  We find new explicit solutions describing closed strings spinning with equal
angular momentum in two independent planes in AdS(5). These are 2N-folded
strings in the radial direction and also winding M times around an angular
direction. Thus in spacetime they consist of 2N segments. Solutions fulfilling
the closed string periodicity conditions exist provided N/M>2, i.e. the strings
must be folded at least six times in the radial coordinate. The strings are
spinning, or actually orbiting, similarly to solutions found previously in
black hole spacetimes, but unlike the one-spin solutions in AdS which spin
around their center. For long strings we recover the logaritmic scaling
relation between energy and spin known from the one-spin case, but different
from other known two-spin cases.
