New York Lottery Numbers Sum of Digits - Frequency and Last Appearance

The sum analysis for New York Numbers was performed on Friday, May 24, 2013 with 513 as the latest number. The sum of the digits of this number is 9.
The analyses results are summarized in the table below.

The first column of the table is the sum value. The second column lists how many Numbers numbers have a sum value of the first column. And what those numbers are will pop up when you place your mouse over it. (If you don't see the pop-up list, your browser might not support it; the same list is available here.) Note that only the box representations of the Numbers numbers are listed. For example, corresponding to a sum of 3, three numbers are listed (003, 012, 111). The first is a double, therefore has 3 permutations, the second is non-repeating, thus with 6 permutations, the triple has only one. So, 6 + 3 + 1 = 10 numbers have a sum of 3.

Both the New York Lottery Numbers 'Frequency' and 'Last Appearance' parts of the above list contain the actual values as well as the expected values (rounded to their integral values). For the frequencies, a direct comparison of the two values will indicate if a Numbers sum is more, or less frequently drawn than expected. We have also introduced another column designated as "Factor", which indicates how high or low the actual frequency is compared to the expected value. If the "Factor" is greater than 1, it means that the Numbers sum is drawn more times than expected, and vice versa. If the two values are very close to each other, the Factor will be 1 or very close to 1.

The expected values of the "Last Appearance" culumn are actually how often that New York Numbers sum is expected to be drawn. For example, sums of 0 and 27 are expected every 1000 draws, while 13 and 14 should show up every 13 draws. A very late Numbers sum will have its actual value very much greater than the expected value. Just as an eye-catcher, we will show in blue those New York Numbers sums that are late by more than 1.5 times the expected time lapse, and in red, those that are late by more than twice this value.