90 results · Period: Last 90 Days
Descriptive analysis of past draws. Aggregated and cross-referenced from multiple independent sources, not a single official operator. Every 4D draw is independent and random. togel.to is not a bookmaker, does not accept bets, and does not process payments. 18+.
Hong Kong statistics: the hottest (most frequent) and coldest digits from the last 90 Hong Kong Pools draws are in the tables below, broken down by position (1st, 2nd, 3rd, 4th digit) plus twin patterns. Remember, every 4D draw is independent and random (a 1-in-10,000 chance). This is historical data literacy, not a guaranteed prediction.
The digit spread, order of appearance and randomness level are all consistent with pure random numbers. Any pattern visible in the frequency tables is most likely sampling coincidence, not a signal that can be used to predict.
Tests run over 90 Hong Kongdraws. p > 0.05 means there is no evidence of deviation from random (fails to reject the null hypothesis). This is a descriptive analysis of past data, not a prediction.
Last repeated digits 5 draws ago (digit 55). Average gap 8 draws. Longest ever: 14 draws.
Last seen: 2026-07-15
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Frequency of each digit (pooled across all 4 positions) with a 95% credible interval: the range of plausible values given the sample size. The dashed line = 10% (pure random frequency).
Method: beta-binomial posterior, Jeffreys prior Beta(0.5, 0.5). 360 digit samples for Hong Kong.
The color intensity of each cell reflects how often digits 0-9 land in the 1st, 2nd, 3rd, and 4th positions. Bright neon = frequent, dim = rare.
Correlation heatmap between two different positions, showing which 1st/2nd or 2nd/3rd digit combinations land together most often within a single 4D draw.
The ideal share for each digit is 10%. Deviation from 10% reflects historical fluctuation, not a prediction of the next draw. Every draw is independent.
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Almost every digit has an interval that includes 10%, statistically indistinguishable from random. Digits that briefly stray from 10% (yellow) are common in limited samples and usually return to 10% as more data accumulates.
Red = gap > 2× average
Red = gap > 2× average
Red = gap > 2× average
Red = gap > 2× average