BBFS 6D Description
Complete Explanation of BBFS 6D
BBFS (short for "Big Bull Full Set") is a number combination method in which the user selects a number of free numbers (usually 3 to 10 numbers), which are then used to generate all possible number combinations in certain formats such as 2D, 3D, 4D, up to 6D. This technique provides greater flexibility and scope for generating number combinations than manual methods.
What is BBFS 6D?
BBFS 6D means that you choose 6 free numbers, for example: 123456. With these numbers, the system will automatically generate all possible combinations, including pairs of numbers for different types of formats (2D, 3D, 4D, etc.).
Example of BBFS 6D:
Suppose you choose the number BBFS: 123456
For 2D, the system will create combinations such as:
12, 13, 14, 15, 16, 23, 24, ... up to 56.
For 3D, the combination becomes:
123, 124, 125, ..., 654.
For 4D, the combination becomes:
1234, 1235, ..., 6543.
For 6D, there is only one combination: 123456.
Benefits of Using BBFS
Flexibility: Users do not need to manually select numbers for each combination. Just enter your favorite numbers, and the system will take care of the rest.
Wider Coverage: Since it covers many combinations, the chances of getting the desired results are greater compared to choosing small combinations.
Time Efficiency: With one BBFS entry, users immediately get all the combinations without having to create them manually.
Disadvantages of Using BBFS
Higher Cost: Since it includes more number combinations, the total cost or resources required are also greater compared to choosing a single combination.
Number Selecting Challenge: If too many numbers are selected, the resulting combinations become too large, so the resources required increase significantly.
How to Calculate BBFS Combination
The number of combinations generated from BBFS depends on the number of numbers you choose. For BBFS 6D, you can use a mathematical combination formula to calculate the number of possibilities:
2D Combination:
𝐶
(
𝑛
,
2
)
C(n,2)
3D Combination:
𝐶
(
𝑛
,
3
)
C(n,3)
4D Combination:
𝐶
(
𝑛
,
4
)
C(n,4)
And so on, where
𝑛
n is the number of BBFS numbers you selected (in this case,
𝑛
=
6
n=6).
Calculation Example:
If you choose BBFS 6D number: 123456
2D combination =
𝐶
(
6
,
2
)
=
15
C(6,2)=15
3D combination =
𝐶
(
6
,
3
)
=
20
C(6,3)=20
4D combination =
𝐶
(
6
,
4
)
=
15
C(6,4)=15
5D combination =
𝐶
(
6
,
5
)
=
6
C(6,5)=6
6D combination =
𝐶
(
6
,
6
)
=
1
C(6,6)=1
Total combination =
15
+
20
+
15
+
6
+
1
=
57
𝑘
𝑜
𝑚
𝑏
𝑖
𝑛
𝑎
𝑠
𝑖
15+20+15+6+1=57combinations.
BBFS (short for "Big Bull Full Set") is a number combination method in which the user selects a number of free numbers (usually 3 to 10 numbers), which are then used to generate all possible number combinations in certain formats such as 2D, 3D, 4D, up to 6D. This technique provides greater flexibility and scope for generating number combinations than manual methods.
What is BBFS 6D?
BBFS 6D means that you choose 6 free numbers, for example: 123456. With these numbers, the system will automatically generate all possible combinations, including pairs of numbers for different types of formats (2D, 3D, 4D, etc.).
Example of BBFS 6D:
Suppose you choose the number BBFS: 123456
For 2D, the system will create combinations such as:
12, 13, 14, 15, 16, 23, 24, ... up to 56.
For 3D, the combination becomes:
123, 124, 125, ..., 654.
For 4D, the combination becomes:
1234, 1235, ..., 6543.
For 6D, there is only one combination: 123456.
Benefits of Using BBFS
Flexibility: Users do not need to manually select numbers for each combination. Just enter your favorite numbers, and the system will take care of the rest.
Wider Coverage: Since it covers many combinations, the chances of getting the desired results are greater compared to choosing small combinations.
Time Efficiency: With one BBFS entry, users immediately get all the combinations without having to create them manually.
Disadvantages of Using BBFS
Higher Cost: Since it includes more number combinations, the total cost or resources required are also greater compared to choosing a single combination.
Number Selecting Challenge: If too many numbers are selected, the resulting combinations become too large, so the resources required increase significantly.
How to Calculate BBFS Combination
The number of combinations generated from BBFS depends on the number of numbers you choose. For BBFS 6D, you can use a mathematical combination formula to calculate the number of possibilities:
2D Combination:
𝐶
(
𝑛
,
2
)
C(n,2)
3D Combination:
𝐶
(
𝑛
,
3
)
C(n,3)
4D Combination:
𝐶
(
𝑛
,
4
)
C(n,4)
And so on, where
𝑛
n is the number of BBFS numbers you selected (in this case,
𝑛
=
6
n=6).
Calculation Example:
If you choose BBFS 6D number: 123456
2D combination =
𝐶
(
6
,
2
)
=
15
C(6,2)=15
3D combination =
𝐶
(
6
,
3
)
=
20
C(6,3)=20
4D combination =
𝐶
(
6
,
4
)
=
15
C(6,4)=15
5D combination =
𝐶
(
6
,
5
)
=
6
C(6,5)=6
6D combination =
𝐶
(
6
,
6
)
=
1
C(6,6)=1
Total combination =
15
+
20
+
15
+
6
+
1
=
57
𝑘
𝑜
𝑚
𝑏
𝑖
𝑛
𝑎
𝑠
𝑖
15+20+15+6+1=57combinations.
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