Question 936896

Think of the squares that are under {{{50}}}:
{{{1^2= 1}}}
{{{2^2 = 4}}}
{{{3^2= 9}}}
{{{4^2 = 16}}}
{{{5^2 = 25}}}
{{{6^2 = 36}}}
{{{7^2 = 49}}}

If you add {{{2}}} to any of these, which give you a cube?
{{{1+2=3}}}, 
{{{4+2=6}}}, 
{{{9+2=11}}}, 
{{{16+2=18}}}, 
{{{25+2=27}}},=>{{{27=3^3}}} 
{{{36+2=38}}}, 
{{{49+2=51}}} 

So the number that is one more than a square ({{{25}}}) and less than a cube ({{{27}}}) is the even number {{{highlight(26)}}}.