Example 1
- Minimum 1, maximum 6
- Count: 1
- Repeats allowed
one integer from 1 to 6
What result do I get from 1 to 6 with a count of 1? One integer from that set. The next click draws again.
The generator draws integers from the minimum to the maximum inclusive. With 1 to 6 and a count of 1 the result is one of six values. With 6 numbers and no repeats from 1 to 49 each value appears at most once.
This is not a lottery ticket and not a fortune wheel. The number of subsets is on the combinations page.
Enter a range. The drawn numbers appear here.
The generator draws integers from the minimum to the maximum inclusive. With 1 and 6 the possible values are 1, 2, 3, 4, 5, and 6. A count of 1 returns one of those values. The next click draws again.
When you ask for several numbers and leave repeats on, each place is independent. Three numbers from 10 to 20 can repeat the same value. That is not a range error.
No repeats builds a set where each value appears at most once. Six numbers from 1 to 49 fit in 49 possible values. Ten numbers from 1 to 5 without repeats do not, because the range has only 5 places.
This is not a lottery ticket and not a fortune wheel. The numbers stay in the browser. Combinations C(n, k) count subsets. They do not pick which numbers appear.
The browser uses crypto.getRandomValues when that interface exists. Minimum and maximum must be integers. 1.5 shows an error. A range from −10 to 10 includes zero.
The count is a value from 1 to 100. An empty field inserts 1. This is not a randomness laboratory and not an official draw.
result ∈ {minimum, minimum + 1, …, maximum}
The draw is uniform on that set. With no repeats the generator draws without replacement, so the count cannot exceed maximum minus minimum plus one.
The generator draws integers from the minimum to the maximum. With 1 and 6 both ends belong to the set.
one integer from 1 to 6
What result do I get from 1 to 6 with a count of 1? One integer from that set. The next click draws again.
6 distinct integers from 1 to 49
Six numbers without repeats from 1 to 49. This is not a lottery ticket. The next click gives another set.
three integers from 10 to 20
Three independent integers from 10 to 20 inclusive. The same value can return.
One integer from 1 to 6 inclusive when the count is 1. The next click can repeat or change, because repeats are allowed.
Yes. The range is closed. With minimum 1 and maximum 6 the possible values are 1, 2, 3, 4, 5, and 6.
Set minimum 1, maximum 49, count 6, and turn on no repeats. This is not a lottery ticket and not an official draw.
The result shows an error. Without repeats the count cannot exceed the range length, here 5.
No. The generator returns integers from the range you typed. It does not place a bet and it does not spin a wheel.
The browser reads bytes from crypto.getRandomValues when that interface exists. This is not a NIST lab and not a state draw.
Yes. A range from −10 to 10 includes zero and both sides of zero. Minimum cannot be greater than maximum.
No. The generator accepts integers only. 1 and 6 are fine. 1.5 shows an error.
From 1 to 100. An empty count field inserts 1.
Combinations count how many subsets exist. Here the result is the drawn numbers, not the number of ways.
A uniform draw on the integers from the minimum to the maximum inclusive.
Page updated in 2026.