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"_text":"Μπορεί να εμφανιστεί στους κυλίνδρους 2, 3 και 4.",
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"anchorY":0,
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"fileID":3800
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{
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"fileID":3612
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"_text":"Τρόποι για να κερδίσετε",
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"height":60,
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"name":"Paytable/Pages/Page5/Volatility/VolatilityMeter/LabelHolder/VolatilityLabel",
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"_text":"ΜΕΤΑΒΛΗΤΟΤΗΤΑ ",
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"width":198,
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"fileID":3707
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"name":"Paytable/Pages/Page5/MinMaxHolder/MaxBet/MaximumText",
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"_text":"ΜΕΓΙΣΤΟ ΣΤΟΙΧΗΜΑ: ",
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"width":266,
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{
"name":"Paytable/Pages/Page4/BuyFSHolder/TitleHolder/Title",
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"fileID":3615
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"_text":"ΤΥΧΑΙΑ ΕΠΑΘΛΑ",
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"_text":"Η επιστροφή στους παίκτες (RTP) του παιχνιδιού χρησιμοποιώντας την \"ΑΓΟΡΑ BONUS ΤΡΟΧΟΥ\" είναι {0}%",
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"_text":"Η δυσλειτουργία ακυρώνει όλες τις πληρωμές και τα παιχνίδια.",
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"width":1400,
"height":50,
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"_text":"ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΕΣ",
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"_text":"Αυτό είναι το σύμβολο BONUS ΤΡΟΧΟΣ.",
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"_text":"Η πιθανή ανταμοιβή που μπορεί να αποκαλυφθεί είναι:",
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"fileID":3623
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"_text":"Μπορεί να εμφανιστεί σε όλους τους κυλίνδρους.",
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"anchorY":0,
"width":420,
"height":100,
"overflow":0
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"_text":"Κέρδη που απονέμονται για συνδυασμούς διαδοχικών συμβόλων από αριστερά προς τα δεξιά.",
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"_text":"Οι πιθανές αξίες για ξύλινα σπίτια είναι: 2x, 3x, 4x, 5x, 6x, MINI για 12x, 2x MINI για 24x το συνολικό στοίχημα ή MINOR για 60x το συνολικό στοίχημα.",
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{
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"fileID":3628
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"_text":"ΚΑΝΟΝΕΣ ΠΑΙΧΝΙΔΙΟΥ",
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"_text":"Το μέγιστο ποσό κέρδους περιορίζεται σε {0}x το στοίχημα. Εάν το συνολικό κέρδος μίας λειτουργίας φτάσει {1}x το στοίχημα, ο γύρος τελειώνει αμέσως, απονέμεται το κέρδος και χάνονται όλες οι υπόλοιπες λειτουργίες.",
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"_text":"Τα παιχνίδια με υψηλή μεταβλητότητα πληρώνουν λιγότερο συχνά κατά μέσο όρο, αλλά η πιθανότητα να πετύχεις μεγάλα κέρδη σε σύντομο χρονικό διάστημα είναι υψηλότερη.",
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"width":1400,
"height":74,
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],
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"_text":"ΜΕΓΙΣΤΟ ΚΕΡΔΟΣ",
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"height":70,
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"_text":"Συνολικά ο μέγιστος αριθμός πιθανών τρόπων για να κερδίσετε είναι 243.",
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"name":"Paytable/Pages/Page2/FSHolder/RulesHolderTop/RuleHolder2/Rule2",
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"layer":0,
"components" : 
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"_text":"Όταν αρχίζει ο γύρος, οι θέσεις όλων των SCATTER που ενεργοποίησαν τη λειτουργία επισημαίνονται με ένα τετράγωνο από άχυρο. Κατά τη διάρκεια του γύρου, κάθε φορά που πετυχαίνει ένα σύμβολο SCATTER η θέση του θα επισημαίνεται είτε με ένα τετράγωνο από άχυρο εάν δεν έχει ήδη επισημανθεί ή το τετράγωνο θα αναβαθμίζεται σταδιακά σε ξύλο και μετά σε τούβλο. Εάν πετύχετε ένα SCATTER σε μια θέση που έχει ήδη επισημανθεί με τούβλο, τότε μια τυχαία θέση στην οθόνη αναβαθμίζεται στην επόμενη επισήμανση κατά σειρά αξίας. Εάν πετύχετε SCATTER όταν όλες οι θέσεις στην οθόνη επισημαίνονται με τούβλο, δεν αναβαθμίζεται τίποτα και δίνεται ένα επιπλέον έπαθλο 10x το συνολικό στοίχημα για καθένα από αυτά τα SCATTER. Οι επισημάνσεις παραμένουν στη θέση τους μέχρι να ολοκληρωθεί ο γύρος.",
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"width":1400,
"height":400,
"overflow":0
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"fileID":3727
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"fileID":3822
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{
"name":"Paytable/Pages/Page5/FreeSpinsExtraRulesHolder/FreeSpinsExtraRule1",
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"_text":"Το κέρδος από τις Δωρεάν περιστροφές και το Μπόνους απονέμεται στον παίκτη μετά την ολοκλήρωση του γύρου.",
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"fileID":3823
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"enabled":true,
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"_text":"Στο τέλος του γύρου, αφού ολοκληρωθούν όλες οι δωρεάν περιστροφές, οι θέσεις που έχουν επισημανθεί μεταμορφώνονται σε σπίτια και ο λύκος εμφανίζεται στην οθόνη, φυσάει τα σπίτια και αποκαλύπτει τυχαία χρηματικά έπαθλα πίσω από κάθε σπίτι. Τα έπαθλα είναι υψηλότερης αξίας ανάλογα με τον τύπο του σπιτιού.",
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"width":1400,
"height":150,
"overflow":0
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"fileID":3729
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"fileID":3824
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{
"name":"Paytable/Pages/Page3/MoneyRespinHolder/WheelBonusHolder/RulesHolder/RuleHolder2/Rule2",
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"_text":"Μπορεί να εμφανιστεί σε όλους τους κυλίνδρους.",
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"width":629,
"height":75,
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],
"fileID":3825
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"name":"Paytable/Pages/Page3/MoneyRespinHolder/RulesHolder/RuleHolder4/Rule4",
"activeSelf":true,
"layer":0,
"components" : 
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"_text":"ΛΕΙΤΟΥΡΓΙΑ ΑΝΕΜΟΜΥΛΟΥ - Όταν αποκαλυφθεί, τα σύμβολα BONUS ΤΡΟΧΟΣ που πετυχαίνετε για να ενεργοποιήσουν το έπαθλο κυλά προς τη δεξιά άκρη της οθόνης αφήνοντας πίσω τους σημάδια μέχρι να φύγουν από την οθόνη. Εάν περισσότερα σύμβολα BONUS ΤΡΟΧΟΣ κυλήσουν στις ίδιες θέσεις, αναβαθμίζουν τη θέση στην επόμενη ένδειξη. Μετά από αυτό, ενεργοποιείται η λειτουργία ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΕΣ με αυτές τις επισημασμένες θέσεις.",
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"anchorY":0,
"width":1328,
"height":150,
"overflow":0
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],
"fileID":3826
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{
"name":"Paytable/Pages/Page2/FSHolder/PossibleValues/Value1/Label1",
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"components" : 
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"_text":"Οι πιθανές αξίες για αχυρένια σπίτια είναι: 0,6x, 1x και 1,5x το συνολικό στοίχημα.",
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],
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{
"name":"Paytable/Pages/Page1/ScatterHolder/RulesHolder/RuleHolder1/Rule1",
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"_text":"Αυτό είναι το σύμβολο SCATTER. ",
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"anchorY":1,
"width":420,
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"name":"Paytable/Pages/Page5/RTP/TheoreticalRTPBONUS/Label",
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"_text":"Η επιστροφή στους παίκτες (RTP) του παιχνιδιού χρησιμοποιώντας την \"ΑΓΟΡΑ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ\" είναι {0}%",
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"_text":"Πετύχετε 3 ή περισσότερα σύμβολα BONUS ΤΡΟΧΟΣ στο βασικό παιχνίδι για να ενεργοποιήσετε ένα έπαθλο που έχει αποκαλυφθεί τυχαία.",
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"_text":"ΚΑΝΟΝΕΣ ΠΑΙΧΝΙΔΙΟΥ",
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"layer":0,
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"enabled":true,
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"_text":"Πετύχετε 3 ή περισσότερα σύμβολα SCATTER κατά τη διάρκεια του γύρου για εκ νέου ενεργοποίηση της λειτουργίας και για να κερδίσετε 1 επιπλέον δωρεάν περιστροφή.",
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{
"name":"Paytable/Pages/Page4/BuyFSHolder/RuleHolder1/Rule2",
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"layer":0,
"components" : 
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"enabled":true,
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"fileID":3644
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"_text":"Πληρώστε 100x το συνολικό στοίχημα για να ενεργοποιήσετε τη λειτουργία ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΕΣ με έναν τυχαίο αριθμό συμβόλων SCATTER, από 6 έως 15, που είναι εγγυημένα ότι θα εμφανιστούν στην περιστροφή ενεργοποίησης.",
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"anchorY":0,
"width":1181,
"height":150,
"overflow":0
},
"fileID":3738
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],
"fileID":3833
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"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
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"fileID":3645
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"_text":"Οι πιθανές αξίες για τούβλινα σπίτια είναι: 10x, 15x, 20x, 25x, 100x, 250x, MINI για 12x, 2x MINI για 24x το συνολικό στοίχημα, MINOR για 60x, MAJOR για 500x, GRAND για 5000x το συνολικό στοίχημα.",
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"overflow":0
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"components" : 
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"fileID":3646
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"_text":"Πληρώστε 200x το συνολικό στοίχημα για να ενεργοποιήσετε τη λειτουργία BONUS ΤΡΟΧΟΣ όπου μια από τις ανταμοιβές ΜΕΓΑ ΤΡΑΠΕΖΑ, ΑΝΕΜΟΜΥΛΟΣ, ΤΟΥΒΛΙΝΟ ΣΠΙΤΙ ή ΤΥΧΑΙΟ ΤΖΑΚΠΟΤ αποκαλύπτεται τυχαία στην περιστροφή ενεργοποίησης.",
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"width":1249,
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"fileID":3835
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"name":"Paytable/Pages/Page2/FSHolder/RulesHolderBot/RuleHolder5/Label5",
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"layer":0,
"components" : 
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"enabled":true,
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"psr":"d"
},
"fileID":3647
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{
"componentType":"UILabel",
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"_text":"Ειδικοί κύλινδροι βρίσκονται στο παιχνίδι κατά τη διάρκεια της λειτουργίας.",
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"overflow":0
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],
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"_text":"Το συνολικό κέρδος από τις Δωρεάν περιστροφές και το Μπόνους στο ιστορικό περιέχει το συνολικό κέρδος του κύκλου.",
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"width":1203,
"height":75,
"overflow":0
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"_text":"Όλα τα σύμβολα πληρώνουν από αριστερά προς δεξιά σε επιλεγμένους τρόπους πληρωμής.\nΌλα τα κέρδη πολλαπλασιάζονται με το στοίχημα ανά τρόπο πληρωμής.",
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') format('woff')}"
}
}
]}