Digit Master Pro – Big Game (BG) – Filters – Part 2
C/D = Consecutive Digits (2nd Digits)
O/E = Odd/Even (Digits)
E/O = Even/Odd (Digits)
B/N = Base to Non-Base (Digits)
N/B = Non-Base to Base (Digits)
D/M = Digit Mirrors
O/D = Odd Digits
E/D = Even Digits
S/D = Second Digits
OID = Outside Independent Digits
IED = Independent Even Digits
IOD = Independent Odd Digits
FDE = First Decade = Even
LDE = Last Decade = Even
RMD = Right Digit Decade Match
C/D = Consecutive Digits (2nd Digits)
Calculates how many consecutive are in the 5 winning numbers drawn
Example: 03-05-13-15-18
Extract the 2nd digits from each of the winning numbers
3 – 5 – 3 – 5 - 8
Combine digits into sets (pairs): 35 – 53 – 35 -58
Consecutive Pairs = 01 – 12 – 23 – 34 – 45 – 56 – 67 – 78 – 89
Count the total number of Consecutive Pairs from the 4 Pairs 35 – 53 – 35 – 58
C/D = 0 There are no Consecutives (Pairs)
O/E = Odd/Even (Digits)
Calculates how many numbers have a 1st digit = Odd and 2nd digit = Even
Example: 03-05-13-15-18
03 = Even/Odd (EO)
05 = Even/Odd (EO)
13 = Odd/Odd (OO)
15 = Odd/Odd (OO)
18 = Odd/Even (OE)
Count the “OE” from all 5 numbers drawn
18 = Odd/Even (OE)
O/E = 1
E/O = Even/Odd (Digits)
Calculates how many numbers have a 1st digit = Even and 2nd digit = Odd
Example: 03-05-13-15-18
03 = Even/Odd (EO)
05 = Even/Odd (EO)
13 = Odd/Odd (OO)
15 = Odd/Odd (OO)
18 = Odd/Even (OE)
Count the “EO” from all 5 numbers drawn
03 = Even/Odd (EO)
05 = Even/Odd (EO)
E/O = 2
B/N = Base to Non-Base (Digits)
Calculate the total number of Base digit to Non-Base digit from 2nd digits
Example: 03-05-13-15-18
Extract all the 2nd digits from the set
3-5-3-5-8
Base Digits = 1-2-3
Non-Base Digits = 4-5-6-7-8-9-0
Calculate 2nd digits
35 3 = Base Digit / 5 = Non-Base Digit (BN)
53 5 = Non-Base Digit / 3 = Base Digit (NB)
35 3 = Base Digit / 5 = Non-Base Digit (BN)
58 5 = Non-Base Digit / 8 = Non-Base Digit (NN)
In the above example there are 2 Base to Non-Base sets.
35
35
B/N = 2
N/B = Non-Base to Base (Digits)
Calculate the total number of Non-Base digit to Base digit from 2nd digits
Example: 03-05-13-15-18
Extract all the 2nd digits from the set
3-5-3-5-8
Base Digits = 1-2-3
Non-Base Digits = 4-5-6-7-8-9-0
Calculate 2nd digits
35 3 = Base Digit / 5 = Non-Base Digit (BN)
53 5 = Non-Base Digit / 3 = Base Digit (NB)
35 3 = Base Digit / 5 = Non-Base Digit (BN)
58 5 = Non-Base Digit / 8 = Non-Base Digit (NN)
In the above example there are 2 Base to Non-Base sets.
53
N/B = 1
D/M = Digit Mirrors
Calculate the total number of Mirror Pairs from the winning set. 16, 27, 38, 49, 50
Example: 03-05-13-15-18
Create pairs from the 1st and 2nd digits from the winning set
If a zero (0) is a 1st position we do not create a pair
Pairs sets are in “boxed” form
Pair Sets
1st digits = 0,0,1,1,1
2nd digits = 3,5,3,5,8
35, 13, 33, 13, 35, 13, 38
15, 35, 15, 55, 15, 58
13, 11, 15, 11, 18,
13, 35, 13, 38
15, 11, 18
15, 58
18
Calculate how many Pairs are Mirrors 16, 27, 38, 49, 50
If duplicate Mirror Pairs we only calculate as 1. Notice the 38 appears 2 times.
In the above example the 38 is the only Mirror Pair.
D/M = 1
O/D = Odd Digits
Calculates how many Odd Digits are in the winning set 1st and 2nd digits
Example: 03-05-13-15-18
Remove the zero from any numbers from 01 through 09
The set would be as follows:
3 – 5 – 1 – 3 – 1 - 5- 1 – 8
Odd digits = 1 – 3 – 5 – 7 – 9
We count Odd digits once
3 – 5 – 1
OD = 3
E/D = Even Digits
Calculates how many Even Digits are in the winning set 1st and 2nd digits
Example: 03-05-13-15-18
Remove the zero from any numbers from 01 through 09
The set would be as follows:
3 – 5 – 1 – 3 – 1 - 5- 1 – 8
Even digits = 0 – 2 – 4 – 6 - 8
We count Even digits once
8
ED = 1
S/D = Second Digits
Count the total number of digits 0,1,2,3,4,5,6,7,8,9 from the 2nd digits.
Example: 03-05-13-15-18
Extract all the 2nd digits from the set
3-5-3-5-8
Count how many digits. Count only once
3
5
8
S/D = 3
OID = Outside Independent Digits
To calculate the “OID” we need to find how many numbers appear in Decades 00’s, 10’s, 20’s, 30’s, 40’s, 50’s, 60’s, 70’s
Example: 03-05-13-15-18
00’s = 03, 05
10’s = 13, 15, 18
20’s =
30’s =
40’s =
50’s =
60’s =
70’s =
In the above example there are 2 Decades that contain the winning numbers. 00’s & 10’s
OID = 2
IED = Independent Even Digits
To calculate the IED we need to extract the 1st position digits from the winning number set.
Example: 03-05-13-15-18
1st position digits
0 – 0 – 1 – 1 – 1
Next we calculate the total number of “even” digits 0,2,4,6,8
In the above example 0 – 0 – 1 – 1 – 1 we have the 0 (zero) as the even digit.
Note: we only count any even digit once
IED = 1
IOD = Independent Odd Digits
To calculate the IOD we need to extract the 1st position digits from the winning number set.
Example: 03-05-13-15-18
1st position digits
0 – 0 – 1 – 1 – 1
Next we calculate the total number of “odd” digits 1,3,5,7,9
In the above example 0 – 0 – 1 – 1 – 1 we have the 1 (zero) as the odd digit.
Note: we only count any even digit once
IOD = 1
FDE = First Decade = Even
To calculate the FDE we need to extract the 1st position digit from the 1ST Position winning number set.
Example: 03-05-13-15-18
1st Number / 1st position digit
0
Next we calculate if the 1st Position / 1st Digit is an “even” digit 0,2,4,6,8
In the above example we have 1 Even digit 0 (zero) in the 1st position of the 1st number
FDE = 1 (1 = Even) If the 1st Position was a 1 (0dd) FDE = 0
LDE = Last Decade = Even
To calculate the LDE we need to extract the 1st position digit from the 5th Position winning number set.
Example: 03-05-13-15-18
1st Number / 5th position digit
1
Next we calculate if the 5th Position / 1st Digit is an “even” digit 0,2,4,6,8
In the above example we have 1 Odd digit 1 (one) in the 1st position of the 5th number
FDE = 0 (1 = Odd) If the 1st Position was a 0 (Even) LDE = 1
RMD = Right Digit Decade Match
To calculate the IED we need to extract the 1st position digits from the winning number set.
Example: 03-05-13-15-18
1st position digits
0 – 0 – 1 – 1 – 1
Next, we need to remove duplicate digits.
This leaves us with:
0
1
Next, we need to extract the 2nd position digits from the winning number set.
Example: 03-05-13-15-18
3 – 5 – 3 – 5 – 8
Next, we need to calculate how many digits 0 & 1 match the 3 - 5 – 3 – 8
0 = 3
0 = 5
0 = 3
0 = 8
1 = 3
1 = 5
1 = 3
1= 5
1 = 8
From the calculations above we have NO matching digits
RMD = 0