This is a perfect example of playing the walls overlapping and tight. By that I mean you would select numbers that are against the wall and connected, then move one space and continue that same pattern until you have covered an area thoroughly. For example, let's say you want to cover the top row (1 -10), you might cover 1 -7, then 2-8, then 3 - 9, and then 4 -10. That's just four picks. You could still make up to 16 other selections on the board. But let's say you wanted to concentrate your selections only on numbers 1 -10. Then you could, for example, choose 1 -6, 2 -7, 3 -8, 4 -9, and 5 -10. Now you have used 9 out of 20 potential selections. If you decide to choose further picks in that selected area, you could pick 1-8, 2-9, and 3-10 (for 3 / 8 picks). At this point, you would have 8 remaining selections, if you decided to use the maximum of 20 picks. Those are all solid patterns because there are no breaks in them. On top of the current 12 picks that are already chosen (Cards A -L), you could also break up some patterns like this: (Cards M - T) Card M - 1,2,4,5,7,8...Card N - 2,3,5,6,8,9...Card O - 3,4,6,7,9,10...Card P - 1,2,3, 5,7,8,9,10...Card Q - 2,3,4,6,7,9,10...and so on until you have chosen all of your cards, A - T. This will saturate 1/8th of the board with many winning variations. As you can see above, I was playing a wall pattern using 13 numbers and employing the overlapping and tight technique. Have fun playing Keno and Good Luck to you! ~Kim
