Winning Pairs
Based on Co-occurrence Matrix
How it Works
Some numbers seem to have chemistry. They appear together more often than random chance would suggest. The Winning Pairs strategy builds a heat map of number pairs that appear in the same draw, helping you select numbers that historically keep good company.
The Social Score Algorithm
Sum the co-occurrence counts of number n's five strongest partner relationships.
The Co-occurrence Matrix analysis builds a matrix and extracts "social scores."
Building the Matrix:
1. Create an N×N matrix (50×50 for main numbers) 2. For each historical draw, increment counters for every pair: - Draw [5, 12, 33, 40, 48] creates pairs: {5,12}, {5,33}, {5,40}, ... 3. Result: Matrix[A][B] = how many times A and B appeared together
The Social Score:
For each number, sum its top 5 strongest partnerships.
Example:
- Number 23 frequently appeared with [5, 12, 17, 29, 44] - Co-occurrence counts: [15, 14, 13, 12, 11] - Social Score = 15 + 14 + 13 + 12 + 11 = 65
Interpretation:
Numbers with high social scores are "core cluster candidates"—they form the backbone of frequently winning combinations.
Advantages
- Reveals non-obvious relationships
- Can identify 'lucky pairs' in data
- Unique analytical perspective
- Useful for picking complementary numbers
Considerations
- Co-occurrence may be purely coincidental
- Requires large historical dataset
- Doesn't indicate causation
- Complex to compute and understand
Visualization: Network Graph
Interactive chart visualization coming soon
Use this Strategy in The Lab
Configure weights and generate predictions with Winning Pairs