In a certain party game, a person who gets a red ticket will receive a prize. Everyone receives either a green ticket or a blue ticket when they arrive at the party, and the tickets can be traded as follows:

(i)  A green ticket can be traded for a yellow ticket or a brown ticket

(ii) A blue ticket can be traded for a yellow ticket or an orange ticket.

(iii) A brown ticket can be traded for a yellow ticket or a grey ticket

(iv) A yellow ticket can he traded for a golden ticket or an orange ticket.

(v)  An orange ticket can he traded for a golden ticket or a purple ticket.

(vi) A gray ticket can be traded for a red ticket.

(vii) A golden ticket can be traded (or a gray ticket or a purple ticket.

(viii) A purple ticket can be traded for a red ticket or black ticket

(ix) A black ticket can be traded for a red ticket.

Question: Which of the following is an accurate list of the tickets a person could have in order from beginning to end?