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P4> The 504 pick for a very short span

Topic closed. 363 replies. Last post 1 year ago by adobea78.

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September 8, 2011
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Posted: July 5, 2015, 2:49 pm - IP Logged

New Picks for wagers with ROI in mind, you must have adequate bankroll and set your time frame ' below the prize tag threshold', meaning , can you afford to lose $500,1000 or 2000 to win 5k in a short span. The 504 picks is usually on target after max 5 draws($2500), but the 100 picks is optimal  due to multiple hits(The hits on this thread confirms that). Concept> Non-parametric stats sampling to locate interval points(digits,sums,deviations etc). Filter> Binomial format NP2(sieve out front pair). Waging info >All sections have equal chance and are recurrent, ' 'a type draw' is also indicated.

Ark>3253( a type draw)

A

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

B

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

C

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

Cal>6949

A

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

B

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

 

C

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

CT>3574

A

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

B

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

 

C

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

DE>1555

A

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

B

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

C

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

FL>5021

A

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

B

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

C

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

 

GA/IND>4105/1728

A

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

B

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

C

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

IL>7123

A

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

B

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

C

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

 

NJ>0127

A

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

B

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

C

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

TX>3510

A

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

B

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

C

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

TN>0064

A

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

B

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

C

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

New picks> 100 picks/ section> for only EXACT bet

NB> for reduced picks, use the  'a section + draw set'  with 6P (36 picks) for longer span, obviously.

Ark> draw set 0554

A/

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

B/

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

C/

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

FL>3531

 

A

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

B

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

C

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

MASS>8719

A

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

B

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

C

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

NB> example of reduced picks for Ark with draw set 0554 for section A (33) will be 330554(N=6) for 36 picks, repeat digits will further reduced picks to 16> {3,3,3,3} {3,3,3,0} {3,3,3,5} {3,3,3,4} {3,3,0,3} {3,3,0,0} {3,3,0,5} {3,3,0,4} {3,3,5,3} {3,3,5,0} {3,3,5,5} {3,3,5,4} {3,3,4,3} {3,3,4,0} {3,3,4,5} {3,3,4,4}, now 16 picks for 20 draws at cost of $320 is far below the threshold of prize tag $5000, the current thread validate hits and multiple hits.

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    Member #116344
    September 8, 2011
    3941 Posts
    Online
    Posted: July 5, 2015, 6:58 pm - IP Logged

    New picks> 100 picks/ section> for only EXACT bet

    NB> for reduced picks, use the  'a section + draw set'  with 6P (36 picks) for longer span, obviously.

    Ark> draw set 0554

    A/

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

    B/

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

    C/

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

    FL>3531

     

    A

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

    B

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

    C

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

    MASS>8719

    A

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

    B

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

    C

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

    NB> example of reduced picks for Ark with draw set 0554 for section A (33) will be 330554(N=6) for 36 picks, repeat digits will further reduced picks to 16> {3,3,3,3} {3,3,3,0} {3,3,3,5} {3,3,3,4} {3,3,0,3} {3,3,0,0} {3,3,0,5} {3,3,0,4} {3,3,5,3} {3,3,5,0} {3,3,5,5} {3,3,5,4} {3,3,4,3} {3,3,4,0} {3,3,4,5} {3,3,4,4}, now 16 picks for 20 draws at cost of $320 is far below the threshold of prize tag $5000, the current thread validate hits and multiple hits.

    WI>7059

    A

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

    B

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

    IL>5576

    A

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

    B

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

    C

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

    IND>8011

    A

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

    B

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

    C

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

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      United States
      Member #116344
      September 8, 2011
      3941 Posts
      Online
      Posted: July 5, 2015, 11:27 pm - IP Logged

      WI>7059

      A

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

      B

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

      IL>5576

      A

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

      B

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

      C

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

      IND>8011

      A

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

      B

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

      C

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

      IND> str 2261

      pending>25,55

      NB> type draw

        Avatar

        United States
        Member #116344
        September 8, 2011
        3941 Posts
        Online
        Posted: July 6, 2015, 8:51 pm - IP Logged

        ARK> str 9946,   66,69 recurring

        ARK> str 6675

        69 pending

          Avatar

          United States
          Member #116344
          September 8, 2011
          3941 Posts
          Online
          Posted: July 6, 2015, 8:58 pm - IP Logged

          New Picks for wagers with ROI in mind, you must have adequate bankroll and set your time frame ' below the prize tag threshold', meaning , can you afford to lose $500,1000 or 2000 to win 5k in a short span. The 504 picks is usually on target after max 5 draws($2500), but the 100 picks is optimal  due to multiple hits(The hits on this thread confirms that). Concept> Non-parametric stats sampling to locate interval points(digits,sums,deviations etc). Filter> Binomial format NP2(sieve out front pair). Waging info >All sections have equal chance and are recurrent, ' 'a type draw' is also indicated.

          Ark>3253( a type draw)

          A

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

          B

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

          C

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

          Cal>6949

          A

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

          B

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

           

          C

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

          CT>3574

          A

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

          B

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

           

          C

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

          DE>1555

          A

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

          B

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

          C

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

          FL>5021

          A

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

          B

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

          C

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

           

          GA/IND>4105/1728

          A

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

          B

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

          C

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

          IL>7123

          A

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

          B

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

          C

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

           

          NJ>0127

          A

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

          B

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

          C

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

          TX>3510

          A

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

          B

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

          C

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

          TN>0064

          A

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

          B

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

          C

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

          ARK> so far > str 6675, 9946

          NB> Evening  was draw type(3253), check your time frame for cost and prize tag, the clue is the recurrent of a section.

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            United States
            Member #116344
            September 8, 2011
            3941 Posts
            Online
            Posted: July 11, 2015, 5:23 am - IP Logged

            WI>7059

            A

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

            B

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

            IL>5576

            A

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

            B

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

            C

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

            IND>8011

            A

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

            B

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

            C

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

            WI> str 3307

            37 pending

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              United States
              Member #116344
              September 8, 2011
              3941 Posts
              Online
              Posted: July 11, 2015, 2:16 pm - IP Logged

              New picks> 100 picks/ section> for only EXACT bet

              NB> for reduced picks, use the  'a section + draw set'  with 6P (36 picks) for longer span, obviously.

              Ark> draw set 0554

              A/

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

              B/

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

              C/

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

              FL>3531

               

              A

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

              B

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

              C

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

              MASS>8719

              A

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

              B

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

              C

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

              NB> example of reduced picks for Ark with draw set 0554 for section A (33) will be 330554(N=6) for 36 picks, repeat digits will further reduced picks to 16> {3,3,3,3} {3,3,3,0} {3,3,3,5} {3,3,3,4} {3,3,0,3} {3,3,0,0} {3,3,0,5} {3,3,0,4} {3,3,5,3} {3,3,5,0} {3,3,5,5} {3,3,5,4} {3,3,4,3} {3,3,4,0} {3,3,4,5} {3,3,4,4}, now 16 picks for 20 draws at cost of $320 is far below the threshold of prize tag $5000, the current thread validate hits and multiple hits.

              MASS> 5473

              44,55 pending

                MrsGH01's avatar - yesnurse

                United States
                Member #155745
                May 28, 2014
                1105 Posts
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                Posted: July 19, 2015, 7:20 pm - IP Logged

                hi adobea do you have any updates for texas thanks

                MrsGH01

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                  United States
                  Member #116344
                  September 8, 2011
                  3941 Posts
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                  Posted: July 29, 2015, 6:58 pm - IP Logged

                  hi adobea do you have any updates for texas thanks

                  Wage only str8 bet, picks (A and B) have equal chance and are recurrent(you can focus on just a pick)

                  TX>9105

                   

                  A/

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

                  B/

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

                  Reduced picks

                  A

                  {3,7,0,0} {3,7,0,1} {3,7,0,3} {3,7,0,5} {3,7,0,7} {3,7,0,9} {3,7,1,0} {3,7,1,1} {3,7,1,3} {3,7,1,5} {3,7,1,7} {3,7,1,9} {3,7,3,0} {3,7,3,1} {3,7,3,3} {3,7,3,5} {3,7,3,7} {3,7,3,9} {3,7,5,0} {3,7,5,1} {3,7,5,3} {3,7,5,5} {3,7,5,7} {3,7,5,9} {3,7,7,0} {3,7,7,1} {3,7,7,3} {3,7,7,5} {3,7,7,7} {3,7,7,9} {3,7,9,0} {3,7,9,1} {3,7,9,3} {3,7,9,5} {3,7,9,7} {3,7,9,9}

                  B/

                  {7,7,0,0} {7,7,0,1} {7,7,0,3} {7,7,0,5} {7,7,0,7} {7,7,0,9} {7,7,1,0} {7,7,1,1} {7,7,1,3} {7,7,1,5} {7,7,1,7} {7,7,1,9} {7,7,3,0} {7,7,3,1} {7,7,3,3} {7,7,3,5} {7,7,3,7} {7,7,3,9} {7,7,5,0} {7,7,5,1} {7,7,5,3} {7,7,5,5} {7,7,5,7} {7,7,5,9} {7,7,7,0} {7,7,7,1} {7,7,7,3} {7,7,7,5} {7,7,7,7} {7,7,7,9} {7,7,9,0} {7,7,9,1} {7,7,9,3} {7,7,9,5} {7,7,9,7} {7,7,9,9}

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                    Member #116344
                    September 8, 2011
                    3941 Posts
                    Online
                    Posted: July 29, 2015, 7:26 pm - IP Logged

                    ARK> so far > str 6675, 9946

                    NB> Evening  was draw type(3253), check your time frame for cost and prize tag, the clue is the recurrent of a section.

                    New picks

                    Ark>6681

                     A

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

                    Reduced A

                    {4,4,1,1} {4,4,1,4} {4,4,1,6} {4,4,1,7} {4,4,1,8} {4,4,4,1} {4,4,4,4} {4,4,4,6} {4,4,4,7} {4,4,4,8} {4,4,6,1} {4,4,6,4} {4,4,6,6} {4,4,6,7} {4,4,6,8} {4,4,7,1} {4,4,7,4} {4,4,7,6} {4,4,7,7} {4,4,7,8} {4,4,8,1} {4,4,8,4} {4,4,8,6} {4,4,8,7} {4,4,8,8}

                     

                    B

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

                    Reduced B

                    {7,4,1,4} {7,4,1,6} {7,4,1,7} {7,4,1,8} {7,4,4,1} {7,4,4,4} {7,4,4,6} {7,4,4,7} {7,4,4,8} {7,4,6,1} {7,4,6,4} {7,4,6,6} {7,4,6,7} {7,4,6,8} {7,4,7,1} {7,4,7,4} {7,4,7,6} {7,4,7,7} {7,4,7,8} {7,4,8,1} {7,4,8,4} {7,4,8,6} {7,4,8,7} {7,4,8,8}

                    NB> for reduced picks, your time frame is much longer for str bets.

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                      Posted: August 16, 2015, 7:52 pm - IP Logged

                      New picks

                      Ark>6681

                       A

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

                      Reduced A

                      {4,4,1,1} {4,4,1,4} {4,4,1,6} {4,4,1,7} {4,4,1,8} {4,4,4,1} {4,4,4,4} {4,4,4,6} {4,4,4,7} {4,4,4,8} {4,4,6,1} {4,4,6,4} {4,4,6,6} {4,4,6,7} {4,4,6,8} {4,4,7,1} {4,4,7,4} {4,4,7,6} {4,4,7,7} {4,4,7,8} {4,4,8,1} {4,4,8,4} {4,4,8,6} {4,4,8,7} {4,4,8,8}

                       

                      B

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

                      Reduced B

                      {7,4,1,4} {7,4,1,6} {7,4,1,7} {7,4,1,8} {7,4,4,1} {7,4,4,4} {7,4,4,6} {7,4,4,7} {7,4,4,8} {7,4,6,1} {7,4,6,4} {7,4,6,6} {7,4,6,7} {7,4,6,8} {7,4,7,1} {7,4,7,4} {7,4,7,6} {7,4,7,7} {7,4,7,8} {7,4,8,1} {7,4,8,4} {7,4,8,6} {7,4,8,7} {7,4,8,8}

                      NB> for reduced picks, your time frame is much longer for str bets.

                      ARK>str 4491

                      Cost below threshold Prize of 5k

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                        September 8, 2011
                        3941 Posts
                        Online
                        Posted: September 9, 2015, 6:57 pm - IP Logged

                        ARK>str 4491

                        Cost below threshold Prize of 5k

                        ALL PICKS ARE FOR EXACT BET

                        Ark> draw type>1682> sections have equal chance and are recurrent

                        NB> Initial bankroll of at least $500 per a section for initial span is a must.The thread has shown multiple str8 hits in a very short span. These picks are for those with ROI in mind, and not for the risk-averse. Factor in your strategy the  info 'draw type, sections have equal chance and recurrent' when betting.

                        A/

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

                        B/

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

                        C/

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

                         

                        OH>5131

                        A

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

                         

                        B

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

                         

                        C

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

                          MrsGH01's avatar - yesnurse

                          United States
                          Member #155745
                          May 28, 2014
                          1105 Posts
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                          Posted: September 9, 2015, 7:08 pm - IP Logged

                          hi adobea could you please update texas if you have time thanks

                          MrsGH01

                            prosperous's avatar - Lottery-001.jpg

                            United States
                            Member #121571
                            January 12, 2012
                            650 Posts
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                            Posted: September 10, 2015, 5:17 am - IP Logged

                            Hello adobea78, would you please update New Jersey when you

                            have time. Thank you.

                            With an Abundance of Gratitude.

                              Avatar

                              United States
                              Member #116344
                              September 8, 2011
                              3941 Posts
                              Online
                              Posted: September 10, 2015, 7:20 pm - IP Logged

                              hi adobea could you please update texas if you have time thanks

                              TX> draw type>6439

                               

                              A

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

                              B/

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

                              C/

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

                              NB> reduce each section with the string 206439 , set N=6, P=Permutation, Sieve front 22,02,20 from  6P for 36 picks, eg section 02>{0,2,2,2} {0,2,2,0} {0,2,2,6} {0,2,2,4} {0,2,2,3} {0,2,2,9} {0,2,0,2} {0,2,0,0} {0,2,0,6} {0,2,0,4} {0,2,0,3} {0,2,0,9} {0,2,6,2} {0,2,6,0} {0,2,6,6} {0,2,6,4} {0,2,6,3} {0,2,6,9} {0,2,4,2} {0,2,4,0} {0,2,4,6} {0,2,4,4} {0,2,4,3} {0,2,4,9} {0,2,3,2} {0,2,3,0} {0,2,3,6} {0,2,3,4} {0,2,3,3} {0,2,3,9} {0,2,9,2} {0,2,9,0} {0,2,9,6} {0,2,9,4} {0,2,9,3} {0,2,9,9},   Good luck.

                                 
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