How to apply Due-Sheet
How to apply: Due-Sheets (D-S) POSITION SYSTEM
The advantage is to understand what you are doing. With (D-S), the Boxer is a system of mathematical advantages. The system, designed mathematically to extend advantages of other systems, to your advantage.
(3 Digit): The Boxer (A combination drawn in any order)
The Boxer is a Post-Position (P-P) system, consisting of (8) Columns (C) and (5) Rows (R) equaling (40) selections. (8X5= 40)
(8) Columns: Each (C) has (5) Boxed Combinations (B-C) from same Add-Up (A-U) system. Example:
A-U: Adding total of (3) digits drawn
Example: Every (B-C) in
C-1 adds up to 10
C-2 adds up to 11
C-7 adds up to 16
C-8 adds up to 17
Selecting (C-2) & (R-3) = (1) (B-C).
The sheet has (3) sections to (C & R) system of (8-C & 5-R)
1. 6 Way: A section - All (3) digits are different (40 B-C)
2. 3 Way: A section - (2) digits are the same (DO) (38 B-C)
3. 6 Way: B section - Second part of (6 Way) system (34) (B-C)
Selecting (C-2) with (R-3), the system reveals (1) (B-C) from each section for a total of (3) (B-C) or (15) straight combinations.
The (3)-digit system has (112) boxed combinations.
Arranged in a rotating system, each month, some positions will have a different combination then previous month.
When a (C & R) match is drawn, the (B-C) reflecting the (C & R) drops to bottom of identifiable (A-U) list and combinations listed below the drawn (C & R) selection, move up (1) position.
B Section: Some columns do not have (5) (P-P)
(6 Way) - (34) (B-C)
(C-1 & 8) - (3) (P-P)
(C-2 & 7) - (4) (P-P)
(C -3-4-5-6) - (5) (P-P)
(3 Way): (C-3 & 6) has (4) (P-P) - (C-1-2-4-5-6-7) has (5) (P-P)
Selecting (C-1) only, including all sections, reveals (13) (B-C), Example:
(A)-6 Way: (C-1) = (5) (B-C)
(A)-3 Way: (C-1) = (5) (B-C)
(B)-6 Way: (C-1) = (3) (B-C)
Selecting (R-2) only, including all sections, reveals (24) (B-C), Example:
(A)-6 Way: (R-2) = (8) (B-C)
(A)-3 Way: (R-2) = (8) (B-C)
(B)-6 Way: (R-2) = (8) (B-C)
Selecting (C-1 & R-2), including all sections, reveals (3) (B-C), Example:
(A)-6 Way: (C-1 + R-2) = (1) (B-C)
(A)-3 Way: (C-1 + R-2) = (1) (B-C)
(B)-6 Way: (C-1 + R-2) = (1) (B-C)
There is a special advantage for research purposes in selection decisions
HISTORY: Record of each system, times drawn
A-R-T (Analytical-Research-Tools): Recorded times each (C & R) (P-P) was drawn, interactions of systems (Know past performances of each component part of system)
CHARTS: Advantages in selection process
SLOT-LOT: A toolbox for developing potential selection with adjustable table to reduce number of combinations and reflect final play
The Tool Box is for selection of (C & R - A-U - O-E - S-O-C) revealing combinations of selection and methods to reduce number of combinations.
The Boxer, (C & R) systems is not complicated if interested, the focus of understanding relates to positions, reflected in (2) columns, (C & R), the first column represents (C), the second column represents (R).
Access to History and research tools is an advantage. To be successful, requires attention to Time-Effort-Learning. The components of system are identified, learn them and use them to advantage. Experiment with you mind in mathematical structure and design systems of function to serve expected results.
Remember: This is a (P-P) system, designed to stimulate awareness of History, Patterns and repetition of performance. Using (1 or 2) (P-P) of (C & R) to confirm selection is a mathematical advantage.
(4-Digit): The Instruction for (4-digit) “The Boxer” is the same as the (3-digit) “The Boxer”
(1) Sheet – (6) Sections
The C Section:
(4-A-U) – (15-17-19-21)
(C & R): (81) Selections:
(C) – (9) (P-P)
(R) – (9) (P-P)
Selecting (C-2) & (R-3) = (1) (B-C) selected from each section
The sheets has (6) sections to (C & R) system of (9-C & 9-R)
Not all sections have the same number of (P-P), each section of the (4-digit) sheet functions within (9-C & 9-R)
The due factor is one of many advantages; there are others, the more you learn, the more advantages you will discover.
The key to generating revenue is to focus on
(8-C) and (5-R) of the (3-digit) system
(9-C) and (9-R) of the (4-digit) system
Learn how to match (C & R) or each, separately.
You are dealing with (13) digits for the (3-digit) system and (18) digits for the (4-digit) system, master the knowledge and you can be a winner.
The above (3 & 4) digit systems of (C & R) affords anyone with serious intentions an opportunity to develop knowledge and skills for generating revenue.
The question comes up often, “what steps would I take to win?” It is not about me, it is about you, “what do you see?” Have confidence in yourself.