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Quotidienne 4 Digit Statistics by Position

Based on 20 draws (2026-08-30 → 2026-09-18). Updates nightly after the draw.

Across 20 Quotidienne 4 draws, the most frequent digit by position is — position 1: 1 · position 2: 3 · position 3: 9 · position 4: 0. Each position is an independent 0–9 draw: every digit has exactly a 1-in-10 chance in every draw, regardless of history.

ℹ️ In Quotidienne 4, the ORDER of digits is the result and repeats are allowed — each position is an independent 0–9 draw. That is why we count per position, not like a ball game.

Window: All draws Last 20 Last 50 Last 100

Position 1
🔥 1 · 🧊 7
Position 2
🔥 3 · 🧊 9
Position 3
🔥 9 · 🧊 4
Position 4
🔥 0 · 🧊 5

How often each digit appears, by position

Digit Pos. 1 % Pos. 2 % Pos. 3 % Pos. 4 % Any position
0 2 10% 1 5% 2 10% 5 25% 10
1 6 30% 1 5% 2 10% 2 10% 11
2 1 5% 2 10% 0 0% 3 15% 6
3 1 5% 6 30% 1 5% 3 15% 11
4 1 5% 1 5% 0 0% 1 5% 3
5 4 20% 3 15% 2 10% 0 0% 9
6 0 0% 2 10% 4 20% 1 5% 7
7 0 0% 1 5% 1 5% 3 15% 5
8 1 5% 2 10% 2 10% 1 5% 6
9 4 20% 1 5% 6 30% 1 5% 12

Each position column adds up to 20 (one digit per position per draw). Long-run expectation: ~10% per digit per position — deviations are statistical noise, not a trend.

When each digit last appeared (per position)

Digit Pos. 1 Pos. 2 Pos. 3 Pos. 4
0 2 ago 13 ago 12 ago latest
1 latest 8 ago 6 ago 17 ago
2 8 ago 5 ago 5 ago
3 7 ago 1 ago 8 ago 6 ago
4 6 ago 9 ago 15 ago
5 5 ago latest 2 ago
6 2 ago 3 ago 2 ago
7 3 ago 4 ago 4 ago
8 15 ago 12 ago 10 ago 8 ago
9 1 ago 6 ago latest 11 ago

An "overdue" digit is not "due": every draw starts fresh with a 1-in-10 chance per digit.

Last 10 draws

DateResult (in order)
2026-09-18 1590
2026-09-17 9390
2026-09-16 0656
2026-09-15 1760
2026-09-14 9377
2026-09-13 5292
2026-09-12 4913
2026-09-11 3393
2026-09-10 2138
2026-09-09 1467

How these statistics are calculated