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"path":"Paytable/Pages/Page3/MoneySymbolsHolder/MoneySymbol8/RuleHolder8/Rule8",
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"_text":"Pendant la séquence, seul les SYMBOLES ARGENT et les symboles spéciaux tournent et peuvent s'arrêter sur un emplacement vide de la grille.",
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"width":1400,
"height":75,
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"fileID":80496
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],
"fileID":80577
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{
"name":"Paytable/Pages/Page4/MaxWinHolder/TitleHolder/Title",
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"width":1400,
"height":35,
"overflow":0
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"fileID":80497
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"fileID":80578
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"name":"Paytable/Pages/Page4/BottomRulesHolder/RuleHolder1/Rule1",
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"fileID":80418
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"_text":"L'ordre dans lequel les modificateurs s'appliquent aux symboles ARGENT à l'écran est fixé comme suit : AJOUTER, puis MULTIPLIER, puis RÉCUPÉRER, puis AJOUTER permanent, puis MULTIPLIER permanent, puis RÉCUPÉRER permanent, puis DÉVERROUILLER.",
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"width":1257,
"height":150,
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"fileID":80579
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{
"name":"Paytable/Pages/Page3/MoneySymbolsHolder/TopRuleHolder/TopRule",
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"height":70,
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],
"fileID":80580
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{
"name":"Paytable/Pages/Page5/RulesTop/AllValues",
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"fileID":80420
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"_text":"Toutes les valeurs sont exprimées sous forme de gains réels en pièces",
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"fileID":80421
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"_text":"Voici le SYMBOLE ARGENT. Il peut apparaître sur tous les rouleaux.",
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"anchorY":1,
"width":834,
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"fileID":80501
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"fileID":80582
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"fileID":80422
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"_text":"Tous les gains sont ajoutés au solde du joueur une fois toutes les dégringolades résultant d’un spin de base aient été jouées.",
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"name":"Paytable/Pages/Page5/RulesTop/FSTotalWinHistoryNewNew",
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"_text":"Le gain total dans l’historique contient le gain total du cycle.",
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],
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"_text":"Les valeurs des symboles ARGENT pendant le spin ayant déclenché la fonction depuis le jeu de base sont aléatoires.",
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"anchorY":0,
"width":1400,
"height":125,
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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":"MISE MAXIMUM :",
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"layer":0,
"components" : 
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"fileID":80428
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"_text":"Si la grille est entièrement déverrouillée en 6x5 et qu'elle est entièrement remplie, la séquence se termine et une récompense supplémentaire de 500x la mise totale est ajoutée au gain total.",
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],
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{
"name":"Paytable/Pages/Page3/MoneySymbolsHolder/MoneySymbol1/RuleHolder1/Rule1",
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"_text":"Symboles ARGENT aux valeurs initiales aléatoires.",
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"width":651,
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],
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"name":"Paytable/Pages/Page4/MaxWinHolder/RuleHolder/Rule",
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"_text":"Le montant maximum d’un gain est limité à {0}x la mise. Si le gain total d’une fonction atteint {1}x la mise, la séquence prend immédiatement fin, le gain est accordé et toutes les fonctions restantes sont annulées.",
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"_text":"Commencez avec 3 respins. Tous les symboles apparaissant après chaque respin restent à l’écran jusqu’à la fin de la séquence. À chaque fois qu'un symbole apparaît, le nombre de respins est ramené à 3.",
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"name":"Paytable/Pages/Page1/TumbleHolder/RulesHolder/RuleHolder1/Rule1",
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"_text":"La FONCTION DÉGRINGOLADE signifie qu’après chaque spin, les combinaisons gagnantes sont payées et que tous les symboles gagnants disparaissent.. Les symboles restants tombent en bas de l’écran et les emplacements vides sont remplacés par de nouveaux symboles venus d’en haut.",
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"overflow":0
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"fileID":80512
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],
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"name":"Paytable/Pages/Page3/MoneySymbolsHolder/MoneySymbol2/RuleHolder2/Rule2",
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"_text":"Voici le symbole AJOUTER VALEUR. Lorsqu’il apparaît il ajoute une valeur aléatoire du même ensemble que le symbole ARGENT à la valeur de tous les symboles ARGENT actuellement à l'écran. Une fois l’ajout fait, il se transforme en un symbole ARGENT d’une valeur égale à celle ajoutée.",
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"anchorX":0,
"width":1277,
"height":250,
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],
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"name":"Paytable/Pages/Page3/MoneySymbolsHolder/MoneySymbol4/RuleHolder4/Rule4",
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"layer":0,
"components" : 
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"fileID":80434
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"_text":"Voici le symbole RÉCUPÉRER. Lorsqu’il apparaît, il récupère les valeurs de tous les symboles ARGENT actuellement à l’écran. Après la récupération, il se transforme en un symbole ARGENT de la valeur récupérée.",
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"anchorX":0,
"width":1313,
"height":250,
"overflow":0
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],
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{
"name":"Paytable/Pages/Page2/MoneyRespinFeature/RulesHolder/Rule7Holder/Rule7",
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"_text":"Une fois la séquence terminée, tous les montants accumulés jusque là sont accordés.",
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"width":1400,
"height":75,
"overflow":0
},
"fileID":80515
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],
"fileID":80596
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"name":"Paytable/Pages/Page2/MoneySymbolsAsWin/TitleHolder/Title",
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"_text":"SYMBOLES ARGENT COMME MULTIPLICATEURS DE GAINS",
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],
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"name":"Paytable/Pages/Page2/MoneyRespinFeature/RulesHolder/Rule2Holder/Rule2",
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"_text":"Lorsque la fonction démarre, les rouleaux du jeu de base sont remplacés par une grille de 4x5 emplacements.",
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"width":1329,
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],
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"_text":"Seul le gain le plus élevé est payé par combinaison gagnante.",
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"_text":"Voici le symbole DÉVERROUILLER. La première fois qu'il apparaît dans une séquence, il déverrouille le rouleau le plus à droite, étendant la grille à 5x5. La deuxième fois qu'il apparaît dans une séquence, il déverrouille le rouleau le plus à gauche, étendant la grille à 6x5. Une fois apparu, il se transforme en un symbole ARGENT avec une valeur aléatoire.",
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"anchorX":0,
"width":1269,
"height":227,
"overflow":0
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],
"fileID":80600
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"_text":"RÈGLES DU JEU",
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],
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{
"name":"Paytable/Pages/Page5/RulesBottom/RTP/TheoreticalRTP/Label",
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"_text":"Le TRJ théorique pour ce jeu est de {0}%",
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"width":1400,
"height":50,
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],
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{
"name":"Paytable/Pages/Page2/MoneyRespinFeature/RulesHolder/Rule1Holder/Rule1",
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"_text":"Obtenez 4 symboles ARGENT ou plus en une fois ou sur plusieurs cascades pour déclencher la fonction RESPIN ARGENT.",
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"width":1400,
"height":75,
"overflow":0
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],
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{
"name":"Paytable/Pages/Page2/MoneySymbolsAsWin/RulesHolder/RuleHolder2/Rule2",
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"_text":"Lorsqu'exactement 3 symboles ARGENT apparaissent comme résultat initial d'un spin, avant toute cascade, si ce résultat n'est pas gagnant, les valeurs de ces symboles ARGENT se transforment en multiplicateurs, ils sont additionnés, mis de côté, et le jeu rejoue tous les symboles à l'écran jusqu'à ce qu'au moins une combinaison gagnante apparaisse. Tous les gains qui en résultent seront multipliés par le multiplicateur de gain précédemment récupéré. Pendant ces respins et les cascades suivantes, des rouleaux spéciaux ne contenant pas de symboles ARGENT sont en jeu.",
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],
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{
"name":"Paytable/Pages/Page2/MoneyRespinFeature/RulesHolder/Rule4Holder/Rue4",
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"_text":"La séquence commence avec les SYMBOLES ARGENT obtenus pendant le jeu de base dans la même position.",
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],
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"name":"Paytable/Pages/Page2/MoneyRespinFeature/RulesHolder/Rule6Holder/Rule6",
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"_text":"La séquence prend fin lorsqu’il ne reste plus aucun respin ou que l’écran est entièrement rempli.",
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],
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"name":"Paytable/Pages/Page5/RulesBottom/MinMaxBetHolderNew/MinBet/MinimumText1",
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"_text":"MISE MINIMUM :",
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],
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"name":"Paytable/Pages/Page4/BottomRulesHolder/RuleHolder2/Rule2",
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"_text":"La valeur de tous les symboles permanents n’est affectée par aucun modificateur.",
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},
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],
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{
"name":"Paytable/Pages/Page5/RulesTop/AllWinsMult",
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"_text":"Tous les gains sont multipliés par la mise de base.",
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],
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{
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"_text":"Le TRJ du jeu en utilisant « ACHETER DES SPINS GRATUITS » est de {0} %",
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],
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"_text":"Une défaillance annule tous les gains et les parties.",
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],
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"_text":"Voici le symbole AJOUTER permanent. Lorsqu’il apparaît, il prend une valeur au hasard depuis le même ensemble que les symboles ARGENT. Cette valeur est ajoutée aux valeurs de tous les symboles ARGENT à l'écran pour le respin actuel et tous les respins suivants.",
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"anchorX":0,
"width":1314,
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],
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{
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"_text":"Lors de chaque spin, le SYMBOLE ARGENT prend une valeur aléatoire parmi un ensemble prédéfini de 1x, 2x, 3x, 4x, 5x, 6x, 8x, 10x, 12x, 15x, 20x, 25x, 50x, 100x, 250x ou 500x la mise totale.",
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"width":789,
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],
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"_text":"Voici le symbole MULTIPLIER. Lorsqu’il apparaît, il multiplie la valeur de 2 à 5 symboles ARGENT aléatoires à l’écran par un multiplicateur au hasard de x2, x3, x4 ou x5. Après la multiplication, il se transforme en un symbole ARGENT d’une valeur équivalant à autant de mises totales que le multiplicateur qu'il représentait.",
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"anchorX":0,
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],
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{
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"_text":"En cas de gain avec plusieurs blocs, tous les gains sont ajoutés au gain total.",
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"width":1400,
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"overflow":0
},
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],
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},
{
"name":"Paytable/Pages/Page4/CAT/TitleHolder/Title",
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"_text":"FONCTION ACHETER RESPIN",
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},
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],
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{
"name":"Paytable/Pages/Page3/MoneySymbolsHolder/MoneySymbol7/RuleHolder7/Rule7",
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"_text":"Voici le symbole MULTIPLIER permanent. Lorsqu’il apparaît, il prend une valeur de multiplicateur au hasard de x2, x3, x4 ou x5. Pour le spin actuel et tous les respins suivants jusqu'à la fin de la séquence, la valeur de 2 à 5 symboles ARGENT au hasard est multipliée par ce multiplicateur.",
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"anchorX":0,
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},
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],
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{
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"_text":"SÉQUENCE RELANCE MONEY.",
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"height":100,
"overflow":0
},
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}
],
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},
{
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"_text":"Les dégringolades continuent jusqu’à ce que plus aucune combinaison gagnante n’apparaisse à la suite d'une dégringolade.",
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"width":1341,
"height":100,
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],
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{
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"_text":"Les touches ESPACE et ENTRÉE du clavier peuvent être utilisées pour lancer et arrêter la rotation des rouleaux.",
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"width":1400,
"height":50,
"overflow":0
},
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],
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{
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') format('woff')}"
}
}
]}