You find yourself on the Island of Knights, Knaves and Liars, where a race has just finished. Each of the five participants, who are all different ages, is either a Knight (who always tells the truth), a Liar (who always lies), or a Knave (who alternates between true and false statements, though their first statement may be either true or false).

Each of the five competitors makes the following statements to you. Figure out their type (Knight, Knave, or Liar), their relative ages, and the order in which they finished the race.

Adam says:

Bart is a Liar.
Earl is a Liar.
I'm older than Chad.
I'm younger than Bart.
I finished ahead of Dave.
I finished ahead of Earl.
The oldest person came in 4th place.

Bart says:

Chad is a Liar.
Adam is a Liar.
I'm older than Dave.
I'm younger than Chad.
I finished ahead of Earl.
I finished ahead of Adam.
The 5th oldest person came in 3rd place.

Chad says:

Dave is a Liar.
Bart is a Liar.
I'm older than Earl.
I'm younger than Dave.
I finished ahead of Adam.
I finished ahead of Bart.
The 4th oldest person came in 1st place.

Dave says:

Earl is a Liar.
Chad is a Liar.
I'm older than Adam.
I'm younger than Earl.
I finished ahead of Bart.
I finished ahead of Chad.
The 3rd oldest person came in 2nd place.

Earl says:

Adam is a Liar.
Dave is a Liar.
I'm older than Bart.
I'm younger than Adam.
I finished ahead of Chad.
I finished ahead of Dave.
The 2nd oldest person came in 5th place.