← Înapoi la Czech Keno 12/66Back to Czech Keno 12/66

🛸 UFO X-Ray — set 1, 6, 12, 15, 25, 30, 37, 41, 43, 49, 57, 60

Loteria: Czech Keno 12/66 (12/66, draws every ~1 minute) · arhivă: 132,408 extrageri · scanare descriptivă — NU predicție · 18+ Lottery: Czech Keno 12/66 (12/66, draws every ~1 minute) · archive: 132,408 draws · descriptive scan — NOT a prediction · 18+
📡 Camera de scanareScan chamber
1
frequency: 24,016× (18.14%)w50: · near averagegap: 5 / record 49
6
frequency: 24,141× (18.23%)w50: · recently coldgap: 3 / record 46
12
frequency: 24,173× (18.26%)w50: · recently coldgap: 3 / record 49
15
frequency: 24,143× (18.23%)w50: 13× · recently hotgap: 1 / record 53
25
frequency: 24,109× (18.21%)w50: · near averagegap: 12 / record 60
30
frequency: 24,096× (18.2%)w50: · near averagegap: 1 / record 66
37
frequency: 24,097× (18.2%)w50: · recently coldgap: 3 / record 53
41
frequency: 24,058× (18.17%)w50: · near averagegap: 6 / record 55
43
frequency: 24,096× (18.2%)w50: 10× · near averagegap: 1 / record 50
49
frequency: 24,229× (18.3%)w50: · near averagegap: 5 / record 69
57
frequency: 24,204× (18.28%)w50: · near averagegap: 5 / record 44
60
frequency: 24,048× (18.16%)w50: 12× · recently hotgap: 1 / record 64
🌡️ Starea termică a SETULUI — fereastra 50SET thermal state — 50-draw window
🟢 NEAR AVERAGE — close to expectation
99 hits in the last 50 draws · expected ≈109.1 · z=-1.17
❄ −3σ0🔥 +3σ
last 10 draws: 18 hits (expected ≈21.8) · ~2.18/draw
„Fierbinte" = mai multe hituri decât așteptatul pe ultimele 50 de extrageri; „rece" = mai puține. Stare OBSERVATĂ, nu tendință — fereastra recentă NU influențează următoarea extragere."Hot" = more hits than expected over the last 50 draws; "cold" = fewer. An OBSERVED state, not a trend — the recent window does NOT influence the next draw.
Graful de energie — chimia perechilor (observat vs așteptat, tot istoricul)Energy graph — pair chemistry (observed vs expected, full history)
1–124,197× · expected ≈4,074 · z=1.96
12–304,193× · expected ≈4,074 · z=1.89
41–494,190× · expected ≈4,074 · z=1.84
43–494,185× · expected ≈4,074 · z=1.76
15–414,169× · expected ≈4,074 · z=1.51
1–254,167× · expected ≈4,074 · z=1.48
show all 66 pairs
1–574,165× · expected ≈4,074 · z=1.45
6–154,161× · expected ≈4,074 · z=1.38
37–434,156× · expected ≈4,074 · z=1.3
15–574,148× · expected ≈4,074 · z=1.18
43–604,144× · expected ≈4,074 · z=1.11
57–604,141× · expected ≈4,074 · z=1.06
25–574,135× · expected ≈4,074 · z=0.97
37–604,135× · expected ≈4,074 · z=0.97
6–494,133× · expected ≈4,074 · z=0.94
49–604,133× · expected ≈4,074 · z=0.94
15–434,129× · expected ≈4,074 · z=0.87
43–574,128× · expected ≈4,074 · z=0.86
6–304,127× · expected ≈4,074 · z=0.84
1–434,126× · expected ≈4,074 · z=0.83
12–574,126× · expected ≈4,074 · z=0.83
41–604,126× · expected ≈4,074 · z=0.83
30–434,123× · expected ≈4,074 · z=0.78
6–254,122× · expected ≈4,074 · z=0.76
30–494,120× · expected ≈4,074 · z=0.73
6–414,112× · expected ≈4,074 · z=0.6
15–374,111× · expected ≈4,074 · z=0.59
1–604,107× · expected ≈4,074 · z=0.52
6–574,107× · expected ≈4,074 · z=0.52
6–124,106× · expected ≈4,074 · z=0.51
25–434,105× · expected ≈4,074 · z=0.49
15–604,103× · expected ≈4,074 · z=0.46
15–254,094× · expected ≈4,074 · z=0.32
30–374,079× · expected ≈4,074 · z=0.08
25–494,078× · expected ≈4,074 · z=0.06
30–414,073× · expected ≈4,074 · z=-0.02
41–434,071× · expected ≈4,074 · z=-0.05
30–574,067× · expected ≈4,074 · z=-0.11
12–604,061× · expected ≈4,074 · z=-0.21
25–304,061× · expected ≈4,074 · z=-0.21
30–604,061× · expected ≈4,074 · z=-0.21
15–494,059× · expected ≈4,074 · z=-0.24
41–574,059× · expected ≈4,074 · z=-0.24
1–374,058× · expected ≈4,074 · z=-0.26
49–574,056× · expected ≈4,074 · z=-0.29
6–434,055× · expected ≈4,074 · z=-0.3
12–494,054× · expected ≈4,074 · z=-0.32
1–154,047× · expected ≈4,074 · z=-0.43
6–374,047× · expected ≈4,074 · z=-0.43
12–374,047× · expected ≈4,074 · z=-0.43
37–494,042× · expected ≈4,074 · z=-0.51
1–494,039× · expected ≈4,074 · z=-0.56
12–254,039× · expected ≈4,074 · z=-0.56
1–414,035× · expected ≈4,074 · z=-0.62
12–414,032× · expected ≈4,074 · z=-0.67
12–154,031× · expected ≈4,074 · z=-0.69
6–604,028× · expected ≈4,074 · z=-0.73
25–374,026× · expected ≈4,074 · z=-0.77
25–604,026× · expected ≈4,074 · z=-0.77
1–64,023× · expected ≈4,074 · z=-0.81
37–414,021× · expected ≈4,074 · z=-0.84
37–574,016× · expected ≈4,074 · z=-0.92
15–304,004× · expected ≈4,074 · z=-1.12
25–413,997× · expected ≈4,074 · z=-1.23
12–433,992× · expected ≈4,074 · z=-1.31
1–303,942× · expected ≈4,074 · z=-2.1
Grosimea liniei = deviația față de așteptatul hipergeometric (z-score). Descriptiv — perechile nu au memorie.Line thickness = deviation vs the hypergeometric expectation (z-score). Descriptive — pairs have no memory.
🧲 Chimie avansată — triplete (fereastra 5.000)Advanced chemistry — triples (window 5,000)
most co-drawn
30–41–4340× · expected ≈24.0 · z=3.26
1–49–6036× · expected ≈24.0 · z=2.45
1–57–6036× · expected ≈24.0 · z=2.45
15–30–4335× · expected ≈24.0 · z=2.24
1–30–4333× · expected ≈24.0 · z=1.83
coldest
25–37–5715× · expected ≈24.0 · z=-1.85
41–57–6015× · expected ≈24.0 · z=-1.85
43–57–6015× · expected ≈24.0 · z=-1.85
25–37–4914× · expected ≈24.0 · z=-2.05
6–25–3713× · expected ≈24.0 · z=-2.26
Cvartete (top/bottom din 495)Quads (top/bottom of 495)
most co-drawn
1–30–57–6010× · expected ≈3.4 · z=3.54
6–15–57–609× · expected ≈3.4 · z=3.0
15–30–41–579× · expected ≈3.4 · z=3.0
coldest
25–43–57–600× · expected ≈3.4 · z=-1.85
30–41–57–600× · expected ≈3.4 · z=-1.85
41–43–49–570× · expected ≈3.4 · z=-1.85
Din 220 triplete posibile ale setului, pe fereastra recentă. Observat vs așteptat hipergeometric — descriptiv, combinațiile nu au memorie.Out of 220 possible triples of the set, over the recent window. Observed vs hypergeometric expectation — descriptive, combinations have no memory.
📊 Distribuția hiturilor pe ultimele 5,000 extrageri — real vs contur teoreticHit distribution over the last 5,000 draws — observed vs theoretical ghost
0360
11,163
21,587
31,166
4549
5152
623
70
80
90
100
110
120
🎯 Praguri — șanse exacte & absențele setului (fereastra 5,000)Thresholds — exact odds & set absences (window 5,000)
thresholdexact oddsexpected (5,000)observedcurrent gapwindow record
≥1/121 in 1.14,6524,64012
≥2/121 in 1.43,4853,47715
≥3/121 in 2.71,8811,890114
≥4/121 in 7.2692724137
≥5/121 in 301691753131
≥6/121 in 1862723178816
≥7/121 in 1,8462.70never in window
≥8/121 in 30,3700.20never in window
≥9/121 in 886,6900.00never in window
≥10/121 in 51,768,0160.00never in window
≥11/121 in 7,585,330,4800.00never in window
≥12/121 in 4,922,879,481,5200.00never in window
Șansa exactă e hipergeometrică și IDENTICĂ la fiecare extragere — tabelul arată cum se compară observatul cu teoria. „Gap curent" = extrageri de la ultima dată când setul a prins ≥prag. Rândurile aurii = absență la nivel de record de fereastră (pur descriptiv).The exact odds are hypergeometric and IDENTICAL at every draw — the table shows how observation compares to theory. "Current gap" = draws since the set last hit ≥threshold. Gold rows = absence at window-record level (purely descriptive).
⚙️ Contribuția numerelor la hiturile setului (fereastra 5,000)Number contribution to the set's hits (window 5,000)
43955 hits · 8.7%
30944 hits · 8.6%
60944 hits · 8.6%
41926 hits · 8.5%
49924 hits · 8.5%
57911 hits · 8.3%
1901 hits · 8.2%
6892 hits · 8.2%
15891 hits · 8.2%
25889 hits · 8.1%
12879 hits · 8.0%
37873 hits · 8.0%
Uniform ar fi ≈8.3% per număr. Descriptiv — ponderea trecută nu se transferă în viitor.Uniform would be ≈8.3% per number. Descriptive — past share does not carry into the future.
💓 Puls — hituri per extragere (ultimele 120)Pulse — hits per draw (last 120)
🕳️ Gap-o-metre — gap curent / record istoric per numărGap gauges — current gap / historical record per number
1
5 / 49
6
3 / 46
12
3 / 49
15
1 / 53
25
12 / 60
30
1 / 66
37
3 / 53
41
6 / 55
43
1 / 50
49
5 / 69
57
5 / 44
60
1 / 64
Indicator pur descriptiv: cât de aproape e absența curentă de recordul istoric al numărului. Fiecare extragere e independentă.Purely descriptive: how close the current absence is to the number's historical record. Every draw is independent.
🧬 ADN-ul setului vs așteptatul formatuluiSet DNA vs format expectation
Set sum376μ=402.0 ±60.1
Odd numbers8/12μ=6.0
Spread (max−min)59μ=55.0
Decades covered6/7μ=6.04
Direct neighbours0μ=2.0
Radar: conturul plin = setul tău; conturul punctat = valoarea așteptată a formatului. Descriptiv.Radar: solid outline = your set; dotted outline = the format's expected value. Descriptive.
🖥️ Verdictul scaneruluiScanner verdict

Scan complete: 12-number set on Czech Keno 12/66 — 132,408 draws in the archive.

Thermal frame (last 50): 15 shows the highest recent frequency (13× vs 9.09 expected), while 12 sits at 5×.

Set thermal state (last 50 draws): NEAR AVERAGE — 99 total hits vs ~109.1 expected (z=-1.2). The recent window does NOT influence the next draw.

Absence gauge: 25 has a current gap of 12 draws (its historical record: 60). Descriptive only — every draw is independent.

Pair chemistry: 1–12 was co-drawn 4197× (expected ≈4074.1).

Over the last 5,000 draws the set hit 0 numbers 360×, 1 number 1163×, 2 numbers 1587×… (theoretical ghost overlaid in the chart). Max observed: 6/12.

Verdict: historical observations, NOT predictions — the odds of every combination are identical at every draw. 18+

Raport generat automat din datele reale (actualizat: 2026-07-11 22:47 UTC). Observații istorice descriptive — șansele oricărei combinații sunt identice la fiecare extragere. Joacă responsabil. 18+Report generated automatically from real data (updated: 2026-07-11 22:47 UTC). Descriptive historical observations — every combination has identical odds at every draw. Play responsibly. 18+