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"width":1100,
"height":75,
"overflow":0
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"width":1500,
"height":130,
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"mArcRadius":3000
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"_text":"ΣΥΓΧΑΡΗΤΗΡΙΑ! ",
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"width":1500,
"height":130,
"overflow":0,
"mArcRadius":3000
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{
"name":"Paytable/Pages/Page4/RulesTop/FSWins1",
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"layer":0,
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"guid":"a9f1cfe4ec7523c45b5caf981f99681b"
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"_text":"Οι επιτυχίες δωρεάν περιστροφών δίνονται στον παίκτη μετά την ολοκλήρωση του γύρου. ",
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"anchorY":1,
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"height":50,
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{
"name":"Paytable/Pages/Jackpot2/Rule/MalfunctionWarningLabel",
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"width":850,
"height":48,
"overflow":0
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"name":"Paytable/Pages/Page3/Rule7Holder/FSRLabel7",
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"_text":"ΜΕΓΙΣΤΟ ΣΤΟΙΧΗΜΑ: ",
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"_text":"Οι τούμπες θα συνεχιστούν έως ότου δεν εμφανιστούν άλλοι συνδυασμοί που κερδίζουν ως αποτέλεσμα μιας τούμπας. Δεν υπάρχει όριο στον αριθμό για τις πιθανές τούμπες.",
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"_text":"Tα κέρδη ενός Τζάκποτ εμφανίζονται στο παιχνίδι όταν βρίσκετε 3 σύμβολα με ετικέτες                                       ",
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"_text":"Εάν δύο ή περισσότεροι παίκτες κερδίσουν το Τζάκποτ περίπου την ίδια ώρα, τότε όλα τα κέρδη απονέμονται κατά σειρά, ώστε ο καθένας να εισπράξει την αξία του Τζάκποτ που συγκεντρώθηκε την ακριβή στιγμή της νίκης του. Το Τζάκποτε ΔΕΝ μοιράζεται εξίσου ανάμεσα σε διάφορους παίκτες.   ",
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"_text":"Όλα τα κέρδη προστίθενται στο υπόλοιπο του παίκτη αφού όλες οι τούμπες που προκύπτουν από μια βασική περιστροφή έχουν παιχτεί. ",
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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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"overflow":0
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"_text":"Η ΛΕΙΤΟΥΡΓΙΑ ΤΟΥΜΠΑΣ σημαίνει ότι μετά από κάθε περιστροφή, οι συνδυασμοί που κερδίζουν πληρώνονται και όλα τα σύμβολα που κερδίζουν εξαφανίζονται. Τα υπόλοιπα σύμβολα πέφτουν στο κάτω μέρος της οθόνης και οι κενές θέσεις αντικαθίστανται από σύμβολα που έρχονται από πάνω.  ",
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"activeSelf":true,
"layer":0,
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"_text":"Αυτό είναι το σύμβολο SCATTER. ",
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"width":700,
"height":75,
"overflow":0
},
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],
"fileID":4904
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{
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"enabled":true,
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"_text":"Η πιθανότητα κάποιου παίκτη να κερδίσει οποιοδήποτε από τα διαθέσιμα τζάκποτ σχετίζεται άμεσα με το ποσό του στοιχήματος. Τα υψηλότερα στοιχήματα έχουν μεγαλύτερη πιθανότητα να κερδίσουν. Ωστόσο, οποιοδήποτε Τζάκποτ μπορεί να κερδηθεί με κάθε ποσό στοιχήματος πάνω από το ελάχιστο στοίχημα που πληροί τις προϋποθέσεις.  ",
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"width":1375,
"height":112,
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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":1400,
"height":100,
"overflow":0
},
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],
"fileID":4906
},
{
"name":"Paytable/Pages/Jackpot1/Title/PaytableTitleLabel1",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"fileID":4648
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{
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"guid":"a9f1cfe4ec7523c45b5caf981f99681b"
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"_text":"ΚΑΝΟΝΕΣ ΤΖΑΚΠΟΤ ",
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"width":1150,
"height":40,
"overflow":0
},
"fileID":4777
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],
"fileID":4907
},
{
"name":"Paytable/Pages/Jackpot2/P1/Label",
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"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"guid":"41bd39d6edca49349977771a27f21be8"
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{
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"enabled":true,
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"_text":"Επειδή υπάρχει το αναπόφευκτο λαγκάρισμα του ίντερνετ, τα ποσά του Τζάκποτ που εμφανίζονται στην οθόνη μπορεί να διαφέρουν από τις πραγματικές τιμές.  ",
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"anchorY":0,
"width":1375,
"height":84,
"overflow":0
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],
"fileID":4908
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{
"name":"Paytable/Pages/Jackpot1/P2/Label",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"_text":"Τα Τζάκποτ μπορεί να τα κερδίσει κάποιος τυχαία στο τέλος οποιουδήποτε γυρίσματος στο βασικό παιχνίδι.  Τζάκποτ δεν μπορεί να κερδηθεί σε οποιαδήποτε λειτουργία Δωρεάν Γυρισμάτων. ",
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"height":84,
"overflow":0
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"fileID":4909
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{
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"components" : 
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"_text":"Το συνολικό κέρδος δωρεάν περιστροφών στο ιστορικό περιλαμβάνει ολόκληρο το κέρδος του κύκλου. ",
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{
"name":"Paytable/Pages/Page1/Scatter/ScatterRules/Rule2/Label",
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"layer":0,
"components" : 
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"enabled":true,
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{
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"_text":"Το σύμβολο SCATTER υπάρχει σε όλους τους τροχούς.  ",
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"anchorX":0,
"width":700,
"height":75,
"overflow":0
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],
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{
"name":"Paytable/Pages/Page3/Rule6Holder/FSRLabel6",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
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{
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"_text":"Όποτε βγει ένα σύμβολο         , παίρνει μια τυχαία τιμή πολλαπλασιαστή από 2x έως 100x.",
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{
"name":"Paytable/Pages/Page4/RulesBottom/SpaceAndEnter",
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{
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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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{
"name":"Paytable/Pages/Page2/Title/TitleLabel",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
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"_text":"ΠΟΝΤΑΡΙΣΜΑ ΑΝΤΕ",
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],
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},
{
"name":"Paytable/Pages/Jackpot2/Title/PaytableTitleLabel1",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
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"_text":"ΚΑΝΟΝΕΣ ΤΖΑΚΠΟΤ ",
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"width":1150,
"height":40,
"overflow":0
},
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],
"fileID":4915
},
{
"name":"Paytable/Pages/Page4/RulesTop/AllWinsMultiplied",
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{
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"_text":"Τα σύμβολα πληρώνουν οπουδήποτε.\n Όλες οι επιτυχίες πολλαπλασιάζονται με το βασικό στοίχημα.",
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"width":1400,
"height":150,
"overflow":0,
"spacingY":20
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],
"fileID":4916
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{
"name":"Paytable/Pages/Page4/Volatility/VolatilityMeter/LabelHolder/VolatilityLabel",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
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{
"componentType":"UILabel",
"enabled":true,
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"_text":"ΜΕΤΑΒΛΗΤΟΤΗΤΑ ",
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"height":22
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],
"fileID":4917
},
{
"name":"Paytable/Pages/Page3/Rule1Holder/FSRLabel1",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
"serializableData" : 
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"guid":"41bd39d6edca49349977771a27f21be8"
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"_text":"Η ΛΕΙΤΟΥΡΓΙΑ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ απονέμεται όταν 4 ή περισσότερα σύμβολα SCATTER βγουν οπουδήποτε στην οθόνη ή έχει αγοραστεί ένας ΓΥΡΟΣ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ.",
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],
"fileID":4918
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{
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"_text":"Όταν κερδίζετε με πολλαπλά σύμβολα, όλες οι επιτυχίες προστίθενται στο συνολικό κέρδος.",
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],
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},
{
"name":"Paytable/Pages/Page4/Title/GameRulesLabel",
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"layer":0,
"components" : 
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"_text":"ΚΑΝΟΝΕΣ ΠΑΙΧΝΙΔΙΟΥ ",
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"height":100,
"overflow":0
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],
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},
{
"name":"Paytable/Pages/Page3/Rule3Holder/FSRLabel3",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
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"_text":"Όποτε 3 ή περισσότερα σύμβολα SCATTER βγουν κατά τη διάρκεια του ΓΥΡΟΥ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ, απονέμονται 5 πρόσθετες δωρεάν περιστροφές.",
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{
"name":"Paytable/Pages/Jackpot2/P4/Label",
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"layer":0,
"components" : 
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"enabled":true,
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"fileID":4663
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{
"componentType":"UILabel",
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"_text":"Το υπολογιζόμενο ποσοστό επιστροφής στον παίκτη (RTP) στο παιχνίδι, όταν συμπεριλαμβάνονται και τα τζάκποτ, είναι:{0}%",
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"width":1524,
"height":26
},
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],
"fileID":4922
},
{
"name":"Paytable/Pages/Jackpot1/P1/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":4664
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"guid":"a9f1cfe4ec7523c45b5caf981f99681b"
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"_text":"Μπορεί να υπάρχουν διαθέσιμα μέχρι και 4 προοδευτικά τζάκποτ ταυτόχρονα στο παιχνίδι. Το συνολικό ποσό κάθε τζάκποτ ανεβαίνει κατά ένα ποσοστό που προέρχεται από το στοίχημα του παίκτη. Όταν ένας παίκτης κερδίσει ένα τζάκποτ, το σύνολο μηδενίζεται και ξεκινάει να ξαναδημιουργείται. ",
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"overflow":0
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{
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"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
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"fileID":4665
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"_text":"Σπέσιαλ κύλινδροι υπάρχουν στο παιχνίδι στη διάρκεια του ΓΥΡΟΥ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ. ",
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"width":896,
"height":100,
"overflow":0
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],
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},
{
"name":"Paytable/Pages/Page2/PreBetHolder/Rule2/R2Label",
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"layer":0,
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"fileID":4666
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"componentType":"UILabel",
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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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"width":1400,
"height":100,
"overflow":0
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],
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"name":"Paytable/Pages/Page3/FSTitleHolder/FSTitleLabel",
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"layer":0,
"components" : 
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"enabled":true,
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"width":1100,
"height":45,
"overflow":0
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"fileID":4937
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"width":1500,
"height":130,
"overflow":0,
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],
"fileID":4945
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') format('woff')}"
}
}
]}