ElapsedTime[A,CC[_]], Functor scalaz instance on CC[_] or NEL

gistfile1.scala

 object YetAnother2 {
    import scalaz._
    import Scalaz._
    case class ElapsedTime[A, CC[_]](time: CC[A])
    object ElapsedTime {
      type ET_A[CC[_]] = {
        type λ[A]=ElapsedTime[A, CC]
      }
      type NEL[A] = NonEmptyList[A]

      type ET_A_NEL = {
        type λ[A]=ElapsedTime[A, NEL]
      }

      /*implicit def canBeFunctor[CC[_]](implicit evf: Functor[CC]) = new Functor[ET_A[CC]#λ] {
        def map[A,B](fa: ElapsedTime[A,CC])(f: A => B): ElapsedTime[B,CC] = ElapsedTime[B,CC](evf.map(fa.time)(f))
      }*/
      implicit def canBeFunctor2 = new Functor[ET_A_NEL#λ] { // Tried to specialize on NEL, no luck
        def map[A,B](fa: ElapsedTime[A,NEL])(f: A => B): ElapsedTime[B,NEL] = ElapsedTime[B,NEL](fa.time.map(f))
      }

      implicitly[Functor[ET_A_NEL#λ]]

      ElapsedTime(NonEmptyList.nels(1,2,3)).map(_+1)

      /* Above line causes
        [error] /Users/pedrofurla/dev/projects/slick/slick-perf/src/main/scala/experiments/ScalazExperiments.scala:191: 
          Implicit not found: scalaz.Unapply[scalaz.Functor, YetAnother2.ElapsedTime[Int,scalaz.NonEmptyList]]. 
          Unable to unapply type `YetAnother2.ElapsedTime[Int,scalaz.NonEmptyList]` into a type constructor of kind `M[_]` that is 
          classified by the type class `scalaz.Functor`. 
          Check that the type class is defined by compiling `implicitly[scalaz.Functor[type constructor]]` and review the implicits 
          in object Unapply, which only cover common type 'shapes.'
        [error]       ElapsedTime(NonEmptyList.nels(1,2,3)).map(_+1)
        [error]                  ^
        [error] one error found
       */
      
    }
  }

Removing TOFunctorOps... and adding:

      implicit def unapplyMA[TC[_[_]],  A0](implicit TC0: TC[ET_A_NEL#λ]): Unapply[TC, ET_A_NEL#λ[A0]] {
         type M[X] = ET_A_NEL#λ[X] // M0[X]
         type A = A0
       } = new Unapply[TC, ET_A_NEL#λ[A0]] {
         import scalaz.Leibniz._
         type M[X] = ET_A_NEL#λ[X]
         type A = A0
         def TC = TC0
         def leibniz = refl
       }

Works. There must be a easier way.

Replacing the above with

implicit def unapplyFunctorEt[TC[_[_]], A0](implicit TC0: TC[ET_A_NEL#λ]) = Unapply.unapplyMA[TC, ET_A_NEL#λ, A0]

Also works.