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Yes.

In the paper Sums of squares of primes, by Robert E. Dressler, Louis Pigno, and Robert Young, they present the following theorem.

Theorem. 17163 is the largest integer which is not representable as of a sum of distinct squares of primes.

Yes.

In the paper Sums of squares of primes, by Robert E. Dressler, Louis Pigno, and Robert Young, they present the following theorem.

Theorem. 17163 is the largest integer which is not representable as of distinct squares of primes.

Yes.

In the paper Sums of squares of primes, by Robert E. Dressler, Louis Pigno, and Robert Young, they present the following theorem.

Theorem. 17163 is the largest integer which is not representable as a sum of distinct squares of primes.

Source Link

Yes.

In the paper Sums of squares of primes, by Robert E. Dressler, Louis Pigno, and Robert Young, they present the following theorem.

Theorem. 17163 is the largest integer which is not representable as of distinct squares of primes.