This integer is the square root of the largest perfect square in the Fibonacci sequence.
This integer is the square root of the largest perfect square in the Fibonacci sequence. A polyhedron with six vertices and eight faces will have this many edges. This value, represented in hexadecimal as "C," is the number of edges on a (*) cube and the number of faces on a dodecahedron. For ten points, name this smallest integer divisible by both 4 and 6, the number of items in a dozen.
This integer is the square root of the largest perfect square in the Fibonacci sequence.
twelve