Scouting report — 360° stat sheet for any number

Complete historical record: hits in every time frame, wait times, trigger follow-through, profitability, and rules — rebuilt automatically with every new drawing.

🔬 OFFICIAL SCOUTING REPORT NUMBER: 11366 (double/double)
11366 Boxed Family 11366 · Pays $750.00 Box
⭐ Grade A · Prime Running Condition
Lifetime Drops
1 Hits
Total winning drops in Pennsylvania Pick 5
Last Service Date
2026-09-01
30 drawings ago (Current Skip)
Drought / Cycle Status
🟢 Normal Interval
Avg cycle: — draws
Nationwide Title Status
—
Hits nationwide in 2026 (42 States)
Draw-time split:
STRATEGY INTELLIGENCE & MEMBERSHIP ⏸️ 0 LIVE CALLS FOR UPCOMING DRAW

Which Systems Feature 11366 (11366)

Live scan across all 30 strategies in the lab — dynamic in-flight chases, rolling conveyor pipelines, permanent system rosters, and algorithmic rankings.

View Full Pick Sheet ↗
Upcoming Draw (Midday)
0 Plays
No in-flight wagers for this slot
Permanent System Rosters
1
Fixed research portfolios & core sets
Consensus Panel Status
Independent
Not currently in multi-model consensus
Top Strategy Hit Generator
Baseline Only
No model hits recorded

🎯 Active Strategy Calls for Upcoming Midday Draw (Dynamic In-Flight Wagers & Active Play Slips)

⏸️
No active strategy is wagering on 11366 (11366) for the upcoming Midday drawing.
Dynamic strategies (empirical followers, rolling conveyor pipelines, and Cici's rules) enter numbers into in-flight play when preceding triggers or carryover conditions occur.

📋 Permanent System Rosters (1) Structural portfolios

Baseline: All 252 Distinct Boxes ↗
Full Statistical Baseline
-$8459
-11.5% ROI

⚡ Dynamic Leaderboards & Candidacy Live algorithmic status

#14 Top Profitable (Trailing 3M)
1 hits in 3 months
+$724.00 Net
Cici's Rules Targeted by 5 Machine Rules
Appears as predicted target in published rules
Active In Ruleset
Mirror Symmetry (0↔5, 1↔6, 2↔7, 3↔8, 4↔9)

Mirror Number: 66811
Mirror Family: 11668

Digital Root Sum (1–9)

Digital Root: Root 8
Sum: 17 (reduction = 8)

Parity & High/Low Profile

Parity: Odd-Odd-Odd-Even-Even
Range: Low-Low-Low-High-High

1. Hits in every time frame

How many times 11366 hit in each window, how often that is per draw, what you'd have netted playing it on every drawing ($0.25/play), and how it ranks by hits among all 2002 families.

WindowDrawsHitsRate/drawRevenueCostProfitHot rank /2002
1 month 43 1 2.33% $750.00 $10.75 +$739.25 #22
3 months 104 1 0.96% $750.00 $26.00 +$724.00 #53
6 months 195 1 0.51% $750.00 $48.75 +$701.25 #94
1 year 378 1 0.26% $750.00 $94.50 +$655.50 #170
2 years 743 1 0.13% $750.00 $185.75 +$564.25 #344
3 years 1,109 1 0.09% $750.00 $277.25 +$472.75 #492
4 years 1,370 1 0.07% $750.00 $342.50 +$407.50 #579
5 years 1,370 1 0.07% $750.00 $342.50 +$407.50 #579
All time 1,370 1 0.07% $750.00 $342.50 +$407.50 #579

2. How many drawings does it take to hit?

Measured from every one of the 1,370 archive draws used as a starting point.

Avg gap— draws
Median gap— draws
Longest drought30 draws
Current skip30 draws
Hit withinHistorical frequency
1 draw of playing it0.1%
2 draws of playing it0.1%
3 draws of playing it0.2%
5 draws of playing it0.4%
10 draws of playing it0.7%
25 draws of playing it1.8%
50 draws of playing it3.6%
100 draws of playing it7.3%

Recent gaps between hits: — draws

4. Digit profile of 11366

How often each of this number's digits and digit-pairs appear in a winning number (window vs all-time), where its digits land positionally, and its sum profile.

digit 1 43.7% ▲2.2 all-time 41.5% digit 6 41.9% ▲0.8 all-time 41.1% digit 3 39.3% ▼0.7 all-time 40.0%

Its digit pairs (both digits in the draw)

PairWindow rateAll-time rateWindow hits
1318.52%15.47%50
1615.93%15.11%43
3614.44%14.23%39

Sum profile

Digit sum 17 has hit 54 times all-time (3.94% of draws), 7 in the last 90 days.

Positional lands (window rate)

pos1=1: 11.9%  pos2=1: 9.6%  pos3=3: 6.3%  pos4=6: 8.9%  pos5=6: 11.1%  

5. Near-miss network — one digit away from 11366

Every family that differs from 11366 by a single digit. When one of these hits, the number you're watching was one digit away — these are the closest relatives in the archive.

FamilyTypeAll-time hitsLast seenGapRecent hit dates
11346 double 1 2026-09-14 11 2026-09-14
01136 double 2 2026-05-29 125 2023-12-25, 2026-05-29
11667 double/double 1 2026-04-20 164 2026-04-20
11369 double 2 2026-03-01 214 2024-05-19, 2026-03-01
11368 double 1 2026-02-23 220 2026-02-23
11266 double/double 1 2026-01-06 268 2026-01-06
11466 double/double 1 2025-09-21 375 2025-09-21
11356 double 1 2024-03-23 922 2024-03-23
11367 double 2 2023-11-05 1,061 2023-04-09, 2023-11-05
01366 double 2 2023-09-09 1,118 2023-01-21, 2023-09-09
13667 double 1 2023-01-01 1,369 2023-01-01

6. Hit history

Year by year

2023: 0   2024: 0   2025: 0   2026: 1  

Expected vs actual (all-time)

1 hits vs 0.4 expected (uniform) — +0.6

Last 1 hits

DateDrawNumber
2026-09-01Evening63116

Follow history — every time family 11366 was drawn

All Draws (1)

Occurrence-by-occurrence log: each of the 1 times the family was drawn (any order), these are the families that followed within 10 draws and how many draws each took to arrive. Most recent first.

DrawnDate · timeFamilies that followed (arrival wait)
63116 2026-09-01 · Evening 02589 +1 01347 +2 67899 +3 01237 +4 04668 +5 01234 +6 01299 +7 23468 +8 44677 +9 01239 +10

6. Cici's rules this number triggers — and their track records

RuleTargetPast triggersHit ≤ windowRandom baselineAvg waitMedian waitNever ≤10
p36-double
36 brings a double
any double 195 77.4% (≤2d) 76.9% 1.9 1 1%
d6-2-3
6: look for 2 or 3 to follow
digit 2 563 67.9% (≤2d) 66.1% 2.3 2 0%
d6-2-3
6: look for 2 or 3 to follow
digit 3 563 65.4% (≤2d) 64.0% 2.3 2 0%
d1-7-4
1 usually brings 7 or 4; 7&1 / 4&1 together
digit 4 569 64.5% (≤2d) 64.7% 2.4 2 0%
d1-7-4
1 usually brings 7 or 4; 7&1 / 4&1 together
digit 7 569 61.0% (≤2d) 62.7% 2.6 2 1%
d1-7-4
1 usually brings 7 or 4; 7&1 / 4&1 together
pair 14 569 27.9% (≤2d) 27.6% 4.3 4 17%
d1-7-4
1 usually brings 7 or 4; 7&1 / 4&1 together
pair 17 569 26.5% (≤2d) 24.9% 4.3 4 26%

Full rule history in the Signal Lab.