1 DC of Llama spawn eggs

2112r. No relation to Rush. Starting a llama petting zoo. Also, no relation.

3333r. Llamas like palindromes. And primes. And 3333 is the product of a palindromic prime number of palindromic primes. Primal! Palindromic! (3 x 11 x 101)

4224r. 3^2 (9) primes. 2^7 x 3 x 7. Even the exponents are palindromes. Llamas are naturals at higher math.

5555r

5 x 11 x 101. The llamas love of palindromes and primes, and prime number of palindromes cannot be nullified (for the record, the previous bid of 2^3 x 5^2^2 does have palindromic exponents, and a prime number of exponents as well, and a prime number of exponents plus bases. it was a good bid, even if it itself was not a palindrome. five more r. while palindromic, would have been 5 x 7 x 11 x 13, which is neither a prime number of primes, nor purely palindromic primes. Math is hard.)

6226r

Bear Llama with me here.... 2^6 x 3^2 x 11 Yes. the six isn't prime, but it is still a palindrome with could be 2 x 3 or 3 x 2, and since 2 x 3 = 3 x 2 is palindromic, it's, uh, okay? I guess? I hope? I don't have any llamas helping me, and bears don't count. (Totally not kidding about the llama petting zoo)

6336r

Remember all my math above? Yeah, it was for 6336. 6226 (2 x 11 x a most unpalindromic 283) is a blight and an eyesore. I sincerely apologize for subjecting any potential llama owner to it. Fortunately, I am able to fix it and still come in at above the minimum increase. I blame my lack of llamas to check my math for my most pedestrian of errors.

7997r

I could have gone 7777 (7 x 11 x 101), but 3333? 5555? Been there, done that. Let's kick it up a Notch llama. 11 x 727. Take that lovely 727, spread those digits, 7 2 7, subtract that 2 from that 11, and you get 9. But 11 had two digits (two? prime? awesome!) and just repeat it. 7997. This result is a palindromic number that is the product of a prime number of palindromic primes. I like to think that a llama is sitting there at its chalkboard nodding its head in appreciation.