👉 Non-cuspidated means that a number is divisible by both its proper divisors (i.e., those factors of the number other than 1) and its perfect square divisor. This definition can be extended to include all integers, not just prime numbers.
For example:
- 6 = 2
3
- 8 = 2^3
The non-cuspidated property is useful in various areas such as cryptography, where it helps identify whether a number is divisible
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