Tournoi des Créateurs !
2280 - 
85113 pts ★ Titan
22751 pts ★ LegendOn 2017-10-21 at 01:28:51
C'est le 764ieme tournoi que j'organise oui je doit tout gérer je fais plus de courses MKS et TC MAIS ! Ce tournoi je vais pas crée de circuit ! VOUS allez les créés !
J'explique :
C'est un tournoi de créateur ! ( 5, 8 ou 10 participants ) Vous allez crée une coupe du nom de MG et le nom EX : MG coupe ma bite
Celui qui sera le mieux voter par moi gagne ! ( je dirait dans le commentaire dès circuit car y'aura des autres que mettent des étoiles )
Pour avoir des bonnes notes :
Nom original +1
Pas plus de 30obstacles +1(les boosters et les sauts compte pour un demi obstacle)
Difficulté Moyenne +1
Entre 40 et 120 secondes +2
Raccourci caché +2 (Doit être pris avec un champignon)
Gobou caché +1,2,3 ( dépend comment c'est fait)
Respecter l'ordre et le thème du circuit +1(par circuit),si vous respectez l'ordre des circuit (GBA Circuit Mario ,GBA Royaume Sorbet ,SNES Château de bowser ,GBA Route arc en ciel ) a la place de faire 4fois +1 sa fait directement un +5
si vous vous trompez dans un circuit (en mettant un snes a la place d'un gba dans un circuit mario par ex) vous aurez pas le point et ni le +5
si vous vous etez tromper en mettant une route arc en ciel a la place d'un chateau de bowser pour le 3eme circuit (par ex) vous ne gagner pas votre point et vous perdez votre chance d'avoir le +5 , MAIS DU COUP ! pour le 4eme circuit (on reprend l'ex d'avant) vous faitez pas un chateau de bowser , vous REFAITE une route arc en ciel ! sinon vous allez pas recevoir votre point encore une fois !
Décoration 1,2,3,4,5, (tout dépend de votre deco)
(Remarque vous pouvez crée 1seule coupe MG)
J'explique :
C'est un tournoi de créateur ! ( 5, 8 ou 10 participants ) Vous allez crée une coupe du nom de MG et le nom EX : MG coupe ma bite
Celui qui sera le mieux voter par moi gagne ! ( je dirait dans le commentaire dès circuit car y'aura des autres que mettent des étoiles )
Pour avoir des bonnes notes :
Nom original +1
Pas plus de 30obstacles +1(les boosters et les sauts compte pour un demi obstacle)
Difficulté Moyenne +1
Entre 40 et 120 secondes +2
Raccourci caché +2 (Doit être pris avec un champignon)
Gobou caché +1,2,3 ( dépend comment c'est fait)
Respecter l'ordre et le thème du circuit +1(par circuit),si vous respectez l'ordre des circuit (GBA Circuit Mario ,GBA Royaume Sorbet ,SNES Château de bowser ,GBA Route arc en ciel ) a la place de faire 4fois +1 sa fait directement un +5
si vous vous trompez dans un circuit (en mettant un snes a la place d'un gba dans un circuit mario par ex) vous aurez pas le point et ni le +5
si vous vous etez tromper en mettant une route arc en ciel a la place d'un chateau de bowser pour le 3eme circuit (par ex) vous ne gagner pas votre point et vous perdez votre chance d'avoir le +5 , MAIS DU COUP ! pour le 4eme circuit (on reprend l'ex d'avant) vous faitez pas un chateau de bowser , vous REFAITE une route arc en ciel ! sinon vous allez pas recevoir votre point encore une fois !
Décoration 1,2,3,4,5, (tout dépend de votre deco)
(Remarque vous pouvez crée 1seule coupe MG)
On 2017-10-21 at 01:54:45
Ont dirait EK (sauf le temps)
On 2017-10-21 at 10:57:11
JE VEUX DES PARTICIPANTS !!!
On 2017-10-21 at 11:01:13
Comment on fait pour le gobou caché ?
et c'est en complet ou pas ?
et c'est en complet ou pas ?
On 2017-10-21 at 11:04:35
Bah comme vous le pouvez c'est à dire avec les sauts et prenez une image de gobou (c'est en simplifié j'avais oublié de le préciser merci de me le faire reapeller )
On 2017-10-21 at 11:26:17
Des règles ont été ajouté + modifié
On 2017-10-21 at 11:29:18
mais si les saut pour le gobou compte ou pas ?
On 2017-10-21 at 11:34:03
Non
Maintenant je vais faire la liste de participants
Participants :
-Antonio3000 [09/65]
-Veethan23 [16/65]
-Toad64 [56/65]
-MagiqueMitch4 [09/65]
-Filou [00/65]
Maintenant je vais faire la liste de participants
Participants :
-Antonio3000 [09/65]
-Veethan23 [16/65]
-Toad64 [56/65]
-MagiqueMitch4 [09/65]
-Filou [00/65]
On 2017-10-21 at 12:43:06
A OUI !
Pour la décoration vos avez le droit de mettre des obstacles comme des tuyau ou des trucs comme ça car Ca ne contera pas comme des obstacles
Pour la décoration vos avez le droit de mettre des obstacles comme des tuyau ou des trucs comme ça car Ca ne contera pas comme des obstacles
On 2017-10-21 at 13:38:31
Bon qui veux s'inscrire putain ?
On 2017-10-21 at 19:26:28
Je m'inscrits pas, je vais seulement regarder ^^
On 2017-10-21 at 19:29:54
Bah ça change rien... PAR CONTRE !
Quand il manque une personne tu sera inscrit AUTOMATIQUEMENT
Quand il manque une personne tu sera inscrit AUTOMATIQUEMENT
On 2017-10-21 at 19:49:00
Sa va pas non, connard 
On 2017-10-21 at 19:49:47
Je m'inscrits! 
On 2017-10-21 at 19:52:15
Alors Electro est désinscrit.
On 2017-10-21 at 20:39:05
En faite electro c'est jamais inscrit toad
On 2017-10-22 at 11:10:12
Je m'inscrits!
On 2017-10-22 at 11:19:07
Mais... comment fait-on pour "cacher un Gobou"?
On 2017-10-22 at 12:24:43
Il faut faire un gobou avec les sauts.
Au fait,un gobou c'est ca: 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[/img]
Au fait,un gobou c'est ca: [img]data:image/jpeg;base64,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[/img]