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"_text":"ΣΥΓΧΑΡΗΤΗΡΙΑ!",
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"height":50,
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"_text":"ΑΠΕΝΕΡΓ-\nΟΠΟΙΗΣΗ",
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"width":60,
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],
"fileID":3162
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{
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"_text":"Οι κύλινδροι 1 και 6 μπορούν να έχουν έως 6 σύμβολα. Οι κύλινδροι 2, 3, 4 και 5 μπορούν να έχουν έως και 7 σύμβολα. Συνολικά, ο μέγιστος αριθμός πιθανών τρόπων κέρδους είναι 86436.",
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"width":659,
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"_text":"Ο παίκτης έχει την επιλογή να αυξήσει τον πολλαπλασιαστή στοιχήματος σε 30x το στοίχημα ανά γραμμή. Όταν παίζετε με ένα ενεργό στοίχημα Ante, οι πιθανότητες να πετύχετε σύμβολα BONUS αυξάνεται.",
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"_text":"Κέρδη που απονέμονται για συνδυασμούς διαδοχικών συμβόλων οποιουδήποτε μεγέθους από αριστερά προς τα δεξιά.",
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"width":601,
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"_text":"Πετύχετε 4, 5, 6 ή περισσότερα σύμβολα BONUS για να ενεργοποιήσετε τη λειτουργία ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΕΣ και κερδίστε 10, 15 ή 20 δωρεάν περιστροφές, αντίστοιχα.",
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"width":1400,
"height":100,
"overflow":0
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"fileID":3020
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"_text":"ΑΓΟΡΑΣΤΕ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΕΣ",
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"_text":"Όλα τα σύμβολα πληρώνουν από αριστερά προς τα δεξιά σε γειτονικούς κυλίνδρους ξεκινώντας από τον τέρμα αριστερά κύλινδρο.  ",
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"_text":"Τυχαία, σε οποιαδήποτε περιστροφή, είναι εγγυημένο ότι θα πετύχετε τουλάχιστον 10.000 τρόπους για να κερδίσετε. Μπορεί επίσης να απονείμει τυχαία τον μέγιστο αριθμό τρόπων κέρδους, 86.436.",
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"width":1149,
"height":150,
"overflow":0
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"fileID":3099
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],
"fileID":3177
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{
"name":"Paytable/Pages/Page4/RTPHolder/AnteBetRTP/Label ",
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"enabled":true,
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"_text":"Το RTP του παιχνιδιού κατά τη χρήση του \"ΣΤΟΙΧΗΜΑΤΟΣ ANTE\" είναι {0}%",
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],
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{
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"fileID":3024
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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,
"overflow":0
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],
"fileID":3179
},
{
"name":"Paytable/Pages/Page4/FreeSpinsExtraRules/FreeSpinsHistory",
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"layer":0,
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{
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"_text":"Το συνολικό κέρδος δωρεάν περιστροφών στο ιστορικό περιλαμβάνει ολόκληρο το κέρδος του κύκλου. ",
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],
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"name":"Paytable/Pages/Page3/AnteBetHolder/ARuleHolder2/Rule2",
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"enabled":true,
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"fileID":3026
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{
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"_text":"Πολλαπλασιαστής στοιχήματος 30x - η πιθανότητα να κερδίσετε τον γύρο ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ με φυσικό τρόπο είναι τριπλασιασμένη. Υπάρχουν περισσότερα σύμβολα BONUS στους κυλίνδρους. Η λειτουργία ΑΓΟΡΑ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ είναι απενεργοποιημένη.",
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"anchorY":0,
"width":1280,
"height":150,
"overflow":0
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],
"fileID":3181
},
{
"name":"Paytable/Pages/Page4/MinMaxHolder/MaxBet/MaximumText",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
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"fileID":3027
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{
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"_text":"ΜΕΓΙΣΤΟ ΣΤΟΙΧΗΜΑ: ",
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"width":266,
"height":26
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],
"fileID":3182
},
{
"name":"Paytable/Pages/Page4/RTPHolder/TheoreticalRTPBONUS/Label",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"fileID":3028
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{
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"_text":"Η επιστροφή στους παίκτες (RTP) του παιχνιδιού χρησιμοποιώντας την \"ΑΓΟΡΑ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ\" είναι {0}%",
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"anchorY":0,
"width":1400,
"height":50,
"overflow":0
},
"fileID":3127
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],
"fileID":3183
},
{
"name":"Paytable/Pages/Page4/FreeSpinsExtraRules/FreeSpinsRound",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
"serializableData" : 
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"psr":"d"
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"fileID":3029
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{
"componentType":"UILabel",
"enabled":true,
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"_text":"Οι επιτυχίες δωρεάν περιστροφών δίνονται στον παίκτη μετά την ολοκλήρωση του γύρου. ",
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"overflow":0
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],
"fileID":3184
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{
"name":"Paytable/Pages/Page1/TitleHolder/Title",
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"layer":0,
"components" : 
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"enabled":true,
"serializableData" : 
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"fileID":3030
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{
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"_text":"ΚΑΝΟΝΕΣ ΠΑΙΧΝΙΔΙΟΥ ",
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"width":1000,
"height":70,
"overflow":0
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],
"fileID":3185
},
{
"name":"Paytable/Pages/Page3/BuyFSCAT/RuleHolder2/Rule2",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
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"fileID":3062,
"guid":"7203feb9541b775409ee717a74ebac16"
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"fileID":3031
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{
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"_text":"Κατά την αγορά του γύρου ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΕΣ, θα πετύχετε εγγυημένα 4, 5 ή 6 τυχαία σύμβολα BONUS στην περιστροφή που έχει ενεργοποιηθεί.",
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"anchorY":0,
"width":999,
"height":75,
"overflow":0
},
"fileID":3115
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],
"fileID":3186
},
{
"name":"Paytable/Pages/Page4/RulesBottom/SpaceAndEnter",
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"layer":0,
"components" : 
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"enabled":true,
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"fileID":3032
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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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"anchorY":1,
"width":1400,
"height":75,
"overflow":0
},
"fileID":3128
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],
"fileID":3187
},
{
"name":"Paytable/Pages/Page1/ScatterHolder/RulesHolder/RuleHolder2/Rule2",
"activeSelf":true,
"layer":0,
"components" : 
[
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"enabled":true,
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"psr":"d"
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"fileID":3033
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{
"componentType":"UILabel",
"enabled":true,
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"_text":"Μπορεί να εμφανιστεί σε όλους τους κυλίνδρους.",
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"anchorY":0,
"width":335,
"height":185,
"overflow":0
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"fileID":3090
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],
"fileID":3188
},
{
"name":"Paytable/Pages/Page2/FSHolder/TitleHolder/Title",
"activeSelf":true,
"layer":0,
"components" : 
[
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"guid":"7203feb9541b775409ee717a74ebac16"
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"children" : 
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"psr":"d"
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"fileID":3034
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{
"componentType":"UILabel",
"enabled":true,
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"_text":"ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΕΣ",
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"anchorY":1,
"width":1400,
"height":70,
"overflow":0
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"fileID":3101
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],
"fileID":3189
},
{
"name":"Paytable/Pages/Page2/FSHolder/RulesHolder/RuleHolder4/Rule4",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
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"guid":"7203feb9541b775409ee717a74ebac16"
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"fileID":3035
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{
"componentType":"UILabel",
"enabled":true,
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"_text":"Ειδικοί κύλινδροι βρίσκονται στο παιχνίδι κατά τη διάρκεια της λειτουργίας.",
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"height":100,
"overflow":0
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"fileID":3105
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],
"fileID":3190
},
{
"name":"Paytable/Pages/Page2/ModifierHolder/TitleHolder/Title",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
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"psr":"d"
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"fileID":3036
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{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"_text":"ΤΡΟΠΟΠΟΙΗΤΕΣ",
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"anchorY":1,
"width":1400,
"height":70,
"overflow":0
},
"fileID":3098
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],
"fileID":3191
},
{
"name":"Paytable/Pages/Page2/FSHolder/RulesHolder/RuleHolder3/Rule3",
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"layer":0,
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"guid":"7203feb9541b775409ee717a74ebac16"
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"fileID":3037
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{
"componentType":"UILabel",
"enabled":true,
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"_text":"Πετύχετε 3, 4, 5 ή 6 σύμβολα BONUS για να ενεργοποιήσετε εκ νέου τη λειτουργία ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΕΣ και να λάβετε 5, 10, 15 ή 20 πρόσθετες δωρεάν περιστροφές, αντίστοιχα.",
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"anchorY":0,
"width":926,
"height":100,
"overflow":0
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"fileID":3104
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],
"fileID":3192
},
{
"name":"Paytable/Pages/Page2/WildHolder/RulesHolder/RuleHolder1/Rule1",
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"layer":0,
"components" : 
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"enabled":true,
"serializableData" : 
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"guid":"7203feb9541b775409ee717a74ebac16"
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"psr":"d"
},
"fileID":3038
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{
"componentType":"UILabel",
"enabled":true,
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"_text":"Αυτό το σύμβολο είναι WILD και αντικαθιστά όλα τα σύμβολα εκτός από το BONUS.",
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"width":1400,
"height":75,
"overflow":0
},
"fileID":3094
}
],
"fileID":3193
},
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"name":"Paytable/Pages/Page2/WildHolder/RulesHolder/RuleHolder4/Rule4",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
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"guid":"7203feb9541b775409ee717a74ebac16"
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"fileID":3039
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{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"_text":"Εάν υπάρχουν περισσότερα WILDS με πολλαπλασιαστή στην οθόνη, οι πολλαπλασιαστές τους πολλαπλασιάζονται μεταξύ τους.",
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"anchorY":0,
"width":1160,
"height":185,
"overflow":0
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"fileID":3097
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],
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{
"name":"Paytable/Pages/Page3/BuyFSCAT/RuleHolder1/Rule1",
"activeSelf":true,
"layer":0,
"components" : 
[
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"enabled":true,
"serializableData" : 
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"fileID":3040
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{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"_text":"Ο γύρος ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ μπορεί να ενεργοποιηθεί άμεσα από το βασικό παιχνίδι, αγοράζοντάς τον.",
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"anchorY":0,
"width":1400,
"height":75,
"overflow":0
},
"fileID":3114
}
],
"fileID":3195
},
{
"name":"Paytable/Pages/Page3/AnteBetHolder/TitleHolder/Title",
"activeSelf":true,
"layer":0,
"components" : 
[
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"parent" : 
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"fileID":3062,
"guid":"7203feb9541b775409ee717a74ebac16"
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"children" : 
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"psr":"d"
},
"fileID":3041
},
{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"_text":"ΠΟΝΤΑΡΙΣΜΑ ΑΝΤΕ",
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"anchorY":1,
"width":1400,
"height":70,
"overflow":0
},
"fileID":3108
}
],
"fileID":3196
},
{
"name":"Paytable/Pages/Page4/RTPHolder/TheoreticalRTP/Label",
"activeSelf":true,
"layer":0,
"components" : 
[
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"fileID":3062,
"guid":"7203feb9541b775409ee717a74ebac16"
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"children" : 
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"psr":"d"
},
"fileID":3042
},
{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"_text":"Το θεωρητικό RTP αυτού του παιχνιδιού είναι {0}%",
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"anchorY":0,
"width":1400,
"height":50,
"overflow":0
},
"fileID":3125
}
],
"fileID":3197
},
{
"name":"Paytable/Pages/Page4/VolatilityHolder/VolatilityMeter/LabelHolder/VolatilityLabel",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
"serializableData" : 
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"guid":"7203feb9541b775409ee717a74ebac16"
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"children" : 
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],
"psr":"d"
},
"fileID":3043
},
{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"_text":"ΜΕΤΑΒΛΗΤΟΤΗΤΑ ",
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"width":198,
"height":22
},
"fileID":3117
}
],
"fileID":3198
},
{
"name":"Paytable/Pages/Page3/AnteBetHolder/ARuleHolder1/Rule1",
"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
"serializableData" : 
{
"parent" : 
{
"fileID":3062,
"guid":"7203feb9541b775409ee717a74ebac16"
},
"children" : 
[
],
"psr":"d"
},
"fileID":3044
},
{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"fontName" : 
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"guid":"12a53a6c32487e54f8f4e7eeb87cfe1f"
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"_text":"Ο παίκτης έχει την επιλογή να αυξήσει τον πολλαπλασιαστή στοιχήματος. Οι πιθανές αξίες είναι:",
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MYJRn6AQ8mTHYAAAAAAAAAAAAAAAAAACwAVACoARIBogIyAk4CcgKWAsYC7gMOAyoDSgNmA6ADyAQKBGgEogT2BVYFfAXoBkoGgAa0BsoG9gcMB2QIDghICJ4I5gkWCUIJaAm4CeAKCAo6CmgKhgrCCvILLgtqC7QL+gxQDG4MmgzIDRYNQg1mDZINsg3ODe4OFg40Dl4O2A9ID4wQAhBUEKYRNhFuEaIR6hIeEjQSohLyEywTohQUFGgUvhUGFU4VfBXMFfYWOBZkFqYWvBb+F0QXVhdoF3oXgheKF7gX/BgEGAwYVhheGGYYoBioGLAY/hkGGTgZQBmKGZIZmhn6GgIaYhpuGnoahhqSGxAbfBuuHBIcchzCHSAdbB2eHaYePB6MHsgfLh82H6wf+iBCIIogyCEAIUwhpCHsIkgiVCJgImwiriMQIz4jdCOaI7Yj8iRCJGok0CUMJWwlzCXYJeQl8CYAJhAmkCbqJvIm+icKJxonKic6J0onWidqJ3oniieaJ6onuifKJ9on6if6KAooGigqKDooOihkKH4oqijoKQwpPimAKZIp5ComKjwqUCp2KpQqoCqgKr4q1CsEK0wrWit0K44rrCvCK9Yr4iv4LAYsMCxILHQssizYLQotTC1eLawt7i4ULjouTC5gLnQusi7ELtIu5C74LwYvMi9AL2wvli+WL6IvwDASMCwwSDBoMH4wlDCkMMow8DEuMTwxUDFiMXQxvjHKMcox1jHWAAB4nM29CXxcR5UvXFW3F6lbvdzed/XeLbX2VmtfWrJ2tfZdsnbbsmR53+R4ie0kJisJTkJCCCEMSSaBAAlZIJAMkIEZ8ITwYJIwM6wDyWRgCC8wEMJM1Hqn6t5utWyH4fve+817ttWte2/dqlOnTv3PUqfKiKCWjd+ib5NLiEMalBt3IITwLML4aA8ihJtHHHeK6/X7eK1EbYtU+rgoV14RLTMZDTKfN/i5buvp68NOe16e3Rl+Bb+zfjDkdodCXi8iqAl/E6+weuXIH/cQTCuWchIO6ka9EglCErlELpNCAY6Xqc0RPefjPPDzuGGbAefBB7mUTGJCfxDUZ4GPvVCfHeWi9nhLjoJkabQqTo6y5LvVMoKkHIGCeEmJs7OP9kgwIcdIL0K5LqcD3rHbrBYzUK3n03/UuREsjxp9cl8l+4lF2U9Uzn6MUrjEP3PccFd4MHwu2B84ebPz/B2hofB1of7wqeSFc85z+DMXe16GPz0Xe/4H/Om5eBFBZ6o2/oZkkz8gL8pDJaguXl2Sn+ezWoyGLIkCEzcHNJIEkMdhIPgsArZIMVpBUik3C8w+Lu3N5XmTUStTOyKVRTgUc2FzrAjHyisqY1EjXMjhptFFYADkRh+vxkaDyaxvgALB0HrNks+/N7p7enWiqWIy7PH1BhumynYvNhUX5ZU3RUsiVUVYr13g7fjL7qGOrlHZ8BAx8KNqPfdFQ0FzefukYpVcJwm4vCFN8p9loVy3XwvigKSoYOMdLkxeQUqQETPyoQj6SPcT1v7xeIEKy9Q4SyrLgh4gnC3FyzkYxnZeySk4hE72oOxsMi8XBsMeL7+yuBJz3NEe4SUFZq9AYfqefB7J5afkvRPxSMBvtfDanByM8kL+SCCS67T4rD6jXmvmzTmaHI1aJZciJVZq1KaIPiWcwDIp9mGp12iIlsXKpRn3zeK9r/f0dQ909XaSUPLIBL41ea6pqRVfl+jvHuju7exvamohrxxdWTl+fGXlqGK9glyK333PPXfDreW1teWVo113f/jDdyM65qUb75CfkldBMiMohk7HdUGbjMOSmFrOSTGPiZRLCPzyyVlHZUJHMSbzHGbdlUrFXymbPJeXmkViodSEnIibPW6MoqXuiCcCfNAoFSgX52ZB/zHrp9zcgCujaiw3+0JqLPS6komR2SujIsMkhmPiEy2rqMRlg4uD9U9a3MpVTXno4s29RQd79p7pa/GW7B4JlHlzK0uL+oti7TWVA07y6kBXfNL/aXdfYcPhog92B4uXpxPToeBAtGtkJBTwVHtyq4LecPLvnPXF0XqvFUQcsAA9zrDAGjcxhCGYwQDjHsdz4vR/PD3rqdxhFN5YwDZ4T4X0cS0wAs3C7aO416QnaktED12KChPAV4TD7YnZtvb21plEO9Zd8/OpmZ8dP/LT6fGf0HpcUI82XU8K4ZBYDwZ2+YQZFHVhrO3onmlta2+d7e7AuhM/GZ/+6ZHjP5uZ+jnUE8SlOEneRWrki7tVOUpFdhYgmAQmsgp1AnnoOOuSGqkJHQl5pVlulofkocpQpTmE2wwvaJ46Mj3UNXfoSe2XjOTd52M7NfeVPfpo2X2anbHnof4StJ8oyBDMs2DcBzOESMckGAFiUmCjMgKCICV9DL4YQmDAL6MvBrgVi+K2r399EP7hmwa+9a2BS7TfwY1r0bfQEZSFLHEjhRo8JnIRoz4963wlyIiPysq3VCXWHrUja2U5dm1FzQfKaZkA+gl24moYI1fcjuirY6nRQ7gvY/AoNgXe/cnkpDBuTKeg89APkd/z8O4p3Ov3siYzNEhLyOnIy3M4Q7UpzUHfz4aPtZS8MFHpgfvHtshLNsxtvJZ8ZydWkEt0coKOKIR5qIF5qEJWpss4jrXMMAXNw8unUK/fH/BRXYYN4rxowECNlE0DEAGfV0Y0pStjJ48Wr4xds5a8sa6rs6Ghs6sO7zry0Phff+bww2Nf++ytt9x82y233MJo7YePI9B6DrLHLYpsKQcNJtAmyTYt7bPHx4O0qrEGhyqj+MgyISqHrrfipXH8T4EGp8qqaWx5UOBdEeg5NWCtHRXG89Uw9CoMwABSwCUYYEBXoD8cx+YC1B8KhJluzsOxygYi9EAeYp0yGmiDRg9RJ91frOjwx6OlvfnVkX2JXUeLhqtvwFODX64c6C6oqPJ72/2x3WPV83OV5wCXUQT4mAU05KPGeF0AS6R+TBU34TRAgRrGXpqAcSCgwZaRRCKdB9FkQJXiccDv8QfymYBSNeXCRoHZVJsJbI7gWJrfIrX4t0PNI6O1J+eqFwoKl4qn+ufmmpqnBhtrKwd85aGDXfsPk0DnqFqiGGtvmK/UGefMltaGuqqxlsqSmNfS6YrQxgkywEce+TZSwG+ReFiNJRwAqYQkpFgCbMQStISoygFyj+FeK68Tp1KATiRPDEf5aAiGygfzgouSvMWl5DO4c3nxkgRLssw5L7z5wAMPDOMfJCMvFg85DPna5K+BX7XALxnIgAu1xJscZsIhkwKsp2zgFpegMA5an1sGLklmgV/MtEpNCcxME4NOnQMqzIVd8jSEb+EXY5PeY/TIGzC2rZz/4Pmqea9/qbh7cmDM2WIsteP9ybe0fDn+8r5dB84Z9PNGW2tnU6tC6sQTM18GK4nxhuopnvw90FmAGuK1QB8CmwQ0lAQ0FDyXSoh0OTWOJ3tkoIZSGsedG/TnFrgL/CF/QA7ipi9v4GDQzEYgTU3kUVHggOoibBZJptjswqV8JHF0yFiuC5a0TpZbOJmpv3H64Ok9rQeb/1Dd0dgYifvdDbik4cSewWKJZCInv2uhyl9yePnguZZbjnf3NXb5q5x5vVE6N0LQCYrjMhSIe8FsojMtba9yKZMPHst4XgKzLoo9MY8Rn8PO5E34F8nXyepMYv08YihCsYLOMwcKg86uiEejPpOcQjkICkULiaB9RQiBkXI5MSqMOMOusFaNHNghYyNFZVsmp/ZYGk6Ynm3AWxRtCl6KMUxpZ+NCdW9lfnukdrXjyJlwc6i8rWahrizeWlrcFH+hpa2lvadWU99EXgklquODDmOsvaRurGTnVElnuc410lTVHR4qLSyrNBmqywpLk5Ul8cay0rhVZmtFIgaqxDGG2asAGczG1ObksRR3U6WCpWQ5PbRb5u3lgwwYyTExBOobCJ0TgiURhW6HWPfgPvSvCFAKRvnYkLGCD5e0TJVbiMzU2zy9/8xK2wE6yg2NBXF/biP+SP2JPUPFEulETl7XQqW39PDug+dbbllL9MZhlF3h3nJBTgWfJAz6w8xwXKTwzBafxO/3SpggbmoT/mqaJfWNfxL2eMJBrzd5flPXEJQLOvIl1pYROeJWimscWUw3iXsNxisb0jOtSSqjzWGh9vA5VamlV6HXSvdstvMEaNLg2IiP4TrV7UqykwrnU6AjyiKFOBYwqjBRJgOAJ3fh1f3frXpr4vF7gaZy9CqR4X9jvlNxvABcJdEEIBxHxigTZqUAvlzf1dwokHgp/JTj7yWL8PfwfQMD3xgcRFfQAAZqWaQSiJAapSV4FQj4QTLwzXsfn3ir6ruUL9kbv8UPw/xwgRYoixdT1AdiEaE4QXl0NqXX2SSRzAOwnZKAp2gP5EnVdqrkr6aO5GrixD55BitvCZT68/nqiuLeQDCyq2FhjyPm93hyxowhF/UrXaHfVLaHnXlhR6TIqus3u+b6I43lLlswaDN8JHMcqzYe5boBGxpRDzoZ15twNmnPAgwuxlJUgsFKAxPcASZ4MAv0KQZ3EQEgI5lUthMoZ77GUcFbAfauZYMV7qdM4Ej28vu/IAFDXN3dGQgFAsFwIOBXUJ/SoCZ0zvgyzQuzXGbImC0CNDLD20iLMcAgdFYJdkgjFspw3aZIc2GkQi7Tt0b7x2KL2wonbArsMTpDxs5rB/Z/pO8jd9QdLirY37T2qcma/R9bXP7kTDKrNL+iWCJT+Q0ltTa8s2i8I1Ls8RQvjTTvqtEo/k7Lc6W5pYOlk2eatz+4+4777HxCZxl/+Mj0A0ebRh/8bH3lQHyNkxV1UJ5Sxt4GulSOeFQQz8uhGjSBQOZAi+4GPh3toV431aMI8VooJgfDVKa2Rjwhj9yHo9m4iISoDRIljkTyV4kDWHMAq5M/4jRqSZZB1vHayy+Tb69H8e+VBSWa3Db+W4iZNWQKxlELNpyX6lMZ4BVOgA+Zhal+WmK2D1WqMF4SCQN/IMBm0/EY2bw2j9NuMfFWnVWjQlqszd50iQSv2efh9aIJ4iSicsUlN962rSG/NXzjkQ308+HGxNCe60Zb24GM/oXGIaVUHmytmt8DnslrFbFY8XfGf91SFW2E+VQHWDvBbLXKeLkFbDRrNhFUKpeg+mMTYZlYnSKg7k0Gpurt2C6lpIkomikIgsAUYXzHnrUDh4pGCvLHavfd0dF3776KpUjYN0CO33n22ou8elqrmXp4/+oj02bjpNZKx4vy7hPAu2wYL4qbYGaIsZxNe9ET8HgF+1cWwTyVOTnlBR91k0/87VPf/NHeB8cPXre2MgaKavWZLwAHPnrsA9eu/4rhB3UcfgP1K1FePAhjBWaDZCmjFak01cqmi5KHeTBbhL/4N8l9+GLyn7Ah+SscJJe2vzT1y8x6s6lfRetFW+tNV6ml0BL1pWq8tAdq+0daG9T1i+2MRjomt8CY5KLaeJUGUFIL4+IECwcEVSKh9oJUgpgUpWxpECJRxesDgYBPcKw8/Nb5SyekjJozdKxiPnwTJtXHEw99buyRY7WrRaHAVNnxG8tWxyK11nvw2eT9ev1fP37g4UmzYVJruevagZNt2bIXUYqH5FbGQ0/cBT0F2xQvSVkUhMbItvAOvAYP7+Oj8Bklt64mP726ikdWcVvySyCL/4DDzMeDj1pWnzvupB4p9UezLnNCjMwJoS4CHwLdIOfNuDb5byMj2Dg83GAldltDg239DZAhvPHURh36Wzb/wvEA1Tscsx4Qpt9oJ531VIxVOVkyOr8kIMTmlKUK6AbEGmTEFlJr/QZrgX1179flskmJzFBeTL603n1wd5oH1L9TU5rVWRyRgFWSoAbc0R4sMMHI65lb4/FxcsaCBtyIo5isnf5l2+qqrdz2tVPJ/4k7a5IgN8m/dNW7fpr8ZlpG34O6pWI0k1n6ZG7TOpQiqWgdUsYaZ1dxKTiQd04L73KV8K6Z+t9GJaFcFNxPYCqX8kDNyMzrebOMUsf5AFQofXr4C9/U/PNx+MP/AO4CWbjv25K/v28ZTEjJj8mscVtvMLkXmvprUr9egT/i7W42rf9Fmh+PQbs65IzbQAouZ4aZN4nMwD4wOGl7OArQClLx2HXJeyREtnAe72YRxR2kKbxUkbwe2nnRGO9047OAC3ROvAp+sYZGT9/PLw4EM/ziFBClNJLoGb/adde+g3d1dN51cN+dXev/uHLw0O6lQ4dW8K79D2/f/sj+fQ9tB0Q6e9ddZ89evCjiUZTJpoHaEFTaCUi7DFM4kgoQzoZFlYORVp1jUBlAgGU0lJf2g9QYwMnHm6HPjAwcuvVs7NRKz+pXh5umpvvJpYM763Y3UTGYSv5nQ0e8kfV3lPXXgNzUBwT1zVFPAaMLMNk3Xeh0WCIQbDJQZKHeqtkHlu37M2Bx8dN33ShVSq/KhbPP+p/9BL6CESiFzfuZzJspMoE+kwJNgjm+xAJ+olIDaqlC02ow0vMas9YsBJqQGquzNpki1/s4H+OLMcWXm67Li/u+eerxU6tfG5kcSgBrdu2u7C5WJ/8ae5I/AYT898aGeAVlQ9nGO/iPgJF5qCgesYPYOOSgsqB50FsZwJjh0BcEmNIIbHVLi3CoiDB/IBMhzS6C/3jzWs2SP7xa1dHhaauODRSd3V2zWOjNGymsbXA1V9SNFHxtdlWv26VzVhV7CoNmQ0V/zfgOs2GCN5Xnewr9JkusW8BLFfAtAHyT0/gK5Q2LhmYoBXFm8OC9G324b/U1YnmN7J2m83kC5P4meJdPvXs0U+L1Xr1P6JQA9RS6aLdgVt3UcHruxttWPzs5sOe9ruOtHzqOX0pWPzk3iP+G0UQHdInFfADDs5gfyoG2ygxT5aAcAWUw5+OieuAKIIOeLL134D/3f0Rlkcksqo8Icatk3D/q840G8FdY3VmAQQ9B3W4UivsdejmNsyQo/GTgARR0I7eFt/EUhGgL1M4i8sym0r9wDz1/+Ixck0OwQiM/dfjL+5eVOqnUkHN89WSOQSrVK5cpHfg5S11MqSxvsCW7gKbJyGwguBDCjyTHw4te/1wEPwK0AQSS2bSuyZJeBbd1Op04IErs03NRO45yZPbks188/NaP1x597PCPcX7yNXwYjwF688lHUZqf7VBvFvXAZBwN0yQIFrEb5oJOx3NgVWJ9lAOR56LY/7kjv97z66N08ia7k/+GefwcrQc8AWJndgTYJ3IQFRo3Iwm0KTSbdpCO16XiZkKUwEPsSTnel/wYfiN5ER/vIe7pnvWfMvp6NhaokgAZFDxE+LeYNk9IWgilgFFGis2lr79+/vwD3O6B9Zo/O56pxz68Fyt3Jt8Rw5nwnnVjAa2n22VlF9Odwel2zaB5YvBjPXfu9dd7yN8MvHevwFcvlhMb+Q74e6EnZTta4g4pDdwyJLyBCeyxzGjJkzLUAsOlh5HzvlL1q4nP3Ifl+JvJKjyZfITVt5Hc2Imf3ngE6HCz+q6IKfPMzqAVSYGn+OlkF372o01CLJ/MgEuWpLFt9q5dIUnpV4RvYOxA8FBppMygNehdxGz0gWDHPpnjD2rbLfWVapI0VZbrc3RVNTqFEOvAvyYB0GpB8PnUVnBLLJiTyMDdS624gDkJfoOMA4uPrqnIMQsjyGR4ngg4Sx29qxWBh7RcynCfiFudDox8HkfQGTQZeI0yG+xIsOJTDgbvS7t84L9tOr76lKtXj7F/585uo8TX09I5d+rc9orSvASUX+zb3l4WbhgigYnZ5J3dBXl9w4OjEs5VW2rhewz25A8lsZL8YFtbsaBHhgDTqsi7yIg8aE3oowIMDLDFQJEk7KkLAhcTwmOq74+zYF4qiiKVCt0/RbvvvuKxuNiUUo8TcY3Z5HKYPGYPb/AHWfQPFGVGyA+8XTm1gbwyJxa15QsSLDX1NcwfX5tv7DFlGXpXbu6tqx2IN5MmT53WW3TrzbfcVpjbTN5NvjY1kzW9uGPmK4LMlsOYXoIxtVKfirpSJiXhiFkIgItx0zNsIrMQHeA4RgadRgVmgxVbqU8lvcxs33SwcMGBG5uPdBX22dyORsfFjrbCVqezRXHD7TtO1epzRpXar26fM2i3gytLKB3EyvjsRedFPmdjKdaxYLI9dcFJ0nx2AnnH04w70yOs4nEywqi0xz2XPYc+HOvZXOqDMhNxs9mEEfDaa/byWo0aHEUjNmalOsUUbbQI1+OoIG4hKlZM1KCTOAe4vVDfa5ER2cqQTmruDfTG6webmpsVwO0PFnlUFcZL61kdvuKxsTHtzM7lqakFQaZoX5XAcxNyom3xuBK4ngNWAaH2CbVTljap3BKDs5hp+NrstDi16mw5zAcTNok2ihN7BF8pw681w4wA6nFo5Zrkh8lQd/lAJG+wuu/4tvq9ndWtsiT4MYHrDtYMjev14zpdw8nJqTPbBrtaGvuoXGjh4w6yDjRuj2toVF8jJ1KY6ohN9SDw347EmOZx5klJZ4HVa6IGsTPcpv7q8hXPJuLZukAgtaJGjSpfrDLTqnGC4zF5w8rU1OyIr8Zg5/PMfTfgS8kKfKnM410ay5EPSLOXfYyPWpCZAPieBegBQSh0YN8BWyQyFYhKDnhTEpAdehNvvSnKkBeQSIrmAbdFnBICaz0pq+wauj4cBLrXeoSSaUC7siBAFl0kDgXcBZ4Cu1WrVoBvSJeJBcgyRyupr5aK71JBqtgM8ZpTgQkqX1i1p0aaM3ryTO183ujR5g6CJfbB2K7Dh081btvW1NXaRgID7es/PnxMy0/nd7foVPnK/NCd152/Z3zHzMzCwHbD0iSb20MgbEGYUyZq23A0pJkAoo+njbIzKeOXB9ssSC3yDKCh3hUVdOr9vCAhcttYdHbn8v6hhpUVUmgr1eaHZ5aSn8D9Zxa3gzfwLpVr6u1/g/wry1sojOczg5aCxvEe6nCvic4HzSvIzCKQXZZFYIYWb7L4/Rabz9e7Qv7V4XE7nW6P49vrbxA7nT8bf7OhFdthkSAtjKoGRpVZHqxjx2mUYY0NzgJdXriGujwWs0GXY1fZ/V6ZsJqdhlNu08Zm/nTCZxPaL7NFNFq3ITd/pYd82uNglLx3g1w6IpX6Ssnc+ke7p1J8zgMW6GjmjVql4CRM7dOZAcSs9ZAUl3UWySaag38NXkWIppVEn5dgThnSPHzyH988/fmG5WV8ylBl0pRqn3wz+dJvyl+g7BXaQfR3TlyfP56yypkZEKUDBYOTLsvtgrnhQccEUVdamAC4AGy67exKJl6Jc8EkYQsxclkWR0UjFWq0x20g7ms94tMskvkQEBQjp52m+vAaVQ4DJQ/2bCrptAylZcnM5It+ks9NbV/Z2dGwvCtRvTKskVlGS06HsmzbSWBmN0jWwOmJoeSP4Wthe/JtYu/ID48V5mfIdQDp0Qwj/Rkt65qdfktwam7rmZhLpCRD0O1xsyAZ9JEUZzyZiPMYgUwKfdBjvezKPjDa8Y6ZHWwaAMW2KZHW/jNpIkV8LwL6LlsXP7PV/w+k4oICXldc4fwW3Xy082DTjce6DjYlD7d2d7e2dXe3YPWFi82nJy58qOnU5NSuXVPbFxdFO0ULdkpgi/7UgWmSnbJT4IITLlL6M0Nhntk0QHpSsOdBdM5uUUWXlfkT+nNzTdXnwk4s8o5qJGOqi3iOWisNPWY5J1kZ1UjNPcHuBlzX3xyPk8Ctt9x0e2GurlT/Q07Z4S0ZGxvXTu9cHRvfhTJwn/Y1ZZNpAeK5lK0AF0S4SNtkKRvszKbpxdD7Go7ZZISsZZgKVxRJ2WS0n6JNJs2Eb2YoAL77OBquTFsIn+M4mbmvYe74ifmGXotENbpyUyKOGwaam5qU+iKdr5gaCiXejvd+j+tGx3Rzi2AjLKKUjON7oY86tEucv3RVRCMBk4x2Ea641JXYRx1DPzCQUkYlHUQTG8Q0EqceQH8wAmFXwojpsE4qjJhZLqwip0V9Wu3JUdoc4fbIyrBaYhskAY4sysPdseTrxD4XoTH5UrAfnwM6/1Rs48z/VmzjuSNL1QNe32xhXcwAvG0PHpwuHcvz+bqCJWWW6rKy9sC9fUO8dpq3B906Z67BmFdd2NZt0A1ojC673uEw6MM1Ak91QOsucheyoHi8Xg1YATICgAG2LpAq4W6gqoKlDKz1UIHfzBkwGvQ6XstisBZsobGyQIapBfYLYLmR+qIw5kZjgVZX7SzoinT3BZruuy+SkMv6s5SurmacXxI+dGIg+Q8F+QI9vYATPtBpepR4hqOJR6ITpZfCwBKmv9CC6OgDcqXuwjULpy2k/AUV3NIj0OF+IUCx6RulYyzEN6KR2rZHZ3fs2TsUJ/b1N9rzQzO78Hzyc6cXpjCfjguogR4VjbPIGKbS1tcy1vpVSGUVorlC6CPKYh/cSy8dOKA0cRKJRXHgwLfBs/9Gbo/V2uvCtetvCH1VgkA4iAM8R6jbyUu4dBSHqhZBjdltvI3FBcEL9WXEV6INhAVYiPgb58NfyeLVYH6q+az+Y3evtin1cKFUyUaPDMvUSiIhCo28Y889J7Da1lKv1Ta02JK/A6r+Z/6sk6+q1mFf8kcgS3ptVdyJeSARJgP0nYe+KyliZ8s47ore63Q6nqlvLmqujHJUdfte/sKJs2fXvvDVtZtuXsN6nPXii8l3k2+9/LLQZww4pYE6bdT+sumlMJw6ZqcI9TLzREDSgM/KQgv6TKZm5vA0YnzogAoEQ2pUrRx60znfa/WrFG6+qEprgo697GvKtbX5cen6/b0TUm6YSGIRIRbig48vAA3vE6NZ+9MxGvyF5Co2Jf8Tn0y+jS3b8IXB7uR5Vq9lYwHPkEvgwRTE80xQG6Yr1XTtkC7bwr+dKffgqKTXzht5IcdWSr0pwMdYA/2uiMIcAh9WbjRRT9aMZ5Z2NNbVNS7tKKnat6+y9AHc2Xt3Wf4oziv9cG/XEA4V37FDJ9Mv3lkcpKsjv9zQ43ryB9EeYmYfxtdg0R6iCwS/HBoif3jPQWMzQO/uFL2A7zRCLax8LQuLFDtTy4ZHcS9Qy9sZvWZGZ2UsSKmmY8E8biPzvAG/BDJTRHcDgR9a1AOBF4HAIZH4fEq7kA+AbUSJ/xKZUR2LyZTKgW16AHKS0GHcJcNcJ13tJxN0LgIgLIu+H+EGUukXNFLDVqtl8hjDStHro1iKVYESk6PBUtrhrCkKlBid7NdaXKPJ8VnGYzkG+j1WkYPQxgZSQAvN5JI2hCLoWYR4Gfr4z15E2U9i/MWNF5+IRcQyRMrKFKBL71dm4x1ugrwKZcrQ9RllSEYZcV1bJ0N+1ra45gzXgfQa0o/YGlJt9xNlAIB8Kvl0iE2+YarJeJqWRy6kn1DgU6bXl5R0fclj9PCz+EzyLXJp+7q4DkD7cIZ8G4ppUFtcCd4fktCKSCLVFG2FRjrmqCU4TG1ENSI0CRTvoM9omABYJpfRlnQSpTkSjYGDagx4WBQYyxWYHMAkmYVPflii1UiyLLJacnF9b80s/rC4zi72ma65Qp/DaR7cyq4jLNK4Zc2IZaFI6Eq8hC2dMk00kTYfh1Gvw+HIdeTq6SqSXGn/k6tIZpjJ77eS1I3dV11Memz7dqBRXOsEGgvSNK+x66K0vjgEvFWhmmeyWahT4KlKGDkK7oyfKvorwhdS7FQKikQYtlJgpk9kJQzxfowPPixRqyVyg/TRLdkKSaVIA10zBBpK0jQ9xq5LBT7CdUzcB6FEOwWCwL6T09ARtyTDacmiqZSz1KsflgKNznQRJKGZD9LFzaJU1GxZWTT7J0uZpVRkZ+QAZSuFHCAs/vTj7ybH8LnkNvxHsjozk/wn+PnSzAyjVRxjoLUsvQ55nsWbGwQ6dXSEBepoapzAPR39lQD3Us+IIJFi/odUaaWiz9O161ni25N8mgW0967fmeZPlPEnijJj9jo0EtdSkzKHxvugq4Ay4vCZNmcfy30C35QbpmaynlpLUG5xyySkpOiQbluTgZES03N0ZQg0l9kI1nAtNnrf/BF+/T+Mdfpv/MjfEvz3MWzHZHQa439xJX9DZoBGcc0JaKxEKbxoZ9d1bEzLNta5CMgZzVCJ0ExKoDsby+RYtpylJHIwH6RyBpZDPQphPG02hCL5fp/Na/M67PCi1cLzFj4Hpoo0VsTR9B+2v4MzGsDOMIZ4NWHmJk2hAksUn9xxtsPp7r52dmnu2u5cV+fZhaWx+VBk4bnhhbzg/Dg3TWJDc0Wx+d4i0t5OihILFcULg1Ey/TQ+zZUNRStHo4SUj1aUD5Vy0B9xHQf6U8vGwAHXfwVzPYAGnvWbCJeeOJZUcsQEC6lxszLwYwTeG+EGvaJLEqlCLB8KagygQIg3h3iKBNFYlNrRAgywlcuo0RPbkgdlNjruz2vJ671r98pdvfDL/clfTbaUznd1zpW0jE87Rg61zd07NnbPXPuhEcf0VM3tk50H4/GDnVO31U4hNj7Uv53jsnRBdC1CWjn6OHqd3c8H+/qr7P514v2/Zfepb+pg928Q77/A7g9A+XZ2/wNwHzRH52Z8dA58Cid4FWdF7wfGG9sMVDtS7weuiHglej+29CLD9p4syjW0IKFRvWFqOrtANkaFZQh0lQITcWuuC6Og35WXm2cxaTXML3JiZ7ZySySYBvA2k4eCl0eEsWLu2LEd1QM2cPQsfJZOIvdr82IquXU4NxFv6GtpUtx+4aYPFfk7kntyrRzpl2T7i3zFo5NzspkdO+b+KrXeoCWVZB1shGKUiHcqsURaCLgEFhYNyEuRhJNKlqAnTBFM9WRhUTsM99BtP+Ok12pBKC/k87hdlmJrMc2eKPBnA86a+fLUCkJmiriQnVWEMzLEqQfowkP1y9uWDvXX9cw3LDeVN7ivj3cFG3wdDeW1TUWeap+79m0OD+8uWZjuGFFKFHNTrXNlOk3yj7iuo6ksnjvQVl1dZdtWl9ypMwq6YqMIgwkOSOGLu3kgm9rXNCZJLlBreJQtzgGMWHVUKZhjnGjvA1lUiI1f/ereebkBDOCu2hX/WN/3vkscyR+Yaqt049//0O5nHh39HvAO5I/kAu98wLvqeAUPqJmvk3Mssi4uZUyxUKTgDA/TzHmM/MWBYpNBo0I+7JOxARf2f21JDktNHSHzOMQ4FWK3cKDzYNNCv7+2cGJb+6I14knkByN84bbhsdyWg9tau7oa2gf6FNXLHQuH3cam6nBrQcTca/ea3BpHsa9gbKJ4eG9sdLKtZcplmUx0jFFesXkE8h9GXfF2LcsY5wi1WQOgmMDylbL9AOlsMEGmaTYYi9MM0yUan8flsFuNenUOCuOwPC3HlTEx1rTpZZsAores2miO7d9WUhBdXqycdbt97XlVJfHijo7TTXVlCa97SDHRUlebI1XXFrf0mnWDekPQk+/pG8kL8voJnUZcU6rA3yXvgv0QjgfMGrbuKAw1EtPHR9hwB1GQBg4llDoBoUIC0xuxmkSoNpWLuCykfeManTUnGDwxVz5RNS8vqnWcwefuqGr3mLc1DcbtukuebSa9VZflmO+rO3yi/RTmcH/T8127+8Pu4oBGV1lV0CHkBjM8YvHDtWeULP1HwBAznYFsX9hoD5tSUiyRjIP7IqCzXUARMc9w+9YidMNOxgPmXI2mnk6kfXQ/r/fKlLaI9PKAqMnI46dWeoWw4mh0cvFtEt8MKs7sXn8SMV1YzmIG66AzDWApgpSL+wjSZuJURsgORMFkxKD8jHaTXc9r1FkypMKqLGXmqh0VaM7DhAGwoNLjwjj/zFrp3vFrrynb+wa2SJrb2uMXOrZxyTdJk+LlZ6757Pa/e+7EZ6bx0+dPnUq6znzodrqtkmE5zG8NzQACKxurgLHMzxxldusClxJNtiyiwRo67GYxRpGSvd+N9qzk5xrcGnVEMdWNr01eKPVJpSOg3pkeYXF2O+jRB9g4SoEXZuBFCH1aGECtGdxrkyYL7LgABqgEVbHlFkyhTX0hAYGUoLOp9bWpHiwV9YUw3C4oQePJGSXEERe1ijtdgMoQOrNZTiwywYLKXrfdatCpVSiEQwK+BIuFCAcYvD59SPTmBKjRp1fx8GuhfHVLtkknkchsquHD3zBpawt1DoXaZ+qfc39exauz1TJlQOHP+4alsdEcGs+nIY7qgpCEDEsknWPJkNcASkYmR2mZX4bx8aNovCTXouMkWEj6GGURcMkCFVWqRGSycRmdnH4EzoVe7+WzlOAGbybrXKEC00HeoZUDicYVCy/XSbN8fLhCJbe0Rf1VOjCq3+aUyc+eooGmDN0XzrcYdfHA/SlfgukHLfgSchZ6En0JLNIouoGqLTpD8CW0SGsVXMDLtMZXvpKhNMZ7iT2tMlaefXQojVWvAFZFUU28Us+y7sHeTsioC3AhhbLCbuo0bkVRNOj3eRx0k7NBfhl6AcQyoKWJdMwQZlqCYWwqpMmwrJ63KQOhlcNDzUcG45YOuxWfc7aDwhjdu39x0N9VW1VrtBoueeJ23qLPskxP983rZfa9Tc06juvvNtdVltT3DzQWlTlVKn+xvbAjKNplRSQA82MwFe8kdwBPzegTYpTcAFYUAIKMRcmFCyJL21BWtqzDIqDMWkLzRL5lSji3FIAREUrJN2cEkUHl6OwVFcnTMwKa12k3N3MiMzan8IgXFoM9LJAqChmJ1TZ+d3k/ObNqM6ht2Yp8RUsr7qaLwQMDyS+7bXJpv0zJ9rBoARsopufSXeBOsJnU1KlJIDGUv71HtmkrSQVbyWhACCZnrjGXYnMAXGlmJ1WIqJiWbL1oGTmxC7ecWzl6Q3y1OdzhkBHuQryjq+20re1twt148103jV3TZDboO/Juw/Uz07tmn7vXYhZl7GW2FpcXD2pAdKlOJ4nNgAajj2b1QxGPv4CKslTYISvGxLeGxAVdqLX7K5rny287MtSU66py928zNTWWtPjs+kuubWavPUfbuHfozltzR5XaHf2xvpg6x1GWH+rPFe3rPpALHrlQSbyQruwx6R5lLBIWxmCw9DqMbBadS++CwZIjHvPytHnUgKlEC2ZkiG2zCIlrHvld++vbzo4lT4bClfsGy+qdrZ7xySZF/MTwjlNVA4HFba0nusdKB8rOdE+tDuwU5fT3+PtAjwHF4mU8lohJH+nsw9EeNojSlAbRqAThQQZsSFtslwsO7i3uK/kg/sZLJSFTsU5bq3R2teB8EJofluVnSfvkOZsx+Fw2R/xxD21RVFeSVGM6Pkchl1ExlQpNkTQIiluYYTiwr2W4ULtS0NrSzmv2aLXXKfxNkxW4JPk/BnpXDrccaKg/0Hn/nYL+1pLn2VqxFbnpmgkYINhtM+h5cGkQU5gj1MYQIG+ciGYxb2ZCEWPyIBxNwAx5TjySQJAW3DZ8ctutF3aeufP28ztH+vq+NDQwNPD2L+Ttx/tOXMz+/veVH1o7flH5C1yDL2TvGB3Zma3YMTKyqGD5HkDXKMkF2xlmD93B5rXqtVlYxiEbACLHNv4x92qU7T9aAF+UmTZw34d8fr8h4Kfup3mrPsulOYQsRplaLSnGnPZXR/Quq8KgUFktJRXOpU/t+7edBq/XbFZ7LeFo0Nj36bfxibdDYU4yLJEV134PVyVXX84LSwYlMmus4JPJnwvjpiUvAh+ZBGtymI0JAzfSI4whGz4QZ6l0XEppdCGXyWwyMBeZcZGOIUwmlumeHkfqaOD+3iPxXYG20p1DIzrtLl7bdk3P229y0SOL2Jz8l7ZEroQ8vj6SNb3UstbWcrJ51+la6ZtATwPI0TsgRxGqR8I0jR9sdLozhZyVihRRsZKJgMq8TafFpKepVHIUwZGsDNcjupnEFjVuFbW02sWy5onCWHApGKssLc3fUVhYVlmav5RXVjTRVNPOS/k2Res1/fO35Edump+Yb6u+//765rnJmQ+UFN84239Na6ymJpb25YuYDz4o+ua/ZvfZvGD37xTv/5TdZ/1k9+8R7mO2Rx1Z8YO4nhsBqYbxuGwfNQwOR9cFaCbnmLjewKE+E91KrbJFsOcqW6llGhzF9ckfHgyGNF6bvcQacXUUxburqzqexw827PcX+Y0Op9lQYcttrCrpiW2jNBjxvbgNaAijHnBWsRTRvdQAaRLwBDkt0CRlu4PphpRlGvonEm4ZLDdMJkQ3iuAB6jo57TZL2nVSpbJTBK95y6Ll5duqP93Sle/NLx6ZCMRdnm3u4oJdVbFont/hKLOHc4GyhtJgVCnJLg/VdKi1HTq93xOvDzgcDoMuZnIIeBTCD6J14FkOXTNSKmRcKmkT4TGC05mfSEh55lTmiJ7P2Oy+PszhbIuyNO8DXCI5jDlLmS7LlBWILW7mqVAfPBj3qaQSzPKJwdyh60Cbuc4UbvQ6Kc0ATieoGFM5K8T2nR+feqxl7154K8eqfIrYf5N87V+jzxD7rYF2syZX/fdCP8JkBr3CZSEpKmRrHV4adReSYa841oAG1jmlmIYaq4wa5eGSUzvJTM4DigdpHmwTfMT/nPMJ4snxMfxo+nyCbJDJGa4PKUC7M6lM7U1HYP1yY1t2qFMFyOE+i7BBXUUz09hJD3pxgzrbVodn6se/+uJo/d0ES53KriP4PyYna7A9+daEMWbJKdXuE/ruwffgThhDF2qONzpBzLBDS4QcJbo/XQplpNAo9VCwBKYF+A0T4lo5RwYEtPIH/D5errJHQM3KM1M/t+5Rr8Slz2YpnXzz1Niwp9Vsa7FFoqVFJr86yHOJpnkiaY239apU3Vq9P88fyuIM36PxR+BLAuiTofx4SNjXLbrnl+UXo1S6ssoSsWOqYLnex36ASx6BCpZaq5K3Cj6pBfrbC/POAk5DKfVJA7k6GdvbTUOz0GtElumxGqyXdJ5xeMBmxagg3+q3+VVKuqgu25xnqWm2GYTJ3NstT2EjhcSnq4fyXcGSkdbugUK30xtqCjhzfXabx53vygX3JZDn40YqKgMlWr48v6q1uSq/nNcXBv2ltga72ZKbo8y1mu1fVAfgDY/N7ssBmdFDX4agL3R/cmm8iGbhA4gvS9mpSBPpveoEDdBNNLwmx6gyinlstAepYCH0IFQWKxdsos/39SeG+gYTI11dAa8X33N0z8qRw3tWjnXffVdXd1cXi/tR7BrmhsGnD9GoD43M0xmjABkVzjSgPtEyXaSQgOZdRlKOk06IR9RIuQExWTrkDBn1GpWw4TFLYKlwZgDekkBMA+DplENg5G81PqXNU1lvA6u5PFTbOdzWPqMvHVWECsJ53kiQG5ZwLdnBprDB1R5vGZxbKJ7oyP9hvtlbm5/nCzP6dUB/Pzeaol+HOakSRl6ROpOB0o0o3cBP6ZWwu0m/2ahRgbW5Sb+R7fBN7Xi7Ssok0P9424yuZHSbz67INVTW2YhEXRpq6Bzu8ET8wVBhmBudXSie6ojIWyWycHPI4OqINw0354d9eXmWQBXTa1roxO/JujaIOple68Q70/fzM+4nMu57M+73bd7nPpi+HxLqoe+Rb6WfX7jK8z76HLDud2DX3ERegZl0QUwG8QJYeGxmdZZURqQatk5jZ3fxZXdFL87CIoHUmhROd+Lm6QIOy3NypPeNpk47yng8EQf3N9dpteh5lRIsXj/2y1lqpgszM05/mRnnw1za1FsNl3q0U589/LsLZo+Dd2uDxoLKsGn7Dw5h1wGdy6Zw8LyfvGKrKvgRHkg2Jp+r8MmHZHJfV+2/JA/jdawrKpTIhmXZgCXT0P9htofIBoZld7xDBjYoTmRhLptuM5CxTQOzcmG3ilQq7EdO5azZqcti99m9LofVrLPpbVoNaHFwXBSZ25IpvFBYvcrG5Ogt17fWtfTdduzG1X/ub+3r33O2v6tnhFwa3944qJTkJPp3Lr/NfSn5akVFRdkro79prqusE9c3KmFMZeisMMaCLQ3Xd7Nr/cYf8BB+Ri9HDyOUnEPZTyLyxeQcXR1nz0PwtY4fh+cfSz3Hmc/pRtF69v5Hr/rcuPEubmPP77/qc7ofZgZ/Dp5/4qrte4C+Ttb+X7xv/cP4aXj+yFXfB9MFJ9j7n7zq+xaov5fR91DqOZf5XAf19+Nn4flfXrV+PTbiIfL3Av82zgjPN85s8g+76L4dgX/Cc5z53Apuez17/6NXfW7EJtzGnt9/1efZ8P4M+bbAv6u07wH6Oln7f/G+9Q+T7wn8u8r7Dqg/wd7/5FXft0D9vYy+h1LPucznOqi/n7wi8O/y+i87pwn9HzmIKfMcJvRnHraUedYS+j93fNKW85PQf/MBSFvPP0IZhxr5YqlTja481OhPn2mE/lvOI0L/F04U2nqmEHqf44IuPysI/T936s/l5/6g/8aDezr9leLBPZnnvqH/4pC3zLPpUKVZPITuRbl4CN0RpXgI3dazgND/1mE/W886RX/+Yaasb5tn4aGM0+4Iun3jt9iSrhOqzDzc5nPW09Y9GXUmFVvOrDmIv48fJP/IcoOQHt6lf2+yHLccshyzwDMiHIDKyvrY+adrLBsLXXFaqW/zJNNG7JPff+IDjmtvcw+4r/X0e07caD93h2fAe627f91xrf3xxK2JR+EPfD3++OPv3sp8JimNu3BOqJ/ulbFCb4uBogzngSZF6dMOBL6qW/FSd09Hf3dfF/aNJU+Pa1tbvbm5+J+6ezr7Er1d/S0tPrjUzI2MzsyMjszh2fWLeGLPcnksVpH82Pzw6Ozs6PB8YnmlHGYM8Bt4g/6V8YZxhnJF4Ag827dxCk9zFpqnI80MUJnRRmdHR+d0S3tb2/Vzvz197tczi78+dfqtnWw98BSOC++YMyJsMvlgCz01kr53/eKvTl/71o653545++sZOubt2E085Bc0F1fPznCMpo50vHD485rnjauGv1I/dWRmqAsPfVS1FHv++diS6qPRxx6l77ahaaIjeXQuYHY+o5Gd1YjJ888PvfDCELbSz+cF2SrauAl9F53cMhcuyVXFlj6NVX5SWXGiqu485UkZ+g+cj8cZT6C2snffxeMz/x/nXWzjOvxx4APUQccUN84l35njLO/tARkDvYXXU3p564JsKAX7dPT1xw4V7Ro+dqR4abilpqalpapKAQr5ofGvfRZU8+RNt91y883C8YjQXjd8rLA948hD1bKMaWWeHslg9nZX/O04fjow57E66ls/tl4B5QvZuhvTyY34fTSy0VP4qZIWf01xQZevLm+5be5gUV/ZNXhbsnrki+WDvcVlVcHcNlDJk5WLc+XnJCx24Ie+/UbQyeb/QhFnZKT8S+VcpGCxcDyxfaK+bqivoaKsx10R3Nu2cnC0ZWyi+rgC1LDJ2l5XVz3cVlkc85g7XfnzvR3jKk4xTrW0gM0wrkTPdLIRdLKgj6kw1GNgcIwpZdyR/CpuWFlc3M1xkiyr8sn7R6lG3n7/uw+4Eq06Q5ku+UfGzxrox78DP3NT/RB8hUyFLGRayX4VnfEYG5odXQMft8UNoJKnNxCvLc9t3FX3AYXesKAxKls6b8iWOPH47JckspKZ1oPnBHrp+RDJlC4R11euqptDW/Qydm9bbdSGOw7268t4f2HzSKmJyPSdNdv3re2ObaupDdd6nNWKllv2pDSzMq9rvsoHmvnA+YmuvkZQJaCXy9J6mZ3jAnpZUMs+fEvyfvxq8neHyJ7Z3vXrQYKLxXMsqI8fFSV2M08mU0lzDTgtvvrMZBnDvuMD1SXbqmcrqmaqOiuDrQU1S9vy66pKiqpq8+PxznhVbZ1i12THdodrJF6dCAYTNU2DdlDOxXXjJfgJfXVpYUlJYbQ8eXt9WUmT295WVlLPeFgEtP1Hiofm99HFQBqnTx8KRol7DljnKwLWGTmZobN6eu/arm174tpw5wEcrvM4ayKx5hqFRDIJRs18pU80avYw7YwXwa4J90a7+uJi3tog4MIP07ozA7O5jN/vcYZTh9ixb3yPN5jnducFvckpbyjsdodD9DzvYsAooS7D1rr0KcRKVWSVq4usgFxZGTW9ngIxJGBjO2BjIx1bPTsEz9iGX0p+As9iZ9UvJz51/wS014a+QHT4O6JuFA98osXK2c93hg4PXl6XeJpdG55J/gUt9OD9n5r4ZdVrAi8AI/G3xPPsEN3e+77H08kzOvdlf4krwEfLgt3+QN586fReS7HP7c0Jil19xVLRHraGI+68cjs/YMqdG8lvjLnsgYBd87M07zC6GXTPBGCuXMBtOvlv/s7Bg9/hLP3rkn6BJzEoI+KyHnA5NouVFJZ3MN8Gnrk4nr6fOuuh/8CBl18uJ7/vB+BGQi5/Fgmysx6QcIaDD/PVP5z4+EOT5DvJ6swzHBbwx9gZDkgOHCX448n5yRahjkpoZxlocAIN4obgrfshjOJuicq6+PREuGR1tSQ8MR2vw0fzo0/3tOAh7Cz+/E6jTL/riWInGcItPZ+PRqDeN6DeylTfeN8bg4NCz5Col68X2sTCLgZ5LHOPgy+1xwFfX984PZlXvLpanDc53ViPXfnRp2ijxFn8xE6DzLjzyWLXMLT5FGuzA/0n0eCbqSbTs7mWsTOBZUbQke8o7dK7w7n+PJOjzlwi/B422+useDgmUavo/oSJmFSl0irZOdYB9GOgpWbTBvzx9u1Utrb9Kbvys4JdKcyw7+F3wa70eFJ2Jc0lfoe8mT47HP3/PL47NjzfX/+ENVe5qo0G7vxgf9G+4dWT/W3u6K6xYKnPU1FUMFASa6mpHnKQV4e6Gid8j7l6C5sP5d/eGypdnu6aCfsGY10jg+GAt9qTWxPw5iW/5aovKWsI2BgWg8xYycvUdtp66HaorXu+tbW1Za67DRuueWNq5o1jR342Pf7P8I4T3tEI71x2wLamNTEHL7XNJ1qx4cQ/j0//7MixN2amxH1Z9IztdXbGNrrKAdrqzx+ZGeyaP/SE5ksGeoD2LnXGAdqC3tg4jS6hE3SfRSWoKnZK56Vsh5vvyaanc+7zjYz4wxPjdBuSMG7ousvtpm1hhzMvz+kI16ZHCqPsjSReIy/Rsc88evql9TLoZFoG/gs/JV1z6jvTT0m1RZAL+iCcSWraWpc+1aPmkJNW4Aydy3Z4tH0Kw5aDR5+hnQxNjtMzCRSAe4+kce/PPZXzNl9ZIF9bEyvpCQTzl+ipnOUBj1c1bE4J8tsVHaHcvLA9UmzTDZhdswORxgqnPRS06e9JdQSjOP4m+gybF4hukovvNbTS490ZHsMzvFfcF8Gepko8LpYSbf3ExhwuBhZDKakAnTwu/vnPz/UOcvsGwWIUzsmZQ+8JZcwxASCt5879/MFBcmnwvYuCfxPJ+D8MUv7NFf9VgOAZX/6fBaTufr17INHf2d9NguJ/FwAOja8Nn2e3+7p62eVl/2VAQ09Xd8+997yW+k8DOru74frDf8qnfB+c+V8Y8kn6AAB4nJ2SzWrbQBSFz8hOSjdZla5KmV3cUkm2EhMTd5MGqkWIHYoJlK5sWZYmUTTuaBTIu/QZuizddtVn6Vv0SB5cEkqg1TDou5cz92fuANjDVwhsvk/47ljguXjn2MMToRx3sC9+OO7ipbfveAevvS+Od/GiI6gU3ae0vrWnGhZ4I5459rAnPjruYCI+O+7irfjleAcz773jXYy8nziFxhp3MFDIkMNCIkKfOyLN6En5n1BluSUuqNS4ojdptSeo+c/pM6ho99oYljErHCPkyhi5UdRYIOApjRt6SxdxxV2SKvoKzEmKts9ThjlSXJMTV1/BpWi9Ak71+s6oLLcy6keRnOWpnGir5YXRV2li5Ultc20q2cutXVfHYZgpm9eLINE3YUnhSpe2Cou5VaWfmTS99hPGKwqVMHjcdvqn5zPWbtp6mkp9nJOWrKRmJ4j1JvNZbUxaWv88Xaqa/g8UZZQ0TRmaaVYXc0LES+hjgAOMmWjKFbektwkfS+c/jBsF/cHBOJ5O43Gsm0Lu1+Fv8/5LU/Jhlr83KbfBLylv5q/aacp7Tcr2PawYqG5T5+2EbftWbqkJMOI+5D5iGUMWMeRL4RguU1MpXcpNi9La1by2Olellb3bQTAKDoMjf7gcLtzI/uv+Hr2034RwwZ54nL1T51/bSBScsTE2DmDSe++NQCAE0oGQXkhCel3Li61DlhyVhORKrvfe75Lrvd9/eCftSuC0D/fl9PvZO7tv9Gb2vSekoJ5/7mEzHvFwWvSHFNJoQAaNyCKHJuQxBc1oQSsKaMNUTMN0zMBMzMJszMFczMN8LMBCLMJiLMFSLMNyrMBKrMJqrMFarMN6bMBGtGMTOtAZanehG1vQg63oRR+2YTt2YCd2YTf2oB8DGMReDGEf9uMADuIQDuMIjuIYjmMYJ3ASpzCC0ziDsziH87iAi7iEy7iCq7gGwRTTbGCGjcwyxybmOYXNbGErC2zjVE7jdM7gTM7ibM7hXM7jfC7gQi7iYi7hUi7jcq7gSq7iaq7hWq7jem7gRtxlOzexg53czC52cwt7uJW97OM2bucO7uQu7uYe9nOAg9zLIe7jfh7gQR7iYR7hUR7jcQ7zBE/yFEd4mmd4lud4nhd4kZd4mVd4ldcoWKTBEiVHWWaFJp/gGC1WadNhjdfp0qPPgDd4k+O8xdt8kk/xaT7DO3yWz/F5vsAX+RJf5it8la/xdb7BN/kW3+Y7fJfv8X1+wA/5ET/mJ/yUn/Fz3uU9fsEv+RW/5jf8lt/xe/7AH/kTf+Yv/JW/8Xf+wT/5F//ODfnCd2zHazroxKj5eNU0XMdWm0y/VauIhgHpi8x+Ua2KbGCbHV193dmhmmdajp0OE2RGKmG8IcqQOSxqNdF4RFSLJZE6GqSOBalzZjZOmRo20ycrTuaUWa6K9IgIsqfjLMMVMz1YMXX2/r68iGS1HakpapOTiV0zsZtR1IZi5LAcOcyUpOWLbPxaw+0wkI6CvjIZvZcZUyYtZVJLDgym7CA1bmYd7TTtVpxGL7LZmVFL2g/dBrHbWujWCH/hNuNUZVk0O3U1aw7qHOdVXMFs2bpVq/T1xOvWeO2N176cWjs7OvKeJbxK+6grjPhsS28CElZPRwI6E7A5AV0J6M6NXh1tt8yyCIGZAEuBfBiKzxTUp7mwCe2WY1hNUcs1KiYoZyTB29J12ku2U805ttTAv6lP8n7FlfqsadQJ3BiZN2KeZ45rnidvSFtDaZYrvibaZpxQa9hB1VUaCkQaEYg1Iqg1NIo0FC/SUDytoaDWUESloeM1Yci6K6lbRnIKRHIRiOUUTclpFMkpXiSneFpOQS2niEouQlNq0jWdkiYYTjirCQynRTPkuBGOpcaVsIdJukmj9ZSW64Hjy1LRUrtCeKWidMNx1S81h3KGtLWLNkX1TLts6TytNeFK25KjOl5QW3fCdYvw/NCtN6bvULMC70Hf9Qbvu5oe3/+rqnXla/Vk+B1ObJss6cWu5fVA6Co1l10pwqslBZSeb8b8tmL4xY1Jf6IorcVwP3mbqXF8skptwjNM0zBdI9AdKQR2KWyB4bhxlaNX5ETCXFFo4YI6n0xUUIl80yrJhxpeX+a65reKalh0T9il/97P+i4+unOPr+oDNXtwru6fyYdK+nAN7xvTxw39o4//BeDCvTwAAAABAAH//wAPeJxjYGRgYOABYhMgZmJgY1BhsGVgZHBhiAWSSQyzgOQKhjVAmbUMG4Dso0DIyODEwMrAxyDGIMegBtTHyMDCwMhohUGDTOMCsjwYGJkmYvAg5jIAAOaHC2cAAAB4nK2TO2hUURCGv3s3m2w2TxPLGCSKShCLFCksFhURVxaySEghIrlJdjfBzQYuqxgQEQkWImIRxULEQsT3oxNtfb8fAZP4KFJY+k58FeucucdoVg0WFvefmXNn/n/OmXNwgKjT6owSXb0m0U7M870ukp7fn2NjVy7TQm/3oJ8l35Pa2sLuTGrA51DGT23mWNbL55jI93p9znxKhIdCQa2DS+X0iiPeTz/8ix+apepPPGXU4q5MJtfSGDe4rCjTRGEbRYricon/vTpaFFfM6KOUqp7cQD/JtO9105Hty3h0Zge6s6QVs4q+4jbFHYpDinsU9ysezG3p9zmsKkYrJNxl0ruJo4qVihWK1YpVijWKIdufQUcRxRLZaxPNtLCcVaxjPRvoQqbIdobYy7BoBvm7rB229ri1l6y9be1ja8etfSmdIsqvnEiw4iwUVfGdpTbutNYyu661CWs7pLpaas5xlvNc0K7TDLKTA//5j5nYCYx+PQ3afSlHiuJ9eoJ1v+WGxGvQP8Hpluu/K1y1Z3501gzjXeRyoFGYmlHbKl9Epl7JXKlvYglnhCtOG6fVJjgl+W2cFExoT3FVjIu3SOZ7jSc8YoSHXOcGN7kls7rDXe5xnwcyL1dYghdWwxyJ6pknai7tLNbap4wyJvN8xnNeyDwDrom/sL3mDW95x3s+8JFJpvjEZ77wlW/CGdabi+wnIopR2U2YmNy8RjbhsUAymuV8AtUxCtOqPzQNv2Ge1HM0XYeFqVyYzMurkh3Uyh7qZAeNwh1jhb5RVxhH9P6HzNsuXvkO5prPNQAAeJytV0tMXFUY/s59zBtmBmaoj2pMQyk1FhvaBAqUENMSW9+V1kcRAaFQeRgniG1UfNuHVaviq4vGGBddGNOFcTELV7MmumNnMhs3s2ZTE/zOf+8wd2buDBC8X+49/3ncc77/u+f+5xwoABH8jn8ROTb4+BD6xzJj4zg5lpmbx9D4/FQnRl65mJnF9MTkYicWpiZfy2BpKjM5g8uzYwvzWF6YHjuPH2GxH6yvQ9Eq2qhrqU3rlcc2PLYJe2YyM48H5Nkuz4Py7JZnPxsavE1JlZsakjp9atuCjRhS2I02dLAkxLoH3XRVUiN0LXzBKYm3u+k405+kjwFMMw1gu5fBd6KEiThhIEEoJAmDzPtZPkKYzIXJ0GYaIQxyjXE8/Y6Sd0x5R+E+3M9WA4SFUcJiWYglEY4RZ7sk+xyBEVzUrO3BwKt8YxeVLPBeE00LcreX7CKcvN9VerOYJwrFvK716fuO27duu9HC02fOTbP+4+rymkzuVJZsg3d+g/fKeo65vFh5h49Tx/xK7V63clWxStVtnVvPCpOIZlRRk9tqL1W9rpb35LF9vCvq7SqwVt5D1dfLl2aUZ7x2n37rfJ/Nand21ZrNrPmnYvwKXSv8WpOZXCrb4leo7ZtnRpZZxX/HyVfzr2i9uknr7c3Bcp89EUL+m4KjQHHmyF/j/bv8vvzf9ccqZ+yJJ1lC/kBJc9pTNz5lS7OU+ZRP69v1W9fzueoycFBiclhicliicVSicUSicRQTRAyThIlzxG5MEfdyrZhmyXkiiBkihjkigXnCxOtEEBkihgUijjeIRiwS9+BNIoALRAxvEQbeJkJ4h7DwLmHgPeJuvE804ANC4UMihI+IJD4mLHxCNOMKsQtXCQOfEg24RjThM0Lhc6IFXxAKXxJpfEWk8DVhY5lQ+Ia4C98SNr7D9yz5gbBxg9Ar9UNVGoU8GoVEo6hoZIguhigSFS0MUSEq/jeI/2nx3xb/o7hItIgKSlQIYIlwVFCiQlBUiHlUCIgKjeJ/ApcIC5eJoGjRLFoERYuYaBH3aNEkWgRxnVoo0SIpWpgeLVKihenRwtzQIipaQLRQ7Fmv8hOcBbbr8xx9jvHrZ8hvgR4m6Nkl+nyFo+7hmDewn+/9ITuONA5jEE/jDFf5c5jl8yrvZdwkfmbNr/hN7Ju0LXTxPznCWd7Du49/p4EDeBFP8L9UtDqZj3O2J3kr9LKNLu2jp3pPFOe7Sd57aLeyboDpKG/uSdhet9ZWQeqVPHU+7+YP4GXmbdoRyac5C6JoxV7s4+j7OfYhetKFI+jhiP14hHxfILdhvU+xZ7Wv5qp1nd+5peLv9NsVrG1nxahuW71nkXiRL29fEZlyZSthttbeZCeX239VFPXztlIXRr0C1+OVsp2C9OlGT097yedZU/QgAlkXnH1QeYx0926F8n2Eu4uq2kF4lXXXh/LV6nZtD3Z0bXBmvC/oFaByRym7qxxS2o+iL+665j/DRsXwWdH8rip1iiukM0LOu/OqnDfbmstb1uz/Utftp0+eHjV8d49LG5b2yZBTis3oryNhSFaFhCAuq0KC8aGVcbONiDJO7OMb7YTFs1kHo/DDRISRQ8etQ4SOhYdpdxEN6CYCEk/C6CWayFHHsqNEEscIhRNECo8RijH0GT5PE414johJ/LFxlmhmHBqmfYvQca1VeDcJ7yY5haWFvcO/WdjHhb0t7A2eIvU50uFaYpnwsIwKv7DwS8nZLS0sLRwnQoyHj7qMIzhJNArvEJ7EU3xq9iZOEQrPEiaGCMcfk6vDGSriePU8YdK3YWrxEpGUE2Kanv0i69FeOSc6p8RWctfxuYNKFyN0t7DtJdejZHecrE6Qhx7/FMc9zTG0bmfZ/y162SOrVAu/tHPm1pdyb0PO26XTrHOOdU6wSlYLXdomPegzuZITvPd9hT/xl9ua1n9NXJU2AHicY2BgYGQAgvvXThuC6Eesf09C6dsAVTgIHwA=') format('woff')}"
}
}
]}