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"fileID":4591
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"_text":"Επίπεδο 4 - Αρχίζει αφού συλλεχθούν άλλα 4 σύμβολα ΠΟΛΛΑΠΛΑΣΙΑΣΤΗ. Στο επίπεδο 4, μπορείτε να πετύχετε τα σύμβολα ΠΟΛΛΑΠΛΑΣΙΑΣΤΗ από 50x έως 100x. Μετά το επίπεδο 4, δεν είναι πλέον εφικτό να ανεβείτε επίπεδο και όλες οι επόμενες δωρεάν περιστροφές παίζονται στο επίπεδο 4.",
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"name":"Paytable/Pages/Page3/FSHolder/ListHolderNew/List2/Label2",
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"_text":"Επίπεδο 2 - Αρχίζει αφού συλλεχθούν 6 σύμβολα ΠΟΛΛΑΠΛΑΣΙΑΣΤΗ. Στο επίπεδο 2, μπορείτε να πετύχετε τα σύμβολα ΠΟΛΛΑΠΛΑΣΙΑΣΤΗ από 8x έως 100x.",
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],
"fileID":4851
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{
"name":"Paytable/Pages/Page3/FSHolder/RuleHolder1/Rule1",
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"_text":"Οι ΛΕΙΤΟΥΡΓΙΑ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΕΣ απονέμεται όταν 4 ή περισσότερα σύμβολα SCATTER εμφανίζονται οπουδήποτε στην οθόνη.",
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{
"name":"Paytable/Pages/Page3/FSHolder/TitleHolder/Title",
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"_text":"ΚΑΝΟΝΕΣ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ ",
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{
"name":"Paytable/Pages/Page3/FSHolder/RuleHolder3New/Rule3New",
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"_text":"Ο γύρος ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΕΣ έχει προοδευτική λειτουργία.\nΑρχίζει από το επίπεδο 1 και κάθε φορά που πετυχαίνετε σύμβολα πολλαπλασιαστή συλλέγονται σε έναν μετρητή, ο γύρος ανεβαίνει σε συγκεκριμένα όρια και σε κάθε επίπεδο είναι δυνατές μόνο συγκεκριμένες τιμές για τα σύμβολα πολλαπλασιαστή, ως ακολούθως:",
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"height":150,
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{
"name":"Paytable/Pages/Page3/FSHolder/GenericHolder/SpecialRule",
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"components" : 
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"fileID":4608
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"_text":"Ειδικοί κύλινδροι υπάρχουν στο παιχνίδι στη διάρκεια της ΛΕΙΤΟΥΡΓΙΑΣ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ ",
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"overflow":0
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],
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{
"name":"Paytable/Pages/Page3/FSHolder/ListHolderNew/List3/Label3",
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"_text":"Επίπεδο 3 - Αρχίζει αφού συλλεχθούν άλλα 5 σύμβολα ΠΟΛΛΑΠΛΑΣΙΑΣΤΗ. Στο επίπεδο 3, μπορείτε να πετύχετε τα σύμβολα ΠΟΛΛΑΠΛΑΣΙΑΣΤΗ από 15x έως 100x.",
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"width":1284,
"height":100,
"overflow":0
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"fileID":4732
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],
"fileID":4856
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{
"name":"Paytable/Pages/Page3/FSHolder/RuleHolder2New/Rule2New",
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"layer":0,
"components" : 
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"fileID":4610
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"_text":"Πετύχετε 4, 5 ή 6 σύμβολα SCATTER για να προκαλέσετε 10, 15 ή 20 δωρεάν περιστροφές αντίστοιχα.",
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"overflow":0
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"fileID":4733
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],
"fileID":4857
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{
"name":"Paytable/Pages/Page3/FSHolder/RuleHolder4/Rule4",
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"fileID":4611
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"_text":"Κάθε φορά που πετυχαίνετε 3 ή περισσότερα σύμβολα SCATTER κατά τη διάρκεια του ΓΥΡΟΥ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ, απονέμονται 5 επιπλέον δωρεάν περιστροφές.",
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"height":100,
"overflow":0
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"fileID":4734
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],
"fileID":4858
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"name":"Paytable/Pages/Page3/FSHolder/ListHolderNew/List1/Label1",
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"layer":0,
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"_text":"Επίπεδο 1 - Προτού συλλεχθούν 6 σύμβολα ΠΟΛΛΑΠΛΑΣΙΑΣΤΗ. Στο επίπεδο 1, μπορείτε να πετύχετε τα σύμβολα ΠΟΛΛΑΠΛΑΣΙΑΣΤΗ από 2x έως 100x.",
"fontSize":25,
"width":1400,
"height":100,
"overflow":0
},
"fileID":4735
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],
"fileID":4859
},
{
"name":"Paytable/Pages/Page3/MaxWinHolder/TitleHolder/Title",
"activeSelf":true,
"layer":0,
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"fileID":4613
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"enabled":true,
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"_text":"ΜΕΓΙΣΤΟ ΚΕΡΔΟΣ",
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"width":1400,
"height":70,
"overflow":0
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"fileID":4736
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],
"fileID":4860
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{
"name":"Paytable/Pages/Page4/AnteBetHolder/ARuleHolder3/Rule3",
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"layer":0,
"components" : 
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"fileID":4614
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"_text":"Πολλαπλασιαστής στοιχήματος 20x - δίνει τη δυνατότητα να αγοράσετε έναν ΓΥΡΟ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ, πληρώνοντας μια αξία ίση με 100x το συνολικό στοίχημα.",
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"anchorY":0,
"width":1400,
"height":50,
"overflow":0
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"fileID":4737
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],
"fileID":4861
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{
"name":"Paytable/Pages/Page4/AnteBetHolder/AnteTitle/Title",
"activeSelf":true,
"layer":0,
"components" : 
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"fileID":4615
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"_text":"ΣΤΟΙΧΗΜΑ ΑΝΤΕ",
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"width":1150,
"height":70,
"overflow":0
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],
"fileID":4862
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{
"name":"Paytable/Pages/Page4/AnteBetHolder/ARuleHolder2/Rule2",
"activeSelf":true,
"layer":0,
"components" : 
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"serializableData" : 
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"_text":"Πολλαπλασιαστής στοιχήματος 25x - η ευκαιρία να κερδίσετε δωρεάν περιστροφές διπλασιάζεται φυσικά. Περισσότερα σύμβολα SCATTER υπάρχουν στους κυλίνδρους. Η ΛΕΙΤΟΥΡΓΙΑ ΑΓΟΡΑΣ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ απενεργοποιείται.",
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"width":1400,
"height":150,
"overflow":0
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"fileID":4739
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{
"name":"Paytable/Pages/Page4/BuyFSHolder/FSList1/List1",
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"layer":0,
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"fileID":4617
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"_text":"Πληρώστε 100x το συνολικό στοίχημα για να ενεργοποιήσετε έναν γύρο που αρχίζει από το επίπεδο 1.",
"fontSize":25,
"width":1400,
"height":100,
"overflow":0
},
"fileID":4740
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],
"fileID":4864
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{
"name":"Paytable/Pages/Page4/BuyFSHolder/FSRule1/Rule1",
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"layer":0,
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"_text":"Ο ΓΥΡΟΣ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ μπορεί να ενεργοποιηθεί άμεσα από το βασικό παιχνίδι, αγοράζοντάς τον. Όταν είναι ενεργοποιημένη η λειτουργία στοίχημα Ante 25x, η λειτουργία ΑΓΟΡΑ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ απενεργοποιείται.",
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"height":150,
"overflow":0
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"name":"Paytable/Pages/Page4/BuyFSHolder/FSRule3/Rule3",
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"fileID":4619
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"_text":"Όταν αγοράζετε τον γύρο ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ, μπορείτε να πετύχετε έναν τυχαίο αριθμό συμβόλων SCATTER στην περιστροφή που ενεργοποίησε τη λειτουργία, για οποιαδήποτε από τις επιλογές.",
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"width":1131,
"height":100,
"overflow":0
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"name":"Paytable/Pages/Page4/BuyFSHolder/FSRule2/Rule2",
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"layer":0,
"components" : 
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"fileID":4620
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"_text":"Υπάρχουν 4 επιλογές για να αγοράσετε τον γύρο ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ:",
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"height":100,
"overflow":0
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"fileID":4867
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{
"name":"Paytable/Pages/Page4/BuyFSHolder/FSTitle/Title",
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"layer":0,
"components" : 
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"parent" : 
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"fileID":4621
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"_text":"ΑΓΟΡΑΣΤΕ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΕΣ",
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"width":1400,
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"overflow":0
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"fileID":4868
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{
"name":"Paytable/Pages/Page4/BuyFSHolder/FSList2/List2",
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"layer":0,
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"fileID":4622
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"_text":"Πληρώστε 200x το συνολικό στοίχημα για να ενεργοποιήσετε έναν γύρο που εγγυάται ότι αρχίζει από το επίπεδο 2.",
"fontSize":25,
"width":1400,
"height":100,
"overflow":0
},
"fileID":4745
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],
"fileID":4869
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"name":"Paytable/Pages/Page4/BuyFSHolder/FSList4/List4",
"activeSelf":true,
"layer":0,
"components" : 
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"guid":"41bd39d6edca49349977771a27f21be8"
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"fileID":4623
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"_text":"Πληρώστε 500x το συνολικό στοίχημα για να ενεργοποιήσετε έναν γύρο που εγγυάται ότι αρχίζει από το επίπεδο 4.",
"fontSize":25,
"width":1400,
"height":100,
"overflow":0
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"fileID":4870
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"_text":"Πληρώστε 400x το συνολικό στοίχημα για να ενεργοποιήσετε έναν γύρο που εγγυάται ότι αρχίζει από το επίπεδο 3.",
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"width":1400,
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],
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"_text":"ΚΑΝΟΝΕΣ ΠΑΙΧΝΙΔΙΟΥ ",
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"width":1150,
"height":100,
"overflow":0
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],
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{
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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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"enabled":true,
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"_text":"ΜΕΤΑΒΛΗΤΟΤΗΤΑ ",
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"width":192,
"height":22
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{
"name":"Paytable/Pages/Page5/RulesTop/AllWinsMultiplied",
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"_text":"Τα σύμβολα πληρώνουν οπουδήποτε.\n Όλες οι επιτυχίες πολλαπλασιάζονται με το βασικό στοίχημα.",
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"anchorY":0,
"width":1400,
"height":150,
"overflow":0
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],
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{
"name":"Paytable/Pages/Page5/RulesTop/AllValuesExpressed",
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"enabled":true,
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"guid":"38904839f25396c448991f24f45efaf3"
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"_text":"Όλες οι αξίες εκφράζονται σε πραγματικά κέρδη σε νομίσματα.",
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"anchorY":0,
"width":1400,
"height":50,
"overflow":0
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"fileID":4876
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"name":"Paytable/Pages/Page5/RulesTop/WhenWinningOnMultiplePaylines",
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"_text":"Όταν κερδίζετε με πολλαπλά σύμβολα, όλες οι επιτυχίες προστίθενται στο συνολικό κέρδος.",
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"width":1400,
"height":50,
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],
"fileID":4877
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"name":"Paytable/Pages/Page5/FreeSpinsExtraRules/FSWins2",
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"_text":"Το συνολικό κέρδος δωρεάν περιστροφών στο ιστορικό περιλαμβάνει ολόκληρο το κέρδος του κύκλου. ",
"fontSize":25,
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"width":1400,
"height":50,
"overflow":0
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],
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"name":"Paytable/Pages/Page5/FreeSpinsExtraRules/FSWins1",
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"components" : 
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"guid":"38904839f25396c448991f24f45efaf3"
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"_text":"Το  κέρδος των δωρεάν περιστροφών δίνεται στον παίκτη μετά την ολοκλήρωση του γύρου.",
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"anchorY":1,
"width":1400,
"height":50,
"overflow":0
},
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],
"fileID":4879
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{
"name":"Paytable/Pages/Page5/RulesBottom/MalfunctionLabel",
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"layer":0,
"components" : 
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"fileID":4633
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"guid":"38904839f25396c448991f24f45efaf3"
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"_text":"Η δυσλειτουργία ακυρώνει όλα τα χρήματα και παιχνίδια.",
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"anchorY":0,
"width":875,
"height":50,
"overflow":0
},
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],
"fileID":4880
},
{
"name":"Paytable/Pages/Page5/RulesBottom/SpaceAndEnter",
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"_text":"Το πλήκτρο του ΔΙΑΣΤΗΜΑΤΟΣ και το ENTER στο πληκτρολόγιο μπορούν να χρησιμοποιηθούν για να ξεκινήσει και να σταματήσει η περιστροφή.   ",
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"width":1400,
"height":50,
"overflow":0
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],
"fileID":4881
},
{
"name":"Paytable/Pages/Page5/MinMaxBetHolder/MinBet/MinimumText",
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"_text":"ΕΛΑΧΙΣΤΟ ΣΤΟΙΧΗΜΑ: ",
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"width":270,
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{
"name":"Paytable/Pages/Page5/MinMaxBetHolder/MaxBet/MaximumText",
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"fileID":4636
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"_text":"ΜΕΓΙΣΤΟ ΣΤΟΙΧΗΜΑ: ",
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"anchorX":0,
"width":258,
"height":26
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],
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{
"name":"Paytable/Pages/Page3/MaxWinHolder/RuleHolder/Rule",
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"components" : 
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"_text":"Το μέγιστο ποσό κέρδους περιορίζεται σε {0}x το στοίχημα. Εάν το συνολικό κέρδος ενός γύρου φτάσει {1}x το στοίχημα, ο γύρος τελειώνει αμέσως, απονέμεται το κέρδος και χάνονται όλες οι υπόλοιπες λειτουργίες.",
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],
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"name":"Paytable/Pages/Page5/RTP/AnteBetRTP/Label ",
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"components" : 
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"_text":"Το RTP του παιχνιδιού κατά τη χρήση του \"ΣΤΟΙΧΗΜΑΤΟΣ ANTE\" είναι {0}%",
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"width":1400,
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"_text":"Το RTP του παιχνιδιού κατά τη χρήση της λειτουργίας «ΑΓΟΡΑ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ» για 500x το συνολικό στοίχημα είναι {0}%",
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"width":1400,
"height":50,
"overflow":0
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"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"parent" : 
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"fileID":4707,
"guid":"41bd39d6edca49349977771a27f21be8"
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"fileID":4640
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"componentType":"UILabel",
"enabled":true,
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"guid":"38904839f25396c448991f24f45efaf3"
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"_text":"Το RTP του παιχνιδιού κατά τη χρήση της λειτουργίας «ΑΓΟΡΑ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ» για 400x το συνολικό στοίχημα είναι {0}%",
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"width":1400,
"height":50,
"overflow":0
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"fileID":4763
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"components" : 
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"enabled":true,
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"guid":"41bd39d6edca49349977771a27f21be8"
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"fileID":4641
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{
"componentType":"UILabel",
"enabled":true,
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"guid":"38904839f25396c448991f24f45efaf3"
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"_text":"Το RTP του παιχνιδιού κατά τη χρήση της λειτουργίας «ΑΓΟΡΑ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ» για 100x το συνολικό στοίχημα είναι {0}%",
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"width":1400,
"height":50,
"overflow":0
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{
"name":"Paytable/Pages/Page5/RTP/TheoreticalRTP/Label",
"activeSelf":true,
"layer":0,
"components" : 
[
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"parent" : 
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"fileID":4707,
"guid":"41bd39d6edca49349977771a27f21be8"
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"children" : 
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"psr":"d"
},
"fileID":4642
},
{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"guid":"38904839f25396c448991f24f45efaf3"
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"_text":"Το θεωρητικό RTP αυτού του παιχνιδιού είναι {0}%",
"fontSize":25,
"width":1400,
"height":50,
"overflow":0
},
"fileID":4765
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],
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"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
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"parent" : 
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"guid":"41bd39d6edca49349977771a27f21be8"
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"fileID":4643
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{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"fontName" : 
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"guid":"38904839f25396c448991f24f45efaf3"
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"_text":"Το RTP του παιχνιδιού κατά τη χρήση της λειτουργίας «ΑΓΟΡΑ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ» για 200x το συνολικό στοίχημα είναι {0}%",
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"width":1400,
"height":50,
"overflow":0
},
"fileID":4766
}
],
"fileID":4890
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{
"name":"Paytable/Pages/Page4/AnteBetHolder/ARuleHolder4/Rule4",
"activeSelf":true,
"layer":0,
"components" : 
[
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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{
"fileID":4707,
"guid":"41bd39d6edca49349977771a27f21be8"
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"children" : 
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"psr":"d"
},
"fileID":4644
},
{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"_text":" Ο παίκτης έχει την επιλογή να αυξήσει τον πολλαπλασιαστή στοιχήματος κατά 25%, σε 25x. Όταν παίζετε με ένα ενεργό στοίχημα Ante, οι πιθανότητες να πετύχετε σύμβολα Scatter αυξάνεται.",
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"anchorY":0,
"width":1162,
"height":75,
"overflow":0
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],
"fileID":4891
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{
"name":"Paytable/Pages/Page4/AnteBetHolder/ARuleHolder1/Rule1",
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"layer":0,
"components" : 
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"enabled":true,
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"fileID":4645
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{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"fontName" : 
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"guid":"38904839f25396c448991f24f45efaf3"
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"_text":"Ο παίκτης έχει τη δυνατότητα επιλογής του πολλαπλασιαστή στοιχημάτων. Ανάλογα με το επιλεγμένο στοίχημα, το παιχνίδι συμπεριφέρεται διαφορετικά. Οι πιθανές τιμές είναι:",
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"anchorY":0,
"width":1155,
"height":100,
"overflow":0
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}
],
"fileID":4892
},
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"layer":0,
"components" : 
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"enabled":true,
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') format('woff')}"
}
}
]}