binary pick4

Reply #4

dr san — Sat, 29 Jun 2013 01:29:20 GMT

Money hello, let's see if you understand? I will give the sum 14, wonder what the 6 digit

14 equivalents of the sum? Must look at the table = 1,2,4,6,16 wonder then what are the six digits of the sum 14?

good torque, is that it has two sums equal and not repeated position

Reply #3

dr san — Sat, 29 Jun 2013 01:19:36 GMT

Hello, money, care of the translation of google, it exchanges synonyms, change the word order reversing, the idea is to convert to binary, but so = 1,2,4,8,16

The last 5 post position is better need someone who understands excel or vba

To see the advantage to analyze the increasing order gives us the advantage

4th digit is missing is the largest digit of pick4 example = 126, the 4th digit can only be

7,8,9, avantagem torque, which is in the position of pick4, who could see in excel

Reply #2

onlymoney — Fri, 28 Jun 2013 22:59:13 GMT

Just curious Dr. San, I know there is a communication issue, but are you using the word Torque in a different interpretation than the American culture uses that word, or is it interpreted slightly differently in the Spanish language?

I ask this because this was the first time I read or heard the word Torque used when speaking about the lottery.

Thanks. Great Ideas you have BTW

Reply #1

dr san — Fri, 28 Jun 2013 18:58:20 GMT

Can I increase the torque

1 2 4 8 16

(0.1) (2.3) (4.5) (6.7) (8.9)

Are you looking to add the binary

example =

Growing = 1564 = 154 = 1 +4 = 5 sum

another example

Growing = 0583 = 035 = 1 +2 +4 = 7

The fourth digit can only be greater (when choosing) that the last 3 ok

binary pick4

dr san — Fri, 28 Jun 2013 18:45:43 GMT

Hello, conventendo sum ??to binary to find 3 digits to use in pick4 = 1,2,4,8 in pick4 in ascending order

table =

1 2 4 8 = binary

(0.1) (2,3,4) (5,6,7) 8.9= digits

Example pick4 = 1598 = 1589 increasing order three digits growing = 158 =

In table torque = 8 +4 +1 = sum converting the binary gave = 13

Now if you have the binary value sum is = 11 = 1 +2 +8 = 0,1,2,3,4,8,9 = are

The three digits are formed by 7 digits = 0,1,2,3,4,8,9

then the highest sum is 14, is in additi... [ More ]