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# P4> The 504 pick for a very short span

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

 Page 25 of 25

United States
Member #116344
September 8, 2011
3927 Posts
Online
 Posted: December 21, 2015, 11:05 pm - IP Logged

NEW Picks > sets are reduced to less than 100 picks (100 is optimal for short span).

Ark>

A

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

B

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

C

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

Ark>str 1751

watch out for recurring sets

United States
Member #116344
September 8, 2011
3927 Posts
Online
 Posted: December 28, 2015, 7:58 pm - IP Logged

Go to the start of the thread, you have all the information you need to evolve.

A: Are you good in locating a 'lead digit' within 5 draws?

B: Are you good in locating a 'front pair, within 10 draws?

P4 matrix>

1.Is a draw with replacement(ie, digits can repeat).

2.Is got 10,000 combo, questions A and B is your filter to 5k

3.Prize for exact bet is 5k(local)

Lets play a game of perception here: Say you spend \$30 to win \$50 and I spend \$300 to win \$500, who is ahead here?  same proportion, but different outcome. Is the same with waging, in pick4 you need a initial bankroll of at least \$2000(local or online), with the assumption of hitting in the first 10 draws(it has happened a lot on this thread), case in point is your request for MI with the hit 69xx, check the initial time frame. Your cost is always below the prize threshold.

Try to come with a concept or method to questions A, B. You can use parameters like sums, deviations or just digits as triggers . The most simple and effective pencil/paper method is finding ' prediction points' observing  the pool 012345678901234567890123456789(linear plane is assumed here). I have already discussed prediction interval on one of my threads.

You already have the hook to fish, is about discerning information !

These picks should be waged for exact bets (Eve draws suggested for limited budget).

Waging strategy> budget should be set to the first 10 draws, with the assumption of a hit or cost below the prize threshold.

Info> The sets A,B,C of ' front pair'   are recurrent with regard to hits, the priority of the sets will be A>B>C.

I will keep each set to 50 picks (100 is optimal), you can even reduce it with the format NPr  while maintaining the front pair.

WI>9800-4196

A

{3,3,3,3} {3,3,3,8} {3,3,3,6} {3,3,3,9} {3,3,3,0} {3,3,3,4} {3,3,3,1} {3,3,8,3} {3,3,8,8} {3,3,8,6} {3,3,8,9} {3,3,8,0} {3,3,8,4} {3,3,8,1} {3,3,6,3} {3,3,6,8} {3,3,6,6} {3,3,6,9} {3,3,6,0} {3,3,6,4} {3,3,6,1} {3,3,9,3} {3,3,9,8} {3,3,9,6} {3,3,9,9} {3,3,9,0} {3,3,9,4} {3,3,9,1} {3,3,0,3} {3,3,0,8} {3,3,0,6} {3,3,0,9} {3,3,0,0} {3,3,0,4} {3,3,0,1} {3,3,4,3} {3,3,4,8} {3,3,4,6} {3,3,4,9} {3,3,4,0} {3,3,4,4} {3,3,4,1} {3,3,1,3} {3,3,1,8} {3,3,1,6} {3,3,1,9} {3,3,1,0} {3,3,1,4} {3,3,1,1}

B

{3,8,3,3} {3,8,3,8} {3,8,3,6} {3,8,3,9} {3,8,3,0} {3,8,3,4} {3,8,3,1} {3,8,8,3} {3,8,8,8} {3,8,8,6} {3,8,8,9} {3,8,8,0} {3,8,8,4} {3,8,8,1} {3,8,6,3} {3,8,6,8} {3,8,6,6} {3,8,6,9} {3,8,6,0} {3,8,6,4} {3,8,6,1} {3,8,9,3} {3,8,9,8} {3,8,9,6} {3,8,9,9} {3,8,9,0} {3,8,9,4} {3,8,9,1} {3,8,0,3} {3,8,0,8} {3,8,0,6} {3,8,0,9} {3,8,0,0} {3,8,0,4} {3,8,0,1} {3,8,4,3} {3,8,4,8} {3,8,4,6} {3,8,4,9} {3,8,4,0} {3,8,4,4} {3,8,4,1} {3,8,1,3} {3,8,1,8} {3,8,1,6} {3,8,1,9} {3,8,1,0} {3,8,1,4} {3,8,1,1}

C

{8,3,3,3} {8,3,3,8} {8,3,3,6} {8,3,3,9} {8,3,3,0} {8,3,3,4} {8,3,3,1} {8,3,8,3} {8,3,8,8} {8,3,8,6} {8,3,8,9} {8,3,8,0} {8,3,8,4} {8,3,8,1} {8,3,6,3} {8,3,6,8} {8,3,6,6} {8,3,6,9} {8,3,6,0} {8,3,6,4} {8,3,6,1} {8,3,9,3} {8,3,9,8} {8,3,9,6} {8,3,9,9} {8,3,9,0} {8,3,9,4} {8,3,9,1} {8,3,0,3} {8,3,0,8} {8,3,0,6} {8,3,0,9} {8,3,0,0} {8,3,0,4} {8,3,0,1} {8,3,4,3} {8,3,4,8} {8,3,4,6} {8,3,4,9} {8,3,4,0} {8,3,4,4} {8,3,4,1} {8,3,1,3} {8,3,1,8} {8,3,1,6} {8,3,1,9} {8,3,1,0} {8,3,1,4} {8,3,1,1}

WV>5261-2147

A

{1,6,1,1} {1,6,1,6} {1,6,1,9} {1,6,1,7} {1,6,1,4} {1,6,1,3} {1,6,1,5} {1,6,6,1} {1,6,6,6} {1,6,6,9} {1,6,6,7} {1,6,6,4} {1,6,6,3} {1,6,6,5} {1,6,9,1} {1,6,9,6} {1,6,9,9} {1,6,9,7} {1,6,9,4} {1,6,9,3} {1,6,9,5} {1,6,7,1} {1,6,7,6} {1,6,7,9} {1,6,7,7} {1,6,7,4} {1,6,7,3} {1,6,7,5} {1,6,4,1} {1,6,4,6} {1,6,4,9} {1,6,4,7} {1,6,4,4} {1,6,4,3} {1,6,4,5} {1,6,3,1} {1,6,3,6} {1,6,3,9} {1,6,3,7} {1,6,3,4} {1,6,3,3} {1,6,3,5} {1,6,5,1} {1,6,5,6} {1,6,5,9} {1,6,5,7} {1,6,5,4} {1,6,5,3} {1,6,5,5}

B

{6,6,1,1} {6,6,1,6} {6,6,1,9} {6,6,1,7} {6,6,1,4} {6,6,1,3} {6,6,1,5} {6,6,6,1} {6,6,6,6} {6,6,6,9} {6,6,6,7} {6,6,6,4} {6,6,6,3} {6,6,6,5} {6,6,9,1} {6,6,9,6} {6,6,9,9} {6,6,9,7} {6,6,9,4} {6,6,9,3} {6,6,9,5} {6,6,7,1} {6,6,7,6} {6,6,7,9} {6,6,7,7} {6,6,7,4} {6,6,7,3} {6,6,7,5} {6,6,4,1} {6,6,4,6} {6,6,4,9} {6,6,4,7} {6,6,4,4} {6,6,4,3} {6,6,4,5} {6,6,3,1} {6,6,3,6} {6,6,3,9} {6,6,3,7} {6,6,3,4} {6,6,3,3} {6,6,3,5} {6,6,5,1} {6,6,5,6} {6,6,5,9} {6,6,5,7} {6,6,5,4} {6,6,5,3} {6,6,5,5}

C

{6,1,1,1} {6,1,1,6} {6,1,1,9} {6,1,1,7} {6,1,1,4} {6,1,1,3} {6,1,1,5} {6,1,6,1} {6,1,6,6} {6,1,6,9} {6,1,6,7} {6,1,6,4} {6,1,6,3} {6,1,6,5} {6,1,9,1} {6,1,9,6} {6,1,9,9} {6,1,9,7} {6,1,9,4} {6,1,9,3} {6,1,9,5} {6,1,7,1} {6,1,7,6} {6,1,7,9} {6,1,7,7} {6,1,7,4} {6,1,7,3} {6,1,7,5} {6,1,4,1} {6,1,4,6} {6,1,4,9} {6,1,4,7} {6,1,4,4} {6,1,4,3} {6,1,4,5} {6,1,3,1} {6,1,3,6} {6,1,3,9} {6,1,3,7} {6,1,3,4} {6,1,3,3} {6,1,3,5} {6,1,5,1} {6,1,5,6} {6,1,5,9} {6,1,5,7} {6,1,5,4} {6,1,5,3} {6,1,5,5}

TRI-STATE>9812-9740

A

{3,3,2,2} {3,3,2,3} {3,3,2,7} {3,3,2,6} {3,3,2,5} {3,3,2,4} {3,3,2,9} {3,3,3,2} {3,3,3,3} {3,3,3,7} {3,3,3,6} {3,3,3,5} {3,3,3,4} {3,3,3,9} {3,3,7,2} {3,3,7,3} {3,3,7,7} {3,3,7,6} {3,3,7,5} {3,3,7,4} {3,3,7,9} {3,3,6,2} {3,3,6,3} {3,3,6,7} {3,3,6,6} {3,3,6,5} {3,3,6,4} {3,3,6,9} {3,3,5,2} {3,3,5,3} {3,3,5,7} {3,3,5,6} {3,3,5,5} {3,3,5,4} {3,3,5,9} {3,3,4,2} {3,3,4,3} {3,3,4,7} {3,3,4,6} {3,3,4,5} {3,3,4,4} {3,3,4,9} {3,3,9,2} {3,3,9,3} {3,3,9,7} {3,3,9,6} {3,3,9,5} {3,3,9,4} {3,3,9,9}

B

{3,2,2,2} {3,2,2,3} {3,2,2,7} {3,2,2,6} {3,2,2,5} {3,2,2,4} {3,2,2,9} {3,2,3,2} {3,2,3,3} {3,2,3,7} {3,2,3,6} {3,2,3,5} {3,2,3,4} {3,2,3,9} {3,2,7,2} {3,2,7,3} {3,2,7,7} {3,2,7,6} {3,2,7,5} {3,2,7,4} {3,2,7,9} {3,2,6,2} {3,2,6,3} {3,2,6,7} {3,2,6,6} {3,2,6,5} {3,2,6,4} {3,2,6,9} {3,2,5,2} {3,2,5,3} {3,2,5,7} {3,2,5,6} {3,2,5,5} {3,2,5,4} {3,2,5,9} {3,2,4,2} {3,2,4,3} {3,2,4,7} {3,2,4,6} {3,2,4,5} {3,2,4,4} {3,2,4,9} {3,2,9,2} {3,2,9,3} {3,2,9,7} {3,2,9,6} {3,2,9,5} {3,2,9,4} {3,2,9,9}

C

{2,3,2,2} {2,3,2,3} {2,3,2,7} {2,3,2,6} {2,3,2,5} {2,3,2,4} {2,3,2,9} {2,3,3,2} {2,3,3,3} {2,3,3,7} {2,3,3,6} {2,3,3,5} {2,3,3,4} {2,3,3,9} {2,3,7,2} {2,3,7,3} {2,3,7,7} {2,3,7,6} {2,3,7,5} {2,3,7,4} {2,3,7,9} {2,3,6,2} {2,3,6,3} {2,3,6,7} {2,3,6,6} {2,3,6,5} {2,3,6,4} {2,3,6,9} {2,3,5,2} {2,3,5,3} {2,3,5,7} {2,3,5,6} {2,3,5,5} {2,3,5,4} {2,3,5,9} {2,3,4,2} {2,3,4,3} {2,3,4,7} {2,3,4,6} {2,3,4,5} {2,3,4,4} {2,3,4,9} {2,3,9,2} {2,3,9,3} {2,3,9,7} {2,3,9,6} {2,3,9,5} {2,3,9,4} {2,3,9,9}

TX>(EVE& NIGHT)>5168-7771

A

{6,9,6,6} {6,9,6,9} {6,9,6,8} {6,9,6,3} {6,9,6,4} {6,9,6,5} {6,9,6,7} {6,9,9,6} {6,9,9,9} {6,9,9,8} {6,9,9,3} {6,9,9,4} {6,9,9,5} {6,9,9,7} {6,9,8,6} {6,9,8,9} {6,9,8,8} {6,9,8,3} {6,9,8,4} {6,9,8,5} {6,9,8,7} {6,9,3,6} {6,9,3,9} {6,9,3,8} {6,9,3,3} {6,9,3,4} {6,9,3,5} {6,9,3,7} {6,9,4,6} {6,9,4,9} {6,9,4,8} {6,9,4,3} {6,9,4,4} {6,9,4,5} {6,9,4,7} {6,9,5,6} {6,9,5,9} {6,9,5,8} {6,9,5,3} {6,9,5,4} {6,9,5,5} {6,9,5,7} {6,9,7,6} {6,9,7,9} {6,9,7,8} {6,9,7,3} {6,9,7,4} {6,9,7,5} {6,9,7,7}

B

{9,8,6,6} {9,8,6,9} {9,8,6,8} {9,8,6,3} {9,8,6,4} {9,8,6,5} {9,8,6,7} {9,8,9,6} {9,8,9,9} {9,8,9,8} {9,8,9,3} {9,8,9,4} {9,8,9,5} {9,8,9,7} {9,8,8,6} {9,8,8,9} {9,8,8,8} {9,8,8,3} {9,8,8,4} {9,8,8,5} {9,8,8,7} {9,8,3,6} {9,8,3,9} {9,8,3,8} {9,8,3,3} {9,8,3,4} {9,8,3,5} {9,8,3,7} {9,8,4,6} {9,8,4,9} {9,8,4,8} {9,8,4,3} {9,8,4,4} {9,8,4,5} {9,8,4,7} {9,8,5,6} {9,8,5,9} {9,8,5,8} {9,8,5,3} {9,8,5,4} {9,8,5,5} {9,8,5,7} {9,8,7,6} {9,8,7,9} {9,8,7,8} {9,8,7,3} {9,8,7,4} {9,8,7,5} {9,8,7,7}

C

{6,8,6,6} {6,8,6,9} {6,8,6,8} {6,8,6,3} {6,8,6,4} {6,8,6,5} {6,8,6,7} {6,8,9,6} {6,8,9,9} {6,8,9,8} {6,8,9,3} {6,8,9,4} {6,8,9,5} {6,8,9,7} {6,8,8,6} {6,8,8,9} {6,8,8,8} {6,8,8,3} {6,8,8,4} {6,8,8,5} {6,8,8,7} {6,8,3,6} {6,8,3,9} {6,8,3,8} {6,8,3,3} {6,8,3,4} {6,8,3,5} {6,8,3,7} {6,8,4,6} {6,8,4,9} {6,8,4,8} {6,8,4,3} {6,8,4,4} {6,8,4,5} {6,8,4,7} {6,8,5,6} {6,8,5,9} {6,8,5,8} {6,8,5,3} {6,8,5,4} {6,8,5,5} {6,8,5,7} {6,8,7,6} {6,8,7,9} {6,8,7,8} {6,8,7,3} {6,8,7,4} {6,8,7,5} {6,8,7,7}

NC>2234-6574

A

{7,5,7,7} {7,5,7,5} {7,5,7,2} {7,5,7,4} {7,5,7,3} {7,5,7,0} {7,5,7,1} {7,5,5,7} {7,5,5,5} {7,5,5,2} {7,5,5,4} {7,5,5,3} {7,5,5,0} {7,5,5,1} {7,5,2,7} {7,5,2,5} {7,5,2,2} {7,5,2,4} {7,5,2,3} {7,5,2,0} {7,5,2,1} {7,5,4,7} {7,5,4,5} {7,5,4,2} {7,5,4,4} {7,5,4,3} {7,5,4,0} {7,5,4,1} {7,5,3,7} {7,5,3,5} {7,5,3,2} {7,5,3,4} {7,5,3,3} {7,5,3,0} {7,5,3,1} {7,5,0,7} {7,5,0,5} {7,5,0,2} {7,5,0,4} {7,5,0,3} {7,5,0,0} {7,5,0,1} {7,5,1,7} {7,5,1,5} {7,5,1,2} {7,5,1,4} {7,5,1,3} {7,5,1,0} {7,5,1,1}

B

{5,7,7,7} {5,7,7,5} {5,7,7,2} {5,7,7,4} {5,7,7,3} {5,7,7,0} {5,7,7,1} {5,7,5,7} {5,7,5,5} {5,7,5,2} {5,7,5,4} {5,7,5,3} {5,7,5,0} {5,7,5,1} {5,7,2,7} {5,7,2,5} {5,7,2,2} {5,7,2,4} {5,7,2,3} {5,7,2,0} {5,7,2,1} {5,7,4,7} {5,7,4,5} {5,7,4,2} {5,7,4,4} {5,7,4,3} {5,7,4,0} {5,7,4,1} {5,7,3,7} {5,7,3,5} {5,7,3,2} {5,7,3,4} {5,7,3,3} {5,7,3,0} {5,7,3,1} {5,7,0,7} {5,7,0,5} {5,7,0,2} {5,7,0,4} {5,7,0,3} {5,7,0,0} {5,7,0,1} {5,7,1,7} {5,7,1,5} {5,7,1,2} {5,7,1,4} {5,7,1,3} {5,7,1,0} {5,7,1,1}

C

{5,2,7,7} {5,2,7,5} {5,2,7,2} {5,2,7,4} {5,2,7,3} {5,2,7,0} {5,2,7,1} {5,2,5,7} {5,2,5,5} {5,2,5,2} {5,2,5,4} {5,2,5,3} {5,2,5,0} {5,2,5,1} {5,2,2,7} {5,2,2,5} {5,2,2,2} {5,2,2,4} {5,2,2,3} {5,2,2,0} {5,2,2,1} {5,2,4,7} {5,2,4,5} {5,2,4,2} {5,2,4,4} {5,2,4,3} {5,2,4,0} {5,2,4,1} {5,2,3,7} {5,2,3,5} {5,2,3,2} {5,2,3,4} {5,2,3,3} {5,2,3,0} {5,2,3,1} {5,2,0,7} {5,2,0,5} {5,2,0,2} {5,2,0,4} {5,2,0,3} {5,2,0,0} {5,2,0,1} {5,2,1,7} {5,2,1,5} {5,2,1,2} {5,2,1,4} {5,2,1,3} {5,2,1,0} {5,2,1,1}

HAPPY NEW YEAR to the LP community.

United States
Member #116344
September 8, 2011
3927 Posts
Online
 Posted: January 1, 2016, 9:02 pm - IP Logged

These picks should be waged for exact bets (Eve draws suggested for limited budget).

Waging strategy> budget should be set to the first 10 draws, with the assumption of a hit or cost below the prize threshold.

Info> The sets A,B,C of ' front pair'   are recurrent with regard to hits, the priority of the sets will be A>B>C.

I will keep each set to 50 picks (100 is optimal), you can even reduce it with the format NPr  while maintaining the front pair.

WI>9800-4196

A

{3,3,3,3} {3,3,3,8} {3,3,3,6} {3,3,3,9} {3,3,3,0} {3,3,3,4} {3,3,3,1} {3,3,8,3} {3,3,8,8} {3,3,8,6} {3,3,8,9} {3,3,8,0} {3,3,8,4} {3,3,8,1} {3,3,6,3} {3,3,6,8} {3,3,6,6} {3,3,6,9} {3,3,6,0} {3,3,6,4} {3,3,6,1} {3,3,9,3} {3,3,9,8} {3,3,9,6} {3,3,9,9} {3,3,9,0} {3,3,9,4} {3,3,9,1} {3,3,0,3} {3,3,0,8} {3,3,0,6} {3,3,0,9} {3,3,0,0} {3,3,0,4} {3,3,0,1} {3,3,4,3} {3,3,4,8} {3,3,4,6} {3,3,4,9} {3,3,4,0} {3,3,4,4} {3,3,4,1} {3,3,1,3} {3,3,1,8} {3,3,1,6} {3,3,1,9} {3,3,1,0} {3,3,1,4} {3,3,1,1}

B

{3,8,3,3} {3,8,3,8} {3,8,3,6} {3,8,3,9} {3,8,3,0} {3,8,3,4} {3,8,3,1} {3,8,8,3} {3,8,8,8} {3,8,8,6} {3,8,8,9} {3,8,8,0} {3,8,8,4} {3,8,8,1} {3,8,6,3} {3,8,6,8} {3,8,6,6} {3,8,6,9} {3,8,6,0} {3,8,6,4} {3,8,6,1} {3,8,9,3} {3,8,9,8} {3,8,9,6} {3,8,9,9} {3,8,9,0} {3,8,9,4} {3,8,9,1} {3,8,0,3} {3,8,0,8} {3,8,0,6} {3,8,0,9} {3,8,0,0} {3,8,0,4} {3,8,0,1} {3,8,4,3} {3,8,4,8} {3,8,4,6} {3,8,4,9} {3,8,4,0} {3,8,4,4} {3,8,4,1} {3,8,1,3} {3,8,1,8} {3,8,1,6} {3,8,1,9} {3,8,1,0} {3,8,1,4} {3,8,1,1}

C

{8,3,3,3} {8,3,3,8} {8,3,3,6} {8,3,3,9} {8,3,3,0} {8,3,3,4} {8,3,3,1} {8,3,8,3} {8,3,8,8} {8,3,8,6} {8,3,8,9} {8,3,8,0} {8,3,8,4} {8,3,8,1} {8,3,6,3} {8,3,6,8} {8,3,6,6} {8,3,6,9} {8,3,6,0} {8,3,6,4} {8,3,6,1} {8,3,9,3} {8,3,9,8} {8,3,9,6} {8,3,9,9} {8,3,9,0} {8,3,9,4} {8,3,9,1} {8,3,0,3} {8,3,0,8} {8,3,0,6} {8,3,0,9} {8,3,0,0} {8,3,0,4} {8,3,0,1} {8,3,4,3} {8,3,4,8} {8,3,4,6} {8,3,4,9} {8,3,4,0} {8,3,4,4} {8,3,4,1} {8,3,1,3} {8,3,1,8} {8,3,1,6} {8,3,1,9} {8,3,1,0} {8,3,1,4} {8,3,1,1}

WV>5261-2147

A

{1,6,1,1} {1,6,1,6} {1,6,1,9} {1,6,1,7} {1,6,1,4} {1,6,1,3} {1,6,1,5} {1,6,6,1} {1,6,6,6} {1,6,6,9} {1,6,6,7} {1,6,6,4} {1,6,6,3} {1,6,6,5} {1,6,9,1} {1,6,9,6} {1,6,9,9} {1,6,9,7} {1,6,9,4} {1,6,9,3} {1,6,9,5} {1,6,7,1} {1,6,7,6} {1,6,7,9} {1,6,7,7} {1,6,7,4} {1,6,7,3} {1,6,7,5} {1,6,4,1} {1,6,4,6} {1,6,4,9} {1,6,4,7} {1,6,4,4} {1,6,4,3} {1,6,4,5} {1,6,3,1} {1,6,3,6} {1,6,3,9} {1,6,3,7} {1,6,3,4} {1,6,3,3} {1,6,3,5} {1,6,5,1} {1,6,5,6} {1,6,5,9} {1,6,5,7} {1,6,5,4} {1,6,5,3} {1,6,5,5}

B

{6,6,1,1} {6,6,1,6} {6,6,1,9} {6,6,1,7} {6,6,1,4} {6,6,1,3} {6,6,1,5} {6,6,6,1} {6,6,6,6} {6,6,6,9} {6,6,6,7} {6,6,6,4} {6,6,6,3} {6,6,6,5} {6,6,9,1} {6,6,9,6} {6,6,9,9} {6,6,9,7} {6,6,9,4} {6,6,9,3} {6,6,9,5} {6,6,7,1} {6,6,7,6} {6,6,7,9} {6,6,7,7} {6,6,7,4} {6,6,7,3} {6,6,7,5} {6,6,4,1} {6,6,4,6} {6,6,4,9} {6,6,4,7} {6,6,4,4} {6,6,4,3} {6,6,4,5} {6,6,3,1} {6,6,3,6} {6,6,3,9} {6,6,3,7} {6,6,3,4} {6,6,3,3} {6,6,3,5} {6,6,5,1} {6,6,5,6} {6,6,5,9} {6,6,5,7} {6,6,5,4} {6,6,5,3} {6,6,5,5}

C

{6,1,1,1} {6,1,1,6} {6,1,1,9} {6,1,1,7} {6,1,1,4} {6,1,1,3} {6,1,1,5} {6,1,6,1} {6,1,6,6} {6,1,6,9} {6,1,6,7} {6,1,6,4} {6,1,6,3} {6,1,6,5} {6,1,9,1} {6,1,9,6} {6,1,9,9} {6,1,9,7} {6,1,9,4} {6,1,9,3} {6,1,9,5} {6,1,7,1} {6,1,7,6} {6,1,7,9} {6,1,7,7} {6,1,7,4} {6,1,7,3} {6,1,7,5} {6,1,4,1} {6,1,4,6} {6,1,4,9} {6,1,4,7} {6,1,4,4} {6,1,4,3} {6,1,4,5} {6,1,3,1} {6,1,3,6} {6,1,3,9} {6,1,3,7} {6,1,3,4} {6,1,3,3} {6,1,3,5} {6,1,5,1} {6,1,5,6} {6,1,5,9} {6,1,5,7} {6,1,5,4} {6,1,5,3} {6,1,5,5}

TRI-STATE>9812-9740

A

{3,3,2,2} {3,3,2,3} {3,3,2,7} {3,3,2,6} {3,3,2,5} {3,3,2,4} {3,3,2,9} {3,3,3,2} {3,3,3,3} {3,3,3,7} {3,3,3,6} {3,3,3,5} {3,3,3,4} {3,3,3,9} {3,3,7,2} {3,3,7,3} {3,3,7,7} {3,3,7,6} {3,3,7,5} {3,3,7,4} {3,3,7,9} {3,3,6,2} {3,3,6,3} {3,3,6,7} {3,3,6,6} {3,3,6,5} {3,3,6,4} {3,3,6,9} {3,3,5,2} {3,3,5,3} {3,3,5,7} {3,3,5,6} {3,3,5,5} {3,3,5,4} {3,3,5,9} {3,3,4,2} {3,3,4,3} {3,3,4,7} {3,3,4,6} {3,3,4,5} {3,3,4,4} {3,3,4,9} {3,3,9,2} {3,3,9,3} {3,3,9,7} {3,3,9,6} {3,3,9,5} {3,3,9,4} {3,3,9,9}

B

{3,2,2,2} {3,2,2,3} {3,2,2,7} {3,2,2,6} {3,2,2,5} {3,2,2,4} {3,2,2,9} {3,2,3,2} {3,2,3,3} {3,2,3,7} {3,2,3,6} {3,2,3,5} {3,2,3,4} {3,2,3,9} {3,2,7,2} {3,2,7,3} {3,2,7,7} {3,2,7,6} {3,2,7,5} {3,2,7,4} {3,2,7,9} {3,2,6,2} {3,2,6,3} {3,2,6,7} {3,2,6,6} {3,2,6,5} {3,2,6,4} {3,2,6,9} {3,2,5,2} {3,2,5,3} {3,2,5,7} {3,2,5,6} {3,2,5,5} {3,2,5,4} {3,2,5,9} {3,2,4,2} {3,2,4,3} {3,2,4,7} {3,2,4,6} {3,2,4,5} {3,2,4,4} {3,2,4,9} {3,2,9,2} {3,2,9,3} {3,2,9,7} {3,2,9,6} {3,2,9,5} {3,2,9,4} {3,2,9,9}

C

{2,3,2,2} {2,3,2,3} {2,3,2,7} {2,3,2,6} {2,3,2,5} {2,3,2,4} {2,3,2,9} {2,3,3,2} {2,3,3,3} {2,3,3,7} {2,3,3,6} {2,3,3,5} {2,3,3,4} {2,3,3,9} {2,3,7,2} {2,3,7,3} {2,3,7,7} {2,3,7,6} {2,3,7,5} {2,3,7,4} {2,3,7,9} {2,3,6,2} {2,3,6,3} {2,3,6,7} {2,3,6,6} {2,3,6,5} {2,3,6,4} {2,3,6,9} {2,3,5,2} {2,3,5,3} {2,3,5,7} {2,3,5,6} {2,3,5,5} {2,3,5,4} {2,3,5,9} {2,3,4,2} {2,3,4,3} {2,3,4,7} {2,3,4,6} {2,3,4,5} {2,3,4,4} {2,3,4,9} {2,3,9,2} {2,3,9,3} {2,3,9,7} {2,3,9,6} {2,3,9,5} {2,3,9,4} {2,3,9,9}

TX>(EVE& NIGHT)>5168-7771

A

{6,9,6,6} {6,9,6,9} {6,9,6,8} {6,9,6,3} {6,9,6,4} {6,9,6,5} {6,9,6,7} {6,9,9,6} {6,9,9,9} {6,9,9,8} {6,9,9,3} {6,9,9,4} {6,9,9,5} {6,9,9,7} {6,9,8,6} {6,9,8,9} {6,9,8,8} {6,9,8,3} {6,9,8,4} {6,9,8,5} {6,9,8,7} {6,9,3,6} {6,9,3,9} {6,9,3,8} {6,9,3,3} {6,9,3,4} {6,9,3,5} {6,9,3,7} {6,9,4,6} {6,9,4,9} {6,9,4,8} {6,9,4,3} {6,9,4,4} {6,9,4,5} {6,9,4,7} {6,9,5,6} {6,9,5,9} {6,9,5,8} {6,9,5,3} {6,9,5,4} {6,9,5,5} {6,9,5,7} {6,9,7,6} {6,9,7,9} {6,9,7,8} {6,9,7,3} {6,9,7,4} {6,9,7,5} {6,9,7,7}

B

{9,8,6,6} {9,8,6,9} {9,8,6,8} {9,8,6,3} {9,8,6,4} {9,8,6,5} {9,8,6,7} {9,8,9,6} {9,8,9,9} {9,8,9,8} {9,8,9,3} {9,8,9,4} {9,8,9,5} {9,8,9,7} {9,8,8,6} {9,8,8,9} {9,8,8,8} {9,8,8,3} {9,8,8,4} {9,8,8,5} {9,8,8,7} {9,8,3,6} {9,8,3,9} {9,8,3,8} {9,8,3,3} {9,8,3,4} {9,8,3,5} {9,8,3,7} {9,8,4,6} {9,8,4,9} {9,8,4,8} {9,8,4,3} {9,8,4,4} {9,8,4,5} {9,8,4,7} {9,8,5,6} {9,8,5,9} {9,8,5,8} {9,8,5,3} {9,8,5,4} {9,8,5,5} {9,8,5,7} {9,8,7,6} {9,8,7,9} {9,8,7,8} {9,8,7,3} {9,8,7,4} {9,8,7,5} {9,8,7,7}

C

{6,8,6,6} {6,8,6,9} {6,8,6,8} {6,8,6,3} {6,8,6,4} {6,8,6,5} {6,8,6,7} {6,8,9,6} {6,8,9,9} {6,8,9,8} {6,8,9,3} {6,8,9,4} {6,8,9,5} {6,8,9,7} {6,8,8,6} {6,8,8,9} {6,8,8,8} {6,8,8,3} {6,8,8,4} {6,8,8,5} {6,8,8,7} {6,8,3,6} {6,8,3,9} {6,8,3,8} {6,8,3,3} {6,8,3,4} {6,8,3,5} {6,8,3,7} {6,8,4,6} {6,8,4,9} {6,8,4,8} {6,8,4,3} {6,8,4,4} {6,8,4,5} {6,8,4,7} {6,8,5,6} {6,8,5,9} {6,8,5,8} {6,8,5,3} {6,8,5,4} {6,8,5,5} {6,8,5,7} {6,8,7,6} {6,8,7,9} {6,8,7,8} {6,8,7,3} {6,8,7,4} {6,8,7,5} {6,8,7,7}

NC>2234-6574

A

{7,5,7,7} {7,5,7,5} {7,5,7,2} {7,5,7,4} {7,5,7,3} {7,5,7,0} {7,5,7,1} {7,5,5,7} {7,5,5,5} {7,5,5,2} {7,5,5,4} {7,5,5,3} {7,5,5,0} {7,5,5,1} {7,5,2,7} {7,5,2,5} {7,5,2,2} {7,5,2,4} {7,5,2,3} {7,5,2,0} {7,5,2,1} {7,5,4,7} {7,5,4,5} {7,5,4,2} {7,5,4,4} {7,5,4,3} {7,5,4,0} {7,5,4,1} {7,5,3,7} {7,5,3,5} {7,5,3,2} {7,5,3,4} {7,5,3,3} {7,5,3,0} {7,5,3,1} {7,5,0,7} {7,5,0,5} {7,5,0,2} {7,5,0,4} {7,5,0,3} {7,5,0,0} {7,5,0,1} {7,5,1,7} {7,5,1,5} {7,5,1,2} {7,5,1,4} {7,5,1,3} {7,5,1,0} {7,5,1,1}

B

{5,7,7,7} {5,7,7,5} {5,7,7,2} {5,7,7,4} {5,7,7,3} {5,7,7,0} {5,7,7,1} {5,7,5,7} {5,7,5,5} {5,7,5,2} {5,7,5,4} {5,7,5,3} {5,7,5,0} {5,7,5,1} {5,7,2,7} {5,7,2,5} {5,7,2,2} {5,7,2,4} {5,7,2,3} {5,7,2,0} {5,7,2,1} {5,7,4,7} {5,7,4,5} {5,7,4,2} {5,7,4,4} {5,7,4,3} {5,7,4,0} {5,7,4,1} {5,7,3,7} {5,7,3,5} {5,7,3,2} {5,7,3,4} {5,7,3,3} {5,7,3,0} {5,7,3,1} {5,7,0,7} {5,7,0,5} {5,7,0,2} {5,7,0,4} {5,7,0,3} {5,7,0,0} {5,7,0,1} {5,7,1,7} {5,7,1,5} {5,7,1,2} {5,7,1,4} {5,7,1,3} {5,7,1,0} {5,7,1,1}

C

{5,2,7,7} {5,2,7,5} {5,2,7,2} {5,2,7,4} {5,2,7,3} {5,2,7,0} {5,2,7,1} {5,2,5,7} {5,2,5,5} {5,2,5,2} {5,2,5,4} {5,2,5,3} {5,2,5,0} {5,2,5,1} {5,2,2,7} {5,2,2,5} {5,2,2,2} {5,2,2,4} {5,2,2,3} {5,2,2,0} {5,2,2,1} {5,2,4,7} {5,2,4,5} {5,2,4,2} {5,2,4,4} {5,2,4,3} {5,2,4,0} {5,2,4,1} {5,2,3,7} {5,2,3,5} {5,2,3,2} {5,2,3,4} {5,2,3,3} {5,2,3,0} {5,2,3,1} {5,2,0,7} {5,2,0,5} {5,2,0,2} {5,2,0,4} {5,2,0,3} {5,2,0,0} {5,2,0,1} {5,2,1,7} {5,2,1,5} {5,2,1,2} {5,2,1,4} {5,2,1,3} {5,2,1,0} {5,2,1,1}

HAPPY NEW YEAR to the LP community.

TX> str 9874,9885

watch out for recur  68, 69

United States
Member #116344
September 8, 2011
3927 Posts
Online
 Posted: January 6, 2016, 7:13 pm - IP Logged

These picks should be waged for exact bets (Eve draws suggested for limited budget).

Waging strategy> budget should be set to the first 10 draws, with the assumption of a hit or cost below the prize threshold.

Info> The sets A,B,C of ' front pair'   are recurrent with regard to hits, the priority of the sets will be A>B>C.

I will keep each set to 50 picks (100 is optimal), you can even reduce it with the format NPr  while maintaining the front pair.

WI>9800-4196

A

{3,3,3,3} {3,3,3,8} {3,3,3,6} {3,3,3,9} {3,3,3,0} {3,3,3,4} {3,3,3,1} {3,3,8,3} {3,3,8,8} {3,3,8,6} {3,3,8,9} {3,3,8,0} {3,3,8,4} {3,3,8,1} {3,3,6,3} {3,3,6,8} {3,3,6,6} {3,3,6,9} {3,3,6,0} {3,3,6,4} {3,3,6,1} {3,3,9,3} {3,3,9,8} {3,3,9,6} {3,3,9,9} {3,3,9,0} {3,3,9,4} {3,3,9,1} {3,3,0,3} {3,3,0,8} {3,3,0,6} {3,3,0,9} {3,3,0,0} {3,3,0,4} {3,3,0,1} {3,3,4,3} {3,3,4,8} {3,3,4,6} {3,3,4,9} {3,3,4,0} {3,3,4,4} {3,3,4,1} {3,3,1,3} {3,3,1,8} {3,3,1,6} {3,3,1,9} {3,3,1,0} {3,3,1,4} {3,3,1,1}

B

{3,8,3,3} {3,8,3,8} {3,8,3,6} {3,8,3,9} {3,8,3,0} {3,8,3,4} {3,8,3,1} {3,8,8,3} {3,8,8,8} {3,8,8,6} {3,8,8,9} {3,8,8,0} {3,8,8,4} {3,8,8,1} {3,8,6,3} {3,8,6,8} {3,8,6,6} {3,8,6,9} {3,8,6,0} {3,8,6,4} {3,8,6,1} {3,8,9,3} {3,8,9,8} {3,8,9,6} {3,8,9,9} {3,8,9,0} {3,8,9,4} {3,8,9,1} {3,8,0,3} {3,8,0,8} {3,8,0,6} {3,8,0,9} {3,8,0,0} {3,8,0,4} {3,8,0,1} {3,8,4,3} {3,8,4,8} {3,8,4,6} {3,8,4,9} {3,8,4,0} {3,8,4,4} {3,8,4,1} {3,8,1,3} {3,8,1,8} {3,8,1,6} {3,8,1,9} {3,8,1,0} {3,8,1,4} {3,8,1,1}

C

{8,3,3,3} {8,3,3,8} {8,3,3,6} {8,3,3,9} {8,3,3,0} {8,3,3,4} {8,3,3,1} {8,3,8,3} {8,3,8,8} {8,3,8,6} {8,3,8,9} {8,3,8,0} {8,3,8,4} {8,3,8,1} {8,3,6,3} {8,3,6,8} {8,3,6,6} {8,3,6,9} {8,3,6,0} {8,3,6,4} {8,3,6,1} {8,3,9,3} {8,3,9,8} {8,3,9,6} {8,3,9,9} {8,3,9,0} {8,3,9,4} {8,3,9,1} {8,3,0,3} {8,3,0,8} {8,3,0,6} {8,3,0,9} {8,3,0,0} {8,3,0,4} {8,3,0,1} {8,3,4,3} {8,3,4,8} {8,3,4,6} {8,3,4,9} {8,3,4,0} {8,3,4,4} {8,3,4,1} {8,3,1,3} {8,3,1,8} {8,3,1,6} {8,3,1,9} {8,3,1,0} {8,3,1,4} {8,3,1,1}

WV>5261-2147

A

{1,6,1,1} {1,6,1,6} {1,6,1,9} {1,6,1,7} {1,6,1,4} {1,6,1,3} {1,6,1,5} {1,6,6,1} {1,6,6,6} {1,6,6,9} {1,6,6,7} {1,6,6,4} {1,6,6,3} {1,6,6,5} {1,6,9,1} {1,6,9,6} {1,6,9,9} {1,6,9,7} {1,6,9,4} {1,6,9,3} {1,6,9,5} {1,6,7,1} {1,6,7,6} {1,6,7,9} {1,6,7,7} {1,6,7,4} {1,6,7,3} {1,6,7,5} {1,6,4,1} {1,6,4,6} {1,6,4,9} {1,6,4,7} {1,6,4,4} {1,6,4,3} {1,6,4,5} {1,6,3,1} {1,6,3,6} {1,6,3,9} {1,6,3,7} {1,6,3,4} {1,6,3,3} {1,6,3,5} {1,6,5,1} {1,6,5,6} {1,6,5,9} {1,6,5,7} {1,6,5,4} {1,6,5,3} {1,6,5,5}

B

{6,6,1,1} {6,6,1,6} {6,6,1,9} {6,6,1,7} {6,6,1,4} {6,6,1,3} {6,6,1,5} {6,6,6,1} {6,6,6,6} {6,6,6,9} {6,6,6,7} {6,6,6,4} {6,6,6,3} {6,6,6,5} {6,6,9,1} {6,6,9,6} {6,6,9,9} {6,6,9,7} {6,6,9,4} {6,6,9,3} {6,6,9,5} {6,6,7,1} {6,6,7,6} {6,6,7,9} {6,6,7,7} {6,6,7,4} {6,6,7,3} {6,6,7,5} {6,6,4,1} {6,6,4,6} {6,6,4,9} {6,6,4,7} {6,6,4,4} {6,6,4,3} {6,6,4,5} {6,6,3,1} {6,6,3,6} {6,6,3,9} {6,6,3,7} {6,6,3,4} {6,6,3,3} {6,6,3,5} {6,6,5,1} {6,6,5,6} {6,6,5,9} {6,6,5,7} {6,6,5,4} {6,6,5,3} {6,6,5,5}

C

{6,1,1,1} {6,1,1,6} {6,1,1,9} {6,1,1,7} {6,1,1,4} {6,1,1,3} {6,1,1,5} {6,1,6,1} {6,1,6,6} {6,1,6,9} {6,1,6,7} {6,1,6,4} {6,1,6,3} {6,1,6,5} {6,1,9,1} {6,1,9,6} {6,1,9,9} {6,1,9,7} {6,1,9,4} {6,1,9,3} {6,1,9,5} {6,1,7,1} {6,1,7,6} {6,1,7,9} {6,1,7,7} {6,1,7,4} {6,1,7,3} {6,1,7,5} {6,1,4,1} {6,1,4,6} {6,1,4,9} {6,1,4,7} {6,1,4,4} {6,1,4,3} {6,1,4,5} {6,1,3,1} {6,1,3,6} {6,1,3,9} {6,1,3,7} {6,1,3,4} {6,1,3,3} {6,1,3,5} {6,1,5,1} {6,1,5,6} {6,1,5,9} {6,1,5,7} {6,1,5,4} {6,1,5,3} {6,1,5,5}

TRI-STATE>9812-9740

A

{3,3,2,2} {3,3,2,3} {3,3,2,7} {3,3,2,6} {3,3,2,5} {3,3,2,4} {3,3,2,9} {3,3,3,2} {3,3,3,3} {3,3,3,7} {3,3,3,6} {3,3,3,5} {3,3,3,4} {3,3,3,9} {3,3,7,2} {3,3,7,3} {3,3,7,7} {3,3,7,6} {3,3,7,5} {3,3,7,4} {3,3,7,9} {3,3,6,2} {3,3,6,3} {3,3,6,7} {3,3,6,6} {3,3,6,5} {3,3,6,4} {3,3,6,9} {3,3,5,2} {3,3,5,3} {3,3,5,7} {3,3,5,6} {3,3,5,5} {3,3,5,4} {3,3,5,9} {3,3,4,2} {3,3,4,3} {3,3,4,7} {3,3,4,6} {3,3,4,5} {3,3,4,4} {3,3,4,9} {3,3,9,2} {3,3,9,3} {3,3,9,7} {3,3,9,6} {3,3,9,5} {3,3,9,4} {3,3,9,9}

B

{3,2,2,2} {3,2,2,3} {3,2,2,7} {3,2,2,6} {3,2,2,5} {3,2,2,4} {3,2,2,9} {3,2,3,2} {3,2,3,3} {3,2,3,7} {3,2,3,6} {3,2,3,5} {3,2,3,4} {3,2,3,9} {3,2,7,2} {3,2,7,3} {3,2,7,7} {3,2,7,6} {3,2,7,5} {3,2,7,4} {3,2,7,9} {3,2,6,2} {3,2,6,3} {3,2,6,7} {3,2,6,6} {3,2,6,5} {3,2,6,4} {3,2,6,9} {3,2,5,2} {3,2,5,3} {3,2,5,7} {3,2,5,6} {3,2,5,5} {3,2,5,4} {3,2,5,9} {3,2,4,2} {3,2,4,3} {3,2,4,7} {3,2,4,6} {3,2,4,5} {3,2,4,4} {3,2,4,9} {3,2,9,2} {3,2,9,3} {3,2,9,7} {3,2,9,6} {3,2,9,5} {3,2,9,4} {3,2,9,9}

C

{2,3,2,2} {2,3,2,3} {2,3,2,7} {2,3,2,6} {2,3,2,5} {2,3,2,4} {2,3,2,9} {2,3,3,2} {2,3,3,3} {2,3,3,7} {2,3,3,6} {2,3,3,5} {2,3,3,4} {2,3,3,9} {2,3,7,2} {2,3,7,3} {2,3,7,7} {2,3,7,6} {2,3,7,5} {2,3,7,4} {2,3,7,9} {2,3,6,2} {2,3,6,3} {2,3,6,7} {2,3,6,6} {2,3,6,5} {2,3,6,4} {2,3,6,9} {2,3,5,2} {2,3,5,3} {2,3,5,7} {2,3,5,6} {2,3,5,5} {2,3,5,4} {2,3,5,9} {2,3,4,2} {2,3,4,3} {2,3,4,7} {2,3,4,6} {2,3,4,5} {2,3,4,4} {2,3,4,9} {2,3,9,2} {2,3,9,3} {2,3,9,7} {2,3,9,6} {2,3,9,5} {2,3,9,4} {2,3,9,9}

TX>(EVE& NIGHT)>5168-7771

A

{6,9,6,6} {6,9,6,9} {6,9,6,8} {6,9,6,3} {6,9,6,4} {6,9,6,5} {6,9,6,7} {6,9,9,6} {6,9,9,9} {6,9,9,8} {6,9,9,3} {6,9,9,4} {6,9,9,5} {6,9,9,7} {6,9,8,6} {6,9,8,9} {6,9,8,8} {6,9,8,3} {6,9,8,4} {6,9,8,5} {6,9,8,7} {6,9,3,6} {6,9,3,9} {6,9,3,8} {6,9,3,3} {6,9,3,4} {6,9,3,5} {6,9,3,7} {6,9,4,6} {6,9,4,9} {6,9,4,8} {6,9,4,3} {6,9,4,4} {6,9,4,5} {6,9,4,7} {6,9,5,6} {6,9,5,9} {6,9,5,8} {6,9,5,3} {6,9,5,4} {6,9,5,5} {6,9,5,7} {6,9,7,6} {6,9,7,9} {6,9,7,8} {6,9,7,3} {6,9,7,4} {6,9,7,5} {6,9,7,7}

B

{9,8,6,6} {9,8,6,9} {9,8,6,8} {9,8,6,3} {9,8,6,4} {9,8,6,5} {9,8,6,7} {9,8,9,6} {9,8,9,9} {9,8,9,8} {9,8,9,3} {9,8,9,4} {9,8,9,5} {9,8,9,7} {9,8,8,6} {9,8,8,9} {9,8,8,8} {9,8,8,3} {9,8,8,4} {9,8,8,5} {9,8,8,7} {9,8,3,6} {9,8,3,9} {9,8,3,8} {9,8,3,3} {9,8,3,4} {9,8,3,5} {9,8,3,7} {9,8,4,6} {9,8,4,9} {9,8,4,8} {9,8,4,3} {9,8,4,4} {9,8,4,5} {9,8,4,7} {9,8,5,6} {9,8,5,9} {9,8,5,8} {9,8,5,3} {9,8,5,4} {9,8,5,5} {9,8,5,7} {9,8,7,6} {9,8,7,9} {9,8,7,8} {9,8,7,3} {9,8,7,4} {9,8,7,5} {9,8,7,7}

C

{6,8,6,6} {6,8,6,9} {6,8,6,8} {6,8,6,3} {6,8,6,4} {6,8,6,5} {6,8,6,7} {6,8,9,6} {6,8,9,9} {6,8,9,8} {6,8,9,3} {6,8,9,4} {6,8,9,5} {6,8,9,7} {6,8,8,6} {6,8,8,9} {6,8,8,8} {6,8,8,3} {6,8,8,4} {6,8,8,5} {6,8,8,7} {6,8,3,6} {6,8,3,9} {6,8,3,8} {6,8,3,3} {6,8,3,4} {6,8,3,5} {6,8,3,7} {6,8,4,6} {6,8,4,9} {6,8,4,8} {6,8,4,3} {6,8,4,4} {6,8,4,5} {6,8,4,7} {6,8,5,6} {6,8,5,9} {6,8,5,8} {6,8,5,3} {6,8,5,4} {6,8,5,5} {6,8,5,7} {6,8,7,6} {6,8,7,9} {6,8,7,8} {6,8,7,3} {6,8,7,4} {6,8,7,5} {6,8,7,7}

NC>2234-6574

A

{7,5,7,7} {7,5,7,5} {7,5,7,2} {7,5,7,4} {7,5,7,3} {7,5,7,0} {7,5,7,1} {7,5,5,7} {7,5,5,5} {7,5,5,2} {7,5,5,4} {7,5,5,3} {7,5,5,0} {7,5,5,1} {7,5,2,7} {7,5,2,5} {7,5,2,2} {7,5,2,4} {7,5,2,3} {7,5,2,0} {7,5,2,1} {7,5,4,7} {7,5,4,5} {7,5,4,2} {7,5,4,4} {7,5,4,3} {7,5,4,0} {7,5,4,1} {7,5,3,7} {7,5,3,5} {7,5,3,2} {7,5,3,4} {7,5,3,3} {7,5,3,0} {7,5,3,1} {7,5,0,7} {7,5,0,5} {7,5,0,2} {7,5,0,4} {7,5,0,3} {7,5,0,0} {7,5,0,1} {7,5,1,7} {7,5,1,5} {7,5,1,2} {7,5,1,4} {7,5,1,3} {7,5,1,0} {7,5,1,1}

B

{5,7,7,7} {5,7,7,5} {5,7,7,2} {5,7,7,4} {5,7,7,3} {5,7,7,0} {5,7,7,1} {5,7,5,7} {5,7,5,5} {5,7,5,2} {5,7,5,4} {5,7,5,3} {5,7,5,0} {5,7,5,1} {5,7,2,7} {5,7,2,5} {5,7,2,2} {5,7,2,4} {5,7,2,3} {5,7,2,0} {5,7,2,1} {5,7,4,7} {5,7,4,5} {5,7,4,2} {5,7,4,4} {5,7,4,3} {5,7,4,0} {5,7,4,1} {5,7,3,7} {5,7,3,5} {5,7,3,2} {5,7,3,4} {5,7,3,3} {5,7,3,0} {5,7,3,1} {5,7,0,7} {5,7,0,5} {5,7,0,2} {5,7,0,4} {5,7,0,3} {5,7,0,0} {5,7,0,1} {5,7,1,7} {5,7,1,5} {5,7,1,2} {5,7,1,4} {5,7,1,3} {5,7,1,0} {5,7,1,1}

C

{5,2,7,7} {5,2,7,5} {5,2,7,2} {5,2,7,4} {5,2,7,3} {5,2,7,0} {5,2,7,1} {5,2,5,7} {5,2,5,5} {5,2,5,2} {5,2,5,4} {5,2,5,3} {5,2,5,0} {5,2,5,1} {5,2,2,7} {5,2,2,5} {5,2,2,2} {5,2,2,4} {5,2,2,3} {5,2,2,0} {5,2,2,1} {5,2,4,7} {5,2,4,5} {5,2,4,2} {5,2,4,4} {5,2,4,3} {5,2,4,0} {5,2,4,1} {5,2,3,7} {5,2,3,5} {5,2,3,2} {5,2,3,4} {5,2,3,3} {5,2,3,0} {5,2,3,1} {5,2,0,7} {5,2,0,5} {5,2,0,2} {5,2,0,4} {5,2,0,3} {5,2,0,0} {5,2,0,1} {5,2,1,7} {5,2,1,5} {5,2,1,2} {5,2,1,4} {5,2,1,3} {5,2,1,0} {5,2,1,1}

HAPPY NEW YEAR to the LP community.

TRI-STATE> str 3279, watch recur set 33

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