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"_text":"Pendant la séquence de SPINS GRATUITS normale, chaque symbole WILD PÊCHEUR collecte également toutes les valeurs des symboles ARGENT à l’écran.",
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"_text":"Il remplace tous les symboles à l’exception des symboles SCATTER et ARGENT.",
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"_text":"Lors de chaque spin, toutes les lignes de gain ou combinaisons gagnantes contenant des symboles ARGENT sont payées et chaque symbole WILD PÊCHEUR présent collecte la valeur de tous les symboles ARGENT à l’écran.",
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"_text":"De manière aléatoire, lorsque des symboles ARGENT sont présents à l'écran sans symbole WILD PÊCHEUR à la fin d'un spin gratuit, un hameçon apparaît et soulève un rouleau au hasard pour faire apparaître des symboles WILD PÊCHEUR à l’écran.",
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"_text":"Multiplicateur de mise 15x - Les chances de gagner des spins gratuits naturellement sont plus grandes. Davantage de symboles SCATTER sont présents sur les rouleaux. La FONCTION ACHAT DE SPINS GRATUITS est désactivée.",
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"_text":"Si une carte BONUS est révélée, une séquence de SPINS GRATUITS normale est déclenchée. Si une carte SECRETS OF THE GOLDEN LAKE est révélée, la fonction SPINS GRATUITS GOLDEN LAKE se déclenche.",
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"_text":"Le joueur a la possibilité d’augmenter le multiplicateur de mise jusqu'à 15x la mise par ligne. En jouant avec la mise d’ante active, les chances d’obtenir des symboles SCATTER augmentent.",
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"_text":"Le montant maximum d’un gain est limité à {0}x la mise, à l’exception du Jackpot. Si le gain total de la séquence DE SPINS GRATUITS atteint {1}x la mise, la séquence prend immédiatement fin, le gain est accordé et tous les spins gratuits restants sont annulés.",
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"_text":"Voici le symbole WILD PÊCHEUR.",
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"_text":"Pendant n’importe quel type de SPINS GRATUITS, les fonctions aléatoires suivantes peuvent se produire :",
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"_text":"Obtenez 3, 4 ou 5 symboles SCATTER pour déclencher la fonction SPINS GRATUITS et gagner respectivement 10, 15 ou 20 spins gratuits.",
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"_text":"- De manière aléatoire, si les SCATTERS à l'écran peuvent descendre d'un emplacement sans quitter la zone des rouleaux, un respin est déclenché où les rouleaux avec SCATTERS descendent d'un emplacement et les rouleaux sans SCATTERS sont relancés.",
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"anchorY":0,
"width":1400,
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"name":"Paytable_mobile/Paytable_landscape/Page6/Content/RealContent/FreeSpinsHolder21/RuleHolder8/Rule8",
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"_text":"De manière aléatoire, lorsque des symboles WILD PÊCHEUR sont présents à l'écran sans symbole ARGENT à la fin d'un spin gratuit, des symboles ARGENT peuvent apparaître à des emplacements au hasard.",
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"width":1400,
"height":100,
"overflow":0
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"_text":"Après le quatrième niveau, la fonction ne peut plus être redéclenchée.",
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},
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],
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"_text":"Des rouleaux spéciaux sont en jeu pendant la fonction",
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},
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}
],
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"_text":"RÈGLES DU JEU",
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"_text":"De manière aléatoire, lorsque des symboles WILD PÊCHEUR sont présents à l’écran sans symbole ARGENT à la fin d'un spin gratuit, une animation de rideaux peut apparaître et transformer tous les symboles de l’écran à l’exception des symboles WILD PÊCHEUR en d’autres.",
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"width":1300,
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"_text":"Il s’agit du symbole SCATTER. ",
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"_text":"Tous les symboles WILD PÊCHEUR obtenus pendant la fonction sont collectés jusqu’à la fin de la séquence.",
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"_text":"Le joueur a la possibilité de sélectionner le multiplicateur de mise. En fonction de la mise sélectionnée, le jeu se comporte différemment. Les valeurs possibles sont :",
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"_text":"Voici les symboles ARGENT. Lors de chaque spin, les symboles ARGENT prennent une valeur aléatoire pouvant être remportée pendant la fonction SPINS GRATUITS.",
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"_text":"Payez 270x la mise totale pour déclencher la fonction SPINS GRATUITS GOLDEN LAKE. Lorsque vous achetez cette fonction, vous n'avez pas la possibilité de choisir une carte avant le début de la séquence, et les SPINS GRATUITS GOLDEN LAKE se déclenchent directement.",
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"_text":"Seul le gain le plus élevé sur chaque ligne est rémunéré.",
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"_text":"Tous les symboles WILD PÊCHEUR obtenus pendant la fonction sont collectés jusqu’à la fin de la séquence.",
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"_text":"Tous les 4 symboles WILD PÊCHEUR collectés, la fonction est redéclenchée et 10 spins gratuits supplémentaires sont accordés et le multiplicateur pour la collecte de symboles ARGENT augmente à 2x pour le deuxième niveau, 3x pour le troisième niveau et 10x pour le quatrième niveau.",
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"_text":"Pendant la fonction SPINS GRATUITS GOLDEN LAKE, les symboles normaux disparaissent et seule une grille vide demeure. Les rouleaux normaux sont remplacés par des rouleaux spéciaux contenant uniquement des symboles ARGENT, des WILDS PÊCHEUR et des cases vides.",
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"_text":"Pendant le jeu de base, chaque fois que vous obtenez 2 symboles SCATTER sans qu'il y en ait un troisième, il y a une chance qu'un autre soit amené à l'écran par une fonction aléatoire :",
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"_text":"- Toujours de manière aléatoire, un SCATTER supplémentaire peut apparaître à l'écran à un emplacement aléatoire, après le résultat du spin initial.",
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"_text":"En cas de gains sur des lignes de paiement multiples, tous les gains sont ajoutés aux gains totaux.",
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"_text":"Le TRJ du jeu en utilisant « ACHETER DES SPINS GRATUITS » est de {0} %",
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"_text":"Pendant n’importe quel type de SPINS GRATUITS, les fonctions aléatoires suivantes peuvent se produire :",
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"_text":"Des rouleaux spéciaux sont en jeu pendant la fonction",
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"_text":"- De manière aléatoire, si les SCATTERS à l'écran peuvent descendre d'un emplacement sans quitter la zone des rouleaux, un respin est déclenché où les rouleaux avec SCATTERS descendent d'un emplacement et les rouleaux sans SCATTERS sont relancés.",
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"_text":"Le joueur a la possibilité d’augmenter le multiplicateur de mise jusqu'à 15x la mise par ligne. En jouant avec la mise d’ante active, les chances d’obtenir des symboles SCATTER augmentent.",
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"_text":"Tous les symboles payent de la gauche vers la droite sur des rouleaux adjacents à partir du rouleau le plus à gauche.",
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"_text":"Payez 270x la mise totale pour déclencher la fonction SPINS GRATUITS GOLDEN LAKE. Lorsque vous achetez cette fonction, vous n'avez pas la possibilité de choisir une carte avant le début de la séquence, et les SPINS GRATUITS GOLDEN LAKE se déclenchent directement.",
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"_text":"Multiplicateur de mise 10x - Jeu Normal",
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"_text":"Pendant la fonction SPINS GRATUITS GOLDEN LAKE, les symboles normaux disparaissent et seule une grille vide demeure. Les rouleaux normaux sont remplacés par des rouleaux spéciaux contenant uniquement des symboles ARGENT, des WILDS PÊCHEUR et des cases vides.",
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"_text":"MISE MAXIMUM :",
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"_text":"De manière aléatoire, lorsque des symboles ARGENT sont présents à l'écran sans symbole WILD PÊCHEUR à la fin d'un spin gratuit, un hameçon apparaît et soulève un rouleau au hasard pour faire apparaître des symboles WILD PÊCHEUR à l’écran.",
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"_text":"Si une carte BONUS est révélée, une séquence de SPINS GRATUITS normale est déclenchée. Si une carte SECRETS OF THE GOLDEN LAKE est révélée, la fonction SPINS GRATUITS GOLDEN LAKE se déclenche.",
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"_text":"Avant le début de la séquence, choisissez une carte parmi les 12 cartes possibles pour révéler le type de séquence de SPINS GRATUITS gagnée.",
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"_text":"En cas de gains sur des lignes de paiement multiples, tous les gains sont ajoutés aux gains totaux.",
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"_text":"Multiplicateur de mise 15x - Les chances de gagner des spins gratuits naturellement sont plus grandes. Davantage de symboles SCATTER sont présents sur les rouleaux. La FONCTION ACHAT DE SPINS GRATUITS est désactivée.",
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"_text":"- Toujours de manière aléatoire, un SCATTER supplémentaire peut apparaître à l'écran à un emplacement aléatoire, après le résultat du spin initial.",
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"_text":"Voici le symbole WILD PÊCHEUR.",
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"_text":"Les valeurs possibles sont : 2x, 5x, 10x, 15x, 20x, 25x, 50x, 100x, 200x, 500x 1666x, 2500x ou 5000x la mise totale.",
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"_text":"il existe deux options d’achat de SPINS GRATUITS :",
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],
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"_text":"Le montant maximum d'un gain est limité à {0}x la mise. Si le gain total d'une SÉQUENCE DE SPINS GRATUITS atteint {1}x, la séquence prend immédiatement fin, le gain est accordé et tous les spins gratuits restants sont annulés",
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"name":"Paytable_mobile/Paytable_portrait/Page10/Content/RealContent/RTPHolder/AnteBetRTP/Label ",
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"_text":"SYMBOLE ARGENT",
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"_text":"Pendant le jeu de base, chaque fois que vous obtenez 2 symboles SCATTER sans qu'il y en ait un troisième, il y a une chance qu'un autre soit amené à l'écran par une fonction aléatoire :",
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"_text":"Toutes les valeurs sont exprimées sous forme de gains réels en pièces.",
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"_text":"De manière aléatoire, lorsque des symboles WILD PÊCHEUR sont présents à l’écran sans symbole ARGENT à la fin d'un spin gratuit, une animation de rideaux peut apparaître et transformer tous les symboles de l’écran à l’exception des symboles WILD PÊCHEUR en d’autres.",
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"_text":"Il s’agit du symbole SCATTER. ",
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"_text":"Tous les 4 symboles WILD PÊCHEUR collectés, la fonction est redéclenchée et 10 spins gratuits supplémentaires sont accordés et le multiplicateur pour la collecte de symboles ARGENT augmente à 2x pour le deuxième niveau, 3x pour le troisième niveau et 10x pour le quatrième niveau.",
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"_text":"Tous les 4 symboles WILD PÊCHEUR collectés, la fonction est redéclenchée et 10 spins gratuits supplémentaires sont accordés et le multiplicateur pour la collecte de symboles ARGENT augmente à 2x pour le deuxième niveau, 3x pour le troisième niveau et 10x pour le quatrième niveau.",
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"_text":"Une défaillance annule tous les gains et les parties.",
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"_text":"Pendant la séquence de SPINS GRATUITS normale, chaque symbole WILD PÊCHEUR collecte également toutes les valeurs des symboles ARGENT à l’écran.",
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"anchorY":0,
"width":1387,
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],
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{
"name":"Paytable_mobile/Paytable_portrait/Page10/Content/RealContent/RTPHolder/TheoreticalRTP/Label",
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"_text":"Le TRJ théorique pour ce jeu est de {0}%",
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},
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],
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"fileID":9539
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"_text":"Il apparaît sur tous les rouleaux.",
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"width":900,
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},
"fileID":9721
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],
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"name":"Paytable_mobile/Paytable_portrait/Page4/Content/RealContent/FreeSpinsHolder1/RulesHolder/RuleHolder1/Rule1",
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"_text":"Obtenez 3, 4 ou 5 symboles SCATTER pour déclencher la fonction SPINS GRATUITS et gagner respectivement 10, 15 ou 20 spins gratuits.",
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"width":1440,
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],
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"_text":"La séquence DE SPINS GRATUITS peut être déclenchée instantanément depuis le jeu de base en l’achetant.",
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"anchorY":0,
"width":1325,
"height":455,
"overflow":0
},
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],
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"_text":"Le joueur a la possibilité de sélectionner le multiplicateur de mise. En fonction de la mise sélectionnée, le jeu se comporte différemment. Les valeurs possibles sont :",
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"width":1400,
"height":455,
"overflow":0
},
"fileID":9724
}
],
"fileID":9907
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{
"name":"Paytable_mobile/Paytable_portrait/Page7/Content/RealContent/MaxWin/TitleHolder/Title",
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"layer":0,
"components" : 
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"fileID":9543
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"_text":"GAIN MAX",
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"width":1100,
"height":100,
"overflow":0
},
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}
],
"fileID":9908
},
{
"name":"Paytable_mobile/Paytable_portrait/Page4/Content/RealContent/FreeSpinsHolder1/RulesHolder/ExtraRulesHolder/RuleHolder4/Rule4",
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"fileID":9544
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{
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"_text":"Tous les symboles WILD PÊCHEUR obtenus pendant la fonction sont collectés jusqu’à la fin de la séquence.",
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"anchorY":0,
"width":1400,
"height":250,
"overflow":0
},
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}
],
"fileID":9909
},
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"_text":"RÈGLES DU JEU",
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"overflow":0
},
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],
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},
{
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"layer":0,
"components" : 
[
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"_text":"Tous les symboles WILD PÊCHEUR obtenus pendant la fonction sont collectés jusqu’à la fin de la séquence.",
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"anchorY":0,
"width":1400,
"height":455,
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},
"fileID":9728
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],
"fileID":9911
},
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"_text":"La séquence commence par 10 parties gratuites.",
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],
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"_text":"De manière aléatoire, lorsque des symboles WILD PÊCHEUR sont présents à l'écran sans symbole ARGENT à la fin d'un spin gratuit, des symboles ARGENT peuvent apparaître à des emplacements au hasard.",
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"_text":"Il remplace tous les symboles à l’exception des symboles SCATTER et ARGENT.",
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"width":893,
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"_text":"Après le quatrième niveau, la fonction ne peut plus être redéclenchée.",
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"anchorY":0,
"width":1259,
"height":455,
"overflow":0
},
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],
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"_text":"Voici les symboles ARGENT. Lors de chaque spin, les symboles ARGENT prennent une valeur aléatoire pouvant être remportée pendant la fonction SPINS GRATUITS.",
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"_text":"Les jeux à volatilité élevée paient moins souvent en moyenne mais la chance de gagner d'énormes sommes sur une courte période est plus élevée.",
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"_text":"Tous les symboles paient de gauche à droite sur les lignes de paiement sélectionnées.\nTous les gains sont multipliés par la mise par ligne.",
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"_text":"Il apparaît sur tous les rouleaux pendant la séquence de SPINS GRATUITS.",
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"_text":"Lors de chaque spin, toutes les lignes de gain ou combinaisons gagnantes contenant des symboles ARGENT sont payées et chaque symbole WILD PÊCHEUR présent collecte la valeur de tous les symboles ARGENT à l’écran.",
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"_text":"Payer 100x la mise totale pour déclencher la fonction SPINS GRATUITS. Lorsque vous achetez la fonction SPINS GRATUITS, avant le début de la séquence, choisissez une carte parmi les 12 cartes possibles pour obtenir les SPINS GRATUITS normaux ou les SPINS GRATUITS GOLDEN LAKE.",
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],
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"_text":"Le montant maximum d’un gain est limité à {0}x la mise, à l’exception du Jackpot. Si le gain total de la séquence DE SPINS GRATUITS atteint {1}x la mise, la séquence prend immédiatement fin, le gain est accordé et tous les spins gratuits restants sont annulés.",
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"_text":"NE PAS MONTRER LA PROCHAINE FOIS",
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"_text":"Lorsque vous jouez avec une mise d'ante active, il existe une possibilité que 3 SCATTERS soient ajoutés à des emplacements aléatoires à l'écran à la fin d'un spin ou d'un respin résultant de 2 SCATTERS obtenus sans un troisième. Ces SCATTERS rapportent la fonction SPINS GRATUITS mais le résultat du spin ne paie pas pour les lignes.",
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"_text":"Lorsque vous jouez avec une mise d'ante active, il existe une possibilité que 3 SCATTERS soient ajoutés à des emplacements aléatoires à l'écran à la fin d'un spin ou d'un respin résultant de 2 SCATTERS obtenus sans un troisième. Ces SCATTERS rapportent la fonction SPINS GRATUITS mais le résultat du spin ne paie pas pour les lignes.",
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') 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') format('woff')}"
}
}
]}