Master Confluence Hot Sheet
3-Digit Confluence TerminalContinuous 5-factor convergence engine. Scans all candidate families for multi-model alignment across Empirical Followers, Digital Root Markov, Date Harmony, Cooldown Gating, and LLN Deficits.
5-FACTOR RIDGE REGRESSION CALIBRATION
CANDIDATE CONFLUENCE LEADERBOARD
| Family / Number | Convergence | Confluence Score | Multiplier | Active Factor Matrix | Root | Skips (Draws Out) | Cooldown Gate | Action |
|---|---|---|---|---|---|---|---|---|
|
246
distinct
|
★★★★★★
6/5 Votes
|
282.09
Base: 102.58
|
2.75x |
F1
F2
F3
F4
F5
|
3 | 220 skips | 🛡️ Clear (Skips ≥ 15) | |
|
116
double
|
★★★★★★
6/5 Votes
|
279.24
Base: 101.54
|
2.75x |
F1
F2
F3
F4
F5
|
8 |
427 skips
z = +0.65
|
🛡️ Clear (Skips ≥ 15) | |
|
039
distinct
|
★★★★★★
6/5 Votes
|
268.24
Base: 97.54
|
2.75x |
F1
F2
F3
F4
F5
|
3 | 94 skips | 🛡️ Clear (Skips ≥ 15) | |
|
368
distinct
|
★★★★★★
6/5 Votes
|
264.22
Base: 96.08
|
2.75x |
F1
F2
F3
F4
F5
|
8 | 102 skips | 🛡️ Clear (Skips ≥ 15) | |
|
469
distinct
|
★★★★★
5/5 Votes
|
260.4
Base: 108.5
|
2.4x |
F1
F2
F3
F4
F5
|
1 | 96 skips | 🛡️ Clear (Skips ≥ 15) | |
|
256
distinct
|
★★★★★★
6/5 Votes
|
260.21
Base: 94.62
|
2.75x |
F1
F2
F3
F4
F5
|
4 | 144 skips | 🛡️ Clear (Skips ≥ 15) | |
|
233
double
|
★★★★★★
6/5 Votes
|
259.81
Base: 94.48
|
2.75x |
F1
F2
F3
F4
F5
|
8 |
501 skips
z = +1.96
|
🛡️ Clear (Skips ≥ 15) | |
|
346
distinct
|
★★★★★★
6/5 Votes
|
253.22
Base: 92.08
|
2.75x |
F1
F2
F3
F4
F5
|
4 | 270 skips | 🛡️ Clear (Skips ≥ 15) | |
|
679
distinct
|
★★★★★★
6/5 Votes
|
253.22
Base: 92.08
|
2.75x |
F1
F2
F3
F4
F5
|
4 | 280 skips | 🛡️ Clear (Skips ≥ 15) | |
|
057
distinct
|
★★★★★★
6/5 Votes
|
251.08
Base: 91.3
|
2.75x |
F1
F2
F3
F4
F5
|
3 | 544 skips | 🛡️ Clear (Skips ≥ 15) | |
|
379
distinct
|
★★★★★
5/5 Votes
|
250.8
Base: 104.5
|
2.4x |
F1
F2
F3
F4
F5
|
1 | 133 skips | 🛡️ Clear (Skips ≥ 15) | |
|
159
distinct
|
★★★★★
5/5 Votes
|
247.3
Base: 103.04
|
2.4x |
F1
F2
F3
F4
F5
|
6 | 98 skips | 🛡️ Clear (Skips ≥ 15) | |
|
134
distinct
|
★★★★★
5/5 Votes
|
243.7
Base: 101.54
|
2.4x |
F1
F2
F3
F4
F5
|
8 | 22 skips | 🛡️ Clear (Skips ≥ 15) | |
|
066
double
|
★★★★★
5/5 Votes
|
235.81
Base: 98.26
|
2.4x |
F1
F2
F3
F4
F5
|
3 |
225 skips
z = +1.3
|
🛡️ Clear (Skips ≥ 15) | |
|
036
distinct
|
★★★★★
5/5 Votes
|
228.19
Base: 95.08
|
2.4x |
F1
F2
F3
F4
F5
|
9 | 122 skips | 🛡️ Clear (Skips ≥ 15) | |
|
119
double
|
★★★★★
5/5 Votes
|
222.1
Base: 92.54
|
2.4x |
F1
F2
F3
F4
F5
|
2 |
495 skips
z = +0.86
|
🛡️ Clear (Skips ≥ 15) | |
|
269
distinct
|
★★★★★
5/5 Votes
|
220.9
Base: 92.04
|
2.4x |
F1
F2
F3
F4
F5
|
8 | 200 skips | 🛡️ Clear (Skips ≥ 15) | |
|
013
distinct
|
★★★★★
5/5 Votes
|
214.99
Base: 89.58
|
2.4x |
F1
F2
F3
F4
F5
|
4 | 52 skips | 🛡️ Clear (Skips ≥ 15) | |
|
336
double
|
★★★★★
5/5 Votes
|
211.3
Base: 88.04
|
2.4x |
F1
F2
F3
F4
F5
|
3 |
1529 skips
z = +2.4
|
🛡️ Clear (Skips ≥ 15) | |
|
399
double
|
★★★★★
5/5 Votes
|
205.79
Base: 85.75
|
2.4x |
F1
F2
F3
F4
F5
|
3 |
222 skips
z = +1.08
|
🛡️ Clear (Skips ≥ 15) | |
|
267
distinct
|
★★★★★
5/5 Votes
|
205.49
Base: 85.62
|
2.4x |
F1
F2
F3
F4
F5
|
6 | 209 skips | 🛡️ Clear (Skips ≥ 15) | |
|
489
distinct
|
★★★★★
5/5 Votes
|
203.62
Base: 84.84
|
2.4x |
F1
F2
F3
F4
F5
|
3 | 87 skips | 🛡️ Clear (Skips ≥ 15) | |
|
118
double
|
★★★★☆
4/5 Votes
|
192.78
Base: 94.04
|
2.05x |
F1
F2
F3
F4
F5
|
1 | 64 skips | 🛡️ Clear (Skips ≥ 15) | |
|
359
distinct
|
★★★★★
5/5 Votes
|
192.19
Base: 80.08
|
2.4x |
F1
F2
F3
F4
F5
|
8 | 163 skips | 🛡️ Clear (Skips ≥ 15) | |
|
345
distinct
|
★★★★★
5/5 Votes
|
190.32
Base: 79.3
|
2.4x |
F1
F2
F3
F4
F5
|
3 | 442 skips | 🛡️ Clear (Skips ≥ 15) | |
|
136
distinct
|
★★★★☆
4/5 Votes
|
189.63
Base: 92.5
|
2.05x |
F1
F2
F3
F4
F5
|
1 | 131 skips | 🛡️ Clear (Skips ≥ 15) | |
|
369
distinct
|
★★★★☆
4/5 Votes
|
184.58
Base: 90.04
|
2.05x |
F1
F2
F3
F4
F5
|
9 | 89 skips | 🛡️ Clear (Skips ≥ 15) | |
|
012
distinct
|
★★★★★
5/5 Votes
|
184.42
Base: 76.84
|
2.4x |
F1
F2
F3
F4
F5
|
3 | 71 skips | 🛡️ Clear (Skips ≥ 15) | |
|
179
distinct
|
★★★★☆
4/5 Votes
|
183.56
Base: 89.54
|
2.05x |
F1
F2
F3
F4
F5
|
8 | 67 skips | 🛡️ Clear (Skips ≥ 15) | |
|
067
distinct
|
★★★★★
5/5 Votes
|
179.09
Base: 74.62
|
2.4x |
F1
F2
F3
F4
F5
|
4 | 92 skips | 🛡️ Clear (Skips ≥ 15) | |
|
678
distinct
|
★★★★★
5/5 Votes
|
179.09
Base: 74.62
|
2.4x |
F1
F2
F3
F4
F5
|
3 |
172 skips
z = +0.65
|
🛡️ Clear (Skips ≥ 15) | |
|
688
double
|
★★★★★
5/5 Votes
|
179.09
Base: 74.62
|
2.4x |
F1
F2
F3
F4
F5
|
4 |
125 skips
z = +0.86
|
🛡️ Clear (Skips ≥ 15) | |
|
178
distinct
|
★★★★☆
4/5 Votes
|
178.6
Base: 87.12
|
2.05x |
F1
F2
F3
F4
F5
|
7 | 25 skips | 🛡️ Clear (Skips ≥ 15) | |
|
123
distinct
|
★★★★☆
4/5 Votes
|
178.43
Base: 87.04
|
2.05x |
F1
F2
F3
F4
F5
|
6 |
26 skips
z = +0.86
|
🛡️ Clear (Skips ≥ 15) | |
|
356
distinct
|
★★★★☆
4/5 Votes
|
178.43
Base: 87.04
|
2.05x |
F1
F2
F3
F4
F5
|
5 | 343 skips | 🛡️ Clear (Skips ≥ 15) | |
|
689
distinct
|
★★★★☆
4/5 Votes
|
178.43
Base: 87.04
|
2.05x |
F1
F2
F3
F4
F5
|
5 | 348 skips | 🛡️ Clear (Skips ≥ 15) | |
|
458
distinct
|
★★★★★
5/5 Votes
|
175.44
Base: 73.1
|
2.4x |
F1
F2
F3
F4
F5
|
8 | 130 skips | 🛡️ Clear (Skips ≥ 15) | |
|
028
distinct
|
★★★★☆
4/5 Votes
|
171.79
Base: 83.8
|
2.05x |
F1
F2
F3
F4
F5
|
1 | 51 skips | 🛡️ Clear (Skips ≥ 15) | |
|
129
distinct
|
★★★★☆
4/5 Votes
|
170.23
Base: 83.04
|
2.05x |
F1
F2
F3
F4
F5
|
3 | 24 skips | 🛡️ Clear (Skips ≥ 15) | |
|
333
triple
|
★★★★☆
4/5 Votes
|
170.23
Base: 83.04
|
2.05x |
F1
F2
F3
F4
F5
|
9 |
141 skips
z = +3.27
|
🛡️ Clear (Skips ≥ 15) | |
|
799
double
|
★★★★☆
4/5 Votes
|
170.23
Base: 83.04
|
2.05x |
F1
F2
F3
F4
F5
|
7 |
381 skips
z = +2.62
|
🛡️ Clear (Skips ≥ 15) | |
|
999
triple
|
★★★★☆
4/5 Votes
|
170.23
Base: 83.04
|
2.05x |
F1
F2
F3
F4
F5
|
9 |
342 skips
z = +2.84
|
🛡️ Clear (Skips ≥ 15) | |
|
339
double
|
★★★★☆
4/5 Votes
|
170.02
Base: 82.94
|
2.05x |
F1
F2
F3
F4
F5
|
6 |
578 skips
z = +1.96
|
🛡️ Clear (Skips ≥ 15) | |
|
778
double
|
★★★★★
5/5 Votes
|
169.06
Base: 70.44
|
2.4x |
F1
F2
F3
F4
F5
|
4 |
192 skips
z = +1.52
|
🛡️ Clear (Skips ≥ 15) | |
|
255
double
|
★★★★★
5/5 Votes
|
167.62
Base: 69.84
|
2.4x |
F1
F2
F3
F4
F5
|
3 |
128 skips
z = +2.84
|
🛡️ Clear (Skips ≥ 15) | |
|
777
triple
|
★★★★★
5/5 Votes
|
167.62
Base: 69.84
|
2.4x |
F1
F2
F3
F4
F5
|
3 |
143 skips
z = +3.49
|
🛡️ Clear (Skips ≥ 15) | |
|
003
double
|
★★★★★
5/5 Votes
|
167.37
Base: 69.74
|
2.4x |
F1
F2
F3
F4
F5
|
3 |
179 skips
z = +1.96
|
🛡️ Clear (Skips ≥ 15) | |
|
268
distinct
|
★★★★☆
4/5 Votes
|
167.24
Base: 81.58
|
2.05x |
F1
F2
F3
F4
F5
|
7 | 239 skips | 🛡️ Clear (Skips ≥ 15) | |
|
468
distinct
|
★★★★☆
4/5 Votes
|
167.24
Base: 81.58
|
2.05x |
F1
F2
F3
F4
F5
|
9 | 228 skips | 🛡️ Clear (Skips ≥ 15) | |
|
115
double
|
★★★★☆
4/5 Votes
|
165.53
Base: 80.75
|
2.05x |
F1
F2
F3
F4
F5
|
7 |
429 skips
z = +1.08
|
🛡️ Clear (Skips ≥ 15) |
PLAYBOOK RULE 1: ANTI-REPEAT QUARANTINE (15-DRAW FREEZE)
Per Principle 1 of the Quantitative Codex, empirical lottery distributions exhibit strong short-term repulsion: only 0.0% to 3.0% of winning models repeat within 1 to 5 draws. Any family drawn within the trailing 14 drawings is hard-zeroed out by the Anti-Repeat Gate (&mathcal;G;≥15 = 0) to protect player capital from the repeat trap.
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Numbers (3):
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