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SPECIALS
Anatomy of the regular (3 & 4) Digit systems
(Structure and form of (7) components)
(L-H – E-O – A-U – S-O-C – F-P – B-P – S-P)

3 DIGITS - (3 Columns)

L-H: The system consists of 8 units. There are 125 combinations per unit = total of 1,000 combinations.

L – (Low) Digits: 0 - 1 - 2 - 3 - 4
H – (High) Digits: 5 - 6 - 7 - 8 – 9

In each of the 3 columns the digits are identified by (L or H)

The 8 units:

LLLHHH
LLHHHL
LHLHLH
LHHHLL
 

Each unit consists of 5 digits in each column; combining the 3 columns = 125 combinations.

EXAMPLE:

1st2nd3rd
LHl
050
161
272
383
494
1st2nd3rd
HLH
505
616
727
838
949
 

Multiply the number of digits in the 1st column (5) by the number of digits in the 2nd column (5) = sub total 25. Multiply sub total 25 by the number of digits in the 3rd column (5) = total of 125 combinations. 5 x 5 = 25 x 5 = 125.

 

E-O: The system consists of 8 units; There are 125 combinations per unit = total of 125 combinations.

E – (Even): 0 – 2 – 4 – 6 – 8
O – (Odd): 1 – 3 – 5 – 7 – 9

In each column the digits are identified by (E or O)

The 8 units:

EEEOOO
EEOOOE
EOEOEO
EOOOEE
 

EXAMPLE:

1st2nd3rd
EOE
010
232
454
676
898
1st2nd3rd
OEO
101
323
545
757
989
 

Multiply the number of digits in the 1st column (5) by the number of digits in the 2nd column (5) = sub total 25. Multiply sub total 25 by the number of digits in the 3rd column (5) = total of 125 combinations. 5 x 5 = 25 x 5 = 125.

 

The following is the A-U (Add-Up) system, by adding up the digits in all 3 columns for a sum total.

EXAMPLE:

Comb. A-U
749=20
236=11
017=8
 

A-U (Add-Up) system consists of 28 units – (0 thru 27)

A-U – The system is structure in 3 sections, A – B – C.

A – Units – A-U - (0 thru 9)

B – Units – A-U - (10 thru 19)

C – Units – A-U - (20 thru 27)

Line 1 – Total Combinations (T-C)
Line 2 – Total Box Combinations (B-C)
Line 3 – Total Add-Up Units (A-U)
Line 4 – Combinations

A – Section (10 Units)

T-C:13610 15212836 4555
B-C:#122# 456#8 1011#
Comb.000001002003 004005006007 008009
 011012 022113033115 044117
  111112122114 133116144
 013014015 223224225
 023024 016233018
 123 025017027
 222 034026036
 124035045
 125126
 134135
 234
#: Denotes triples (3 of a kind)333
 

B – Section (10 Units)

T-C:63697375 75736963 5545
B-C:131414#15 1514#1413 11#10
B-C:10111213 14151617 1819
Comb.055119066166 077117088188 099199
 118155228229 266339277377 288388
 226227255337 338366448449 477559
 224335336355 446447466557 558577
 334344039445 455069556566 189667
 019029048049 059078079089 279289
 028038057058 068159169179 269279
 037047129067 149168178269 378469
 046056138139 158249259278 459478
 127128147148 167258268259 468568
 136137156157 239267349368 567 
 145146237238 248348358458 666 
 235236246247 257257367467  
 245345256 347456457  
 444346356555  
 

C – Section (8 Units)

T-C:36282115 10631
B-C:86#54 2#21#
A-U:20212223 24252627
Comb:229399499599 699799899999
 488588688 779789889 
 668669778 788888 
 677489589 689 
 389579679 
 479678 
 569777 
 578 
 

S -O -C: The system consists of 27 units divided into 3 sections indicating each unit in straight form. There are 9 units that start with S in the 1st column, 9 units with O in the 1st column and 9 units with C in the 1st column.

S: - (Straight) are digits – 1 – 4 – 7
O: - (Open) are digits – 2 – 3 – 5
C: - (Closed) are digits – 0 – 6 – 8 – 9

Of the 10 digits (0 thru 9), they are different but similar, the relevant identification is reflected in their shapes.
Digits 1 – 4 – 7 are formed with straight lines.
Digits 2 – 3 – 5 are formed with an open curve a half circle or a hook.
Digits 0 – 6 – 8 – 9 are formed with a closed circle.

Chart structure for 10 boxed and straight units.

  1. SOC
  2. SSS
  3. SSO
  4. SSC
  5. OOO
  6. OOC
  7. OOS
  8. CCC
  9. CCO
  10. CCS

Dividing the 27 units into 3 sections is beneficial in structuring charts.

Example:

  1. SSS OOO CCC
  2. SSO OOS CCS
  3. SSC OOC CCO
  4. SOO OSS CSS
  5. SOS OSO CSO
  6. SOC OSC CSC
  7. SCS OCS COS
  8. SCO OCO COO
  9. SCC OCC COC
C -O -C
120
436
120
758
 9
 

F-P – B-P – S-P: The system pairs a digit in 1 column with a digit in another column. There are 100 pairs to each of the 3 systems.

The F-P - B-P where accepted as a wagering factor is very effective with the single digit system. The F-P - B-P is a method of minimizing the amount of money applied in a saver support system.

F-P - (Front-Pair) Digits in 1st and 2nd columns represent F-P.
B-P - (Back-Pair) Digits in 2nd and 3rd columns represent B-P.
S-P - (Split-Pair) Digits in 1st and 3rd columns represent S-P.

F-P (100) Working with the digit 7 in the 1st column, connecting with each digit in the 2nd column or with just 1 of the digits is identified as F-P. Working with the digit 7 in the 2nd column, connecting with each digit in the 1st column or just 1 of the digits is identified as F-P.

EXAAMPLE: (Columns)

1 -2 -3
7
7
7
7
7
7
7
7
7
7
0
1
2
3
4
5
6
7
8
9
X
X
X
X
X
X
X
X
X
X
1 -2 -3
0
1
2
3
4
5
6
7
8
9
7
7
7
7
7
7
7
7
7
7
X
X
X
X
X
X
X
X
X
X
 

Not every state lottery accepts wagering on F-P - B-P. The knowledge and charting of F-P - B-P - S-P still an asset in selecting combinations.

The essence of any gamble is to seek advantage; the ability to anatomize a system is a definable advantage.

The following is structure of B-P and S-P.

B-P (100) Working with the digit 5 in the 2nd column, connecting with each digit in the 3rd column or with just 1 of the digits is identified as B-P. Working with the digit 5 in the 3rd column, connecting with each digit in the 2nd column or with just 1 of the digits is identified as B-P.

EXAAMPLE: (Columns)

1 -2 -3
X
X
X
X
X
X
X
X
X
X
5
5
5
5
5
5
5
5
5
5
0
1
2
3
4
5
6
7
8
9
1 -2 -3
X
X
X
X
X
X
X
X
X
X
0
1
2
3
4
5
6
7
8
9
5
5
5
5
5
5
5
5
5
5
 

S-P (100) Working with the digit 8 in the 1st column, connecting with each digit in the 3rd column or with just 1 of the digits is identified as S-P. Working with the digit 8 in the 3rd column, connecting with each digit in the 1st column or with just 1 of the digits is identified as S-P.

EXAAMPLE: (Columns)

1 -2 -3
8
8
8
8
8
8
8
8
8
8
X
X
X
X
X
X
X
X
X
X
0
1
2
3
4
5
6
7
8
9
1 -2 -3
0
1
2
3
4
5
6
7
8
9
X
X
X
X
X
X
X
X
X
X
8
8
8
8
8
8
8
8
8
8
 

Real information is paramount in exercising advantage in selections of digits to play and wagering.

4 DIGITS – (4 Columns)
(L-H – E-O – A-U – S-O-C – F-P – M-P – B-P – S-P)

L-H: The system consists of 16 units. There are 625 combinations per unit = total of 10,000 combinations.

L – (Low) Digits: 0 – 1 – 2 – 3 – 4
H – (High) Digits: 5 – 6 – 7 – 8 – 9

In each of the 4 columns, the digits are identified by (L or H)

The 16 units:

LLLL
LLLH
LLHL
LLHH
LHHH
LHHL
LHLH
LHLL
HHHH
HHHL
HHLH
HHLL
HLLL
HLLH
HLHL
HLHH
 

Each unit consists of 5 digits in each column; combining the 4 columns = 625 combinations

EXAMPLE:

1st2nd3rd4th
LHLH
0
1
2
3
4
5
6
7
8
9
0
1
2
3
4
5
6
7
8
9
1st2nd3rd4th
HLHL
5
6
7
8
9
0
1
2
3
4
5
6
7
8
9
0
1
2
3
4
 

Multiply the number of digits in the 1st column (5) by the number of digits in the 2nd column (5) = sub total 25. Multiply the sub total (25) by the number of digits in the 3rd column (5) = another sub total 125. Multiply the sub total (125) by the number of digits in the 4th column (5) = a total of 625 combinations.

5 x 5 = 25 x 5 = 125 x 5 = 625.

 

E-O: The system consists of 16 units. There are 625 combinations per unit = total of 10,000 combinations.

E- (Even) Digits: 0 – 2 – 4 – 6 – 8
O- (Odd) Digits: 1 – 3 – 5 – 7 – 9

In each of the 4 columns, the digits are identified by (E or O)

The 16 units:

EEEE
EEEO
EEOE
EEOO
EOOO
EOOE
EOEO
EOEE
OOOO
OOOE
OOEO
OOEE
OEEE
OEEO
OEOE
OEOO
 

Each unit consists of 5 digits in each column; combining the 4 columns = 625 combinations.

EXAMPLE:

1st2nd3rd4th
EOEO
0
2
4
6
8
1
3
5
7
9
0
2
4
6
8
1
3
5
7
9
1st2nd3rd4th
OEOE
1
3
5
7
9
0
2
4
6
8
1
3
5
7
9
0
2
4
6
8
 

Multiply the number of digits in the 1st column (5) by the number of digits in the 2nd column (5) = sub total 25. Multiply the sub total (25) by the number of digits in the 3rd column (5) = another sub total 125. Multiply the sub total (125) by the number of digits in the 4th column (5) = a total of 625 combinations.
5 x 5 = 25 x 5 = 125 x 5 = 625.

The following is the A-U (Add-Up) system, by adding up the digits in all 4 columns for a sum total.

EXAMPLE:

Comb.Comb.
3927
8651
0740
=
=
=
21
20
11
 

A-U (Add-Up) system consists of 37 units – (0 thru 36)

A-U – The system is structured in 4 sections A – B – C – D.

A – Units – A-U – (0 thru 9)

B – Units – A-U – (10 thru 19)

C – Units – A-U – (20 thru 29)

D – Units – A-U – (30 thru 36)

Line 1 – Total Combinations (T-C)
Line 2 – Total Boxed Combinations (B-C)
Line 3 – Add-Up Units (A-U)
Line 4 – Combinations

A – Section (10 units) (0 thru 9)

T-C:141020 355684120 165
B-C:#123 4#6911 14#
A-U:0123 4567 8
Comb:0000000100020003 0004000500060007 0008
 00111110 0022111222201114 1115
 0012 0013001411132221 0044
  0112002300330016 1133
  1111011311220025 0017
  012200150034 0026
 002401150035
 001401330116
 012302230224
 11230233
 11241124
 1223
  0125
 0134
#: Denotes quads (4 of a kind)2222

A – Section (10 units) Cont.

T-C:
B-C:
A-U:
A-U:
Comb:
220
18
9

0009
1116
2223
3330
0018
0027
0036
0045
0117
0144
0225
1125
1134
1224
1233
0126
0135
0234
 

B – Section (10 units) (10 thru 19)

T-C:282 348   415  
B-C:22Cont.25 Cont.Cont.29# Cont.Cont.
A-U:101011 111112 1212
Comb:111702261118 034402361119 03360147
 222402442225 112702452226 11280156
 333103343332 113612354440 11370237
 005511260029 1145 0066 11460246
 114411350038 1226 1155 12270345
 223312250047 1244 2244 13351236
 001901270056 1334 0039 113441245
 002801360119 2234 0048 22353333
 003701450155 0128 0057 2334 
 004602350227 0137 0228 0129 
 011812340335 0146 0255 0138 

B - Section (10 units) Cont.

T-C:480540  592 633 
B-C:3226Cont. 38Cont.40#Cont.
A-U:131414 15151616
Comb:222722281247 2229123933371249
 333433351256 3336124855511258
 444144421346 4443125700881267
 004900772345 5550134711771348
 00581166 0069 135622661357
 00672255 0078 234633551456
 01663344 0177  00792347
 02290059 0339  02772356
 00370068 0366  04484444
 03550266  0447 0466 
 04450338  1149 0556 
 11290446  1158 1159 
 11380455  1167 1168 
 11471139  1266 1339 
 11561148  1338 1366 
 12281157  1446 1447 
 13361337  2238 2248 
 22361355  2247 2257 
 22451445  2256 2338 
 23352237  2337 2446 
 23442246  2355 2455 
 01392336  2445 3346 
 01480149  3345 3445 
 01570158  0159 0169 
 02380167  0168 0178 
 02470239  0249 0259 
 02560248  0258 0268 
 03460257  0267 0349 
 12370347  0348 0358 
 12460356  0357 0367 
 13451238  0456 0457 

B - Section (10 units) Cont.

T-C:660 670  660 
B-C:41Cont.43 Cont.41Cont.
A-U:171718 181919
Comb:333813493339 135944471468
 444513584446 136855541567
 555213675553 145866612359
 008914576660 146701992368
 018823480099 234903882458
 037723571188 235805592467
 044924562277 236705773457
 0557 3366 245705770667
 0566 4455 34561189 
 1169 0288  1288 
 1178 0477  1477 
 1277 0558  1558 
 1448 1179  2269 
 1466 1377  2278 
 1556 1449  2377 
 2249 1557  2449 
 2258 1566  2557 
 2267 2259  2566 
 2339 2268  3349 
 2366 2448  3358 
 2447 2466  3367 
 3347 2556  3448 
 3356 3348  3466 
 3446 3357  3556 
 3455 3447  4456 
 0179 0189  0289 
 0269 0279  0379 
 0278 0369  0469 
 0359 0378  0478 
 0368 0459  0568 
 0458 0468  1279 
 0467 0567  1369 
 1259 1269  1378 
 1268 1278  1459 

C – Section (10 units) (20 thru 29)

T-C:633 592  540 480415
B-C:40#Cont.38 Cont.36Cont. 3229#
A-U:202021 212222 2324
Comb:444823784449 256855573568 55585559
 666224595556 345966644567 66657773
 119924686663 34687771  77728880
 228825677770 35672299  05993399
 337734580399  3388  07794488
 446634670588  4477 07885577
 029955550669  5566 14990699
 0488 1299  0499 16881599
 0668 1488  0688 17781779
 0677 1668  0778 23991788
 1388 1677  1399 25882499
 1559 2289  1588 26692688
 1577 2388  1669 33892778
 1667 2559  2488 34883588
 2279 2577  2668 36683669
 2477 2667  2677 36774479
 2558 3369  3379 44694668
 3359 3378  3559 44784677
 3368 3477  3577 45595586
 3449 3558  3667 45775667
 3557 4458  4459 46670789
 3566 4467  4468 55671689
 4457 4557  4558 06892589
 4556 4566  0589 15892679
 0389 0489  0679 16793489
 0479 0579  1489 24893579
 0569 0678  1579 25793678
 0578 1389  1678 26784569
 1289 1479  2389 34794578
 1379 1569  2479 35696666
 1469 1578  2569 3578 
 1478 2379  2578 4568 
 1568 2469  3469 
 2369 2478  3478 

C – Section (10 units) Cont.

T-C:348282220 165120
B-C:252228 14#11
A-U:252628 2829
Comb:666766686669 88847778
 777477757776 99918885
 888188828883 55999992
 079944999990 66883899
 088955881899 28994799
 169966772799 37994889
 259908992889 38895699
 277917993699 46996689
 278818894599 57796779
 349926994779 57886788
 368835994788 66795789
 377837795589 6778 
 448937885688 4789 
 458846885778 5689 
 466947786678 7777 
 556955793789 
 557856695669 
 566827895679 
 56773689 
 17894589 
 26894679 
 35895678 
 3679 
 4579 
 4678 

The following is the last section the (D – Section)

D – Section (7 units) (30 thru 36)

T-C:845635 201041
B-C:964# 321#
A-U:303132 33343536
Comb:777988879995 8889999799989999
 888699947799 99968899 
 999358996899 7899 
 669967997889 
 778877898888 
 48996889 
 5799 
 5889 
 6789 
 

S-O-C: The system consists of 81 units, divided into 3 groups and 3 sections per group, indicating each unit in straight form. There are 27 units per group, 9 units per section.

1st group starts with S in the 1st column
2nd group starts with O in the 1st column
3rd group starts with C in the 1st column

S: - (Straight) are digits – 1 – 4 – 7
O: - (Open) are digits – 2 – 3 – 5
C: - (Closed) are digits – 0 – 6 – 8 – 9

Of the 10 digits (0 thru 9), they are different but similar, the relevant identification is reflected in their shapes.

Digits 1 – 4 – 7 are formed with straight lines.
Digits 2 – 3 – 5 are formed with an open curve, a half circle or a hook.
Digits 0 – 6 – 8 – 9 are formed with a closed circle.

The S-O-C system is essential in charting symbolic reflections, like the other systems in the Specials; they are repetitive systems that are a plus factor in selective choices.
Chart structure for 15 boxed and straight units.

  1. SSSS
  2. OOOO
  3. CCCC
  4. SSSO
  5. SSSC
  6. SSOO
  7. SSOC
  8. SSCC
  9. SOOO
  10. SOOC
  11. SOCC
  12. SCCC
  13. OOOC
  14. OOCC
  15. OCCC

Dividing the 81 units into 3 groups and 3 sections per group is beneficial for charting purposes

EXAMPLE:

1 .
2 .
3 .
4 .
5 .
6 .
7 .
8 .
9 .
SSSS
SSSO
SSSC
SSOS
SSOO
SSOC
SSCS
SSCO
SSCC
SOSS
SOSO
SOSC
SOOS
SOOO
SOOC
SOCS
SOCO
SOCC
SCSS
SCSO
SCSC
SCOS
SCOO
SCOC
SCCS
SCCO
SCCC
*** OSSS
OSSO
OSSC
OSOS
OSOO
OSOC
OSCS
OSCO
OSCC
OOSS
OOSO
OOSC
OOOS
OOOO
OOOC
OOCS
OOCO
OOCC
OCSS
OCSO
OCSC
OCOS
OCOO
OCOC
OCCS
OCCO
OCCC
 

 

1 .
2 .
3 .
4 .
5 .
6 .
7 .
8 .
9 .
CSSS
CSSO
CSSC
CSOS
CSOO
CSOC
CSCS
CSCO
CSCC
COSS
COSO
COSC
COOS
COOO
COOC
COCS
COCO
COCC
CCSS
CCSO
CCSC
CCOS
CCOO
CCOC
CCCS
CCCO
CCCC
C
0
6
8
9
O
2
3
5
S
1
4
7
O
2
3
5
 

F-P – M-P – B-P – S-P: The system pairs a digit in 1 column with a digit in another column. There are 100 pairs to each of the 4 systems. Wagering on pairs in the 4 digits system may not be accepted in most states. The information is useful for charting systems.

F-P – (Front-Pair) Digits in 1st and 2nd columns represent F-P.
M-P – (Middle-Pair) Digits in 2nd and 3rd columns represent M-P.
B-P – (Back Pair) Digits in 3rd and 4th columns represent B-P
S-P – (Split Pair) Digits in 1st and 4th columns represent S-P

The following example of the system will apply the digit 7 in each demonstration of pairs.

EXAMPLE:

F-P
1st2nd3rd4th
7
7
7
7
7
7
7
7
7
7
0
1
2
3
4
5
6
7
8
9
X
X
X
X
X
X
X
X
X
X
X
X
X
X
X
X
X
X
X
X
M-P
1st2nd3rd4th
X
X
X
X
X
X
X
X
X
X
7
7
7
7
7
7
7
7
7
7
0
1
2
3
4
5
6
7
8
9
X
X
X
X
X
X
X
X
X
X
B-P
1st2nd3rd4th
X
X
X
X
X
X
X
X
X
X
X
X
X
X
X
X
X
X
X
X
7
7
7
7
7
7
7
7
7
7
0
1
2
3
4
5
6
7
8
9
S-P
1st2nd3rd4th
7
7
7
7
7
7
7
7
7
7
X
X
X
X
X
X
X
X
X
X
X
X
X
X
X
X
X
X
X
X
0
1
2
3
4
5
6
7
8
9