The average missing value refers to the average missing value of a lottery number in history. The calculation formula is to subtract the total number of lottery periods from the historical winning times to get the total historical missing value, and the total historical missing value divided by the historical winning times is equal to the average missing value.

Introduction:

Average missing value, a common term in lottery industry.

Missing value: refers to the time interval between the first lottery winning and the next lottery winning. For example, the number' 1' appears in the lottery period 1, and then appears in the lottery period 10, with an interval of 2.3.4.5.6.7.8.9, and the number of periods that are not opened is called the missing value.

For example, the average missing value of two-color ball number 1 in recent 300 issues, the historical winning times of 1 is 63300-63, and the historical average missing value of 237,237 divided by 63 1 is 3.76.