Welcome to Total Drama: The Challenge Mayhem Chris invited 28 of the toughest competitors from Total Drama to compete in this season of the challenge! Format: Each week, 1 Male and 1 Female will win. They will nominate 3 players (of the same gender), the house (excluding nominees and winners) will vote to save one of the three nominees. The 2 unsaved nominees will battle it out in the elimination where the loser goes home. Every week you should swap from the men being safe to the women being safe. At the final 8, every player will run "the final" individually where you can decide which 1 man and 1 woman win!
W1 Brick/Jasmine (MacArthur/Josee/Heather) Heather (18-4-1) Elim MacArthur W2 Jacques/Eva (Brody/Dj/Duncan) Dj (17-3-2) Elim Brody W3 Ryan/Jasmine (Izzy/Zoey/Josee) Zoey (12-8-1) Elim Josee W4 Alejandro/Courtney (Ryan/Justin/Rodney) Rodney (18-2-0) Elim Justin W5 Lightning/Eva (Jo/Courtney/Zoey) Zoey (11-8) Elim Courtney W6 Shawn/Jasmine (Alejandro/Ryan/Rodney) Alejandro (10-6-2) Elim Rodney W7 Duncan/Sky (Eva/Sugar/Sadie) Sugar (10-7-0) Elim Sadie W8 Tyler/Jo (Brick/Lightning/Duncan) Brick (14-2-0) Elim Duncan W9 Lightning/LeShawna (Jo/Eva/Heather) Heather (14-1-0) Elim Jo W10 Jacques/Sugar (Ryan/Spud/Dj) Dj (13-1-0) Elim Spud W11 Ryan/Heather (Jasmine/LeShawna/Zoey) Jasmine (6-5-2) Elim LeShawna W12 Ryan/Jasmine (Jacques/Alejandro/Scott) Jacques (10-2) Elim Scott W13 Dj/Zoey (Stephanie/Sugar/Heather) Sugar (9-1-1) Elim Stephanie W14 Alejandro/Sugar (Ryan/Dj/Brick) Dj (9-1-0) Elim Brick W15 Tyler/Sky (Sugar/Eva/Zoey) Sugar (9-0-0) Elim Zoey W16 Ryan/Eva (Alejandro/Jacques/Tyler) Alejandro (5-3-0) Elim Tyler W17 Lightning/Izzy (Sky/Sugar/Jasmine) Sugar (5-2-0) Elim Sky W18 Alejandro/Heather (Ryan/Dj/Shawn) Dj (5-1-0) Elim Shawn W19 Lightning/Jasmine (Sugar/Eva/Heather) Heather (5-0-0) Elim Sugar W20 Jacques/Eva (Alejandro/Ryan/Lightning) Lightning (2-1-1) Elim Alejandro 4th Place: Dj / Izzy ($0 each) 3rd Place: Ryan / Heather ($25K each) 2nd Place: Jacques / Jasmine ($75K each) Champions: Lightning / Eva ($400K each)
