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Post Closed as "Not suitable for this site" by abx, Dave Benson, Daniele Tampieri, Alexey Ustinov, Max Horn
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Numbers that can be expressed as the sum of a Power of six and a Power of seven. Is 2617 the onlyAre there presumibly infinitely many Wagstaff Number which can be so expressedexpressible?

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Wagstaff Number $2617$ can be expressed as $7^4+6^3$.

Is there an Oeis sequence that lists all the numbers that can be expressed as the sum of a Power of six and a Power of seven? Are there other Wagstaff numbers that can be expressed in such a way?

$43$ Is another Wagstaff Number that can be written as $7+6^2$.

$13$ Is surely another Wagstaff which can be expressed as $6+7$

Wagstaff Number $2617$ can be expressed as $7^4+6^3$.

Is there an Oeis sequence that lists all the numbers that can be expressed as the sum of a Power of six and a Power of seven? Are there other Wagstaff numbers that can be expressed in such a way?

$43$ Is another Wagstaff Number that can be written as $7+6^2$.

Wagstaff Number $2617$ can be expressed as $7^4+6^3$.

Is there an Oeis sequence that lists all the numbers that can be expressed as the sum of a Power of six and a Power of seven? Are there other Wagstaff numbers that can be expressed in such a way?

$43$ Is another Wagstaff Number that can be written as $7+6^2$.

$13$ Is surely another Wagstaff which can be expressed as $6+7$

added 67 characters in body
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Wagstaff Number $2617$ can be expressed as $7^4+6^3$.

Is there an Oeis sequence that lists all the numbers that can be expressed as the sum of a Power of six and a Power of seven? Are there other Wagstaff numbers that can be expressed in such a way?

$43$ Is another Wagstaff Number that can be written as $7+6^2$.

Wagstaff Number $2617$ can be expressed as $7^4+6^3$.

Is there an Oeis sequence that lists all the numbers that can be expressed as the sum of a Power of six and a Power of seven? Are there other Wagstaff numbers that can be expressed in such a way?

Wagstaff Number $2617$ can be expressed as $7^4+6^3$.

Is there an Oeis sequence that lists all the numbers that can be expressed as the sum of a Power of six and a Power of seven? Are there other Wagstaff numbers that can be expressed in such a way?

$43$ Is another Wagstaff Number that can be written as $7+6^2$.

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