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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 νέα σύμβολα που έρχονται από πάνω.",
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"width":1294,
"height":125,
"overflow":0
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"fileID":43265
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],
"fileID":43366
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"_text":"ΛΕΙΤΟΥΡΓΙΑ ΤΟΥΜΠΑΣ",
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],
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{
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"enabled":true,
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"_text":"ΚΑΝΟΝΕΣ ΠΑΙΧΝΙΔΙΟΥ",
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"width":1400,
"height":70,
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],
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{
"name":"Paytable/Pages/Page1/RulesTop/Label1New",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
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"psr":"d"
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"fileID":43168
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"enabled":true,
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"_text":"Όλα τα σύμβολα πληρώνουν σε μπλοκ τουλάχιστον 5 συμβόλων που συνδέονται οριζόντια ή κάθετα.",
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"width":1400,
"height":100,
"overflow":0
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"fileID":43369
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{
"name":"Paytable/Pages/Page1/RulesTop/Label2New",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
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"guid":"41bd39d6edca49349977771a27f21be8"
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"psr":"d"
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"fileID":43169
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"enabled":true,
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"_text":"Το παιχνίδι παίζεται σε πίνακα συμβόλων 7x7.",
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{
"name":"Paytable/Pages/Page2/TumbleHolder/TumbleRulesHolder/TLabel3",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"fileID":43170
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"_text":"Όλα τα κέρδη προστίθενται στο υπόλοιπο του παίκτη αφού παιχτούν όλες οι τούμπες που προέκυψαν από τη βασική περιστροφή.",
"fontSize":25,
"anchorY":0,
"width":1324,
"height":75,
"overflow":0
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"fileID":43270
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"fileID":43371
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"name":"Paytable/Pages/Page2/TumbleHolder/TumbleRulesHolder/TLabel2",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
"serializableData" : 
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"guid":"41bd39d6edca49349977771a27f21be8"
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"fileID":43171
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{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"_text":"Οι τούμπες θα συνεχιστούν έως ότου δεν εμφανιστούν άλλοι συνδυασμοί ή λειτουργίες περιστροφής που κερδίζουν ως αποτέλεσμα μιας τούμπας.",
"fontSize":25,
"anchorY":0,
"width":1341,
"height":100,
"overflow":0
},
"fileID":43271
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],
"fileID":43372
},
{
"name":"IntroScreen/Content/Content/IntroButtons/SkipIntro/Button/Normal/Skip",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"fileID":43172
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{
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"enabled":true,
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"_text":"ΝΑ ΜΗΝ \nΕΠΑΝΕΜΦΑΝΙΣΤΕΙ ",
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"width":222,
"height":48
},
"fileID":43272
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"name":"IntroScreen/Content/Content/IntroButtons/SkipIntro/Button/Hover/Skip",
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"fileID":43173
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"enabled":true,
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"_text":"ΝΑ ΜΗΝ \nΕΠΑΝΕΜΦΑΝΙΣΤΕΙ ",
"fontSize":24,
"width":222,
"height":48
},
"fileID":43273
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],
"fileID":43374
},
{
"name":"IntroScreen/Content/Content/IntroButtons/VolatilityMeter/LabelHolder/VolatilityLabel",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
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"guid":"41bd39d6edca49349977771a27f21be8"
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"fileID":43174
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"componentType":"UILabel",
"enabled":true,
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"_text":"ΜΕΤΑΒΛΗΤΟΤΗΤΑ ",
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"anchorX":0,
"width":192,
"height":22
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],
"fileID":43375
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{
"name":"Paytable/Pages/Page3/FSHolder/FSRulesHolder/Rule1Holder/Rule1",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
"serializableData" : 
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"guid":"41bd39d6edca49349977771a27f21be8"
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"fileID":43175
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"enabled":true,
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"_text":"Πετύχετε 3 ή περισσότερα σύμβολα SCATTER οπουδήποτε στην οθόνη για να ενεργοποιήσετε τη λειτουργία ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΕΣ.",
"fontSize":25,
"width":1400,
"height":50,
"overflow":0
},
"fileID":43275
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],
"fileID":43376
},
{
"name":"Paytable/Pages/Page3/FSHolder/FSRulesHolder/Rule5Holder/Rule5",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
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"guid":"41bd39d6edca49349977771a27f21be8"
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"fileID":43176
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{
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"enabled":true,
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"_text":"Πετύχετε 3 ή περισσότερα σύμβολα SCATTER κατά τη διάρκεια του γύρου για να λάβετε 5 επιπλέον δωρεάν περιστροφές. Δεν υπάρχουν όρια!",
"fontSize":25,
"width":1400,
"height":75,
"overflow":0
},
"fileID":43276
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],
"fileID":43377
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{
"name":"Paytable/Pages/Page3/FSHolder/FSRulesHolder/Rule4Holder/Rule4",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"guid":"41bd39d6edca49349977771a27f21be8"
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"fileID":43177
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{
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"enabled":true,
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"_text":"Κατά τη διάρκεια της λειτουργίας, η αξία όλων των συμβόλων ΧΡΗΜΑΤΩΝ που πετύχατε προστίθεται σε ένα μπόνους ποτ. Αφού ολοκληρωθούν όλες οι δωρεάν περιστροφές, η αξία αυτή μπορεί να κερδηθεί. Εμφανίζεται ένας κύλινδρος ο οποίος περιέχει μία κερδοφόρα φέτα και πέντε φέτες που χάνουν. Εάν ο κύλινδρος σταματήσει σε μια νικήτρια φέτα, το ποτ απονέμεται.",
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"width":1400,
"height":75,
"overflow":0
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],
"fileID":43378
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{
"name":"Paytable/Pages/Page3/FSHolder/FSRulesHolder/Rule3Holder/Rule3",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
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"fileID":43178
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{
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"_text":"Τα σύμβολα ΧΡΗΜΑΤΑ και όλες οι λειτουργίες ΣΥΛΛΟΓΗΣ είναι ενεργά κατά τη διάρκεια του γύρου.",
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"width":1400,
"height":75,
"overflow":0
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"fileID":43278
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],
"fileID":43379
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{
"name":"Paytable/Pages/Page3/FSHolder/FSRulesHolder/Rule2Holder/Rule2",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
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"fileID":43179
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"guid":"30a2c7ed57827d140b0cef1f9e5f6f30"
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"_text":"Ο γύρος ξεκινά με 12 δωρεάν περιστροφές.",
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"width":1400,
"height":75,
"overflow":0
},
"fileID":43279
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],
"fileID":43380
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{
"name":"IntroScreen/Content/Content/Content/Pages/Page2/Labels/landscape_chicken_drop/Label_pg2_L",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
"serializableData" : 
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"fileID":43180
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"_text":"ΤΟ ΑΥΓΟ ΜΥΣΤΗΡΙΟΥ ΠΕΦΤΕΙ ΣΕ ΕΩΣ 6X6 ΚΑΙ ΠΟΛΛΑΠΛΑΣΙΑΣΤΗ 11X",
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"width":1400,
"height":160,
"overflow":0
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"fileID":43280
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],
"fileID":43381
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"name":"IntroScreen/Content/Content/Content/Pages/Page1/Labels/landscape_chicken_drop/Label_pg1_L",
"activeSelf":true,
"layer":0,
"components" : 
[
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"guid":"41bd39d6edca49349977771a27f21be8"
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"psr":"d"
},
"fileID":43181
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{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"_text":"ΚΕΡΙΣΤΕ ΕΩΣ ΚΑΙ 5,000 X ΣΤΟΙΧΗΜΑ",
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"width":1400,
"height":160,
"overflow":0
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"fileID":43281
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],
"fileID":43382
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{
"name":"Paytable/Pages/Page3/FSHolder/TitleHolder/Title",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
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"fileID":43182
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"_text":"ΔΩΡΕΆΝ ΠΕΡΙΣΤΡΟΦΈΣ",
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"width":1400,
"height":35,
"overflow":0
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],
"fileID":43383
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{
"name":"Paytable/Pages/Page3/ChestDescriptionHolder2/ExtraDropCollectHolder2/LabelHolder4/Label4",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
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"fileID":43183
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"_text":"ΣΥΛΛΟΓΗ ΕΠΙΠΛΕΟΝ ΠΤΩΣΕΩΝ - Προτού ξεκινήσει η συλλογή, προστίθενται στην οθόνη περισσότερα σύμβολα ΧΡΗΜΑΤΩΝ, σε τυχαίες θέσεις και με τυχαίες αξίες.",
"fontSize":25,
"anchorX":0,
"width":1177,
"height":200,
"overflow":0,
"alignment":1
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],
"fileID":43384
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{
"name":"Paytable/Pages/Page1/WildHolderNew/RulesHolder/Holder1/Rule1",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
"serializableData" : 
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"guid":"41bd39d6edca49349977771a27f21be8"
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"psr":"d"
},
"fileID":43184
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{
"componentType":"UILabel",
"enabled":true,
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"guid":"30a2c7ed57827d140b0cef1f9e5f6f30"
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"_text":"Αυτό το σύμβολο είναι το σύμβολο WILD. Εμφανίζεται σε όλους τους τροχούς.",
"fontSize":25,
"anchorX":0,
"anchorY":1,
"width":732,
"height":100,
"overflow":0
},
"fileID":43284
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],
"fileID":43385
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{
"name":"Paytable/Pages/Page4/MaxWinHolder/Title",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"guid":"41bd39d6edca49349977771a27f21be8"
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"psr":"d"
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"fileID":43185
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{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"guid":"30a2c7ed57827d140b0cef1f9e5f6f30"
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"_text":"ΜΕΓΙΣΤΟ ΚΕΡΔΟΣ",
"fontSize":35,
"anchorY":1,
"width":1400,
"height":35,
"overflow":0
},
"fileID":43285
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],
"fileID":43386
},
{
"name":"Paytable/Pages/Page3/CursedFeatureHolder/CursedWildHolder/Rule1Holder/Rule1",
"activeSelf":true,
"layer":0,
"components" : 
[
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"guid":"41bd39d6edca49349977771a27f21be8"
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"children" : 
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"psr":"d"
},
"fileID":43186
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{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"_text":"Τυχαία, το σύμβολο WILD μπορεί να εμφανιστεί ως καταραμένο WILD και όταν γίνει αυτό θα συμβεί τυχαία ένα από τα ακόλουθα:",
"fontSize":25,
"anchorX":0,
"width":687,
"height":100,
"overflow":0
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"fileID":43286
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],
"fileID":43387
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{
"name":"Paytable/Pages/Page5/RulesBottom/SpaceAndEnter1",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
"serializableData" : 
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"fileID":43187
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"componentType":"UILabel",
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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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"_text":"Σε κάθε περιστροφή το ΣΥΜΒΟΛΟ ΧΡΗΜΑΤΟΣ παίρνει μια τυχαία τιμή από ένα προκαθορισμένο σύνολο, οι πιθανές τιμές είναι 1x, 2x, 3x, 5x, 8x, 10x, 12x, 15x, 18x, 20x, 25x, 30x, 35x συνολικό ποντάρισμα.",
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"overflow":0
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{
"name":"Paytable/Pages/Page4/MaxWinHolder/Rule1New",
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"_text":"Το μέγιστο ποσό κέρδους περιορίζεται σε {0}x το στοίχημα. Εάν το συνολικό κέρδος μίας λειτουργίας που περιλαμβάνει πτώσεις, τροποποιητές ή συλλογές χρημάτων φτάσει {1}x το στοίχημα, ο γύρος τελειώνει αμέσως, απονέμεται το κέρδος και χάνονται όλες οι υπόλοιπες λειτουργίες.",
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"enabled":true,
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"_text":"ΜΕΓΙΣΤΟ ΣΤΟΙΧΗΜΑ: ",
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],
"fileID":43414
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{
"name":"Paytable/Pages/Page5/RulesTop/FSTotalWinHistoryNewNew",
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"_text":"Το συνολικό κέρδος, συμπεριλαμβανομένων των τροποποιητών και συλλογών στο ιστορικό, περιέχει το συνολικό κέρδος του κύκλου.",
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"_text":"Το σύμβολο WILD αντικαθιστά άλλα σύμβολα εκτός από τα SCATTER, ΧΡΗΜΑΤΑ και ΣΥΛΛΟΓΗ.",
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{
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"_text":"Όταν κερδίζετε με πολλαπλά μπλοκ, όλες οι επιτυχίες προστίθενται στο συνολικό κέρδος.",
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{
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"_text":"3x σύμβολα SCATTER πληρώνουν 3x το συνολικό στοίχημα.",
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"_text":"5x σύμβολα SCATTER πληρώνουν 10x το συνολικό στοίχημα.",
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"layer":0,
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') format('woff')}"
}
}
]}