Les élèves à départager pour la première manche, première partie - Inscris-toi gratuitement et surfe sans pub !
> Retrouvez l'ensemble des élèves en lice <
| Nadia Shanaa Las Encinas (Elite) 4 |
Alice Cullen Forks High School (Twilight) 10 |
Haley James Scott Tree Hill High School (One Tree Hill) 9 |
Jodie Cooper Hartley High School (Hartley Coeurs à vif) 5 |
|
| Alice Cullen | Haley James Scott | |||
| Otis Milburn Moordale (Sex Education) 7 |
Logan Echolls Neptune High (Veronica Mars) 7* |
Clay Jensen Liberty High (13 Reasons why) 5 |
Joey Potter Capeside High School (Dawson) 9 |
|
| Logan Echolls | Joey Potter | |||
| Kyle Lycée de Beachwood (Kyle XY) 10 |
Carl Gallagher (Shameless) 4 |
Maeve Wiley Moordale (Sex Education) 11 |
Jenny Humpfrey Constance Billard (Gossip Girl) 3 |
|
| Kyle | Maeve Wiley | |||
| Brandon Walsh BVH High School (Beverly Hills 90210) 7 |
Victor Salazar Lycée Creekwood (Love, Victor) 7* |
Marty McFly Lycée de Hill Valley (Retour vers le futur) 12 |
Cheryl Blossom Riverdale High (Riverdale) 2 |
|
| Victor Salazar | Marty McFly | |||
| Claire Bennet Union Wells High School (Heroes) 10 |
Stiles Stilinski Beacon Hills High School (Teen Wolf) 4 |
Gwendolyn Sheperd Lycée Saint Lennox (Rouge Rubis) 7* |
Juno (Juno) 7 |
|
| Claire Bennet | Gwendolyn Sheperd | |||
| Guzmán Nunier Osuna Las Encinas (Elite) 3 |
Serena Van der Woodsen Constance Billard (Gossip Girl) 11 |
Down Summers Sunnydale High School (Buffy) 10 |
Samuel Dominguez Las Encinas (Elite) 4 |
|
| Serena Van der Woodsen | Dawn Summers | |||
| Jeanne Hazuki Lycée Hikawa (Jeanne et Serge) 3 |
Pacey Witter Capeside High School (Dawson) 11 |
Justin Foley Liberty High (13 Reasons why) 7 |
Lydia Martin Beacon Hills High School (Teen Wolf) 7* |
|
| Pacey Witter | Lydia Martin | |||
| Zach Dempsey Liberty High (13 Reasons why) 6 |
Jenna Hamilton (Awkward) 8 |
Annie Wilson West Beverly High (90210) 6 |
Hannah Marin Rosewood High School (Pretty Little Liars) 8 |
|
| Jenna Hamilton | Hannah Marin | |||
* En cas d'égalité, c'est le premier élève a avoir obtenu le nombre de point maximal qui l'emporte.
