4,6} {6,4,7} {6,4,8} {6,4,9} {6,5,0} {6,5,1} {6,5,2} {6,5,3} {6,5,4} {6,5,5} {6,5,6} {6,5,7} {6,5,8} {6,5,9} {6,6,0} {6,6,1} {6,6,2} {6,6,3} {6,6,4} {6,6,5} {6,6,6} {6,6,7} {6,6,8} {6,6,9} {6,7,0} {6,7,1} {6,7,2} {6,7,3} {6,7,4} {6,7,5} {6,7,6} {6,7,7} {6,7,8} {6,7,9} {6,8,0} {6,8,1} {6,8,2} {6,8,3} {6,8,4} {6,8,5} {6,8,6} {6,8,7} {6,8,8} {6,8,9} {6,9,0} {6,9,1} {6,9,2} {6,9,3} {6,9,4} {6,9,5} {6,9,6} {6,9,7} {6,9,8} {6,9,9}

                  IL

                  A

                   {7,0,0} {7,0,1} {7,0,2} {7,0,3} {7,0,4} {7,0,5} {7,0,6} {7,0,7} {7,0,8} {7,0,9} {7,1,0} {7,1,1} {7,1,2} {7,1,3} {7,1,4} {7,1,5} {7,1,6} {7,1,7} {7,1,8} {7,1,9} {7,2,0} {7,2,1} {7,2,2} {7,2,3} {7,2,4} {7,2,5} {7,2,6} {7,2,7} {7,2,8} {7,2,9} {7,3,0} {7,3,1} {7,3,2} {7,3,3} {7,3,4} {7,3,5} {7,3,6} {7,3,7} {7,3,8} {7,3,9} {7,4,0} {7,4,1} {7,4,2} {7,4,3} {7,4,4} {7,4,5} {7,4,6} {7,4,7} {7,4,8} {7,4,9} {7,5,0} {7,5,1} {7,5,2} {7,5,3} {7,5,4} {7,5,5} {7,5,6} {7,5,7} {7,5,8} {7,5,9} {7,6,0} {7,6,1} {7,6,2} {7,6,3} {7,6,4} {7,6,5} {7,6,6} {7,6,7} {7,6,8} {7,6,9} {7,7,0} {7,7,1} {7,7,2} {7,7,3} {7,7,4} {7,7,5} {7,7,6} {7,7,7} {7,7,8} {7,7,9} {7,8,0} {7,8,1} {7,8,2} {7,8,3} {7,8,4} {7,8,5} {7,8,6} {7,8,7} {7,8,8} {7,8,9} {7,9,0} {7,9,1} {7,9,2} {7,9,3} {7,9,4} {7,9,5} {7,9,6} {7,9,7} {7,9,8} {7,9,9}

                  B

                  {0,0,0} {0,0,1} {0,0,2} {0,0,3} {0,0,4} {0,0,5} {0,0,6} {0,0,7} {0,0,8} {0,0,9} {0,1,0} {0,1,1} {0,1,2} {0,1,3} {0,1,4} {0,1,5} {0,1,6} {0,1,7} {0,1,8} {0,1,9} {0,2,0} {0,2,1} {0,2,2} {0,2,3} {0,2,4} {0,2,5} {0,2,6} {0,2,7} {0,2,8} {0,2,9} {0,3,0} {0,3,1} {0,3,2} {0,3,3} {0,3,4} {0,3,5} {0,3,6} {0,3,7} {0,3,8} {0,3,9} {0,4,0} {0,4,1} {0,4,2} {0,4,3} {0,4,4} {0,4,5} {0,4,6} {0,4,7} {0,4,8} {0,4,9} {0,5,0} {0,5,1} {0,5,2} {0,5,3} {0,5,4} {0,5,5} {0,5,6} {0,5,7} {0,5,8} {0,5,9} {0,6,0} {0,6,1} {0,6,2} {0,6,3} {0,6,4} {0,6,5} {0,6,6} {0,6,7} {0,6,8} {0,6,9} {0,7,0} {0,7,1} {0,7,2} {0,7,3} {0,7,4} {0,7,5} {0,7,6} {0,7,7} {0,7,8} {0,7,9} {0,8,0} {0,8,1} {0,8,2} {0,8,3} {0,8,4} {0,8,5} {0,8,6} {0,8,7} {0,8,8} {0,8,9} {0,9,0} {0,9,1} {0,9,2} {0,9,3} {0,9,4} {0,9,5} {0,9,6} {0,9,7} {0,9,8} {0,9,9} 

                  IN

                  A

                  {1,0,0} {1,0,1} {1,0,2} {1,0,3} {1,0,4} {1,0,5} {1,0,6} {1,0,7} {1,0,8} {1,0,9} {1,1,0} {1,1,1} {1,1,2} {1,1,3} {1,1,4} {1,1,5} {1,1,6} {1,1,7} {1,1,8} {1,1,9} {1,2,0} {1,2,1} {1,2,2} {1,2,3} {1,2,4} {1,2,5} {1,2,6} {1,2,7} {1,2,8} {1,2,9} {1,3,0} {1,3,1} {1,3,2} {1,3,3} {1,3,4} {1,3,5} {1,3,6} {1,3,7} {1,3,8} {1,3,9} {1,4,0} {1,4,1} {1,4,2} {1,4,3} {1,4,4} {1,4,5} {1,4,6} {1,4,7} {1,4,8} {1,4,9} {1,5,0} {1,5,1} {1,5,2} {1,5,3} {1,5,4} {1,5,5} {1,5,6} {1,5,7} {1,5,8} {1,5,9} {1,6,0} {1,6,1} {1,6,2} {1,6,3} {1,6,4} {1,6,5} {1,6,6} {1,6,7} {1,6,8} {1,6,9} {1,7,0} {1,7,1} {1,7,2} {1,7,3} {1,7,4} {1,7,5} {1,7,6} {1,7,7} {1,7,8} {1,7,9} {1,8,0} {1,8,1} {1,8,2} {1,8,3} {1,8,4} {1,8,5} {1,8,6} {1,8,7} {1,8,8} {1,8,9} {1,9,0} {1,9,1} {1,9,2} {1,9,3} {1,9,4} {1,9,5} {1,9,6} {1,9,7} {1,9,8} {1,9,9}

                  B

                  {0,0,0} {0,0,1} {0,0,2} {0,0,3} {0,0,4} {0,0,5} {0,0,6} {0,0,7} {0,0,8} {0,0,9} {0,1,0} {0,1,1} {0,1,2} {0,1,3} {0,1,4} {0,1,5} {0,1,6} {0,1,7} {0,1,8} {0,1,9} {0,2,0} {0,2,1} {0,2,2} {0,2,3} {0,2,4} {0,2,5} {0,2,6} {0,2,7} {0,2,8} {0,2,9} {0,3,0} {0,3,1} {0,3,2} {0,3,3} {0,3,4} {0,3,5} {0,3,6} {0,3,7} {0,3,8} {0,3,9} {0,4,0} {0,4,1} {0,4,2} {0,4,3} {0,4,4} {0,4,5} {0,4,6} {0,4,7} {0,4,8} {0,4,9} {0,5,0} {0,5,1} {0,5,2} {0,5,3} {0,5,4} {0,5,5} {0,5,6} {0,5,7} {0,5,8} {0,5,9} {0,6,0} {0,6,1} {0,6,2} {0,6,3} {0,6,4} {0,6,5} {0,6,6} {0,6,7} {0,6,8} {0,6,9} {0,7,0} {0,7,1} {0,7,2} {0,7,3} {0,7,4} {0,7,5} {0,7,6} {0,7,7} {0,7,8} {0,7,9} {0,8,0} {0,8,1} {0,8,2} {0,8,3} {0,8,4} {0,8,5} {0,8,6} {0,8,7} {0,8,8} {0,8,9} {0,9,0} {0,9,1} {0,9,2} {0,9,3} {0,9,4} {0,9,5} {0,9,6} {0,9,7} {0,9,8} {0,9,9} 

                  KY

                  A

                  {9,0,0} {9,0,1} {9,0,2} {9,0,3} {9,0,4} {9,0,5} {9,0,6} {9,0,7} {9,0,8} {9,0,9} {9,1,0} {9,1,1} {9,1,2} {9,1,3} {9,1,4} {9,1,5} {9,1,6} {9,1,7} {9,1,8} {9,1,9} {9,2,0} {9,2,1} {9,2,2} {9,2,3} {9,2,4} {9,2,5} {9,2,6} {9,2,7} {9,2,8} {9,2,9} {9,3,0} {9,3,1} {9,3,2} {9,3,3} {9,3,4} {9,3,5} {9,3,6} {9,3,7} {9,3,8} {9,3,9} {9,4,0} {9,4,1} {9,4,2} {9,4,3} {9,4,4} {9,4,5} {9,4,6} {9,4,7} {9,4,8} {9,4,9} {9,5,0} {9,5,1} {9,5,2} {9,5,3} {9,5,4} {9,5,5} {9,5,6} {9,5,7} {9,5,8} {9,5,9} {9,6,0} {9,6,1} {9,6,2} {9,6,3} {9,6,4} {9,6,5} {9,6,6} {9,6,7} {9,6,8} {9,6,9} {9,7,0} {9,7,1} {9,7,2} {9,7,3} {9,7,4} {9,7,5} {9,7,6} {9,7,7} {9,7,8} {9,7,9} {9,8,0} {9,8,1} {9,8,2} {9,8,3} {9,8,4} {9,8,5} {9,8,6} {9,8,7} {9,8,8} {9,8,9} {9,9,0} {9,9,1} {9,9,2} {9,9,3} {9,9,4} {9,9,5} {9,9,6} {9,9,7} {9,9,8} {9,9,9}

                  B

                  {4,0,0} {4,0,1} {4,0,2} {4,0,3} {4,0,4} {4,0,5} {4,0,6} {4,0,7} {4,0,8} {4,0,9} {4,1,0} {4,1,1} {4,1,2} {4,1,3} {4,1,4} {4,1,5} {4,1,6} {4,1,7} {4,1,8} {4,1,9} {4,2,0} {4,2,1} {4,2,2} {4,2,3} {4,2,4} {4,2,5} {4,2,6} {4,2,7} {4,2,8} {4,2,9} {4,3,0} {4,3,1} {4,3,2} {4,3,3} {4,3,4} {4,3,5} {4,3,6} {4,3,7} {4,3,8} {4,3,9} {4,4,0} {4,4,1} {4,4,2} {4,4,3} {4,4,4} {4,4,5} {4,4,6} {4,4,7} {4,4,8} {4,4,9} {4,5,0} {4,5,1} {4,5,2} {4,5,3} {4,5,4} {4,5,5} {4,5,6} {4,5,7} {4,5,8} {4,5,9} {4,6,0} {4,6,1} {4,6,2} {4,6,3} {4,6,4} {4,6,5} {4,6,6} {4,6,7} {4,6,8} {4,6,9} {4,7,0} {4,7,1} {4,7,2} {4,7,3} {4,7,4} {4,7,5} {4,7,6} {4,7,7} {4,7,8} {4,7,9} {4,8,0} {4,8,1} {4,8,2} {4,8,3} {4,8,4} {4,8,5} {4,8,6} {4,8,7} {4,8,8} {4,8,9} {4,9,0} {4,9,1} {4,9,2} {4,9,3} {4,9,4} {4,9,5} {4,9,6} {4,9,7} {4,9,8} {4,9,9}

                  MD

                  A

                  {5,0,0} {5,0,1} {5,0,2} {5,0,3} {5,0,4} {5,0,5} {5,0,6} {5,0,7} {5,0,8} {5,0,9} {5,1,0} {5,1,1} {5,1,2} {5,1,3} {5,1,4} {5,1,5} {5,1,6} {5,1,7} {5,1,8} {5,1,9} {5,2,0} {5,2,1} {5,2,2} {5,2,3} {5,2,4} {5,2,5} {5,2,6} {5,2,7} {5,2,8} {5,2,9} {5,3,0} {5,3,1} {5,3,2} {5,3,3} {5,3,4} {5,3,5} {5,3,6} {5,3,7} {5,3,8} {5,3,9} {5,4,0} {5,4,1} {5,4,2} {5,4,3} {5,4,4} {5,4,5} {5,4,6} {5,4,7} {5,4,8} {5,4,9} {5,5,0} {5,5,1} {5,5,2} {5,5,3} {5,5,4} {5,5,5} {5,5,6} {5,5,7} {5,5,8} {5,5,9} {5,6,0} {5,6,1} {5,6,2} {5,6,3} {5,6,4} {5,6,5} {5,6,6} {5,6,7} {5,6,8} {5,6,9} {5,7,0} {5,7,1} {5,7,2} {5,7,3} {5,7,4} {5,7,5} {5,7,6} {5,7,7} {5,7,8} {5,7,9} {5,8,0} {5,8,1} {5,8,2} {5,8,3} {5,8,4} {5,8,5} {5,8,6} {5,8,7} {5,8,8} {5,8,9} {5,9,0} {5,9,1} {5,9,2} {5,9,3} {5,9,4} {5,9,5} {5,9,6} {5,9,7} {5,9,8} {5,9,9}

                  B

                  {9,0,0} {9,0,1} {9,0,2} {9,0,3} {9,0,4} {9,0,5} {9,0,6} {9,0,7} {9,0,8} {9,0,9} {9,1,0} {9,1,1} {9,1,2} {9,1,3} {9,1,4} {9,1,5} {9,1,6} {9,1,7} {9,1,8} {9,1,9} {9,2,0} {9,2,1} {9,2,2} {9,2,3} {9,2,4} {9,2,5} {9,2,6} {9,2,7} {9,2,8} {9,2,9} {9,3,0} {9,3,1} {9,3,2} {9,3,3} {9,3,4} {9,3,5} {9,3,6} {9,3,7} {9,3,8} {9,3,9} {9,4,0} {9,4,1} {9,4,2} {9,4,3} {9,4,4} {9,4,5} {9,4,6} {9,4,7} {9,4,8} {9,4,9} {9,5,0} {9,5,1} {9,5,2} {9,5,3} {9,5,4} {9,5,5} {9,5,6} {9,5,7} {9,5,8} {9,5,9} {9,6,0} {9,6,1} {9,6,2} {9,6,3} {9,6,4} {9,6,5} {9,6,6} {9,6,7} {9,6,8} {9,6,9} {9,7,0} {9,7,1} {9,7,2} {9,7,3} {9,7,4} {9,7,5} {9,7,6} {9,7,7} {9,7,8} {9,7,9} {9,8,0} {9,8,1} {9,8,2} {9,8,3} {9,8,4} {9,8,5} {9,8,6} {9,8,7} {9,8,8} {9,8,9} {9,9,0} {9,9,1} {9,9,2} {9,9,3} {9,9,4} {9,9,5} {9,9,6} {9,9,7} {9,9,8} {9,9,9}

                  NB> Sets has equal chance and are recurrent, set your time frame to prize tag. The assumption is you get multiple hits, mitigate cost or lose at end of span. Waging strategy (50cents, dollar etc) is subjective, good luck.

                  HITS SO FAR

                  Ar> str 149,872,185

                  CT>str 364, 778,712,

                  KY> so far> str 490,413,497

                  MD> so far>str 504,906,935,941,543

                  DE> str 976,986

                  IN>str  018,181, 007, 170, 112, 132,129,

                  FL>str 562, 352, 573

                  GA>str 632, 943, 915,986,

                  IL>str 758, 002, 049,781,744

                  CA>str 135,138,657

                  NB>The assumption is to hit a straight in first 5 draws per set(sets are recurrent) for cost=prize tag, the assumption of multiple straight hits has been validated time after time, profit depends on waging strategy.

                  The sets can also be reduced to just 15 picks, you may have two or three hits while cutting cost.

                    MrsGH01's avatar - yesnurse

                    United States
                    Member #155745
                    May 28, 2014
                    989 Posts
                    Offline
                    Posted: November 9, 2015, 7:35 am - IP Logged

                    good morning adobea could you please do texas  thanks

                    MrsGH01

                      Avatar

                      United States
                      Member #116344
                      September 8, 2011
                      3927 Posts
                      Online
                      Posted: November 10, 2015, 11:16 pm - IP Logged

                      Lets keep the concept to two sets> predictions for folks with ROI in mind, should be wage for EXACT bets.

                      Ark> 

                      A

                      {1,0,0} {1,0,1} {1,0,2} {1,0,3} {1,0,4} {1,0,5} {1,0,6} {1,0,7} {1,0,8} {1,0,9} {1,1,0} {1,1,1} {1,1,2} {1,1,3} {1,1,4} {1,1,5} {1,1,6} {1,1,7} {1,1,8} {1,1,9} {1,2,0} {1,2,1} {1,2,2} {1,2,3} {1,2,4} {1,2,5} {1,2,6} {1,2,7} {1,2,8} {1,2,9} {1,3,0} {1,3,1} {1,3,2} {1,3,3} {1,3,4} {1,3,5} {1,3,6} {1,3,7} {1,3,8} {1,3,9} {1,4,0} {1,4,1} {1,4,2} {1,4,3} {1,4,4} {1,4,5} {1,4,6} {1,4,7} {1,4,8} {1,4,9} {1,5,0} {1,5,1} {1,5,2} {1,5,3} {1,5,4} {1,5,5} {1,5,6} {1,5,7} {1,5,8} {1,5,9} {1,6,0} {1,6,1} {1,6,2} {1,6,3} {1,6,4} {1,6,5} {1,6,6} {1,6,7} {1,6,8} {1,6,9} {1,7,0} {1,7,1} {1,7,2} {1,7,3} {1,7,4} {1,7,5} {1,7,6} {1,7,7} {1,7,8} {1,7,9} {1,8,0} {1,8,1} {1,8,2} {1,8,3} {1,8,4} {1,8,5} {1,8,6} {1,8,7} {1,8,8} {1,8,9} {1,9,0} {1,9,1} {1,9,2} {1,9,3} {1,9,4} {1,9,5} {1,9,6} {1,9,7} {1,9,8} {1,9,9}

                      B

                      {8,0,0} {8,0,1} {8,0,2} {8,0,3} {8,0,4} {8,0,5} {8,0,6} {8,0,7} {8,0,8} {8,0,9} {8,1,0} {8,1,1} {8,1,2} {8,1,3} {8,1,4} {8,1,5} {8,1,6} {8,1,7} {8,1,8} {8,1,9} {8,2,0} {8,2,1} {8,2,2} {8,2,3} {8,2,4} {8,2,5} {8,2,6} {8,2,7} {8,2,8} {8,2,9} {8,3,0} {8,3,1} {8,3,2} {8,3,3} {8,3,4} {8,3,5} {8,3,6} {8,3,7} {8,3,8} {8,3,9} {8,4,0} {8,4,1} {8,4,2} {8,4,3} {8,4,4} {8,4,5} {8,4,6} {8,4,7} {8,4,8} {8,4,9} {8,5,0} {8,5,1} {8,5,2} {8,5,3} {8,5,4} {8,5,5} {8,5,6} {8,5,7} {8,5,8} {8,5,9} {8,6,0} {8,6,1} {8,6,2} {8,6,3} {8,6,4} {8,6,5} {8,6,6} {8,6,7} {8,6,8} {8,6,9} {8,7,0} {8,7,1} {8,7,2} {8,7,3} {8,7,4} {8,7,5} {8,7,6} {8,7,7} {8,7,8} {8,7,9} {8,8,0} {8,8,1} {8,8,2} {8,8,3} {8,8,4} {8,8,5} {8,8,6} {8,8,7} {8,8,8} {8,8,9} {8,9,0} {8,9,1} {8,9,2} {8,9,3} {8,9,4} {8,9,5} {8,9,6} {8,9,7} {8,9,8} {8,9,9}

                       

                      CA>

                      A

                      {6,0,0} {6,0,1} {6,0,2} {6,0,3} {6,0,4} {6,0,5} {6,0,6} {6,0,7} {6,0,8} {6,0,9} {6,1,0} {6,1,1} {6,1,2} {6,1,3} {6,1,4} {6,1,5} {6,1,6} {6,1,7} {6,1,8} {6,1,9} {6,2,0} {6,2,1} {6,2,2} {6,2,3} {6,2,4} {6,2,5} {6,2,6} {6,2,7} {6,2,8} {6,2,9} {6,3,0} {6,3,1} {6,3,2} {6,3,3} {6,3,4} {6,3,5} {6,3,6} {6,3,7} {6,3,8} {6,3,9} {6,4,0} {6,4,1} {6,4,2} {6,4,3} {6,4,4} {6,4,5} {6,4,6} {6,4,7} {6,4,8} {6,4,9} {6,5,0} {6,5,1} {6,5,2} {6,5,3} {6,5,4} {6,5,5} {6,5,6} {6,5,7} {6,5,8} {6,5,9} {6,6,0} {6,6,1} {6,6,2} {6,6,3} {6,6,4} {6,6,5} {6,6,6} {6,6,7} {6,6,8} {6,6,9} {6,7,0} {6,7,1} {6,7,2} {6,7,3} {6,7,4} {6,7,5} {6,7,6} {6,7,7} {6,7,8} {6,7,9} {6,8,0} {6,8,1} {6,8,2} {6,8,3} {6,8,4} {6,8,5} {6,8,6} {6,8,7} {6,8,8} {6,8,9} {6,9,0} {6,9,1} {6,9,2} {6,9,3} {6,9,4} {6,9,5} {6,9,6} {6,9,7} {6,9,8} {6,9,9}

                      B

                      {1,0,0} {1,0,1} {1,0,2} {1,0,3} {1,0,4} {1,0,5} {1,0,6} {1,0,7} {1,0,8} {1,0,9} {1,1,0} {1,1,1} {1,1,2} {1,1,3} {1,1,4} {1,1,5} {1,1,6} {1,1,7} {1,1,8} {1,1,9} {1,2,0} {1,2,1} {1,2,2} {1,2,3} {1,2,4} {1,2,5} {1,2,6} {1,2,7} {1,2,8} {1,2,9} {1,3,0} {1,3,1} {1,3,2} {1,3,3} {1,3,4} {1,3,5} {1,3,6} {1,3,7} {1,3,8} {1,3,9} {1,4,0} {1,4,1} {1,4,2} {1,4,3} {1,4,4} {1,4,5} {1,4,6} {1,4,7} {1,4,8} {1,4,9} {1,5,0} {1,5,1} {1,5,2} {1,5,3} {1,5,4} {1,5,5} {1,5,6} {1,5,7} {1,5,8} {1,5,9} {1,6,0} {1,6,1} {1,6,2} {1,6,3} {1,6,4} {1,6,5} {1,6,6} {1,6,7} {1,6,8} {1,6,9} {1,7,0} {1,7,1} {1,7,2} {1,7,3} {1,7,4} {1,7,5} {1,7,6} {1,7,7} {1,7,8} {1,7,9} {1,8,0} {1,8,1} {1,8,2} {1,8,3} {1,8,4} {1,8,5} {1,8,6} {1,8,7} {1,8,8} {1,8,9} {1,9,0} {1,9,1} {1,9,2} {1,9,3} {1,9,4} {1,9,5} {1,9,6} {1,9,7} {1,9,8} {1,9,9}

                      CT

                      A

                      {7,0,0} {7,0,1} {7,0,2} {7,0,3} {7,0,4} {7,0,5} {7,0,6} {7,0,7} {7,0,8} {7,0,9} {7,1,0} {7,1,1} {7,1,2} {7,1,3} {7,1,4} {7,1,5} {7,1,6} {7,1,7} {7,1,8} {7,1,9} {7,2,0} {7,2,1} {7,2,2} {7,2,3} {7,2,4} {7,2,5} {7,2,6} {7,2,7} {7,2,8} {7,2,9} {7,3,0} {7,3,1} {7,3,2} {7,3,3} {7,3,4} {7,3,5} {7,3,6} {7,3,7} {7,3,8} {7,3,9} {7,4,0} {7,4,1} {7,4,2} {7,4,3} {7,4,4} {7,4,5} {7,4,6} {7,4,7} {7,4,8} {7,4,9} {7,5,0} {7,5,1} {7,5,2} {7,5,3} {7,5,4} {7,5,5} {7,5,6} {7,5,7} {7,5,8} {7,5,9} {7,6,0} {7,6,1} {7,6,2} {7,6,3} {7,6,4} {7,6,5} {7,6,6} {7,6,7} {7,6,8} {7,6,9} {7,7,0} {7,7,1} {7,7,2} {7,7,3} {7,7,4} {7,7,5} {7,7,6} {7,7,7} {7,7,8} {7,7,9} {7,8,0} {7,8,1} {7,8,2} {7,8,3} {7,8,4} {7,8,5} {7,8,6} {7,8,7} {7,8,8} {7,8,9} {7,9,0} {7,9,1} {7,9,2} {7,9,3} {7,9,4} {7,9,5} {7,9,6} {7,9,7} {7,9,8} {7,9,9}

                      B

                      {3,0,0} {3,0,1} {3,0,2} {3,0,3} {3,0,4} {3,0,5} {3,0,6} {3,0,7} {3,0,8} {3,0,9} {3,1,0} {3,1,1} {3,1,2} {3,1,3} {3,1,4} {3,1,5} {3,1,6} {3,1,7} {3,1,8} {3,1,9} {3,2,0} {3,2,1} {3,2,2} {3,2,3} {3,2,4} {3,2,5} {3,2,6} {3,2,7} {3,2,8} {3,2,9} {3,3,0} {3,3,1} {3,3,2} {3,3,3} {3,3,4} {3,3,5} {3,3,6} {3,3,7} {3,3,8} {3,3,9} {3,4,0} {3,4,1} {3,4,2} {3,4,3} {3,4,4} {3,4,5} {3,4,6} {3,4,7} {3,4,8} {3,4,9} {3,5,0} {3,5,1} {3,5,2} {3,5,3} {3,5,4} {3,5,5} {3,5,6} {3,5,7} {3,5,8} {3,5,9} {3,6,0} {3,6,1} {3,6,2} {3,6,3} {3,6,4} {3,6,5} {3,6,6} {3,6,7} {3,6,8} {3,6,9} {3,7,0} {3,7,1} {3,7,2} {3,7,3} {3,7,4} {3,7,5} {3,7,6} {3,7,7} {3,7,8} {3,7,9} {3,8,0} {3,8,1} {3,8,2} {3,8,3} {3,8,4} {3,8,5} {3,8,6} {3,8,7} {3,8,8} {3,8,9} {3,9,0} {3,9,1} {3,9,2} {3,9,3} {3,9,4} {3,9,5} {3,9,6} {3,9,7} {3,9,8} {3,9,9}

                      DE

                      A

                      {3,0,0} {3,0,1} {3,0,2} {3,0,3} {3,0,4} {3,0,5} {3,0,6} {3,0,7} {3,0,8} {3,0,9} {3,1,0} {3,1,1} {3,1,2} {3,1,3} {3,1,4} {3,1,5} {3,1,6} {3,1,7} {3,1,8} {3,1,9} {3,2,0} {3,2,1} {3,2,2} {3,2,3} {3,2,4} {3,2,5} {3,2,6} {3,2,7} {3,2,8} {3,2,9} {3,3,0} {3,3,1} {3,3,2} {3,3,3} {3,3,4} {3,3,5} {3,3,6} {3,3,7} {3,3,8} {3,3,9} {3,4,0} {3,4,1} {3,4,2} {3,4,3} {3,4,4} {3,4,5} {3,4,6} {3,4,7} {3,4,8} {3,4,9} {3,5,0} {3,5,1} {3,5,2} {3,5,3} {3,5,4} {3,5,5} {3,5,6} {3,5,7} {3,5,8} {3,5,9} {3,6,0} {3,6,1} {3,6,2} {3,6,3} {3,6,4} {3,6,5} {3,6,6} {3,6,7} {3,6,8} {3,6,9} {3,7,0} {3,7,1} {3,7,2} {3,7,3} {3,7,4} {3,7,5} {3,7,6} {3,7,7} {3,7,8} {3,7,9} {3,8,0} {3,8,1} {3,8,2} {3,8,3} {3,8,4} {3,8,5} {3,8,6} {3,8,7} {3,8,8} {3,8,9} {3,9,0} {3,9,1} {3,9,2} {3,9,3} {3,9,4} {3,9,5} {3,9,6} {3,9,7} {3,9,8} {3,9,9}

                      B

                      {9,0,0} {9,0,1} {9,0,2} {9,0,3} {9,0,4} {9,0,5} {9,0,6} {9,0,7} {9,0,8} {9,0,9} {9,1,0} {9,1,1} {9,1,2} {9,1,3} {9,1,4} {9,1,5} {9,1,6} {9,1,7} {9,1,8} {9,1,9} {9,2,0} {9,2,1} {9,2,2} {9,2,3} {9,2,4} {9,2,5} {9,2,6} {9,2,7} {9,2,8} {9,2,9} {9,3,0} {9,3,1} {9,3,2} {9,3,3} {9,3,4} {9,3,5} {9,3,6} {9,3,7} {9,3,8} {9,3,9} {9,4,0} {9,4,1} {9,4,2} {9,4,3} {9,4,4} {9,4,5} {9,4,6} {9,4,7} {9,4,8} {9,4,9} {9,5,0} {9,5,1} {9,5,2} {9,5,3} {9,5,4} {9,5,5} {9,5,6} {9,5,7} {9,5,8} {9,5,9} {9,6,0} {9,6,1} {9,6,2} {9,6,3} {9,6,4} {9,6,5} {9,6,6} {9,6,7} {9,6,8} {9,6,9} {9,7,0} {9,7,1} {9,7,2} {9,7,3} {9,7,4} {9,7,5} {9,7,6} {9,7,7} {9,7,8} {9,7,9} {9,8,0} {9,8,1} {9,8,2} {9,8,3} {9,8,4} {9,8,5} {9,8,6} {9,8,7} {9,8,8} {9,8,9} {9,9,0} {9,9,1} {9,9,2} {9,9,3} {9,9,4} {9,9,5} {9,9,6} {9,9,7} {9,9,8} {9,9,9}

                      FL

                      A

                      {5,0,0} {5,0,1} {5,0,2} {5,0,3} {5,0,4} {5,0,5} {5,0,6} {5,0,7} {5,0,8} {5,0,9} {5,1,0} {5,1,1} {5,1,2} {5,1,3} {5,1,4} {5,1,5} {5,1,6} {5,1,7} {5,1,8} {5,1,9} {5,2,0} {5,2,1} {5,2,2} {5,2,3} {5,2,4} {5,2,5} {5,2,6} {5,2,7} {5,2,8} {5,2,9} {5,3,0} {5,3,1} {5,3,2} {5,3,3} {5,3,4} {5,3,5} {5,3,6} {5,3,7} {5,3,8} {5,3,9} {5,4,0} {5,4,1} {5,4,2} {5,4,3} {5,4,4} {5,4,5} {5,4,6} {5,4,7} {5,4,8} {5,4,9} {5,5,0} {5,5,1} {5,5,2} {5,5,3} {5,5,4} {5,5,5} {5,5,6} {5,5,7} {5,5,8} {5,5,9} {5,6,0} {5,6,1} {5,6,2} {5,6,3} {5,6,4} {5,6,5} {5,6,6} {5,6,7} {5,6,8} {5,6,9} {5,7,0} {5,7,1} {5,7,2} {5,7,3} {5,7,4} {5,7,5} {5,7,6} {5,7,7} {5,7,8} {5,7,9} {5,8,0} {5,8,1} {5,8,2} {5,8,3} {5,8,4} {5,8,5} {5,8,6} {5,8,7} {5,8,8} {5,8,9} {5,9,0} {5,9,1} {5,9,2} {5,9,3} {5,9,4} {5,9,5} {5,9,6} {5,9,7} {5,9,8} {5,9,9}

                      B

                      {3,0,0} {3,0,1} {3,0,2} {3,0,3} {3,0,4} {3,0,5} {3,0,6} {3,0,7} {3,0,8} {3,0,9} {3,1,0} {3,1,1} {3,1,2} {3,1,3} {3,1,4} {3,1,5} {3,1,6} {3,1,7} {3,1,8} {3,1,9} {3,2,0} {3,2,1} {3,2,2} {3,2,3} {3,2,4} {3,2,5} {3,2,6} {3,2,7} {3,2,8} {3,2,9} {3,3,0} {3,3,1} {3,3,2} {3,3,3} {3,3,4} {3,3,5} {3,3,6} {3,3,7} {3,3,8} {3,3,9} {3,4,0} {3,4,1} {3,4,2} {3,4,3} {3,4,4} {3,4,5} {3,4,6} {3,4,7} {3,4,8} {3,4,9} {3,5,0} {3,5,1} {3,5,2} {3,5,3} {3,5,4} {3,5,5} {3,5,6} {3,5,7} {3,5,8} {3,5,9} {3,6,0} {3,6,1} {3,6,2} {3,6,3} {3,6,4} {3,6,5} {3,6,6} {3,6,7} {3,6,8} {3,6,9} {3,7,0} {3,7,1} {3,7,2} {3,7,3} {3,7,4} {3,7,5} {3,7,6} {3,7,7} {3,7,8} {3,7,9} {3,8,0} {3,8,1} {3,8,2} {3,8,3} {3,8,4} {3,8,5} {3,8,6} {3,8,7} {3,8,8} {3,8,9} {3,9,0} {3,9,1} {3,9,2} {3,9,3} {3,9,4} {3,9,5} {3,9,6} {3,9,7} {3,9,8} {3,9,9

                      GA

                      A

                      {9,0,0} {9,0,1} {9,0,2} {9,0,3} {9,0,4} {9,0,5} {9,0,6} {9,0,7} {9,0,8} {9,0,9} {9,1,0} {9,1,1} {9,1,2} {9,1,3} {9,1,4} {9,1,5} {9,1,6} {9,1,7} {9,1,8} {9,1,9} {9,2,0} {9,2,1} {9,2,2} {9,2,3} {9,2,4} {9,2,5} {9,2,6} {9,2,7} {9,2,8} {9,2,9} {9,3,0} {9,3,1} {9,3,2} {9,3,3} {9,3,4} {9,3,5} {9,3,6} {9,3,7} {9,3,8} {9,3,9} {9,4,0} {9,4,1} {9,4,2} {9,4,3} {9,4,4} {9,4,5} {9,4,6} {9,4,7} {9,4,8} {9,4,9} {9,5,0} {9,5,1} {9,5,2} {9,5,3} {9,5,4} {9,5,5} {9,5,6} {9,5,7} {9,5,8} {9,5,9} {9,6,0} {9,6,1} {9,6,2} {9,6,3} {9,6,4} {9,6,5} {9,6,6} {9,6,7} {9,6,8} {9,6,9} {9,7,0} {9,7,1} {9,7,2} {9,7,3} {9,7,4} {9,7,5} {9,7,6} {9,7,7} {9,7,8} {9,7,9} {9,8,0} {9,8,1} {9,8,2} {9,8,3} {9,8,4} {9,8,5} {9,8,6} {9,8,7} {9,8,8} {9,8,9} {9,9,0} {9,9,1} {9,9,2} {9,9,3} {9,9,4} {9,9,5} {9,9,6} {9,9,7} {9,9,8} {9,9,9}

                      B

                      {6,0,0} {6,0,1} {6,0,2} {6,0,3} {6,0,4} {6,0,5} {6,0,6} {6,0,7} {6,0,8} {6,0,9} {6,1,0} {6,1,1} {6,1,2} {6,1,3} {6,1,4} {6,1,5} {6,1,6} {6,1,7} {6,1,8} {6,1,9} {6,2,0} {6,2,1} {6,2,2} {6,2,3} {6,2,4} {6,2,5} {6,2,6} {6,2,7} {6,2,8} {6,2,9} {6,3,0} {6,3,1} {6,3,2} {6,3,3} {6,3,4} {6,3,5} {6,3,6} {6,3,7} {6,3,8} {6,3,9} {6,4,0} {6,4,1} {6,4,2} {6,4,3} {6,4,4} {6,4,5} {6,4,6} {6,4,7} {6,4,8} {6,4,9} {6,5,0} {6,5,1} {6,5,2} {6,5,3} {6,5,4} {6,5,5} {6,5,6} {6,5,7} {6,5,8} {6,5,9} {6,6,0} {6,6,1} {6,6,2} {6,6,3} {6,6,4} {6,6,5} {6,6,6} {6,6,7} {6,6,8} {6,6,9} {6,7,0} {6,7,1} {6,7,2} {6,7,3} {6,7,4} {6,7,5} {6,7,6} {6,7,7} {6,7,8} {6,7,9} {6,8,0} {6,8,1} {6,8,2} {6,8,3} {6,8,4} {6,8,5} {6,8,6} {6,8,7} {6,8,8} {6,8,9} {6,9,0} {6,9,1} {6,9,2} {6,9,3} {6,9,4} {6,9,5} {6,9,6} {6,9,7} {6,9,8} {6,9,9}

                      IL

                      A

                       {7,0,0} {7,0,1} {7,0,2} {7,0,3} {7,0,4} {7,0,5} {7,0,6} {7,0,7} {7,0,8} {7,0,9} {7,1,0} {7,1,1} {7,1,2} {7,1,3} {7,1,4} {7,1,5} {7,1,6} {7,1,7} {7,1,8} {7,1,9} {7,2,0} {7,2,1} {7,2,2} {7,2,3} {7,2,4} {7,2,5} {7,2,6} {7,2,7} {7,2,8} {7,2,9} {7,3,0} {7,3,1} {7,3,2} {7,3,3} {7,3,4} {7,3,5} {7,3,6} {7,3,7} {7,3,8} {7,3,9} {7,4,0} {7,4,1} {7,4,2} {7,4,3} {7,4,4} {7,4,5} {7,4,6} {7,4,7} {7,4,8} {7,4,9} {7,5,0} {7,5,1} {7,5,2} {7,5,3} {7,5,4} {7,5,5} {7,5,6} {7,5,7} {7,5,8} {7,5,9} {7,6,0} {7,6,1} {7,6,2} {7,6,3} {7,6,4} {7,6,5} {7,6,6} {7,6,7} {7,6,8} {7,6,9} {7,7,0} {7,7,1} {7,7,2} {7,7,3} {7,7,4} {7,7,5} {7,7,6} {7,7,7} {7,7,8} {7,7,9} {7,8,0} {7,8,1} {7,8,2} {7,8,3} {7,8,4} {7,8,5} {7,8,6} {7,8,7} {7,8,8} {7,8,9} {7,9,0} {7,9,1} {7,9,2} {7,9,3} {7,9,4} {7,9,5} {7,9,6} {7,9,7} {7,9,8} {7,9,9}

                      B

                      {0,0,0} {0,0,1} {0,0,2} {0,0,3} {0,0,4} {0,0,5} {0,0,6} {0,0,7} {0,0,8} {0,0,9} {0,1,0} {0,1,1} {0,1,2} {0,1,3} {0,1,4} {0,1,5} {0,1,6} {0,1,7} {0,1,8} {0,1,9} {0,2,0} {0,2,1} {0,2,2} {0,2,3} {0,2,4} {0,2,5} {0,2,6} {0,2,7} {0,2,8} {0,2,9} {0,3,0} {0,3,1} {0,3,2} {0,3,3} {0,3,4} {0,3,5} {0,3,6} {0,3,7} {0,3,8} {0,3,9} {0,4,0} {0,4,1} {0,4,2} {0,4,3} {0,4,4} {0,4,5} {0,4,6} {0,4,7} {0,4,8} {0,4,9} {0,5,0} {0,5,1} {0,5,2} {0,5,3} {0,5,4} {0,5,5} {0,5,6} {0,5,7} {0,5,8} {0,5,9} {0,6,0} {0,6,1} {0,6,2} {0,6,3} {0,6,4} {0,6,5} {0,6,6} {0,6,7} {0,6,8} {0,6,9} {0,7,0} {0,7,1} {0,7,2} {0,7,3} {0,7,4} {0,7,5} {0,7,6} {0,7,7} {0,7,8} {0,7,9} {0,8,0} {0,8,1} {0,8,2} {0,8,3} {0,8,4} {0,8,5} {0,8,6} {0,8,7} {0,8,8} {0,8,9} {0,9,0} {0,9,1} {0,9,2} {0,9,3} {0,9,4} {0,9,5} {0,9,6} {0,9,7} {0,9,8} {0,9,9} 

                      IN

                      A

                      {1,0,0} {1,0,1} {1,0,2} {1,0,3} {1,0,4} {1,0,5} {1,0,6} {1,0,7} {1,0,8} {1,0,9} {1,1,0} {1,1,1} {1,1,2} {1,1,3} {1,1,4} {1,1,5} {1,1,6} {1,1,7} {1,1,8} {1,1,9} {1,2,0} {1,2,1} {1,2,2} {1,2,3} {1,2,4} {1,2,5} {1,2,6} {1,2,7} {1,2,8} {1,2,9} {1,3,0} {1,3,1} {1,3,2} {1,3,3} {1,3,4} {1,3,5} {1,3,6} {1,3,7} {1,3,8} {1,3,9} {1,4,0} {1,4,1} {1,4,2} {1,4,3} {1,4,4} {1,4,5} {1,4,6} {1,4,7} {1,4,8} {1,4,9} {1,5,0} {1,5,1} {1,5,2} {1,5,3} {1,5,4} {1,5,5} {1,5,6} {1,5,7} {1,5,8} {1,5,9} {1,6,0} {1,6,1} {1,6,2} {1,6,3} {1,6,4} {1,6,5} {1,6,6} {1,6,7} {1,6,8} {1,6,9} {1,7,0} {1,7,1} {1,7,2} {1,7,3} {1,7,4} {1,7,5} {1,7,6} {1,7,7} {1,7,8} {1,7,9} {1,8,0} {1,8,1} {1,8,2} {1,8,3} {1,8,4} {1,8,5} {1,8,6} {1,8,7} {1,8,8} {1,8,9} {1,9,0} {1,9,1} {1,9,2} {1,9,3} {1,9,4} {1,9,5} {1,9,6} {1,9,7} {1,9,8} {1,9,9}

                      B

                      {0,0,0} {0,0,1} {0,0,2} {0,0,3} {0,0,4} {0,0,5} {0,0,6} {0,0,7} {0,0,8} {0,0,9} {0,1,0} {0,1,1} {0,1,2} {0,1,3} {0,1,4} {0,1,5} {0,1,6} {0,1,7} {0,1,8} {0,1,9} {0,2,0} {0,2,1} {0,2,2} {0,2,3} {0,2,4} {0,2,5} {0,2,6} {0,2,7} {0,2,8} {0,2,9} {0,3,0} {0,3,1} {0,3,2} {0,3,3} {0,3,4} {0,3,5} {0,3,6} {0,3,7} {0,3,8} {0,3,9} {0,4,0} {0,4,1} {0,4,2} {0,4,3} {0,4,4} {0,4,5} {0,4,6} {0,4,7} {0,4,8} {0,4,9} {0,5,0} {0,5,1} {0,5,2} {0,5,3} {0,5,4} {0,5,5} {0,5,6} {0,5,7} {0,5,8} {0,5,9} {0,6,0} {0,6,1} {0,6,2} {0,6,3} {0,6,4} {0,6,5} {0,6,6} {0,6,7} {0,6,8} {0,6,9} {0,7,0} {0,7,1} {0,7,2} {0,7,3} {0,7,4} {0,7,5} {0,7,6} {0,7,7} {0,7,8} {0,7,9} {0,8,0} {0,8,1} {0,8,2} {0,8,3} {0,8,4} {0,8,5} {0,8,6} {0,8,7} {0,8,8} {0,8,9} {0,9,0} {0,9,1} {0,9,2} {0,9,3} {0,9,4} {0,9,5} {0,9,6} {0,9,7} {0,9,8} {0,9,9} 

                      KY

                      A

                      {9,0,0} {9,0,1} {9,0,2} {9,0,3} {9,0,4} {9,0,5} {9,0,6} {9,0,7} {9,0,8} {9,0,9} {9,1,0} {9,1,1} {9,1,2} {9,1,3} {9,1,4} {9,1,5} {9,1,6} {9,1,7} {9,1,8} {9,1,9} {9,2,0} {9,2,1} {9,2,2} {9,2,3} {9,2,4} {9,2,5} {9,2,6} {9,2,7} {9,2,8} {9,2,9} {9,3,0} {9,3,1} {9,3,2} {9,3,3} {9,3,4} {9,3,5} {9,3,6} {9,3,7} {9,3,8} {9,3,9} {9,4,0} {9,4,1} {9,4,2} {9,4,3} {9,4,4} {9,4,5} {9,4,6} {9,4,7} {9,4,8} {9,4,9} {9,5,0} {9,5,1} {9,5,2} {9,5,3} {9,5,4} {9,5,5} {9,5,6} {9,5,7} {9,5,8} {9,5,9} {9,6,0} {9,6,1} {9,6,2} {9,6,3} {9,6,4} {9,6,5} {9,6,6} {9,6,7} {9,6,8} {9,6,9} {9,7,0} {9,7,1} {9,7,2} {9,7,3} {9,7,4} {9,7,5} {9,7,6} {9,7,7} {9,7,8} {9,7,9} {9,8,0} {9,8,1} {9,8,2} {9,8,3} {9,8,4} {9,8,5} {9,8,6} {9,8,7} {9,8,8} {9,8,9} {9,9,0} {9,9,1} {9,9,2} {9,9,3} {9,9,4} {9,9,5} {9,9,6} {9,9,7} {9,9,8} {9,9,9}

                      B

                      {4,0,0} {4,0,1} {4,0,2} {4,0,3} {4,0,4} {4,0,5} {4,0,6} {4,0,7} {4,0,8} {4,0,9} {4,1,0} {4,1,1} {4,1,2} {4,1,3} {4,1,4} {4,1,5} {4,1,6} {4,1,7} {4,1,8} {4,1,9} {4,2,0} {4,2,1} {4,2,2} {4,2,3} {4,2,4} {4,2,5} {4,2,6} {4,2,7} {4,2,8} {4,2,9} {4,3,0} {4,3,1} {4,3,2} {4,3,3} {4,3,4} {4,3,5} {4,3,6} {4,3,7} {4,3,8} {4,3,9} {4,4,0} {4,4,1} {4,4,2} {4,4,3} {4,4,4} {4,4,5} {4,4,6} {4,4,7} {4,4,8} {4,4,9} {4,5,0} {4,5,1} {4,5,2} {4,5,3} {4,5,4} {4,5,5} {4,5,6} {4,5,7} {4,5,8} {4,5,9} {4,6,0} {4,6,1} {4,6,2} {4,6,3} {4,6,4} {4,6,5} {4,6,6} {4,6,7} {4,6,8} {4,6,9} {4,7,0} {4,7,1} {4,7,2} {4,7,3} {4,7,4} {4,7,5} {4,7,6} {4,7,7} {4,7,8} {4,7,9} {4,8,0} {4,8,1} {4,8,2} {4,8,3} {4,8,4} {4,8,5} {4,8,6} {4,8,7} {4,8,8} {4,8,9} {4,9,0} {4,9,1} {4,9,2} {4,9,3} {4,9,4} {4,9,5} {4,9,6} {4,9,7} {4,9,8} {4,9,9}

                      MD

                      A

                      {5,0,0} {5,0,1} {5,0,2} {5,0,3} {5,0,4} {5,0,5} {5,0,6} {5,0,7} {5,0,8} {5,0,9} {5,1,0} {5,1,1} {5,1,2} {5,1,3} {5,1,4} {5,1,5} {5,1,6} {5,1,7} {5,1,8} {5,1,9} {5,2,0} {5,2,1} {5,2,2} {5,2,3} {5,2,4} {5,2,5} {5,2,6} {5,2,7} {5,2,8} {5,2,9} {5,3,0} {5,3,1} {5,3,2} {5,3,3} {5,3,4} {5,3,5} {5,3,6} {5,3,7} {5,3,8} {5,3,9} {5,4,0} {5,4,1} {5,4,2} {5,4,3} {5,4,4} {5,4,5} {5,4,6} {5,4,7} {5,4,8} {5,4,9} {5,5,0} {5,5,1} {5,5,2} {5,5,3} {5,5,4} {5,5,5} {5,5,6} {5,5,7} {5,5,8} {5,5,9} {5,6,0} {5,6,1} {5,6,2} {5,6,3} {5,6,4} {5,6,5} {5,6,6} {5,6,7} {5,6,8} {5,6,9} {5,7,0} {5,7,1} {5,7,2} {5,7,3} {5,7,4} {5,7,5} {5,7,6} {5,7,7} {5,7,8} {5,7,9} {5,8,0} {5,8,1} {5,8,2} {5,8,3} {5,8,4} {5,8,5} {5,8,6} {5,8,7} {5,8,8} {5,8,9} {5,9,0} {5,9,1} {5,9,2} {5,9,3} {5,9,4} {5,9,5} {5,9,6} {5,9,7} {5,9,8} {5,9,9}

                      B

                      {9,0,0} {9,0,1} {9,0,2} {9,0,3} {9,0,4} {9,0,5} {9,0,6} {9,0,7} {9,0,8} {9,0,9} {9,1,0} {9,1,1} {9,1,2} {9,1,3} {9,1,4} {9,1,5} {9,1,6} {9,1,7} {9,1,8} {9,1,9} {9,2,0} {9,2,1} {9,2,2} {9,2,3} {9,2,4} {9,2,5} {9,2,6} {9,2,7} {9,2,8} {9,2,9} {9,3,0} {9,3,1} {9,3,2} {9,3,3} {9,3,4} {9,3,5} {9,3,6} {9,3,7} {9,3,8} {9,3,9} {9,4,0} {9,4,1} {9,4,2} {9,4,3} {9,4,4} {9,4,5} {9,4,6} {9,4,7} {9,4,8} {9,4,9} {9,5,0} {9,5,1} {9,5,2} {9,5,3} {9,5,4} {9,5,5} {9,5,6} {9,5,7} {9,5,8} {9,5,9} {9,6,0} {9,6,1} {9,6,2} {9,6,3} {9,6,4} {9,6,5} {9,6,6} {9,6,7} {9,6,8} {9,6,9} {9,7,0} {9,7,1} {9,7,2} {9,7,3} {9,7,4} {9,7,5} {9,7,6} {9,7,7} {9,7,8} {9,7,9} {9,8,0} {9,8,1} {9,8,2} {9,8,3} {9,8,4} {9,8,5} {9,8,6} {9,8,7} {9,8,8} {9,8,9} {9,9,0} {9,9,1} {9,9,2} {9,9,3} {9,9,4} {9,9,5} {9,9,6} {9,9,7} {9,9,8} {9,9,9}

                      NB> Sets has equal chance and are recurrent, set your time frame to prize tag. The assumption is you get multiple hits, mitigate cost or lose at end of span. Waging strategy (50cents, dollar etc) is subjective, good luck.

                      HITS SO FAR

                      Ar> str  818,828 149,872,185

                      CT>str 364, 778,712,

                      KY> so far> str 490,413,497

                      MD> so far>str 504,906,935,941,543

                      DE> str 976,986

                      IN>str  093,  018,181, 007, 170, 112, 132,129,

                      FL>str 562, 352, 573

                      GA>str 632, 943, 915,986,

                      IL>str 086,758, 002, 049,781,744

                      CA>str 135,138,657

                      NB>The assumption is to hit a straight in first 5 draws per set(sets are recurrent) for cost=prize tag, the assumption of multiple straight hits has been validated time after time, profit depends on waging strategy.

                      The sets can also be reduced to just 15 picks, you may have two or three hits while cutting cost.

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                        Posted: November 11, 2015, 11:33 pm - IP Logged

                        Lets keep the concept to two sets> predictions for folks with ROI in mind, should be wage for EXACT bets.

                        Ark> 

                        A

                        {1,0,0} {1,0,1} {1,0,2} {1,0,3} {1,0,4} {1,0,5} {1,0,6} {1,0,7} {1,0,8} {1,0,9} {1,1,0} {1,1,1} {1,1,2} {1,1,3} {1,1,4} {1,1,5} {1,1,6} {1,1,7} {1,1,8} {1,1,9} {1,2,0} {1,2,1} {1,2,2} {1,2,3} {1,2,4} {1,2,5} {1,2,6} {1,2,7} {1,2,8} {1,2,9} {1,3,0} {1,3,1} {1,3,2} {1,3,3} {1,3,4} {1,3,5} {1,3,6} {1,3,7} {1,3,8} {1,3,9} {1,4,0} {1,4,1} {1,4,2} {1,4,3} {1,4,4} {1,4,5} {1,4,6} {1,4,7} {1,4,8} {1,4,9} {1,5,0} {1,5,1} {1,5,2} {1,5,3} {1,5,4} {1,5,5} {1,5,6} {1,5,7} {1,5,8} {1,5,9} {1,6,0} {1,6,1} {1,6,2} {1,6,3} {1,6,4} {1,6,5} {1,6,6} {1,6,7} {1,6,8} {1,6,9} {1,7,0} {1,7,1} {1,7,2} {1,7,3} {1,7,4} {1,7,5} {1,7,6} {1,7,7} {1,7,8} {1,7,9} {1,8,0} {1,8,1} {1,8,2} {1,8,3} {1,8,4} {1,8,5} {1,8,6} {1,8,7} {1,8,8} {1,8,9} {1,9,0} {1,9,1} {1,9,2} {1,9,3} {1,9,4} {1,9,5} {1,9,6} {1,9,7} {1,9,8} {1,9,9}

                        B

                        {8,0,0} {8,0,1} {8,0,2} {8,0,3} {8,0,4} {8,0,5} {8,0,6} {8,0,7} {8,0,8} {8,0,9} {8,1,0} {8,1,1} {8,1,2} {8,1,3} {8,1,4} {8,1,5} {8,1,6} {8,1,7} {8,1,8} {8,1,9} {8,2,0} {8,2,1} {8,2,2} {8,2,3} {8,2,4} {8,2,5} {8,2,6} {8,2,7} {8,2,8} {8,2,9} {8,3,0} {8,3,1} {8,3,2} {8,3,3} {8,3,4} {8,3,5} {8,3,6} {8,3,7} {8,3,8} {8,3,9} {8,4,0} {8,4,1} {8,4,2} {8,4,3} {8,4,4} {8,4,5} {8,4,6} {8,4,7} {8,4,8} {8,4,9} {8,5,0} {8,5,1} {8,5,2} {8,5,3} {8,5,4} {8,5,5} {8,5,6} {8,5,7} {8,5,8} {8,5,9} {8,6,0} {8,6,1} {8,6,2} {8,6,3} {8,6,4} {8,6,5} {8,6,6} {8,6,7} {8,6,8} {8,6,9} {8,7,0} {8,7,1} {8,7,2} {8,7,3} {8,7,4} {8,7,5} {8,7,6} {8,7,7} {8,7,8} {8,7,9} {8,8,0} {8,8,1} {8,8,2} {8,8,3} {8,8,4} {8,8,5} {8,8,6} {8,8,7} {8,8,8} {8,8,9} {8,9,0} {8,9,1} {8,9,2} {8,9,3} {8,9,4} {8,9,5} {8,9,6} {8,9,7} {8,9,8} {8,9,9}

                         

                        CA>

                        A

                        {6,0,0} {6,0,1} {6,0,2} {6,0,3} {6,0,4} {6,0,5} {6,0,6} {6,0,7} {6,0,8} {6,0,9} {6,1,0} {6,1,1} {6,1,2} {6,1,3} {6,1,4} {6,1,5} {6,1,6} {6,1,7} {6,1,8} {6,1,9} {6,2,0} {6,2,1} {6,2,2} {6,2,3} {6,2,4} {6,2,5} {6,2,6} {6,2,7} {6,2,8} {6,2,9} {6,3,0} {6,3,1} {6,3,2} {6,3,3} {6,3,4} {6,3,5} {6,3,6} {6,3,7} {6,3,8} {6,3,9} {6,4,0} {6,4,1} {6,4,2} {6,4,3} {6,4,4} {6,4,5} {6,4,6} {6,4,7} {6,4,8} {6,4,9} {6,5,0} {6,5,1} {6,5,2} {6,5,3} {6,5,4} {6,5,5} {6,5,6} {6,5,7} {6,5,8} {6,5,9} {6,6,0} {6,6,1} {6,6,2} {6,6,3} {6,6,4} {6,6,5} {6,6,6} {6,6,7} {6,6,8} {6,6,9} {6,7,0} {6,7,1} {6,7,2} {6,7,3} {6,7,4} {6,7,5} {6,7,6} {6,7,7} {6,7,8} {6,7,9} {6,8,0} {6,8,1} {6,8,2} {6,8,3} {6,8,4} {6,8,5} {6,8,6} {6,8,7} {6,8,8} {6,8,9} {6,9,0} {6,9,1} {6,9,2} {6,9,3} {6,9,4} {6,9,5} {6,9,6} {6,9,7} {6,9,8} {6,9,9}

                        B

                        {1,0,0} {1,0,1} {1,0,2} {1,0,3} {1,0,4} {1,0,5} {1,0,6} {1,0,7} {1,0,8} {1,0,9} {1,1,0} {1,1,1} {1,1,2} {1,1,3} {1,1,4} {1,1,5} {1,1,6} {1,1,7} {1,1,8} {1,1,9} {1,2,0} {1,2,1} {1,2,2} {1,2,3} {1,2,4} {1,2,5} {1,2,6} {1,2,7} {1,2,8} {1,2,9} {1,3,0} {1,3,1} {1,3,2} {1,3,3} {1,3,4} {1,3,5} {1,3,6} {1,3,7} {1,3,8} {1,3,9} {1,4,0} {1,4,1} {1,4,2} {1,4,3} {1,4,4} {1,4,5} {1,4,6} {1,4,7} {1,4,8} {1,4,9} {1,5,0} {1,5,1} {1,5,2} {1,5,3} {1,5,4} {1,5,5} {1,5,6} {1,5,7} {1,5,8} {1,5,9} {1,6,0} {1,6,1} {1,6,2} {1,6,3} {1,6,4} {1,6,5} {1,6,6} {1,6,7} {1,6,8} {1,6,9} {1,7,0} {1,7,1} {1,7,2} {1,7,3} {1,7,4} {1,7,5} {1,7,6} {1,7,7} {1,7,8} {1,7,9} {1,8,0} {1,8,1} {1,8,2} {1,8,3} {1,8,4} {1,8,5} {1,8,6} {1,8,7} {1,8,8} {1,8,9} {1,9,0} {1,9,1} {1,9,2} {1,9,3} {1,9,4} {1,9,5} {1,9,6} {1,9,7} {1,9,8} {1,9,9}

                        CT

                        A

                        {7,0,0} {7,0,1} {7,0,2} {7,0,3} {7,0,4} {7,0,5} {7,0,6} {7,0,7} {7,0,8} {7,0,9} {7,1,0} {7,1,1} {7,1,2} {7,1,3} {7,1,4} {7,1,5} {7,1,6} {7,1,7} {7,1,8} {7,1,9} {7,2,0} {7,2,1} {7,2,2} {7,2,3} {7,2,4} {7,2,5} {7,2,6} {7,2,7} {7,2,8} {7,2,9} {7,3,0} {7,3,1} {7,3,2} {7,3,3} {7,3,4} {7,3,5} {7,3,6} {7,3,7} {7,3,8} {7,3,9} {7,4,0} {7,4,1} {7,4,2} {7,4,3} {7,4,4} {7,4,5} {7,4,6} {7,4,7} {7,4,8} {7,4,9} {7,5,0} {7,5,1} {7,5,2} {7,5,3} {7,5,4} {7,5,5} {7,5,6} {7,5,7} {7,5,8} {7,5,9} {7,6,0} {7,6,1} {7,6,2} {7,6,3} {7,6,4} {7,6,5} {7,6,6} {7,6,7} {7,6,8} {7,6,9} {7,7,0} {7,7,1} {7,7,2} {7,7,3} {7,7,4} {7,7,5} {7,7,6} {7,7,7} {7,7,8} {7,7,9} {7,8,0} {7,8,1} {7,8,2} {7,8,3} {7,8,4} {7,8,5} {7,8,6} {7,8,7} {7,8,8} {7,8,9} {7,9,0} {7,9,1} {7,9,2} {7,9,3} {7,9,4} {7,9,5} {7,9,6} {7,9,7} {7,9,8} {7,9,9}

                        B

                        {3,0,0} {3,0,1} {3,0,2} {3,0,3} {3,0,4} {3,0,5} {3,0,6} {3,0,7} {3,0,8} {3,0,9} {3,1,0} {3,1,1} {3,1,2} {3,1,3} {3,1,4} {3,1,5} {3,1,6} {3,1,7} {3,1,8} {3,1,9} {3,2,0} {3,2,1} {3,2,2} {3,2,3} {3,2,4} {3,2,5} {3,2,6} {3,2,7} {3,2,8} {3,2,9} {3,3,0} {3,3,1} {3,3,2} {3,3,3} {3,3,4} {3,3,5} {3,3,6} {3,3,7} {3,3,8} {3,3,9} {3,4,0} {3,4,1} {3,4,2} {3,4,3} {3,4,4} {3,4,5} {3,4,6} {3,4,7} {3,4,8} {3,4,9} {3,5,0} {3,5,1} {3,5,2} {3,5,3} {3,5,4} {3,5,5} {3,5,6} {3,5,7} {3,5,8} {3,5,9} {3,6,0} {3,6,1} {3,6,2} {3,6,3} {3,6,4} {3,6,5} {3,6,6} {3,6,7} {3,6,8} {3,6,9} {3,7,0} {3,7,1} {3,7,2} {3,7,3} {3,7,4} {3,7,5} {3,7,6} {3,7,7} {3,7,8} {3,7,9} {3,8,0} {3,8,1} {3,8,2} {3,8,3} {3,8,4} {3,8,5} {3,8,6} {3,8,7} {3,8,8} {3,8,9} {3,9,0} {3,9,1} {3,9,2} {3,9,3} {3,9,4} {3,9,5} {3,9,6} {3,9,7} {3,9,8} {3,9,9}

                        DE

                        A

                        {3,0,0} {3,0,1} {3,0,2} {3,0,3} {3,0,4} {3,0,5} {3,0,6} {3,0,7} {3,0,8} {3,0,9} {3,1,0} {3,1,1} {3,1,2} {3,1,3} {3,1,4} {3,1,5} {3,1,6} {3,1,7} {3,1,8} {3,1,9} {3,2,0} {3,2,1} {3,2,2} {3,2,3} {3,2,4} {3,2,5} {3,2,6} {3,2,7} {3,2,8} {3,2,9} {3,3,0} {3,3,1} {3,3,2} {3,3,3} {3,3,4} {3,3,5} {3,3,6} {3,3,7} {3,3,8} {3,3,9} {3,4,0} {3,4,1} {3,4,2} {3,4,3} {3,4,4} {3,4,5} {3,4,6} {3,4,7} {3,4,8} {3,4,9} {3,5,0} {3,5,1} {3,5,2} {3,5,3} {3,5,4} {3,5,5} {3,5,6} {3,5,7} {3,5,8} {3,5,9} {3,6,0} {3,6,1} {3,6,2} {3,6,3} {3,6,4} {3,6,5} {3,6,6} {3,6,7} {3,6,8} {3,6,9} {3,7,0} {3,7,1} {3,7,2} {3,7,3} {3,7,4} {3,7,5} {3,7,6} {3,7,7} {3,7,8} {3,7,9} {3,8,0} {3,8,1} {3,8,2} {3,8,3} {3,8,4} {3,8,5} {3,8,6} {3,8,7} {3,8,8} {3,8,9} {3,9,0} {3,9,1} {3,9,2} {3,9,3} {3,9,4} {3,9,5} {3,9,6} {3,9,7} {3,9,8} {3,9,9}

                        B

                        {9,0,0} {9,0,1} {9,0,2} {9,0,3} {9,0,4} {9,0,5} {9,0,6} {9,0,7} {9,0,8} {9,0,9} {9,1,0} {9,1,1} {9,1,2} {9,1,3} {9,1,4} {9,1,5} {9,1,6} {9,1,7} {9,1,8} {9,1,9} {9,2,0} {9,2,1} {9,2,2} {9,2,3} {9,2,4} {9,2,5} {9,2,6} {9,2,7} {9,2,8} {9,2,9} {9,3,0} {9,3,1} {9,3,2} {9,3,3} {9,3,4} {9,3,5} {9,3,6} {9,3,7} {9,3,8} {9,3,9} {9,4,0} {9,4,1} {9,4,2} {9,4,3} {9,4,4} {9,4,5} {9,4,6} {9,4,7} {9,4,8} {9,4,9} {9,5,0} {9,5,1} {9,5,2} {9,5,3} {9,5,4} {9,5,5} {9,5,6} {9,5,7} {9,5,8} {9,5,9} {9,6,0} {9,6,1} {9,6,2} {9,6,3} {9,6,4} {9,6,5} {9,6,6} {9,6,7} {9,6,8} {9,6,9} {9,7,0} {9,7,1} {9,7,2} {9,7,3} {9,7,4} {9,7,5} {9,7,6} {9,7,7} {9,7,8} {9,7,9} {9,8,0} {9,8,1} {9,8,2} {9,8,3} {9,8,4} {9,8,5} {9,8,6} {9,8,7} {9,8,8} {9,8,9} {9,9,0} {9,9,1} {9,9,2} {9,9,3} {9,9,4} {9,9,5} {9,9,6} {9,9,7} {9,9,8} {9,9,9}

                        FL

                        A

                        {5,0,0} {5,0,1} {5,0,2} {5,0,3} {5,0,4} {5,0,5} {5,0,6} {5,0,7} {5,0,8} {5,0,9} {5,1,0} {5,1,1} {5,1,2} {5,1,3} {5,1,4} {5,1,5} {5,1,6} {5,1,7} {5,1,8} {5,1,9} {5,2,0} {5,2,1} {5,2,2} {5,2,3} {5,2,4} {5,2,5} {5,2,6} {5,2,7} {5,2,8} {5,2,9} {5,3,0} {5,3,1} {5,3,2} {5,3,3} {5,3,4} {5,3,5} {5,3,6} {5,3,7} {5,3,8} {5,3,9} {5,4,0} {5,4,1} {5,4,2} {5,4,3} {5,4,4} {5,4,5} {5,4,6} {5,4,7} {5,4,8} {5,4,9} {5,5,0} {5,5,1} {5,5,2} {5,5,3} {5,5,4} {5,5,5} {5,5,6} {5,5,7} {5,5,8} {5,5,9} {5,6,0} {5,6,1} {5,6,2} {5,6,3} {5,6,4} {5,6,5} {5,6,6} {5,6,7} {5,6,8} {5,6,9} {5,7,0} {5,7,1} {5,7,2} {5,7,3} {5,7,4} {5,7,5} {5,7,6} {5,7,7} {5,7,8} {5,7,9} {5,8,0} {5,8,1} {5,8,2} {5,8,3} {5,8,4} {5,8,5} {5,8,6} {5,8,7} {5,8,8} {5,8,9} {5,9,0} {5,9,1} {5,9,2} {5,9,3} {5,9,4} {5,9,5} {5,9,6} {5,9,7} {5,9,8} {5,9,9}

                        B

                        {3,0,0} {3,0,1} {3,0,2} {3,0,3} {3,0,4} {3,0,5} {3,0,6} {3,0,7} {3,0,8} {3,0,9} {3,1,0} {3,1,1} {3,1,2} {3,1,3} {3,1,4} {3,1,5} {3,1,6} {3,1,7} {3,1,8} {3,1,9} {3,2,0} {3,2,1} {3,2,2} {3,2,3} {3,2,4} {3,2,5} {3,2,6} {3,2,7} {3,2,8} {3,2,9} {3,3,0} {3,3,1} {3,3,2} {3,3,3} {3,3,4} {3,3,5} {3,3,6} {3,3,7} {3,3,8} {3,3,9} {3,4,0} {3,4,1} {3,4,2} {3,4,3} {3,4,4} {3,4,5} {3,4,6} {3,4,7} {3,4,8} {3,4,9} {3,5,0} {3,5,1} {3,5,2} {3,5,3} {3,5,4} {3,5,5} {3,5,6} {3,5,7} {3,5,8} {3,5,9} {3,6,0} {3,6,1} {3,6,2} {3,6,3} {3,6,4} {3,6,5} {3,6,6} {3,6,7} {3,6,8} {3,6,9} {3,7,0} {3,7,1} {3,7,2} {3,7,3} {3,7,4} {3,7,5} {3,7,6} {3,7,7} {3,7,8} {3,7,9} {3,8,0} {3,8,1} {3,8,2} {3,8,3} {3,8,4} {3,8,5} {3,8,6} {3,8,7} {3,8,8} {3,8,9} {3,9,0} {3,9,1} {3,9,2} {3,9,3} {3,9,4} {3,9,5} {3,9,6} {3,9,7} {3,9,8} {3,9,9

                        GA

                        A

                        {9,0,0} {9,0,1} {9,0,2} {9,0,3} {9,0,4} {9,0,5} {9,0,6} {9,0,7} {9,0,8} {9,0,9} {9,1,0} {9,1,1} {9,1,2} {9,1,3} {9,1,4} {9,1,5} {9,1,6} {9,1,7} {9,1,8} {9,1,9} {9,2,0} {9,2,1} {9,2,2} {9,2,3} {9,2,4} {9,2,5} {9,2,6} {9,2,7} {9,2,8} {9,2,9} {9,3,0} {9,3,1} {9,3,2} {9,3,3} {9,3,4} {9,3,5} {9,3,6} {9,3,7} {9,3,8} {9,3,9} {9,4,0} {9,4,1} {9,4,2} {9,4,3} {9,4,4} {9,4,5} {9,4,6} {9,4,7} {9,4,8} {9,4,9} {9,5,0} {9,5,1} {9,5,2} {9,5,3} {9,5,4} {9,5,5} {9,5,6} {9,5,7} {9,5,8} {9,5,9} {9,6,0} {9,6,1} {9,6,2} {9,6,3} {9,6,4} {9,6,5} {9,6,6} {9,6,7} {9,6,8} {9,6,9} {9,7,0} {9,7,1} {9,7,2} {9,7,3} {9,7,4} {9,7,5} {9,7,6} {9,7,7} {9,7,8} {9,7,9} {9,8,0} {9,8,1} {9,8,2} {9,8,3} {9,8,4} {9,8,5} {9,8,6} {9,8,7} {9,8,8} {9,8,9} {9,9,0} {9,9,1} {9,9,2} {9,9,3} {9,9,4} {9,9,5} {9,9,6} {9,9,7} {9,9,8} {9,9,9}

                        B

                        {6,0,0} {6,0,1} {6,0,2} {6,0,3} {6,0,4} {6,0,5} {6,0,6} {6,0,7} {6,0,8} {6,0,9} {6,1,0} {6,1,1} {6,1,2} {6,1,3} {6,1,4} {6,1,5} {6,1,6} {6,1,7} {6,1,8} {6,1,9} {6,2,0} {6,2,1} {6,2,2} {6,2,3} {6,2,4} {6,2,5} {6,2,6} {6,2,7} {6,2,8} {6,2,9} {6,3,0} {6,3,1} {6,3,2} {6,3,3} {6,3,4} {6,3,5} {6,3,6} {6,3,7} {6,3,8} {6,3,9} {6,4,0} {6,4,1} {6,4,2} {6,4,3} {6,4,4} {6,4,5} {6,4,6} {6,4,7} {6,4,8} {6,4,9} {6,5,0} {6,5,1} {6,5,2} {6,5,3} {6,5,4} {6,5,5} {6,5,6} {6,5,7} {6,5,8} {6,5,9} {6,6,0} {6,6,1} {6,6,2} {6,6,3} {6,6,4} {6,6,5} {6,6,6} {6,6,7} {6,6,8} {6,6,9} {6,7,0} {6,7,1} {6,7,2} {6,7,3} {6,7,4} {6,7,5} {6,7,6} {6,7,7} {6,7,8} {6,7,9} {6,8,0} {6,8,1} {6,8,2} {6,8,3} {6,8,4} {6,8,5} {6,8,6} {6,8,7} {6,8,8} {6,8,9} {6,9,0} {6,9,1} {6,9,2} {6,9,3} {6,9,4} {6,9,5} {6,9,6} {6,9,7} {6,9,8} {6,9,9}

                        IL

                        A

                         {7,0,0} {7,0,1} {7,0,2} {7,0,3} {7,0,4} {7,0,5} {7,0,6} {7,0,7} {7,0,8} {7,0,9} {7,1,0} {7,1,1} {7,1,2} {7,1,3} {7,1,4} {7,1,5} {7,1,6} {7,1,7} {7,1,8} {7,1,9} {7,2,0} {7,2,1} {7,2,2} {7,2,3} {7,2,4} {7,2,5} {7,2,6} {7,2,7} {7,2,8} {7,2,9} {7,3,0} {7,3,1} {7,3,2} {7,3,3} {7,3,4} {7,3,5} {7,3,6} {7,3,7} {7,3,8} {7,3,9} {7,4,0} {7,4,1} {7,4,2} {7,4,3} {7,4,4} {7,4,5} {7,4,6} {7,4,7} {7,4,8} {7,4,9} {7,5,0} {7,5,1} {7,5,2} {7,5,3} {7,5,4} {7,5,5} {7,5,6} {7,5,7} {7,5,8} {7,5,9} {7,6,0} {7,6,1} {7,6,2} {7,6,3} {7,6,4} {7,6,5} {7,6,6} {7,6,7} {7,6,8} {7,6,9} {7,7,0} {7,7,1} {7,7,2} {7,7,3} {7,7,4} {7,7,5} {7,7,6} {7,7,7} {7,7,8} {7,7,9} {7,8,0} {7,8,1} {7,8,2} {7,8,3} {7,8,4} {7,8,5} {7,8,6} {7,8,7} {7,8,8} {7,8,9} {7,9,0} {7,9,1} {7,9,2} {7,9,3} {7,9,4} {7,9,5} {7,9,6} {7,9,7} {7,9,8} {7,9,9}

                        B

                        {0,0,0} {0,0,1} {0,0,2} {0,0,3} {0,0,4} {0,0,5} {0,0,6} {0,0,7} {0,0,8} {0,0,9} {0,1,0} {0,1,1} {0,1,2} {0,1,3} {0,1,4} {0,1,5} {0,1,6} {0,1,7} {0,1,8} {0,1,9} {0,2,0} {0,2,1} {0,2,2} {0,2,3} {0,2,4} {0,2,5} {0,2,6} {0,2,7} {0,2,8} {0,2,9} {0,3,0} {0,3,1} {0,3,2} {0,3,3} {0,3,4} {0,3,5} {0,3,6} {0,3,7} {0,3,8} {0,3,9} {0,4,0} {0,4,1} {0,4,2} {0,4,3} {0,4,4} {0,4,5} {0,4,6} {0,4,7} {0,4,8} {0,4,9} {0,5,0} {0,5,1} {0,5,2} {0,5,3} {0,5,4} {0,5,5} {0,5,6} {0,5,7} {0,5,8} {0,5,9} {0,6,0} {0,6,1} {0,6,2} {0,6,3} {0,6,4} {0,6,5} {0,6,6} {0,6,7} {0,6,8} {0,6,9} {0,7,0} {0,7,1} {0,7,2} {0,7,3} {0,7,4} {0,7,5} {0,7,6} {0,7,7} {0,7,8} {0,7,9} {0,8,0} {0,8,1} {0,8,2} {0,8,3} {0,8,4} {0,8,5} {0,8,6} {0,8,7} {0,8,8} {0,8,9} {0,9,0} {0,9,1} {0,9,2} {0,9,3} {0,9,4} {0,9,5} {0,9,6} {0,9,7} {0,9,8} {0,9,9} 

                        IN

                        A

                        {1,0,0} {1,0,1} {1,0,2} {1,0,3} {1,0,4} {1,0,5} {1,0,6} {1,0,7} {1,0,8} {1,0,9} {1,1,0} {1,1,1} {1,1,2} {1,1,3} {1,1,4} {1,1,5} {1,1,6} {1,1,7} {1,1,8} {1,1,9} {1,2,0} {1,2,1} {1,2,2} {1,2,3} {1,2,4} {1,2,5} {1,2,6} {1,2,7} {1,2,8} {1,2,9} {1,3,0} {1,3,1} {1,3,2} {1,3,3} {1,3,4} {1,3,5} {1,3,6} {1,3,7} {1,3,8} {1,3,9} {1,4,0} {1,4,1} {1,4,2} {1,4,3} {1,4,4} {1,4,5} {1,4,6} {1,4,7} {1,4,8} {1,4,9} {1,5,0} {1,5,1} {1,5,2} {1,5,3} {1,5,4} {1,5,5} {1,5,6} {1,5,7} {1,5,8} {1,5,9} {1,6,0} {1,6,1} {1,6,2} {1,6,3} {1,6,4} {1,6,5} {1,6,6} {1,6,7} {1,6,8} {1,6,9} {1,7,0} {1,7,1} {1,7,2} {1,7,3} {1,7,4} {1,7,5} {1,7,6} {1,7,7} {1,7,8} {1,7,9} {1,8,0} {1,8,1} {1,8,2} {1,8,3} {1,8,4} {1,8,5} {1,8,6} {1,8,7} {1,8,8} {1,8,9} {1,9,0} {1,9,1} {1,9,2} {1,9,3} {1,9,4} {1,9,5} {1,9,6} {1,9,7} {1,9,8} {1,9,9}

                        B

                        {0,0,0} {0,0,1} {0,0,2} {0,0,3} {0,0,4} {0,0,5} {0,0,6} {0,0,7} {0,0,8} {0,0,9} {0,1,0} {0,1,1} {0,1,2} {0,1,3} {0,1,4} {0,1,5} {0,1,6} {0,1,7} {0,1,8} {0,1,9} {0,2,0} {0,2,1} {0,2,2} {0,2,3} {0,2,4} {0,2,5} {0,2,6} {0,2,7} {0,2,8} {0,2,9} {0,3,0} {0,3,1} {0,3,2} {0,3,3} {0,3,4} {0,3,5} {0,3,6} {0,3,7} {0,3,8} {0,3,9} {0,4,0} {0,4,1} {0,4,2} {0,4,3} {0,4,4} {0,4,5} {0,4,6} {0,4,7} {0,4,8} {0,4,9} {0,5,0} {0,5,1} {0,5,2} {0,5,3} {0,5,4} {0,5,5} {0,5,6} {0,5,7} {0,5,8} {0,5,9} {0,6,0} {0,6,1} {0,6,2} {0,6,3} {0,6,4} {0,6,5} {0,6,6} {0,6,7} {0,6,8} {0,6,9} {0,7,0} {0,7,1} {0,7,2} {0,7,3} {0,7,4} {0,7,5} {0,7,6} {0,7,7} {0,7,8} {0,7,9} {0,8,0} {0,8,1} {0,8,2} {0,8,3} {0,8,4} {0,8,5} {0,8,6} {0,8,7} {0,8,8} {0,8,9} {0,9,0} {0,9,1} {0,9,2} {0,9,3} {0,9,4} {0,9,5} {0,9,6} {0,9,7} {0,9,8} {0,9,9} 

                        KY

                        A

                        {9,0,0} {9,0,1} {9,0,2} {9,0,3} {9,0,4} {9,0,5} {9,0,6} {9,0,7} {9,0,8} {9,0,9} {9,1,0} {9,1,1} {9,1,2} {9,1,3} {9,1,4} {9,1,5} {9,1,6} {9,1,7} {9,1,8} {9,1,9} {9,2,0} {9,2,1} {9,2,2} {9,2,3} {9,2,4} {9,2,5} {9,2,6} {9,2,7} {9,2,8} {9,2,9} {9,3,0} {9,3,1} {9,3,2} {9,3,3} {9,3,4} {9,3,5} {9,3,6} {9,3,7} {9,3,8} {9,3,9} {9,4,0} {9,4,1} {9,4,2} {9,4,3} {9,4,4} {9,4,5} {9,4,6} {9,4,7} {9,4,8} {9,4,9} {9,5,0} {9,5,1} {9,5,2} {9,5,3} {9,5,4} {9,5,5} {9,5,6} {9,5,7} {9,5,8} {9,5,9} {9,6,0} {9,6,1} {9,6,2} {9,6,3} {9,6,4} {9,6,5} {9,6,6} {9,6,7} {9,6,8} {9,6,9} {9,7,0} {9,7,1} {9,7,2} {9,7,3} {9,7,4} {9,7,5} {9,7,6} {9,7,7} {9,7,8} {9,7,9} {9,8,0} {9,8,1} {9,8,2} {9,8,3} {9,8,4} {9,8,5} {9,8,6} {9,8,7} {9,8,8} {9,8,9} {9,9,0} {9,9,1} {9,9,2} {9,9,3} {9,9,4} {9,9,5} {9,9,6} {9,9,7} {9,9,8} {9,9,9}

                        B

                        {4,0,0} {4,0,1} {4,0,2} {4,0,3} {4,0,4} {4,0,5} {4,0,6} {4,0,7} {4,0,8} {4,0,9} {4,1,0} {4,1,1} {4,1,2} {4,1,3} {4,1,4} {4,1,5} {4,1,6} {4,1,7} {4,1,8} {4,1,9} {4,2,0} {4,2,1} {4,2,2} {4,2,3} {4,2,4} {4,2,5} {4,2,6} {4,2,7} {4,2,8} {4,2,9} {4,3,0} {4,3,1} {4,3,2} {4,3,3} {4,3,4} {4,3,5} {4,3,6} {4,3,7} {4,3,8} {4,3,9} {4,4,0} {4,4,1} {4,4,2} {4,4,3} {4,4,4} {4,4,5} {4,4,6} {4,4,7} {4,4,8} {4,4,9} {4,5,0} {4,5,1} {4,5,2} {4,5,3} {4,5,4} {4,5,5} {4,5,6} {4,5,7} {4,5,8} {4,5,9} {4,6,0} {4,6,1} {4,6,2} {4,6,3} {4,6,4} {4,6,5} {4,6,6} {4,6,7} {4,6,8} {4,6,9} {4,7,0} {4,7,1} {4,7,2} {4,7,3} {4,7,4} {4,7,5} {4,7,6} {4,7,7} {4,7,8} {4,7,9} {4,8,0} {4,8,1} {4,8,2} {4,8,3} {4,8,4} {4,8,5} {4,8,6} {4,8,7} {4,8,8} {4,8,9} {4,9,0} {4,9,1} {4,9,2} {4,9,3} {4,9,4} {4,9,5} {4,9,6} {4,9,7} {4,9,8} {4,9,9}

                        MD

                        A

                        {5,0,0} {5,0,1} {5,0,2} {5,0,3} {5,0,4} {5,0,5} {5,0,6} {5,0,7} {5,0,8} {5,0,9} {5,1,0} {5,1,1} {5,1,2} {5,1,3} {5,1,4} {5,1,5} {5,1,6} {5,1,7} {5,1,8} {5,1,9} {5,2,0} {5,2,1} {5,2,2} {5,2,3} {5,2,4} {5,2,5} {5,2,6} {5,2,7} {5,2,8} {5,2,9} {5,3,0} {5,3,1} {5,3,2} {5,3,3} {5,3,4} {5,3,5} {5,3,6} {5,3,7} {5,3,8} {5,3,9} {5,4,0} {5,4,1} {5,4,2} {5,4,3} {5,4,4} {5,4,5} {5,4,6} {5,4,7} {5,4,8} {5,4,9} {5,5,0} {5,5,1} {5,5,2} {5,5,3} {5,5,4} {5,5,5} {5,5,6} {5,5,7} {5,5,8} {5,5,9} {5,6,0} {5,6,1} {5,6,2} {5,6,3} {5,6,4} {5,6,5} {5,6,6} {5,6,7} {5,6,8} {5,6,9} {5,7,0} {5,7,1} {5,7,2} {5,7,3} {5,7,4} {5,7,5} {5,7,6} {5,7,7} {5,7,8} {5,7,9} {5,8,0} {5,8,1} {5,8,2} {5,8,3} {5,8,4} {5,8,5} {5,8,6} {5,8,7} {5,8,8} {5,8,9} {5,9,0} {5,9,1} {5,9,2} {5,9,3} {5,9,4} {5,9,5} {5,9,6} {5,9,7} {5,9,8} {5,9,9}

                        B

                        {9,0,0} {9,0,1} {9,0,2} {9,0,3} {9,0,4} {9,0,5} {9,0,6} {9,0,7} {9,0,8} {9,0,9} {9,1,0} {9,1,1} {9,1,2} {9,1,3} {9,1,4} {9,1,5} {9,1,6} {9,1,7} {9,1,8} {9,1,9} {9,2,0} {9,2,1} {9,2,2} {9,2,3} {9,2,4} {9,2,5} {9,2,6} {9,2,7} {9,2,8} {9,2,9} {9,3,0} {9,3,1} {9,3,2} {9,3,3} {9,3,4} {9,3,5} {9,3,6} {9,3,7} {9,3,8} {9,3,9} {9,4,0} {9,4,1} {9,4,2} {9,4,3} {9,4,4} {9,4,5} {9,4,6} {9,4,7} {9,4,8} {9,4,9} {9,5,0} {9,5,1} {9,5,2} {9,5,3} {9,5,4} {9,5,5} {9,5,6} {9,5,7} {9,5,8} {9,5,9} {9,6,0} {9,6,1} {9,6,2} {9,6,3} {9,6,4} {9,6,5} {9,6,6} {9,6,7} {9,6,8} {9,6,9} {9,7,0} {9,7,1} {9,7,2} {9,7,3} {9,7,4} {9,7,5} {9,7,6} {9,7,7} {9,7,8} {9,7,9} {9,8,0} {9,8,1} {9,8,2} {9,8,3} {9,8,4} {9,8,5} {9,8,6} {9,8,7} {9,8,8} {9,8,9} {9,9,0} {9,9,1} {9,9,2} {9,9,3} {9,9,4} {9,9,5} {9,9,6} {9,9,7} {9,9,8} {9,9,9}

                        NB> Sets has equal chance and are recurrent, set your time frame to prize tag. The assumption is you get multiple hits, mitigate cost or lose at end of span. Waging strategy (50cents, dollar etc) is subjective, good luck.

                        HITS SO FAR

                        Ar> str 813  818,828 149,872,185

                        CT>str  317, 364, 778,712,

                        KY> so far> str 986, 490,413,497

                        MD> so far>str 504,906,935,941,543

                        DE> str 315,372, 976,986

                        IN>str 183, 093,  018,181, 007, 170, 112, 132,129,

                        FL>str 548,304, 562, 352, 573

                        GA>str 620, 623,632, 943, 915,986,

                        IL>str 086,758, 002, 049,781,744

                        CA>str 659,125, 135,138,657

                        NB>The assumption is to hit a straight in first 5 draws per set(sets are recurrent) for cost=prize tag, the assumption of multiple straight hits has been validated time after time, profit depends on waging strategy.

                          Avatar
                          Mount Morris
                          United States
                          Member #46750
                          September 27, 2006
                          139 Posts
                          Offline
                          Posted: November 12, 2015, 9:05 am - IP Logged

                          Can your progam do MI 3 digit  and if so can you post them . Thank you Jack

                            Avatar

                            United States
                            Member #116344
                            September 8, 2011
                            3927 Posts
                            Online
                            Posted: November 13, 2015, 12:10 am - IP Logged

                            Lets keep the concept to two sets> predictions for folks with ROI in mind, should be wage for EXACT bets.

                            Ark> 

                            A

                            {1,0,0} {1,0,1} {1,0,2} {1,0,3} {1,0,4} {1,0,5} {1,0,6} {1,0,7} {1,0,8} {1,0,9} {1,1,0} {1,1,1} {1,1,2} {1,1,3} {1,1,4} {1,1,5} {1,1,6} {1,1,7} {1,1,8} {1,1,9} {1,2,0} {1,2,1} {1,2,2} {1,2,3} {1,2,4} {1,2,5} {1,2,6} {1,2,7} {1,2,8} {1,2,9} {1,3,0} {1,3,1} {1,3,2} {1,3,3} {1,3,4} {1,3,5} {1,3,6} {1,3,7} {1,3,8} {1,3,9} {1,4,0} {1,4,1} {1,4,2} {1,4,3} {1,4,4} {1,4,5} {1,4,6} {1,4,7} {1,4,8} {1,4,9} {1,5,0} {1,5,1} {1,5,2} {1,5,3} {1,5,4} {1,5,5} {1,5,6} {1,5,7} {1,5,8} {1,5,9} {1,6,0} {1,6,1} {1,6,2} {1,6,3} {1,6,4} {1,6,5} {1,6,6} {1,6,7} {1,6,8} {1,6,9} {1,7,0} {1,7,1} {1,7,2} {1,7,3} {1,7,4} {1,7,5} {1,7,6} {1,7,7} {1,7,8} {1,7,9} {1,8,0} {1,8,1} {1,8,2} {1,8,3} {1,8,4} {1,8,5} {1,8,6} {1,8,7} {1,8,8} {1,8,9} {1,9,0} {1,9,1} {1,9,2} {1,9,3} {1,9,4} {1,9,5} {1,9,6} {1,9,7} {1,9,8} {1,9,9}

                            B

                            {8,0,0} {8,0,1} {8,0,2} {8,0,3} {8,0,4} {8,0,5} {8,0,6} {8,0,7} {8,0,8} {8,0,9} {8,1,0} {8,1,1} {8,1,2} {8,1,3} {8,1,4} {8,1,5} {8,1,6} {8,1,7} {8,1,8} {8,1,9} {8,2,0} {8,2,1} {8,2,2} {8,2,3} {8,2,4} {8,2,5} {8,2,6} {8,2,7} {8,2,8} {8,2,9} {8,3,0} {8,3,1} {8,3,2} {8,3,3} {8,3,4} {8,3,5} {8,3,6} {8,3,7} {8,3,8} {8,3,9} {8,4,0} {8,4,1} {8,4,2} {8,4,3} {8,4,4} {8,4,5} {8,4,6} {8,4,7} {8,4,8} {8,4,9} {8,5,0} {8,5,1} {8,5,2} {8,5,3} {8,5,4} {8,5,5} {8,5,6} {8,5,7} {8,5,8} {8,5,9} {8,6,0} {8,6,1} {8,6,2} {8,6,3} {8,6,4} {8,6,5} {8,6,6} {8,6,7} {8,6,8} {8,6,9} {8,7,0} {8,7,1} {8,7,2} {8,7,3} {8,7,4} {8,7,5} {8,7,6} {8,7,7} {8,7,8} {8,7,9} {8,8,0} {8,8,1} {8,8,2} {8,8,3} {8,8,4} {8,8,5} {8,8,6} {8,8,7} {8,8,8} {8,8,9} {8,9,0} {8,9,1} {8,9,2} {8,9,3} {8,9,4} {8,9,5} {8,9,6} {8,9,7} {8,9,8} {8,9,9}

                             

                            CA>

                            A

                            {6,0,0} {6,0,1} {6,0,2} {6,0,3} {6,0,4} {6,0,5} {6,0,6} {6,0,7} {6,0,8} {6,0,9} {6,1,0} {6,1,1} {6,1,2} {6,1,3} {6,1,4} {6,1,5} {6,1,6} {6,1,7} {6,1,8} {6,1,9} {6,2,0} {6,2,1} {6,2,2} {6,2,3} {6,2,4} {6,2,5} {6,2,6} {6,2,7} {6,2,8} {6,2,9} {6,3,0} {6,3,1} {6,3,2} {6,3,3} {6,3,4} {6,3,5} {6,3,6} {6,3,7} {6,3,8} {6,3,9} {6,4,0} {6,4,1} {6,4,2} {6,4,3} {6,4,4} {6,4,5} {6,4,6} {6,4,7} {6,4,8} {6,4,9} {6,5,0} {6,5,1} {6,5,2} {6,5,3} {6,5,4} {6,5,5} {6,5,6} {6,5,7} {6,5,8} {6,5,9} {6,6,0} {6,6,1} {6,6,2} {6,6,3} {6,6,4} {6,6,5} {6,6,6} {6,6,7} {6,6,8} {6,6,9} {6,7,0} {6,7,1} {6,7,2} {6,7,3} {6,7,4} {6,7,5} {6,7,6} {6,7,7} {6,7,8} {6,7,9} {6,8,0} {6,8,1} {6,8,2} {6,8,3} {6,8,4} {6,8,5} {6,8,6} {6,8,7} {6,8,8} {6,8,9} {6,9,0} {6,9,1} {6,9,2} {6,9,3} {6,9,4} {6,9,5} {6,9,6} {6,9,7} {6,9,8} {6,9,9}

                            B

                            {1,0,0} {1,0,1} {1,0,2} {1,0,3} {1,0,4} {1,0,5} {1,0,6} {1,0,7} {1,0,8} {1,0,9} {1,1,0} {1,1,1} {1,1,2} {1,1,3} {1,1,4} {1,1,5} {1,1,6} {1,1,7} {1,1,8} {1,1,9} {1,2,0} {1,2,1} {1,2,2} {1,2,3} {1,2,4} {1,2,5} {1,2,6} {1,2,7} {1,2,8} {1,2,9} {1,3,0} {1,3,1} {1,3,2} {1,3,3} {1,3,4} {1,3,5} {1,3,6} {1,3,7} {1,3,8} {1,3,9} {1,4,0} {1,4,1} {1,4,2} {1,4,3} {1,4,4} {1,4,5} {1,4,6} {1,4,7} {1,4,8} {1,4,9} {1,5,0} {1,5,1} {1,5,2} {1,5,3} {1,5,4} {1,5,5} {1,5,6} {1,5,7} {1,5,8} {1,5,9} {1,6,0} {1,6,1} {1,6,2} {1,6,3} {1,6,4} {1,6,5} {1,6,6} {1,6,7} {1,6,8} {1,6,9} {1,7,0} {1,7,1} {1,7,2} {1,7,3} {1,7,4} {1,7,5} {1,7,6} {1,7,7} {1,7,8} {1,7,9} {1,8,0} {1,8,1} {1,8,2} {1,8,3} {1,8,4} {1,8,5} {1,8,6} {1,8,7} {1,8,8} {1,8,9} {1,9,0} {1,9,1} {1,9,2} {1,9,3} {1,9,4} {1,9,5} {1,9,6} {1,9,7} {1,9,8} {1,9,9}

                            CT

                            A

                            {7,0,0} {7,0,1} {7,0,2} {7,0,3} {7,0,4} {7,0,5} {7,0,6} {7,0,7} {7,0,8} {7,0,9} {7,1,0} {7,1,1} {7,1,2} {7,1,3} {7,1,4} {7,1,5} {7,1,6} {7,1,7} {7,1,8} {7,1,9} {7,2,0} {7,2,1} {7,2,2} {7,2,3} {7,2,4} {7,2,5} {7,2,6} {7,2,7} {7,2,8} {7,2,9} {7,3,0} {7,3,1} {7,3,2} {7,3,3} {7,3,4} {7,3,5} {7,3,6} {7,3,7} {7,3,8} {7,3,9} {7,4,0} {7,4,1} {7,4,2} {7,4,3} {7,4,4} {7,4,5} {7,4,6} {7,4,7} {7,4,8} {7,4,9} {7,5,0} {7,5,1} {7,5,2} {7,5,3} {7,5,4} {7,5,5} {7,5,6} {7,5,7} {7,5,8} {7,5,9} {7,6,0} {7,6,1} {7,6,2} {7,6,3} {7,6,4} {7,6,5} {7,6,6} {7,6,7} {7,6,8} {7,6,9} {7,7,0} {7,7,1} {7,7,2} {7,7,3} {7,7,4} {7,7,5} {7,7,6} {7,7,7} {7,7,8} {7,7,9} {7,8,0} {7,8,1} {7,8,2} {7,8,3} {7,8,4} {7,8,5} {7,8,6} {7,8,7} {7,8,8} {7,8,9} {7,9,0} {7,9,1} {7,9,2} {7,9,3} {7,9,4} {7,9,5} {7,9,6} {7,9,7} {7,9,8} {7,9,9}

                            B

                            {3,0,0} {3,0,1} {3,0,2} {3,0,3} {3,0,4} {3,0,5} {3,0,6} {3,0,7} {3,0,8} {3,0,9} {3,1,0} {3,1,1} {3,1,2} {3,1,3} {3,1,4} {3,1,5} {3,1,6} {3,1,7} {3,1,8} {3,1,9} {3,2,0} {3,2,1} {3,2,2} {3,2,3} {3,2,4} {3,2,5} {3,2,6} {3,2,7} {3,2,8} {3,2,9} {3,3,0} {3,3,1} {3,3,2} {3,3,3} {3,3,4} {3,3,5} {3,3,6} {3,3,7} {3,3,8} {3,3,9} {3,4,0} {3,4,1} {3,4,2} {3,4,3} {3,4,4} {3,4,5} {3,4,6} {3,4,7} {3,4,8} {3,4,9} {3,5,0} {3,5,1} {3,5,2} {3,5,3} {3,5,4} {3,5,5} {3,5,6} {3,5,7} {3,5,8} {3,5,9} {3,6,0} {3,6,1} {3,6,2} {3,6,3} {3,6,4} {3,6,5} {3,6,6} {3,6,7} {3,6,8} {3,6,9} {3,7,0} {3,7,1} {3,7,2} {3,7,3} {3,7,4} {3,7,5} {3,7,6} {3,7,7} {3,7,8} {3,7,9} {3,8,0} {3,8,1} {3,8,2} {3,8,3} {3,8,4} {3,8,5} {3,8,6} {3,8,7} {3,8,8} {3,8,9} {3,9,0} {3,9,1} {3,9,2} {3,9,3} {3,9,4} {3,9,5} {3,9,6} {3,9,7} {3,9,8} {3,9,9}

                            DE

                            A

                            {3,0,0} {3,0,1} {3,0,2} {3,0,3} {3,0,4} {3,0,5} {3,0,6} {3,0,7} {3,0,8} {3,0,9} {3,1,0} {3,1,1} {3,1,2} {3,1,3} {3,1,4} {3,1,5} {3,1,6} {3,1,7} {3,1,8} {3,1,9} {3,2,0} {3,2,1} {3,2,2} {3,2,3} {3,2,4} {3,2,5} {3,2,6} {3,2,7} {3,2,8} {3,2,9} {3,3,0} {3,3,1} {3,3,2} {3,3,3} {3,3,4} {3,3,5} {3,3,6} {3,3,7} {3,3,8} {3,3,9} {3,4,0} {3,4,1} {3,4,2} {3,4,3} {3,4,4} {3,4,5} {3,4,6} {3,4,7} {3,4,8} {3,4,9} {3,5,0} {3,5,1} {3,5,2} {3,5,3} {3,5,4} {3,5,5} {3,5,6} {3,5,7} {3,5,8} {3,5,9} {3,6,0} {3,6,1} {3,6,2} {3,6,3} {3,6,4} {3,6,5} {3,6,6} {3,6,7} {3,6,8} {3,6,9} {3,7,0} {3,7,1} {3,7,2} {3,7,3} {3,7,4} {3,7,5} {3,7,6} {3,7,7} {3,7,8} {3,7,9} {3,8,0} {3,8,1} {3,8,2} {3,8,3} {3,8,4} {3,8,5} {3,8,6} {3,8,7} {3,8,8} {3,8,9} {3,9,0} {3,9,1} {3,9,2} {3,9,3} {3,9,4} {3,9,5} {3,9,6} {3,9,7} {3,9,8} {3,9,9}

                            B

                            {9,0,0} {9,0,1} {9,0,2} {9,0,3} {9,0,4} {9,0,5} {9,0,6} {9,0,7} {9,0,8} {9,0,9} {9,1,0} {9,1,1} {9,1,2} {9,1,3} {9,1,4} {9,1,5} {9,1,6} {9,1,7} {9,1,8} {9,1,9} {9,2,0} {9,2,1} {9,2,2} {9,2,3} {9,2,4} {9,2,5} {9,2,6} {9,2,7} {9,2,8} {9,2,9} {9,3,0} {9,3,1} {9,3,2} {9,3,3} {9,3,4} {9,3,5} {9,3,6} {9,3,7} {9,3,8} {9,3,9} {9,4,0} {9,4,1} {9,4,2} {9,4,3} {9,4,4} {9,4,5} {9,4,6} {9,4,7} {9,4,8} {9,4,9} {9,5,0} {9,5,1} {9,5,2} {9,5,3} {9,5,4} {9,5,5} {9,5,6} {9,5,7} {9,5,8} {9,5,9} {9,6,0} {9,6,1} {9,6,2} {9,6,3} {9,6,4} {9,6,5} {9,6,6} {9,6,7} {9,6,8} {9,6,9} {9,7,0} {9,7,1} {9,7,2} {9,7,3} {9,7,4} {9,7,5} {9,7,6} {9,7,7} {9,7,8} {9,7,9} {9,8,0} {9,8,1} {9,8,2} {9,8,3} {9,8,4} {9,8,5} {9,8,6} {9,8,7} {9,8,8} {9,8,9} {9,9,0} {9,9,1} {9,9,2} {9,9,3} {9,9,4} {9,9,5} {9,9,6} {9,9,7} {9,9,8} {9,9,9}

                            FL

                            A

                            {5,0,0} {5,0,1} {5,0,2} {5,0,3} {5,0,4} {5,0,5} {5,0,6} {5,0,7} {5,0,8} {5,0,9} {5,1,0} {5,1,1} {5,1,2} {5,1,3} {5,1,4} {5,1,5} {5,1,6} {5,1,7} {5,1,8} {5,1,9} {5,2,0} {5,2,1} {5,2,2} {5,2,3} {5,2,4} {5,2,5} {5,2,6} {5,2,7} {5,2,8} {5,2,9} {5,3,0} {5,3,1} {5,3,2} {5,3,3} {5,3,4} {5,3,5} {5,3,6} {5,3,7} {5,3,8} {5,3,9} {5,4,0} {5,4,1} {5,4,2} {5,4,3} {5,4,4} {5,4,5} {5,4,6} {5,4,7} {5,4,8} {5,4,9} {5,5,0} {5,5,1} {5,5,2} {5,5,3} {5,5,4} {5,5,5} {5,5,6} {5,5,7} {5,5,8} {5,5,9} {5,6,0} {5,6,1} {5,6,2} {5,6,3} {5,6,4} {5,6,5} {5,6,6} {5,6,7} {5,6,8} {5,6,9} {5,7,0} {5,7,1} {5,7,2} {5,7,3} {5,7,4} {5,7,5} {5,7,6} {5,7,7} {5,7,8} {5,7,9} {5,8,0} {5,8,1} {5,8,2} {5,8,3} {5,8,4} {5,8,5} {5,8,6} {5,8,7} {5,8,8} {5,8,9} {5,9,0} {5,9,1} {5,9,2} {5,9,3} {5,9,4} {5,9,5} {5,9,6} {5,9,7} {5,9,8} {5,9,9}

                            B

                            {3,0,0} {3,0,1} {3,0,2} {3,0,3} {3,0,4} {3,0,5} {3,0,6} {3,0,7} {3,0,8} {3,0,9} {3,1,0} {3,1,1} {3,1,2} {3,1,3} {3,1,4} {3,1,5} {3,1,6} {3,1,7} {3,1,8} {3,1,9} {3,2,0} {3,2,1} {3,2,2} {3,2,3} {3,2,4} {3,2,5} {3,2,6} {3,2,7} {3,2,8} {3,2,9} {3,3,0} {3,3,1} {3,3,2} {3,3,3} {3,3,4} {3,3,5} {3,3,6} {3,3,7} {3,3,8} {3,3,9} {3,4,0} {3,4,1} {3,4,2} {3,4,3} {3,4,4} {3,4,5} {3,4,6} {3,4,7} {3,4,8} {3,4,9} {3,5,0} {3,5,1} {3,5,2} {3,5,3} {3,5,4} {3,5,5} {3,5,6} {3,5,7} {3,5,8} {3,5,9} {3,6,0} {3,6,1} {3,6,2} {3,6,3} {3,6,4} {3,6,5} {3,6,6} {3,6,7} {3,6,8} {3,6,9} {3,7,0} {3,7,1} {3,7,2} {3,7,3} {3,7,4} {3,7,5} {3,7,6} {3,7,7} {3,7,8} {3,7,9} {3,8,0} {3,8,1} {3,8,2} {3,8,3} {3,8,4} {3,8,5} {3,8,6} {3,8,7} {3,8,8} {3,8,9} {3,9,0} {3,9,1} {3,9,2} {3,9,3} {3,9,4} {3,9,5} {3,9,6} {3,9,7} {3,9,8} {3,9,9

                            GA

                            A

                            {9,0,0} {9,0,1} {9,0,2} {9,0,3} {9,0,4} {9,0,5} {9,0,6} {9,0,7} {9,0,8} {9,0,9} {9,1,0} {9,1,1} {9,1,2} {9,1,3} {9,1,4} {9,1,5} {9,1,6} {9,1,7} {9,1,8} {9,1,9} {9,2,0} {9,2,1} {9,2,2} {9,2,3} {9,2,4} {9,2,5} {9,2,6} {9,2,7} {9,2,8} {9,2,9} {9,3,0} {9,3,1} {9,3,2} {9,3,3} {9,3,4} {9,3,5} {9,3,6} {9,3,7} {9,3,8} {9,3,9} {9,4,0} {9,4,1} {9,4,2} {9,4,3} {9,4,4} {9,4,5} {9,4,6} {9,4,7} {9,4,8} {9,4,9} {9,5,0} {9,5,1} {9,5,2} {9,5,3} {9,5,4} {9,5,5} {9,5,6} {9,5,7} {9,5,8} {9,5,9} {9,6,0} {9,6,1} {9,6,2} {9,6,3} {9,6,4} {9,6,5} {9,6,6} {9,6,7} {9,6,8} {9,6,9} {9,7,0} {9,7,1} {9,7,2} {9,7,3} {9,7,4} {9,7,5} {9,7,6} {9,7,7} {9,7,8} {9,7,9} {9,8,0} {9,8,1} {9,8,2} {9,8,3} {9,8,4} {9,8,5} {9,8,6} {9,8,7} {9,8,8} {9,8,9} {9,9,0} {9,9,1} {9,9,2} {9,9,3} {9,9,4} {9,9,5} {9,9,6} {9,9,7} {9,9,8} {9,9,9}

                            B

                            {6,0,0} {6,0,1} {6,0,2} {6,0,3} {6,0,4} {6,0,5} {6,0,6} {6,0,7} {6,0,8} {6,0,9} {6,1,0} {6,1,1} {6,1,2} {6,1,3} {6,1,4} {6,1,5} {6,1,6} {6,1,7} {6,1,8} {6,1,9} {6,2,0} {6,2,1} {6,2,2} {6,2,3} {6,2,4} {6,2,5} {6,2,6} {6,2,7} {6,2,8} {6,2,9} {6,3,0} {6,3,1} {6,3,2} {6,3,3} {6,3,4} {6,3,5} {6,3,6} {6,3,7} {6,3,8} {6,3,9} {6,4,0} {6,4,1} {6,4,2} {6,4,3} {6,4,4} {6,4,5} {6,4,6} {6,4,7} {6,4,8} {6,4,9} {6,5,0} {6,5,1} {6,5,2} {6,5,3} {6,5,4} {6,5,5} {6,5,6} {6,5,7} {6,5,8} {6,5,9} {6,6,0} {6,6,1} {6,6,2} {6,6,3} {6,6,4} {6,6,5} {6,6,6} {6,6,7} {6,6,8} {6,6,9} {6,7,0} {6,7,1} {6,7,2} {6,7,3} {6,7,4} {6,7,5} {6,7,6} {6,7,7} {6,7,8} {6,7,9} {6,8,0} {6,8,1} {6,8,2} {6,8,3} {6,8,4} {6,8,5} {6,8,6} {6,8,7} {6,8,8} {6,8,9} {6,9,0} {6,9,1} {6,9,2} {6,9,3} {6,9,4} {6,9,5} {6,9,6} {6,9,7} {6,9,8} {6,9,9}

                            IL

                            A

                             {7,0,0} {7,0,1} {7,0,2} {7,0,3} {7,0,4} {7,0,5} {7,0,6} {7,0,7} {7,0,8} {7,0,9} {7,1,0} {7,1,1} {7,1,2} {7,1,3} {7,1,4} {7,1,5} {7,1,6} {7,1,7} {7,1,8} {7,1,9} {7,2,0} {7,2,1} {7,2,2} {7,2,3} {7,2,4} {7,2,5} {7,2,6} {7,2,7} {7,2,8} {7,2,9} {7,3,0} {7,3,1} {7,3,2} {7,3,3} {7,3,4} {7,3,5} {7,3,6} {7,3,7} {7,3,8} {7,3,9} {7,4,0} {7,4,1} {7,4,2} {7,4,3} {7,4,4} {7,4,5} {7,4,6} {7,4,7} {7,4,8} {7,4,9} {7,5,0} {7,5,1} {7,5,2} {7,5,3} {7,5,4} {7,5,5} {7,5,6} {7,5,7} {7,5,8} {7,5,9} {7,6,0} {7,6,1} {7,6,2} {7,6,3} {7,6,4} {7,6,5} {7,6,6} {7,6,7} {7,6,8} {7,6,9} {7,7,0} {7,7,1} {7,7,2} {7,7,3} {7,7,4} {7,7,5} {7,7,6} {7,7,7} {7,7,8} {7,7,9} {7,8,0} {7,8,1} {7,8,2} {7,8,3} {7,8,4} {7,8,5} {7,8,6} {7,8,7} {7,8,8} {7,8,9} {7,9,0} {7,9,1} {7,9,2} {7,9,3} {7,9,4} {7,9,5} {7,9,6} {7,9,7} {7,9,8} {7,9,9}

                            B

                            {0,0,0} {0,0,1} {0,0,2} {0,0,3} {0,0,4} {0,0,5} {0,0,6} {0,0,7} {0,0,8} {0,0,9} {0,1,0} {0,1,1} {0,1,2} {0,1,3} {0,1,4} {0,1,5} {0,1,6} {0,1,7} {0,1,8} {0,1,9} {0,2,0} {0,2,1} {0,2,2} {0,2,3} {0,2,4} {0,2,5} {0,2,6} {0,2,7} {0,2,8} {0,2,9} {0,3,0} {0,3,1} {0,3,2} {0,3,3} {0,3,4} {0,3,5} {0,3,6} {0,3,7} {0,3,8} {0,3,9} {0,4,0} {0,4,1} {0,4,2} {0,4,3} {0,4,4} {0,4,5} {0,4,6} {0,4,7} {0,4,8} {0,4,9} {0,5,0} {0,5,1} {0,5,2} {0,5,3} {0,5,4} {0,5,5} {0,5,6} {0,5,7} {0,5,8} {0,5,9} {0,6,0} {0,6,1} {0,6,2} {0,6,3} {0,6,4} {0,6,5} {0,6,6} {0,6,7} {0,6,8} {0,6,9} {0,7,0} {0,7,1} {0,7,2} {0,7,3} {0,7,4} {0,7,5} {0,7,6} {0,7,7} {0,7,8} {0,7,9} {0,8,0} {0,8,1} {0,8,2} {0,8,3} {0,8,4} {0,8,5} {0,8,6} {0,8,7} {0,8,8} {0,8,9} {0,9,0} {0,9,1} {0,9,2} {0,9,3} {0,9,4} {0,9,5} {0,9,6} {0,9,7} {0,9,8} {0,9,9} 

                            IN

                            A

                            {1,0,0} {1,0,1} {1,0,2} {1,0,3} {1,0,4} {1,0,5} {1,0,6} {1,0,7} {1,0,8} {1,0,9} {1,1,0} {1,1,1} {1,1,2} {1,1,3} {1,1,4} {1,1,5} {1,1,6} {1,1,7} {1,1,8} {1,1,9} {1,2,0} {1,2,1} {1,2,2} {1,2,3} {1,2,4} {1,2,5} {1,2,6} {1,2,7} {1,2,8} {1,2,9} {1,3,0} {1,3,1} {1,3,2} {1,3,3} {1,3,4} {1,3,5} {1,3,6} {1,3,7} {1,3,8} {1,3,9} {1,4,0} {1,4,1} {1,4,2} {1,4,3} {1,4,4} {1,4,5} {1,4,6} {1,4,7} {1,4,8} {1,4,9} {1,5,0} {1,5,1} {1,5,2} {1,5,3} {1,5,4} {1,5,5} {1,5,6} {1,5,7} {1,5,8} {1,5,9} {1,6,0} {1,6,1} {1,6,2} {1,6,3} {1,6,4} {1,6,5} {1,6,6} {1,6,7} {1,6,8} {1,6,9} {1,7,0} {1,7,1} {1,7,2} {1,7,3} {1,7,4} {1,7,5} {1,7,6} {1,7,7} {1,7,8} {1,7,9} {1,8,0} {1,8,1} {1,8,2} {1,8,3} {1,8,4} {1,8,5} {1,8,6} {1,8,7} {1,8,8} {1,8,9} {1,9,0} {1,9,1} {1,9,2} {1,9,3} {1,9,4} {1,9,5} {1,9,6} {1,9,7} {1,9,8} {1,9,9}

                            B

                            {0,0,0} {0,0,1} {0,0,2} {0,0,3} {0,0,4} {0,0,5} {0,0,6} {0,0,7} {0,0,8} {0,0,9} {0,1,0} {0,1,1} {0,1,2} {0,1,3} {0,1,4} {0,1,5} {0,1,6} {0,1,7} {0,1,8} {0,1,9} {0,2,0} {0,2,1} {0,2,2} {0,2,3} {0,2,4} {0,2,5} {0,2,6} {0,2,7} {0,2,8} {0,2,9} {0,3,0} {0,3,1} {0,3,2} {0,3,3} {0,3,4} {0,3,5} {0,3,6} {0,3,7} {0,3,8} {0,3,9} {0,4,0} {0,4,1} {0,4,2} {0,4,3} {0,4,4} {0,4,5} {0,4,6} {0,4,7} {0,4,8} {0,4,9} {0,5,0} {0,5,1} {0,5,2} {0,5,3} {0,5,4} {0,5,5} {0,5,6} {0,5,7} {0,5,8} {0,5,9} {0,6,0} {0,6,1} {0,6,2} {0,6,3} {0,6,4} {0,6,5} {0,6,6} {0,6,7} {0,6,8} {0,6,9} {0,7,0} {0,7,1} {0,7,2} {0,7,3} {0,7,4} {0,7,5} {0,7,6} {0,7,7} {0,7,8} {0,7,9} {0,8,0} {0,8,1} {0,8,2} {0,8,3} {0,8,4} {0,8,5} {0,8,6} {0,8,7} {0,8,8} {0,8,9} {0,9,0} {0,9,1} {0,9,2} {0,9,3} {0,9,4} {0,9,5} {0,9,6} {0,9,7} {0,9,8} {0,9,9} 

                            KY

                            A

                            {9,0,0} {9,0,1} {9,0,2} {9,0,3} {9,0,4} {9,0,5} {9,0,6} {9,0,7} {9,0,8} {9,0,9} {9,1,0} {9,1,1} {9,1,2} {9,1,3} {9,1,4} {9,1,5} {9,1,6} {9,1,7} {9,1,8} {9,1,9} {9,2,0} {9,2,1} {9,2,2} {9,2,3} {9,2,4} {9,2,5} {9,2,6} {9,2,7} {9,2,8} {9,2,9} {9,3,0} {9,3,1} {9,3,2} {9,3,3} {9,3,4} {9,3,5} {9,3,6} {9,3,7} {9,3,8} {9,3,9} {9,4,0} {9,4,1} {9,4,2} {9,4,3} {9,4,4} {9,4,5} {9,4,6} {9,4,7} {9,4,8} {9,4,9} {9,5,0} {9,5,1} {9,5,2} {9,5,3} {9,5,4} {9,5,5} {9,5,6} {9,5,7} {9,5,8} {9,5,9} {9,6,0} {9,6,1} {9,6,2} {9,6,3} {9,6,4} {9,6,5} {9,6,6} {9,6,7} {9,6,8} {9,6,9} {9,7,0} {9,7,1} {9,7,2} {9,7,3} {9,7,4} {9,7,5} {9,7,6} {9,7,7} {9,7,8} {9,7,9} {9,8,0} {9,8,1} {9,8,2} {9,8,3} {9,8,4} {9,8,5} {9,8,6} {9,8,7} {9,8,8} {9,8,9} {9,9,0} {9,9,1} {9,9,2} {9,9,3} {9,9,4} {9,9,5} {9,9,6} {9,9,7} {9,9,8} {9,9,9}

                            B

                            {4,0,0} {4,0,1} {4,0,2} {4,0,3} {4,0,4} {4,0,5} {4,0,6} {4,0,7} {4,0,8} {4,0,9} {4,1,0} {4,1,1} {4,1,2} {4,1,3} {4,1,4} {4,1,5} {4,1,6} {4,1,7} {4,1,8} {4,1,9} {4,2,0} {4,2,1} {4,2,2} {4,2,3} {4,2,4} {4,2,5} {4,2,6} {4,2,7} {4,2,8} {4,2,9} {4,3,0} {4,3,1} {4,3,2} {4,3,3} {4,3,4} {4,3,5} {4,3,6} {4,3,7} {4,3,8} {4,3,9} {4,4,0} {4,4,1} {4,4,2} {4,4,3} {4,4,4} {4,4,5} {4,4,6} {4,4,7} {4,4,8} {4,4,9} {4,5,0} {4,5,1} {4,5,2} {4,5,3} {4,5,4} {4,5,5} {4,5,6} {4,5,7} {4,5,8} {4,5,9} {4,6,0} {4,6,1} {4,6,2} {4,6,3} {4,6,4} {4,6,5} {4,6,6} {4,6,7} {4,6,8} {4,6,9} {4,7,0} {4,7,1} {4,7,2} {4,7,3} {4,7,4} {4,7,5} {4,7,6} {4,7,7} {4,7,8} {4,7,9} {4,8,0} {4,8,1} {4,8,2} {4,8,3} {4,8,4} {4,8,5} {4,8,6} {4,8,7} {4,8,8} {4,8,9} {4,9,0} {4,9,1} {4,9,2} {4,9,3} {4,9,4} {4,9,5} {4,9,6} {4,9,7} {4,9,8} {4,9,9}

                            MD

                            A

                            {5,0,0} {5,0,1} {5,0,2} {5,0,3} {5,0,4} {5,0,5} {5,0,6} {5,0,7} {5,0,8} {5,0,9} {5,1,0} {5,1,1} {5,1,2} {5,1,3} {5,1,4} {5,1,5} {5,1,6} {5,1,7} {5,1,8} {5,1,9} {5,2,0} {5,2,1} {5,2,2} {5,2,3} {5,2,4} {5,2,5} {5,2,6} {5,2,7} {5,2,8} {5,2,9} {5,3,0} {5,3,1} {5,3,2} {5,3,3} {5,3,4} {5,3,5} {5,3,6} {5,3,7} {5,3,8} {5,3,9} {5,4,0} {5,4,1} {5,4,2} {5,4,3} {5,4,4} {5,4,5} {5,4,6} {5,4,7} {5,4,8} {5,4,9} {5,5,0} {5,5,1} {5,5,2} {5,5,3} {5,5,4} {5,5,5} {5,5,6} {5,5,7} {5,5,8} {5,5,9} {5,6,0} {5,6,1} {5,6,2} {5,6,3} {5,6,4} {5,6,5} {5,6,6} {5,6,7} {5,6,8} {5,6,9} {5,7,0} {5,7,1} {5,7,2} {5,7,3} {5,7,4} {5,7,5} {5,7,6} {5,7,7} {5,7,8} {5,7,9} {5,8,0} {5,8,1} {5,8,2} {5,8,3} {5,8,4} {5,8,5} {5,8,6} {5,8,7} {5,8,8} {5,8,9} {5,9,0} {5,9,1} {5,9,2} {5,9,3} {5,9,4} {5,9,5} {5,9,6} {5,9,7} {5,9,8} {5,9,9}

                            B

                            {9,0,0} {9,0,1} {9,0,2} {9,0,3} {9,0,4} {9,0,5} {9,0,6} {9,0,7} {9,0,8} {9,0,9} {9,1,0} {9,1,1} {9,1,2} {9,1,3} {9,1,4} {9,1,5} {9,1,6} {9,1,7} {9,1,8} {9,1,9} {9,2,0} {9,2,1} {9,2,2} {9,2,3} {9,2,4} {9,2,5} {9,2,6} {9,2,7} {9,2,8} {9,2,9} {9,3,0} {9,3,1} {9,3,2} {9,3,3} {9,3,4} {9,3,5} {9,3,6} {9,3,7} {9,3,8} {9,3,9} {9,4,0} {9,4,1} {9,4,2} {9,4,3} {9,4,4} {9,4,5} {9,4,6} {9,4,7} {9,4,8} {9,4,9} {9,5,0} {9,5,1} {9,5,2} {9,5,3} {9,5,4} {9,5,5} {9,5,6} {9,5,7} {9,5,8} {9,5,9} {9,6,0} {9,6,1} {9,6,2} {9,6,3} {9,6,4} {9,6,5} {9,6,6} {9,6,7} {9,6,8} {9,6,9} {9,7,0} {9,7,1} {9,7,2} {9,7,3} {9,7,4} {9,7,5} {9,7,6} {9,7,7} {9,7,8} {9,7,9} {9,8,0} {9,8,1} {9,8,2} {9,8,3} {9,8,4} {9,8,5} {9,8,6} {9,8,7} {9,8,8} {9,8,9} {9,9,0} {9,9,1} {9,9,2} {9,9,3} {9,9,4} {9,9,5} {9,9,6} {9,9,7} {9,9,8} {9,9,9}

                            NB> Sets has equal chance and are recurrent, set your time frame to prize tag. The assumption is you get multiple hits, mitigate cost or lose at end of span. Waging strategy (50cents, dollar etc) is subjective, good luck.

                            HITS SO FAR

                            Ar> str 813  818,828 149,872,185

                            CT>str  317, 364, 778,712,

                            KY> so far> str 986, 490,413,497

                            MD> so far>str 504,906,935,941,543

                            DE> str 315,372, 976,986

                            IN>str 193, 183, 093,  018,181, 007, 170, 112, 132,129,

                            FL>str 593,548,304, 562, 352, 573

                            GA>str 620, 623,632, 943, 915,986,

                            IL>str764, 086,758, 002, 049,781,744

                            CA>str 166, 659,125, 135,138,657

                            NB>The assumption is to hit a straight in first 5 draws per set(sets are recurrent) for cost=prize tag, the assumption of multiple straight hits has been validated time after time, profit depends on waging strategy.

                              Avatar

                              Canada
                              Member #145688
                              August 11, 2013
                              24 Posts
                              Offline
                              Posted: November 13, 2015, 10:55 pm - IP Logged

                              Adobea correct me if I am wrong...

                              but betting these sets for example at 0.25 from October 28 to November 13 even with the 57 straight hits,  would still had you over 2000 in the negative.. I guess filtering could help out but doesn't seem to be worth the risk of expensing that many sets

                                 
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