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3373

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3379

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3379 is not prime

The next one would be 3389

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3389

3^7 + 19^2 + 29^2

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3391

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3407

2^10 + 5^3 + 7^2 + 47^2

Nowhere near as cute as the next prime: sum([i^i for i in range(1,5)])

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3413

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3433

2^10 + 2^11 + 19^2

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3449

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3457

2^5 + 2^10 + 7^4

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3461

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3463

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3467

2^11 + 13^2 + 17^2 + 31^2

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3469

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3491

3^7 + 7^3 + 31^2

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3499

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3511

5^2 + 5^5 + 19^2

3511^2 divides 2^(3511 - 1) - 1

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3517

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3527

The number of ways to fold a strip of ten blank stamps.

The first four single-digit primes in the decimal expansion of PI occur in the order 3527

3^2 + 3^7 + 11^3

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3529

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3533

3^3 + 5^2 + 59^2

This is a relatively prime-rich area.

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3539

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3541

Hi, sailor!

11^3 + 29^2 + 37^2

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3547

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3557

3^7 + 23^2 + 29^2

3,5 is the smallest prime pair
5,7 is the second-smallest prime pair

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3559

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3571

3^2 + 3^4 + 59^2

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3581

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3583

Hi, sailor!

5^5 + 13^2 + 17^2

Member Avatar for jasimp

3593

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