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"width":800,
"height":95,
"overflow":0,
"mArcRadius":3000
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"fileID":2777
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],
"fileID":2849
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"name":"Game/Playfield_RA/CABL_BuyFeatureV2/FeaturePurchase/FSPurchaseWindow/content/Texts/Option0/ScalePivot/FSTxt/FSLabel",
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"width":870,
"height":120,
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"fileID":2850
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"name":"Game/Playfield_RA/FSStartWindow_CABL/FSStartWindow_BuyFS/FSStartWindowMoveableLand/FSStartWindowMoveablePortFS/Content/HolderMobile/Texts/BoneFollower/HolderTexts/Arrangeable/Congrats/Holder/Text/CongratsLabel",
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"activeSelf":true,
"layer":0,
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"fileID":2709
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"_text":"ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΕΣ",
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"anchorX":0,
"width":938,
"height":86
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"fileID":2780
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"fileID":2852
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"name":"Game/Playfield_RA/FSStartWindow_CABL/FSStartWindow_BuyFS/FSStartWindowMoveableLand/FSStartWindowMoveablePortFS/Content/HolderMobile/Texts/BoneFollower/HolderTexts/Arrangeable/YouHaveWon/HaveWonLabel",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
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"parent" : 
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"fileID":2710
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{
"componentType":"UILabel",
"enabled":true,
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"guid":"0df63ba2b74b36f46b5a84e39b5893f6"
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"_text":"ΚΕΡΔΙΣΑΤΕ",
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"width":800,
"height":95,
"overflow":0,
"mArcRadius":3000
},
"fileID":2781
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],
"fileID":2853
},
{
"name":"Paytable/Pages/Page4/RulesBottom/MalfunctionLabel",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"guid":"6e76dcc03ad2630428103a819e3500c8"
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"children" : 
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"psr":"d"
},
"fileID":2711
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{
"componentType":"UILabel",
"enabled":true,
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"guid":"0df63ba2b74b36f46b5a84e39b5893f6"
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"_text":"Η δυσλειτουργία ακυρώνει όλα τα χρήματα και παιχνίδια.",
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"width":1400,
"height":50,
"overflow":0
},
"fileID":2782
}
],
"fileID":2854
},
{
"name":"Paytable/Pages/Page2/TumbleHolder/RulesHolder/RuleHolde2/Rule2",
"activeSelf":true,
"layer":0,
"components" : 
[
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"guid":"6e76dcc03ad2630428103a819e3500c8"
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},
"fileID":2712
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{
"componentType":"UILabel",
"enabled":true,
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"_text":"Οι τούμπες θα συνεχιστούν έως ότου δεν εμφανιστούν άλλοι συνδυασμοί που κερδίζουν ως αποτέλεσμα μιας τούμπας.",
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"anchorY":0,
"width":1400,
"height":100,
"overflow":0
},
"fileID":2783
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],
"fileID":2855
},
{
"name":"Paytable/Pages/Page2/FSHolder/RuleHolder3/Rule3",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"parent" : 
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"guid":"6e76dcc03ad2630428103a819e3500c8"
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"psr":"d"
},
"fileID":2713
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{
"componentType":"UILabel",
"enabled":true,
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"guid":"0df63ba2b74b36f46b5a84e39b5893f6"
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"_text":"Πετύχετε 4, 5 ή 6 σύμβολα SCATTER κατά τη διάρκεια του γύρου για εκ νέου ενεργοποίηση της λειτουργίας και για να κερδίσετε 5, 8 ή 10 επιπλέον δωρεάν περιστροφές.",
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"anchorY":0,
"width":1400,
"height":170,
"overflow":0
},
"fileID":2784
}
],
"fileID":2856
},
{
"name":"Paytable/Pages/Page4/RulesTop/FSWins1",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
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},
"fileID":2714
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{
"componentType":"UILabel",
"enabled":true,
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"_text":"Το  κέρδος των δωρεάν περιστροφών δίνεται στον παίκτη μετά την ολοκλήρωση του γύρου.",
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"anchorY":0,
"width":1400,
"height":50,
"overflow":0
},
"fileID":2785
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],
"fileID":2857
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{
"name":"Paytable/Pages/Page3/MaxWinHolder/RuleHolder/Rule",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"fileID":2715
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{
"componentType":"UILabel",
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"_text":"Το μέγιστο ποσό κέρδους περιορίζεται σε {0}x το στοίχημα τόσο στο βασικό παιχνίδι όσο και στη δωρεάν περιστροφή. Εάν το συνολικό κέρδος ενός ΓΥΡΟΥ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ φτάσει {1}x το στοίχημα ο γύρος τελειώνει αμέσως, απονέμεται το κέρδος και όλες οι υπόλοιπες δωρεάν περιστροφές χάνονται.",
"fontSize":25,
"anchorY":0,
"width":1400,
"height":125,
"overflow":0
},
"fileID":2786
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],
"fileID":2858
},
{
"name":"Paytable/Pages/Page2/MultiplierReelHolder/RulesHolder/RuleHolder1/Rule1",
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"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
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"fileID":2716
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"guid":"0df63ba2b74b36f46b5a84e39b5893f6"
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"_text":"Ένας επιπλέον κύλινδρος που δείχνει 5 τυχαία σύμβολα πολλαπλασιαστή, πέφτει σε κάθε περιστροφή. Όλα τα κέρδη στο παιχνίδι πολλαπλασιάζονται με τον πολλαπλασιαστή που βρίσκεται πιο κάτω, από αυτόν τον κύλινδρο. Μετά από κάθε πτώση, οι πολλαπλασιαστές σε αυτόν τον κύλινδρο πέφτουν κατά μία θέση.",
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"anchorY":0,
"width":1388,
"height":126,
"overflow":0
},
"fileID":2787
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],
"fileID":2859
},
{
"name":"Paytable/Pages/Page1/RuleHolder/Rule",
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"layer":0,
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"_text":"Τα σύμβολα πληρώνουν οπουδήποτε στην οθόνη. Ο συνολικός αριθμός ίδιων συμβόλων στην οθόνη στο τέλος της περιστροφής καθορίζει την αξία του κέρδους.",
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"anchorY":0,
"width":1021,
"height":100,
"overflow":0
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"fileID":2788
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"fileID":2860
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{
"name":"Paytable/Pages/Page3/MaxWinHolder/TitleHolder/Title",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
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"fileID":2718
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"enabled":true,
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"guid":"0df63ba2b74b36f46b5a84e39b5893f6"
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"_text":"ΜΕΓΙΣΤΟ ΚΕΡΔΟΣ",
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"anchorY":1,
"width":1400,
"height":70,
"overflow":0
},
"fileID":2789
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],
"fileID":2861
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"name":"Paytable/Pages/Page4/RTPHolder/TheoreticalRTPBONUS/Label",
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"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
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"fileID":2719
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"_text":"Η επιστροφή στους παίκτες (RTP) του παιχνιδιού χρησιμοποιώντας την \"ΑΓΟΡΑ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ\" είναι {0}%",
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"width":1400,
"height":75,
"overflow":0
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"fileID":2790
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],
"fileID":2862
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"name":"Paytable/Pages/Page2/FSHolder/RuleHolder1/Rule1",
"activeSelf":true,
"layer":0,
"components" : 
[
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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},
"fileID":2720
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{
"componentType":"UILabel",
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"guid":"0df63ba2b74b36f46b5a84e39b5893f6"
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"_text":"Πετύχετε 4, 5 ή 6 σύμβολα SCATTER για να ενεργοποιήσετε τη λειτουργία ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΕΣ και κερδίστε 10, 12 ή 14 δωρεάν περιστροφές, αντίστοιχα.",
"fontSize":25,
"anchorY":0,
"width":1333,
"height":152,
"overflow":0
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"fileID":2791
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],
"fileID":2863
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"name":"Paytable/Pages/Page1/ScatterHolder/RulesHolder/RuleHolder2/Rule2",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
"serializableData" : 
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"fileID":2756,
"guid":"6e76dcc03ad2630428103a819e3500c8"
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"children" : 
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"psr":"d"
},
"fileID":2721
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{
"componentType":"UILabel",
"enabled":true,
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"_text":"Το σύμβολο SCATTER εμφανίζεται σε όλους τους κυλίνδρους.",
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"anchorX":0,
"anchorY":0,
"width":937,
"height":128,
"overflow":0
},
"fileID":2792
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],
"fileID":2864
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{
"name":"Paytable/Pages/Page1/ScatterHolder/RulesHolder/RuleHolder1/Rule1",
"activeSelf":true,
"layer":0,
"components" : 
[
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"parent" : 
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"fileID":2756,
"guid":"6e76dcc03ad2630428103a819e3500c8"
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"psr":"d"
},
"fileID":2722
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{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"fontName" : 
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"guid":"0df63ba2b74b36f46b5a84e39b5893f6"
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"_text":"Αυτό είναι το σύμβολο SCATTER. ",
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"anchorX":0,
"anchorY":1,
"width":937,
"height":82,
"overflow":0
},
"fileID":2793
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],
"fileID":2865
},
{
"name":"Paytable/Pages/Page2/FSHolder/RuleHolder2/Rule2",
"activeSelf":true,
"layer":0,
"components" : 
[
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"parent" : 
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"fileID":2756,
"guid":"6e76dcc03ad2630428103a819e3500c8"
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"fileID":2723
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"_text":"Κατά τη διάρκεια του γύρου ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΕΣ, ο ελάχιστος δυνατός πολλαπλασιαστής στον ΚΥΛΙΝΔΡΟ ΠΟΛΛΑΠΛΑΣΙΑΣΤΗ είναι x2.",
"fontSize":25,
"anchorY":0,
"width":1400,
"height":170,
"overflow":0
},
"fileID":2794
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],
"fileID":2866
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{
"name":"Paytable/Pages/Page2/TumbleHolder/TitleHolder/Title",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
{
"parent" : 
{
"fileID":2756,
"guid":"6e76dcc03ad2630428103a819e3500c8"
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"children" : 
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],
"psr":"d"
},
"fileID":2724
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{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"fontName" : 
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"guid":"0df63ba2b74b36f46b5a84e39b5893f6"
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"_text":"ΚΕΡΔΟΣ ΠΤΩΣΗΣ",
"fontSize":35,
"anchorY":1,
"width":1400,
"height":70,
"overflow":0
},
"fileID":2795
}
],
"fileID":2867
},
{
"name":"Paytable/Pages/Page4/MinMaxBet/MaxBet/MaximumText",
"activeSelf":true,
"layer":0,
"components" : 
[
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
{
"parent" : 
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"fileID":2756,
"guid":"6e76dcc03ad2630428103a819e3500c8"
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"children" : 
[
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"psr":"d"
},
"fileID":2725
},
{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"fontName" : 
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"guid":"0df63ba2b74b36f46b5a84e39b5893f6"
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"_text":"ΜΕΓΙΣΤΟ ΣΤΟΙΧΗΜΑ: ",
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"anchorX":0,
"width":258,
"height":26
},
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}
],
"fileID":2868
},
{
"name":"Paytable/Pages/Page2/FSHolder/RuleHolder4/Rule4",
"activeSelf":true,
"layer":0,
"components" : 
[
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"enabled":true,
"serializableData" : 
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"psr":"d"
},
"fileID":2726
},
{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"fontName" : 
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"guid":"0df63ba2b74b36f46b5a84e39b5893f6"
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"_text":"Ειδικοί κύλινδροι βρίσκονται στο παιχνίδι κατά τη διάρκεια της λειτουργίας.",
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"anchorY":0,
"width":1400,
"height":170,
"overflow":0
},
"fileID":2797
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],
"fileID":2869
},
{
"name":"Paytable/Pages/Page3/BuyFSHolder/RuleHolder1/Rule1",
"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
"serializableData" : 
{
"parent" : 
{
"fileID":2756,
"guid":"6e76dcc03ad2630428103a819e3500c8"
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"children" : 
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],
"psr":"d"
},
"fileID":2727
},
{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"fontName" : 
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"guid":"0df63ba2b74b36f46b5a84e39b5893f6"
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"_text":"Ο ΓΥΡΟΣ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ μπορεί να προκληθεί άμεσα από το βασικό παιχνίδι, αγοράζοντάς τον για 100x το τρέχον συνολικό στοίχημα. ",
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"_text":"Τα σύμβολα πληρώνουν οπουδήποτε.\n Όλα τα κέρδη πολλαπλασιάζονται με το βασικό στοίχημα.",
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"_text":"ΚΥΛΙΝΔΡΟΣ ΠΟΛΛΑΠΛΑΣΙΑΣΤΗ",
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"_text":"Οι πιθανοί πολλαπλασιαστές είναι: x1, x2, x3, x4, x5, x6, x8, x10, x12, x15, x20, x25, x50, x100, x250 ή x500.",
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"_text":"Το συνολικό κέρδος δωρεάν περιστροφών στο ιστορικό περιλαμβάνει ολόκληρο το κέρδος του κύκλου. ",
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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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"_text":"Όταν κερδίζετε με πολλαπλά σύμβολα, όλα τα κέρδη προστίθενται στο συνολικό κέρδος.",
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"_text":"ΕΛΑΧΙΣΤΟ ΣΤΟΙΧΗΜΑ: ",
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"_text":"Όλα τα κέρδη προστίθενται στο υπόλοιπο του παίκτη αφού παιχτούν όλες οι τούμπες που προέκυψαν από τη βασική περιστροφή.",
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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":"ΜΕΤΑΒΛΗΤΟΤΗΤΑ ",
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"width":192,
"height":22
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{
"name":"Paytable/Pages/Page4/RTPHolder/TheoreticalRTP/Label",
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"fileID":2744
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"_text":"Το θεωρητικό RTP αυτού του παιχνιδιού είναι {0}%",
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"_text":"Όλες οι αξίες εκφράζονται σε πραγματικά κέρδη σε νομίσματα.",
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"_text":"ΟΛΑ ΤΑ ΚΕΡΔΗ ΠΟΛΛΑΠΛΑΣΙΑΖΟΝΤΑΙ ΜΕ ΤΟΝ ΠΟΛΛΑΠΛΑΣΙΑΣΤΗ ΣΤΟΝ ΕΠΙΠΛΕΟΝ ΚΥΛΙΝΔΡΟ",
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"width":1600,
"height":160,
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"layer":0,
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"_text":"ΚΕΡΙΣΤΕ ΕΩΣ ΚΑΙ 10,000 X ΣΤΟΙΧΗΜΑ",
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"anchorY":0,
"width":1660,
"height":160,
"overflow":0
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"fileID":2818
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],
"fileID":2890
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"name":"IntroScreen/Content/Content/IntroButtons/SkipIntro/Button/Normal/Skip",
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"layer":0,
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"_text":"ΝΑ ΜΗΝ ΕΠΑΝΕΜΦΑΝΙΣΤΕΙ ",
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"width":328,
"height":24
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"fileID":2891
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"name":"IntroScreen/Content/Content/IntroButtons/VolatilityMeter/LabelHolder/VolatilityLabel",
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"layer":0,
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"fileID":2749
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"enabled":true,
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"_text":"ΜΕΤΑΒΛΗΤΟΤΗΤΑ ",
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"width":192,
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IgG2IWVJ7pNOMCpkdMSUAT+5keMU4HsjMYJRn6AQ8mTHYAAAAAAAAAAAAAAAAAACwAVACoARIBogIyAk4CcgKWAsYC7gMOAyoDSgNmA6ADyAQKBGgEogT2BVYFfAXoBkoGgAa0BsoG9gcMB2QIDghICJ4I5gkWCUIJaAm4CeAKCAo6CmgKhgrCCvILLgtqC7QL+gxQDG4MmgzIDRYNQg1mDZINsg3ODe4OFg40Dl4O2A9ID4wQAhBUEKYRNhFuEaIR6hIeEjQSohLyEywTohQUFGgUvhUGFU4VfBXMFfYWOBZkFqYWvBb+F0QXVhdoF3oXjBeUF5wXyhgOGBYYHhgmGC4YNhhwGHgYgBiIGLoYwhkMGRQZHBl8GYQZ5BnwGfwaCBoUGpIa/hswG5Qb9BxEHKIc7h0gHSgdvh4OHkoesB64Hy4ffB/EIAwgSiCCIM4hJiFuIcoh1iHiIe4h/iJAIqIi0CMGIywjSCOEI9Qj/CRiJJ4k/iVeJWoldiWCJZIloiYiJnwmhCaMJpwmrCa8Jswm3CbsJvwnDCccJywnPCdMJ1wnbCd8J4wnnCesJ7wnzCfMJ/YoECg8KHoonijQKRIpJCl2KbgpziniKggqJioyKjIqUCpmKpYq3irsKwYrICs+K1QraCt0K4ormCvCK9osBixELGosnCzeLPAtPi2ALaYtzC3eLfIuBi5ELlYuZC52LooumC7ELtIu/i8oL14vXi9qL4gv2i/0MBAwMDBGMFwwbDCSMLgw9jEEMRgxKDE6MUwxljGiMaIxrjGueJzNfQl8HEeVd1X19Iw0ozl6Ds090twjje7R6D5Gsm6N7luybtuyZPm+5PiI7SQmJwlOQkIIISxJNkCAhBwQSBbIwi54Q/iAJOwu50JCFpawgYWQ3Y1G36vqntHIdli+47ffZ1uj6a7q6levXv3fUa/KiKCWjd+hb5FLiENalBNzIITwLML4aA8ihJtHHHeK6/V5BZ1MYwtXerkIV14RKcs2GeVeT+Cz3dbT14ec9rw8uzP0Mn57/WAwNzcY9HgQQU34G3iFtatAvpibYNowz8k4aBv1ymQIyRQyhZyHCpwg15jDBs7LueHnMeM2I86DD3IpkcCE/iBozwIfe6E9O8pB7bGWLCXJ0OrUnAJlKHZr5ATxHIGKeEmFMzOP9sgwIcdIL0I5LqcDnrHbrBYzUG0QUn80OWGsiJi8Cm8l+4lG2E9EwX5MPFzinzluuCs0GDoX6PefvNl5/o7gUOi6YH/oVOLCOec5/OmLPS/Bn56LPf8D/vRcvIigM1Ubf0MyyR+RB+WhElQXqy7Jz/NaLSZjhkyJSS4HNJI4kMdhIPgsArbwGK0gnudmgdnH+d4cQcg26eQaR7iyCAejLmyOFuFoeUVlNGKCCwXcNLkIDIDC5BU02GTMNhsaoEIguF6z5PXtjeyeXp1oqpgMub29gYapst2LTcVFeeVNkZJwVRE26BYEO/5S7lBH16h8eIgYhVGNgfuCsaC5vH1SuUquk/ldnqA28U/yYE6uTwfigHhUsPE2FyIvIxXIiBl5URh9qPtxa/94rECN5RqcwcszoAcIZ/J4OQvD2M6rOCWH0MkelJlJ5hXiYNhj5VdWV2GOO9ojPqTE7BGoTJ9TzCOF4pSidyIW9vusFkGXlYVRXtAX9odznBav1Wsy6MyCOUubpdWoFTxSYZVWkx02JIUTWMZjL+Y9JmOkLFrOp903S/e+1tPXPdDV20mCiSMT+NbEuaamVnxdvL97oLu3s7+pqYW8fHRl5fjxlZWjyvUKcil29z333A23ltfWlleOdt39wQ/ejeiYl268TX5KXgHJDKMoOh3TB2xyDsuiGgXHYwETnouL/PIqWEflYkcxJvMcZt3leekrZZP78lqzSKqUnJATMbM7F6NIaW7YHQY+aFVKlINzMqD/mPVTYW7AlRENVpi9QQ0We13JxMjskVORYRLDMfGJlFVU4rLBxcH6Jyy5qlVtefDizb1FB3v2nulr8ZTsHvGXeXIqS4v6i6LtNZUDTvLKQFds0vep3L7ChsNF7+8OFC9Px6eDgYFI18hI0O+ududUBTyhxN8564sj9R4riDhgAXqMYYE1ls0QhmAGA4x7nMBJ0/+x1KyncodRaGMB2+A5NTLEdMAINAu3j+LebAPRWMIG6FJEnADeIhxqj8+2tbe3zsTbsf6an0/N/Oz4kZ9Oj/+EtuOCdnSpdpIIh6R2MLDLK86giAtjXUf3TGtbe+tsdwfWn/jJ+PRPjxz/2czUz6GdAC7FCfIO0iBvLFedpVJmZgCCyWAiq1EnkIeOsy5pkIbQkVBUmhVmRVARrAxWmoO4zfi89skj00Ndc4ee0H3RRN55LrpTe1/Zo4+W3afdGX0O2i9B+4mSDME8C8S8MEMIPybDCBCTAhuVERAEnvQx+GIIgQG/TN4o4FY0gtu+9rVB+IdvGvjmNwcu0X4HNq5F30RHUAayxEwUavCYxEWM+gys85UgI14qK99Ul1h7NI6MleXotRU17yundfzoJ9iJq2GMXDE7oo+OJUcP4b60waPY5H/nJ5OT4rgxnYLOQz8kfs/Ds6dwr8/DXpmmQVqCTkdensMZrE1qDvp8JnysJeWFiUoP3D+2RV4yYW7jtcTbO7GSXKKTE3REIcxDLcxDNbIyXcZx7M0MU9A8PHwK9fp8fi/VZdgozYsGDNTwbBqACHg9cqItXRk7ebR4ZeyatcSNdV2dDQ2dXXV415GHxv/604cfHvvqZ2695ebbbrnlFkZrP3wcgbdnIXvMoszkOXhhHG2SbNPRPru9AkirBmtxsDKCjywTonboeyteHMf/6G9wqq3axpYHRd4VgZ7TANbaUWEsXwNDr8YADCAFXJwBBnQF+sNxbC5A+0F/iOnmPBytbCBiDxRB1imTkb7Q5CaaRO4XKjp8sUhpb351eF9819Gi4eob8NTglyoHugsqqnyedl9091j1/FzlOcBlFAY+ZgAN+agxVufHMt6HqeImnBYo0MDY83EYBwIabBnJZPw8iCYDqiSP/T63z5/PBJSqKRc2icym2kxkcxhHU/yWqMW/G2oeGa09OVe9UFC4VDzVPzfX1Dw12FhbOeAtDx7s2n+Y+DtHNTLlWHvDfKXeNGe2tDbUVY21VJZEPZZOV5i+nCAjfOSRbyElfAvHQhos4wBIZSTOYxmwEcvQEqIqB8g9hnutgl6aSn46kdxRHBEiQRgqL8wLLkLyFpcST+PO5cVLMizLMGc9/8YDDzwwjH+QCL9QPOQw5usSvwF+1QK/5CADLtQSa3KYCYeylWA9ZQK3uDiFcdD63DJwSTYL/GKmVXJKYGaaGPWaLFBhLuxSpCB8C78Ymwxuk1vRgLFt5fz7z1fNe3xLxd2TA2POFlOpHe9PvKkTyvGX9u06cM5omDfZWjubWpW8E0/MfAmsJMYbqqcE8j2gswA1xGqBPgQ2CWgoGWgoKOdlhF9OjuPJHjmooaTGyc0J+HIKcgt8QZ9fAeJmKG/gYNDMJiBNQxQRSeCA6iJslkim2OzCpUI4fnTIVK4PlLROlls4eXZ/4/TB03taDzb/sbqjsTEc8+U24JKGE3sGi2Wyiaz8roUqX8nh5YPnWm453t3X2OWrcub1RujcCEInKI7LkT/mAbOJzrSUvcolTT4olguCDGZdBLujbhM+h52Jm/AvE6+R1Zn4+nnEUIRiBZ1nDhQCnV0Ri0S82QoK5SAoFC1kovaVIARGyuXEqDDsDLlCOg1yYIecjRSVbbmC2mMpOGF6tgFvUbRJeCnGMKWdjQvVvZX57eHa1Y4jZ0LNwfK2moW6slhraXFT7PmWtpb2nlptfRN5ORivjg06TNH2krqxkp1TJZ3letdIU1V3aKi0sKwy21hdVliaqCyJNZaVxqxyWyuSMFAtjTHMXiXIYCamNqeAedxNlQrmyXJqaLfM28sHGTCSY2II1DcQOidESyIC3Q6y7sF96F8RoBSM8rEhU4UQKmmZKrcQeXZv8/T+MyttB+goNzQWxHw5jfhD9Sf2DBXL+ImsvK6FSk/p4d0Hz7fcshbvjcEou0K95aKcij5JCPSHmeG4ROGZLT6Jz+eRMUHc1CbC1TRL8jf+ScjtDgU8nsT5TV1DUA7oyBfZu0zIEbNSXOPIYuqVuNdouvJFBqY1SWWkOSS2HjqnLrX0Kg06fs/mex4HTRoYG/EyXKe6XUV2UuF8EnREWbgQR/0mNSaqhB/w5C68uv87VW9OPHYv0FSOXiFy/C/MdyqOFYCrJJkAhOPIGGXCLA/gy/VdzY0Ciefhpxx/N1GEv4vvGxj4+uAguoIGMFDLwpVABG/iS/AqEPCDhP8b9z428WbVdyhfMjd+hx+G+eECLVAWK6aoD8QiQnGC8uhsUq+zSSKbB2A7JQNP0e7P4zV2quSvpo4UGuLEXkUaK2/xl/ryheqK4l5/ILyrYWGPI+pzu7PGTEEX9Stdwd9WtoeceSFHuMiq7ze75vrDjeUuWyBgM34ofRyrNh7lugEbGlEPOhkzZONM0p4BGFyMeVSCwUoDE9wBJnggA/QpBncRASAjOS/fCZQzX+Oo6K0Ae9cywQr3USZwJHP5vR+QgSGu6e70B/3+QMjv9ympT2nUEDpnvOnmhVkhN6bNFhEameFtotUYYBA6q0Q7pBGLdbju7HBzYbhCITe0RvrHoovbCidsSuw2OYOmzmsH9n+o70N31B0uKtjftPbJyZr9H1lc/vhMIqM0v6JYJlf7jCW1NryzaLwjXOx2Fy+NNO+q0Sr/TidwpTmlg6WTZ5q3P7j7jvvsQlxvGX/4yPQDR5tGH/xMfeVAbI2TF3VQnlLG3ga6VIEEVBDLy6IaNI5A5kCL7gY+He2hXjfVowgJOqimAMNUrrGG3UG3wosjmbiIBKkNEiGOeOLX8QNYewBrEj/itBpZhlHe8epLL5FvrUfwH1QFJdqcNuGbiJk1ZArGUQc2nIfqUzngFY6DD5mBqX5aYrYPVaowXjIZA38gwGbTCxjZPDa3027JFqx6q1aNdFiXuekSiV6z1y0YJBPESSTliktuvG1bQ35r6MYjG+jnw43xoT3Xjba2Axn9C41DKl4RaK2a3wOeyasV0Wjxt8d/01IVaYT5VAdYO8FstcpYuQVsNGsmEVUqF6f6YxNhmVidIqDus41M1duxnaekSSiaLgiiwBRhfMeetQOHikYK8sdq993R0XfvvoqlcMg7QI7fefbai4JmWqedenj/6iPTZtOkzkrHi/LuY8C7TBgviptgZkixnE170e13e0T7Vx7GApU5BeWFEMklH/vbJ7/xo70Pjh+8bm1lDBTV6tOfBw58+Nj7rl3/NcMP6jj8FtpXobxYAMYKzAbZUtpbeD75lk0XJQ8LYLaIf/FvE/vwxcQ/YmPi1zhALm1/cepX6e1mUr+Ktou2tptqUkehJeJNtnhpD7T2D7Q1aOuX2xmNdExugTHJQbWxKi2gpA7GxQkWDgiqTEbtBV6GmBQlbWkQIknFG/x+v1d0rNzC1vlLJ6ScmjN0rKJefBMm1cfjD3127JFjtatFQf9U2fEby1bHwrXWe/DZxP0Gw18/duDhSbNxUme569qBk22Z8hdQkofkVsZDd8wFPQXbFC/xLApCY2RbeAdeg1vwChH4jJBbVxOfWl3FI6u4LfFFkMW/xyHm48FHLWsvN+akHin1RzMuc0JMzAmhLoIQBN2gEMy4NvEvIyPYNDzcYCV2W0ODbf11kCG88eRGHfpbNv9CMT/VOxyzHhCmv9FOOuupGKuzMuR0fslAiM1JSxXQDYg1yoktqNH5jNYC++rerynkkzK5sbyYfHG9++DuFA+of6ehNGsyOCIDqyRODbijPVhkgkkwMLfG7eUUjAUNuBFHMFk7/au21VVbue2rpxL/ijtrEiA3ib901bt+mvhGSkbfhbZ5KZrJLH0yt2kd8oiXrEPKWNPsKi4FB/LOafFZrhKeNVP/26QilIui+wlM5ZIeqBmZBYNgllPqOC+ACqXPAH/hNzX/vBz+4N+Du0AW7vuW7Hv3LYMJKfsxmTVt6w0k9sKr/prUr1fgD3m6m7PX/yLFj0/Ae/XIGbOBFFzODLOQLTEDe8HgpO/DEYBWkIpPXJe4R0bkC+fxbhZR3EGaQksVievhPS+YYp25+CzgAp0Tr4BfrKXR0/fyi/2BNL84CURJjSR5xq903bXv4F0dnXcd3Hdn1/o/rBw8tHvp0KEVvGv/w9u3P7J/30PbAZHO3nXX2bMXL0p4FGGyaaQ2BJV2AtIuxxSOeBHC2bCoszDSabKMaiMIsJyG8lJ+kAYDOHkFM/SZkYGDt56NnlrpWf3KcNPUdD+5dHBn3e4mKgZTif9s6Ig1sv6Osv4aUS71AUF9c9RTwOgCTPZNFzoVlvAHmowUWai3avaCZfveDFhc/NRdN/Iq/qpcOPuM75mP4SsYgZLYvJ/JvJkiE+gzHmgSzfElFvCTlBpQSxWaTouRQdCadWYx0IQ0WJOxyRSFwct5GV9MSb7cdF1ezPuNU4+dWv3qyORQHFiza3dld7Em8dfYnfgJIOS/NTbEKigbyjbexv8OGJmHimJhO4iNQwEqC14PeisNGNMc+gI/Uxr+rW5pEQ4WEeYPpCOk2UXwv9+8VrPkC61WdXS426qjA0Vnd9csFnryRgprG1zNFXUjBV+dXTXod+mdVcXuwoDZWNFfM77DbJwQssvz3YW+bEu0W8RLNfDND3xT0PgK5Q2LhqYpBWlmCOC9m7y4b/VVYnmV7J2m83kC5P4meFZIPns0XeINHoNX7JQI9RS6aLdgVt3UcHruxttWPzM5sOfdruOtHziOX0xUPzE3iP+G0UQHdInFfADDM5gfyoG2Sg9TZaEsEWUw5+UiBuAKIIOBLL174D/3f0htkcst6g+JcatEzDfq9Y768ZdZ2xmAQQ9B27koGPM5DAoaZ4lT+EnDA6iYi3Itgk2gIETfQO0sokh/VeoL99Bzh88otFkEK7WKU4e/tH9Zped5Y9bx1ZNZRp43qJYpHfhZS11UpSpvsCW6gKbJ8Kw/sBDEjyTGQ4se31wYPwK0AQSS2ZSuyeCvgtt6vV4aEBX2GriIHUc4MnvymS8cfvPHa49+4vCPcX7iVXwYjwF6C4lHUYqf7dBuBvXA5BwN08QJlrAb5oJeL3BgVWJDhAOR5yLY99kjv9nzm6N08ia6E/+CBfwsbQc8AWJndgTYJwoQFRo3I3G0KTSbdpBe0CfjZmKUwE3sCQXel/gIfj1xER/vIbnTPes/ZfT1bCxQJQEyKHqI8G8xZZ6QlBDygFEmis2lr712/vwD3O6B9Zo/O55pwF68F6t2Jt6WwpnwnHVjAa2n3svqLqY6g1PvNYPmicKP9dy5117rIX8z8O69Il89WEFs5Nvg7wWfkO9oiTl4GrhlSHgDE9hj6dGSJ+SoBYbLACPnebnq1xOfvg8r8DcSVXgy8QhrbyOxsRM/tfEI0JHL2rsipiwwO4M2xANP8VOJLvzMh5vEWD6ZAZcsQWPb7Fm7UpbUrwjfwNiBoFBlosygLRhcxGzygmBHP57lC+jaLfWVGpLIriw3ZOmravRKMdaBf0P8oNUC4PNprOCWWDAnk4O7l1xxAXMS/AY5BxYfXVNRYBZGkMvxPBFxljp6V6sChbRe0nCfiFmdDoy8bkfAGcg2ClpVJtiRYMUnHQzBm3L5wH/bdHwNSVevHmPfzp3dJpm3p6Vz7tS57RWleXGov9i3vb0s1DBE/BOziTu7C/L6hgdHZZyrttQi9BjtiR/KoiX5gba2YlGPDAGmVZF3kAm50ZrYRyUYGGCLgSKJ25MXBC4mxGKq74+zYF4yisLzYvdP0e7nXlEsLTYl1eNETGvOdjmy3Wa3YPQFWPQPFGVayA+8XQW1gTxyJ5a05fMyzGf3NcwfX5tv7MnOMPau3NxbVzsQayZN7jqdp+jWm2+5rTCnmbyTeHVqJmN6ccfMl0WZLYcxvQRjaqU+FXWlslWEI2YxAC7FTc+wicxCdIDjGBn1WjWYDVZspT4Vf5nZvulg4YIDNzYf6Srss+U6Gh0XO9oKW53OFuUNt+84VWvIGlXpvrJ9zqjbDq4soXQQK+OzB52X+JyJeaxnwWR78oKTpfjsBPKOpxh3pkdcxePkhFFpj7kvK4c+HOvZXOqDOhMxszkbI+C1x+wRdFoNOIombMpIdoop2kgRrscRUdyCVKyYqEEncRZwe6G+1yIn8pUhPW/u9ffG6gebmpuVwO33F7nVFaZL6xkd3uKxsTHdzM7lqakFUaZoX1XA82zkRNtiMRVwPQusAkLtE2qnLG1SuSUGZzHT8LXZaXHqNJkKmA/ZOFuyUZzYLfpKaX6tGWYEUI+DK9ckPkiGussHwnmD1X3Ht9Xv7axulSfAj/Ffd7BmaNxgGNfrG05OTp3ZNtjV0thH5UIHH3eQdaBxe0xLo/paBeFhqiM21QPAfzuSYprHmSfFzwKr1yQNYme4Tf3V5SvKJmKZer8/uaJGjSpvtDLdqnGC4zF5w8rU1OyIt8ZoF/LMfTfgS4kKfKnM7Vkay1IM8JnLXsZHHciMH3zPAvSAKBR6sO+ALTK5GkQlC7wpGcgOvYm33pRkyANIxKN5wG0Jp8TAWk/SKruGrg8HgO61HrFmCtCurAiQRReJg/7cAneB3arTKME3pMvEImSZI5XUV0vGd6kgVWyGeM3JwASVL6zeU8NnjZ48UzufN3q0uYNgmX0wuuvw4VON27Y1dbW2Ef9A+/qPDx/TCdP53S16db4qP3jndefvGd8xM7MwsN24NMnm9hAIWwDmVDa1bTga0owD0cdTRtmZpPErgG0WoBZ5GtBQ74oKOvV+npcRhW0sMrtzef9Qw8oKKbSV6vJDM0uJj+H+M4vbwRt4h8o19fa/Tv6Z5S0UxvKZQUtB43gPdbjXJOeD5hWkZxHIL8siMMMbb7L4fBab19u7Qv7Z4c51OnPdjm+tv07sdP5s/M2GTnoPiwTpYFS1MKrM8mAdO06jDGtscBbo8sI11OWxmI36LLva7vPIxdXsFJxymzY286fjXpv4/jJbWKvLNebkr/SQT7kdjJJ3b1DwIzzvLSVz6x/unkryOQ9YoKeZNxq1kpMxtU9nBhCz1kOSXNZbZJtoDv41eBVBmlYSeU6GOVVQ+/DJf3jj9OcalpfxKWNVtrZU98QbiRd/W/48Za/4HkS/c9L6/PGkVc7MgAgdKBicVF1uF8wNNzomirrKwgTABWDTbWdXculKmgvZMrYQo5BncFQ0kqFGe8wG4r7WI5VmkPRCQFCMnHaa6iNo1VkMlNzYvamkUzKUkiUzky/6ST47tX1lZ0fD8q549cqwVm4ZLTkdzLBtJ/6Z3SBZA6cnhhI/hl8L2xNvEXtHfmisMD9Nrv3IgGYY6U/rWNfs9LcMJ+e2gYm5jCdpgm6PmUXJoEU8TiuZiAkYgUyKfTBgg/zKPjDa8Y6ZHWwaAMW2KYnW/jMpIiV8LwL6LlsXP7PV//cn44IiXldc4fwW3Xy082DTjce6DjYlDrd2d7e2dXe3YM2Fi82nJy58oOnU5NSuXVPbFxclO0UHdop/i/7Ug2mSmbRT4IITL5L6M01hntk0QHqSsOdGdM5uUUWX1fkT+nNzTdXrwk4s8Y5qJFOyi3iOWisNPWYFJ1sZ1fLmnkB3A67rb47FiP/WW266vTBHX2r4Iafq8JSMjY3rpneujo3vQmm4T/uatMl0APFc0laACyJepGyypA12ZtP0Yuh9DcdsMkLW0kyFK6okbTLaT8km49PhmxkKgO9ejoYrUxbCZzlObu5rmDt+Yr6h1yJTj67cFI/hhoHmpiaVoUjvLaaGQomn490/4LrRMf3cItgIiygp4/he6KMe7ZLmL10V0crAJKNdhCsueSX1Uc/QDwykpFFJBzGbDWIKiZMF0B+MQNhVMGJ6rOfFETMrxFXklKhPa9xZKpsj1B5eGdbIbIPEz5FFRag7mniN2OfCNCZfCvbjs0Dnn4ptnPk/im08e2SpesDjnS2sixqBt+2Bg9OlY3leb1egpMxSXVbW7r+3b0jQTQv2QK7emWM05VUXtnUb9QNak8tucDiMhlCNyFM90LqL3IUsKBar1wBWgIwAYICtC6TKuBuoqmApA2s9VOA3cwZMRoNe0LEYrAVbaKzMn2Zqgf0CWG6iviiMuclUoNNXOwu6wt19/qb77gvHFfL+DJWrqxnnl4QOnRhI/H1BvkhPL+CEF3SaAcWf5mjikeREGXgYWML0F1qQHH1AruRduGbhtIWkv6CGWwYEOtwnBig2faNUjIV4R7S8bXtkdseevUMxYl9/vT0/OLMLzyc+e3phCgupuIAG6FHTOIucYSp9+1raWr8aqa1iNFcMfURY7IN78cUDB1TZnExmUR448C3w7L+e02O19rpw7frrYl9VIBAO4gDPEdp2CjIuFcWhqkVUY3abYGNxQfBCvWnxlUgDYQEWIn3jvPjLGYIGzE+NkNF/7O7VNpUBLlRq+eiRYblGRWREqVV07LnnBNbYWup1uoYWW+L3QNW/5s86hapqPfYmfgSyZNBVxZxYABJhMkDfBei7iiJ2ppzjrui9Xq8XmPrmIubKCEdVt/elz584e3bt819Zu+nmNWzAGS+8kHgn8eZLL4l9xoBTWmjTRu0vm4GH4dQzO0Vsl5knIpL6vVYWWjCkMzU9h6cR40MH1CAYvEm9cugN53yv1adW5gpFVbps6NhL3qYcW5sPl67f3zvBc8NEFg2LsRAvfHweaHiPGM3an47R4M8nVnF24j/xycRb2LINXxjsTpxn7Vo2FvAMuQQeTEEsLxtaw3Slmq4d0mVb+Lcz6R4clfXaBZMg5tjy1JsCfIw20N8VEZhD4MMqTNnUkzXjmaUdjXV1jUs7Sqr27assfQB39t5dlj+K80o/2Ns1hIPFd+zQyw2LdxYH6OrIrzYMuJ78UbKHmNmH8TVYsofoAsGvhobIH9910NgM0Ls7SS/gO41Qiytfy+Iixc7ksuFR3AvUCnZGr5nRWRkNUKrpWDCP28Q8b8Avkcwk0d1A4AcWDUDgRSBwSCI+n9Iu5gNgG1Hhv0RmVMdiMqUKYJsBgJzE9Rh3yTHXSVf7yQSdiwAIy5LvR7iBZPoFjdSw1Wq5IsqwUvL6KJZitb8k29FgKe1w1hT5S0xO9rUW12izvJbxaJaR/h6ryEJoYwMpQd7/klzSBVEIPYOQIEcP/uwFlPkExl/YeOHxaFiqwzWzOuE/VYfwrE4BuvRedTbe5ibIK1CnDF2fVoek1ZHWvvVy5GP0SevScO1PrTP9iK0z1XY/XgYgKSQTVIfYBB2m2k6gqXvkQqqEgqMqtQalomtQbpNbmMVnEm+SS9vXpbUC2ocz5FtQTYvaYirwEJGMNkTiyVfRt9BoyBy1FoepHalBhCaK4h20jIYSgK0KOX2TXqYyhyNRcGJNfjeLFGOFEpMDmCQy8MkPynRaWYZFXksuru+tmcUflNbipT7TdVnoc4jxQIqvwnV9iie3suswu5bWIuG6IFW+xq6LUnh+CPqlRjVPZ7JQpNgftcg1Cr6sL2r6FeELya6oRKAXWVYKHfFK3QD27sf44MMyjUamMPKPbskmSKgkGuiaHtBQkqLpE+y6lF1La2NwXZZaizvPYq4NInF6aiSL40rTw0QK9fQrAQqTZUTkuJQDwausdGgFun47S7x7Ek+xoO7e9TtTNEQYDRGUHrfWo5GYjppVWTTmBSMLM01iUfamdLH8H/DPuGFqKhqoxQD1FrcIGSVFj/TbmoyMlKiBo6sjgN5mE1iEtdjkeeNH+LX/MNUZvv4jX0vg38awHZPRaYx/4QLneQZolNZdgMZKlJwP7ey6jkWiyzbWuTCMJc3SCNNsQqA7E8sVWL6coSIKUKG8ggHGUI8S8/ww32uzIRTO93ltHpvHYYcHrRZBsAhZKnuYjxZxNAWG7XHgTEbQtaagoCHM5KJpRGCN4ZM7znY4c7uvnV2au7Y7x9V5dmFpbD4YXnh2eCEvMD/OTZPo0FxRdL63iLS3k6L4QkXxwmCETD+FT3NlQ5HK0Qgh5aMV5UOlHPRHWsuA/tSyMXDA9V+RV2B2DzzjyyZcSjgtyQSBCRZW4mblYMuLvDfBDXpFw/LJSiwnCFr0I39QMAcFBXQvEo1QW1JcT2SrdxGTO7olF8hsctyf15LXe9fulbt64cv9iV9PtpTOd3XOlbSMTztGDrXN3Ts2ds9c+6ERx/RUze2TnQdjsYOdU7fVgsdPx4f6eHNchj6ArkVIp0APotfY/XywMb/C7l8n3f9bdp/6Zw52/wbp/vPs/gDUb2f33wf3ARk7N2OEc2BXO8GyPit5ADDe2GakGoJ6AHBFpCvJA7ClAu3bezIo19CCjEa2hqn56ALZGBVD8egqFSZi1hwXRgGfKy8nz5Kt0zLfwImdmaot0VAaxNpMoAlcHhXFyrljx3ZUD9jA2bEIGXqZwqfLi6oV1uGceKyhr6VJefuFmz5Q5OtI7MmxcqRflukr8haPTs7JZ3bsmPurZMxdRyrJOujJYhSPdaqwjC/EnAysDBqU5pGM42VL0BPmUkz1ZGDJwR7uoVtfxkmv1YJQXtDrznVZiq3FNIOgwJcJWGYWypNR9PQ0aTFDqQinZUlTL8iFh+qXty0d6q/rmW9YbipvyL0+1hVo8HY0lNc2Fbmrvbm1b3F4eHfJwnTHiEqmnJtqnSvTaxP/jus6mspiOQNt1dVVtm11iZ16k4jHG0UYzFBACm8sVwCyqY1J43LkArUIR9kCFcCIVU+B1xzlJJsXyKJCbPrKV/bOK4xgBHbVrvjG+r77HeJI/CC7tko//v0P7H760dHvAu9A/kgO8M4LvKuOVQiAmvl6Bceiy1I4f4qF40SHcJhmj2PkK/YXZxu1auTFXjkbcHEP1JYEqeTUEbNvg4xTQXYL+zsPNi30+2oLJ7a1L1rD7nh+ICwUbhsey2k5uK21q6uhfaBPWb3csXA419RUHWotCJt77Z7sXK2j2FswNlE8vDc6OtnWMuWyTMY7xiiv2DwC+Q+hrli7jmVNc4TabX7My8D641lOfCojSpRpmhHFYhXDdJnC63Y57FaTQZOFQjikSMlxZVSKt2x6mtkA0VtWLrTH9m8rKYgsL1bO5uZ62/OqSmLFHR2nm+rK4p7cIeVES11tFq+pLW7pNesHDcaAO9/dN5IXEAwTeq20rlKBv0PeAR0divnNWrb2Jg41klKoR9hwB1CABs9klDoRoYIi0xuxhoBAuk0KCZfF1Gdco7dmBQIn5sonquYVRbWOM/jcHVXtbvO2psGYXX/JvS3bYNVnOOb76g6faD+FOdzf9FzX7v5QbrFfq6+sKugQ82MZHrEY2trTKpYCI2KImc5AtjdqtIdNKR7LZONgwovobBdRRMq12761Ct20klbAHIzRZOlEyk/1CQaPXGUL85cHBbNNAn5ypVcMrY1GJhffIrHNwNrM7vUnENOF5cxvXgedaUR2KuVSLv1SMtI2lRa2AlHINmFQfiZ7tt0gaDXgxKuxOkOVvnJFBZpzM2EALKh0uzDOP7NWunf82mvK9r6OLbLmtvbYhY5tXOIN0qR86elrPrP975498elp/NT5U6cSrjMfuJ1uLWRYDvNbS7NgwIrEamAs87VGWehvgUuKJlsa0GItHXaz5KcnZe/3oz0r+TnGXK0mrJzqxtcmLpR6eX4E1DvTIyzWbAc9+lE2jjzwwgy8CKJPiQOoM4OLma3N4GTEjwEqQVVsuQVTaFNfyEAgZehsco1pqgfzkr4Qh9sFNWhMNa2GNOKSVslNVaAyhM5s1pOqTLDAqifXbjXqNWoUxEERXwLFopcPRqXXEJQ8GhFqDKmVLPxqMF/Tkpmtl8nkNvXw4a9n62oL9Q6lxpvdP5f7ObWgydTIVX6lL+/rlsZGc3A8n7r51QVBGRmWyTrHEkGPEZSMXIFSMr8M4+NDkVhJjkXPybCY+DDKosCyBSqqVInI5eNyOjl9yOcPGAweIUMFruBmwsoVKjAV6BxaORBvXLEICj2f4RVCFWqFpS3iq9LLCPcWp0p85hQNtqTpvlC+xaSP+e9P2utMP+jAXlew8Itkr2OJRsnNUW/RGaK9rkM6q+jiXKY1vvzlNKUx3kvsKZWx8syjQymsehmwKoJqYpUGlnkO9nZcDkjLX0iirLijOIVbERQJ+LxuB93oa1Rchl4AsQxoaTIZM4SZlmAYmwzrMSyrF2wqf3Dl8FDzkcGYpcNuxeec7aAwRvfuXxz0ddVW1ZqsxkvumF2wGDIs09N98wa5fW9Ts57j+rvNdZUl9f0DjUVlTrXaV2wv7AhIdlkR8cP8GEzG/MgdwFMz+pgUKTaCFQWAIGeRYvGCyFM2lJUtbbAoILOW0DxRbJkSzi0VYETEWorNGUHk0Dg6e0VDitSMgNfrdZsbGpEZm5N4JIgLom4WTJSEjERrG7+zvJ+cWbUZNbZMZb6ypRV30wXRgYHEl3JtCr5frmL7OHSADRTTc+hOaCfYTBrq1MSRFM7e3iPftJV40VYyGRGCyZljyqHY7PcqRDupQkLFlGQbJMvIiV245dzK0Rtiq82hDoeccBdiHV1tp21tbxHuxpvvumnsmiaz0dCRdxuun5neNfvsvRazJGMvsfWovFhAC6JLdTqJbzrsjD6a2Q5V3L4CKsq8uEtUigtvDQuLulBn91U0z5ffdmSoKcdVldu/LbupsaTFazdccm0ze+xZusa9Q3femjOq0u3oj/ZFNVmOsvxgf45kX/eBXAjIhUpihXR1i0n3KGORuDgEg2XQY2Sz6F0GFwyWAglYUKTMowZMJVo0I4Nsq0FQivvnd+2vbzs7ljgZDFXuGyyrd7a6xyeblLETwztOVQ34F7e1nugeKx0oO9M9tTqwU5LTP+DvAz1GFI2VCVgmJT6kMvBGe9gg8kkNolWLwoOM2Jiy2C4XHNxb3Ffyfvz1F0uC2cV6Xa3K2dWC80FofliWn8H3KbI249A5bI74Ym76RkldyZIv0wtZSoWciikvvoqkQFDaxgvDgb0tw4W6lYLWlnZBu0enu07pa5qswCWJ/zHQu3K45UBD/YHO++8U9beOPMfWS60ol64bgAGCc21GgwAuDWIKc4TaGCLkjRPJLBbMTCiiTB7E7fnMkOekbfmitOC24ZPbbr2w88ydt5/fOdLX98WhgaGBt36paD/ed+Ji5ve/r/rA2vGLql/iGnwhc8foyM5M5Y6RkUUly3kAukZJDtjOMHvoLi6P1aDLwHIO2QAQObb5jblXo2wPzgL4osy0gfte5PX5jH4fdT/NW/VZDs2jY3G65IpBMeZ0vz5icFmVRqXaaimpcC59ct+/7DR6PGazxmMJRQKmvk+9hU+8FQxxsmGZvLj2u7gqsfpSXkg2KJNbowUfT/xcHDcdeQH4yCRYm8VsTBi4kR5xDNnwgTjz/DhPaXQhV7Y528hcZMZFOoYwmVi2d2ocqaOB+3uPxHb520p3Do3odbsEXds1PW+9wUWOLGJz4hdt8RwZeWx9JGN6qWWtreVk867TtfwbQE8DyNHbIEdhqkdCNJUdbHS6O4Oc5SWKqFjJJUBl3qbTkm2g6UQKFMbhjDTXI7KZyBUxbRW1lNrF8uaJwmhgKRCtLC3N31FYWFZZmr+UV1Y00VTTLvBCm7L1mv75W/LDN81PzLdV339/ffPc5Mz7SopvnO2/pjVaUxNN+fJFzAcflHzz37D7bF6w+3dK93/K7rN+svv3iPfxGLvfsvE78gt0XhcAVEG6IKCFmpULxMrmmRU/iOu5EZB6GK/L9hrD4HE0dk6zHcekmDyH+rLpdmO1LYzdV9luLNfiCK5P/PBgIKj12Owl1rCroyjWXV3V8Rx+sGG/r8hncjjNxgpbTmNVSU90G6XBhO/FbUBDCPWAM4t5RPcbA+TJwFPkdEATz3bQ0k0byzQ8TmTcMlh2mExIbhbBA9S1ctptlpRrpU5mcIhe9ZaFvcu3Hn+qpSvfk188MuGPudzbcosLdlVFI3k+h6PMHsoByhpKAxGVLLM8WNOh0XXoDT53rN7vcDiM+mi2Q8SrIH4QrQPPsui6ikop55KJjQiP0ekpZUciMS2YU5vDBiFtQ/j6MIczLarSvPdx8cQw5ixl+ozsDH90cTOXg/rogZhXzcswy7kFc4iulWzmA1M4Muh5miWbSuIwJfM6iO3bPz71iZa9e+GpLKvqSWL/beLVf448Tey3+tvN2hzN91AyRxO9zGUgHhWy9QAPjTqLCaNXbP2ngWVOJaVqRisjJkWo5NROMpP1gPJBmivaBB+xP2cPfywxPoYfTe3hzwSZnOH6kBK0P5PK5P5tBNYxN7ZlFzdVkBzus4ibuNU0e4udhmCQNnGzrWd4pn78Ky+M1t9NMO9UdR3B/zE5WYPtiTcnTFFLVqlun9h3N74Hd8IYulBzrNEJYoYdOiLm8dA93DzU4eGl1IPBMpgW4FdMSOvJHBkQ0czn93kFhdoeBjWsSE+P3LqPuxKXPpOhcgrNU2PD7lazrcUWjpQWZfs0AYGLN80TWWusrVet7tYZfHm+YAZn/C6NTwJf4kCfHOXHguLeZ8l9vywHFyVTetWWsB1TBcz1fuIHuOQRaGCptSpxq+izWqC/vTDvLOBUlFKf1Z+jl7P9zzR0C71GZJkePcF6SecZhwdsVowK8q0+m0+togvP8s15lpxmm0Ga9P3PiiR2Ush8qnoo3xUoGWntHijMdXqCTX5njtduc+fmu3LAvfHnebmRikp/iU4oz69qba7KLxcMhQFfqa3BbrbkZKlyrGb7FzR+eMJts3uzQGYM0Jch6Avdw1saK6KZ6gDyyzw7OWgitZ+boAG60UTQZpnUJinXi/YgGUyEHgTLouWizfS5vv74UN9gfKSry+/x4HuO7lk5cnjPyrHuu+/q6u7qYnFBil3D3DD4/EEaFaKRezpjlCCj4r5/6jMBWino9jMQGp7j+AnpGBeeG5ASioPOoMmgVYubAjNElor76vGWJFsaIE+l5QEjf6f1qmzuynobWNXlwdrO4bb2GUPpqDJYEMrzhAPcsIxryQw0hYyu9ljL4NxC8URH/g/zzZ7a/DxviNGvB/r7udEk/XrM8SoYeWXy3AJKN6J0Az/5K2F3k36zSasGa3STfhPbBZvcFXaVtEKg/7G2GX3J6DavXZljrKyzEZmmNNjQOdzhDvsCwcIQNzq7UDzVEVa0yuSh5qDR1RFrGm7OD3nz8iz+KqbfdNCJP5B10G+dTK914p2p+/lp9+Np9z1p9/s273PvT90Piu3Q58g3U+UXrlLeR8sB634Pds9N5GWYSRekhAkPgIXbZtZk8HLCa9k6jp3dxZfdlbw8C4sUUmtTPAGJm6cLPCwXyJHaW5k8ESiteCIG7nGO02oxCGoVWMQ+7FOw9EUXZmae4TIzz4u5lCm4Gip166Y+c/j3F8xuh5CrC5gKKkPZ239wCLsO6F02pUMQfORlW1XBj/BAojHxbIVXMSRXeLtqf5E4jNexvqhQJh+WZwKWTEP/h9k+GxsYnt2xDjnYqDiegblMmoovZ4n1swpxRwfPi3t2k3lddurS2L12j8thNettBptOC1ocHBtl+tZdCi8UVq+yeTdyy/WtdS19tx27cfWf+lv7+vec7e/qGSGXxrc3DqpkWfH+nctvcV9MvFJRUVH28uhvm+sq66T1j0oYUzk6K46xaGvD9d3s2rDxRzyEnzYo0CMIJeZQ5hOIfCExR1eHWXkQfq3jx6D8gWQ5Ti+nmynr2fP3X7XctPEObmPlH7lqOd0zMoM/C+V/cdX3u4G+Tvb+j79n+8P4KSj/y6s+D6YLjrPnH7rq8xZov5fR93CynEsv10P7/fgZKH/0qu0bsAkPke+J/Ns4I5ZvnNnkH3bRvS0i/8RynF5uBbe+nj1//1XLTTgbt7Hyj1y1PBOenyHfEvl3lfe7gb5O9v6Pv2f7w+S7Iv+u8rwD2o+z5x+66vMWaL+X0fdwspxLL9dD+/3kZZF/l7d/2VlG6P/KYUXpZxWhP/NAovTziND/vSOGtpwxhP6bDwnaekYQSjv4xxtNnvxz5cE/f/rcH/TfcmYP+n9w6s7Wc3fQexypc/l5Ouj/u5NxLj8bB/03Hm7T6auUDrdJPxsN/RcHoaWf34YqzdJBbS8opIPajqikg9q2npeD/o8OxNl6Hij68w/8ZH3bPC8OpZ0IR9DtG7/DllSb0GT6ATCftZ627klrM6Hccq7LQfx9/CD5B3YWDjLAs/TvTZbjlkOWYxYoI+Ihoayul50RusbOCEVXnOjp3TztsxF7FfefeJ/j2ttyB3Kvdfe7T9xoP3eHe8BzbW7/uuNa+2PxW+OPwh/49dhjj71zK/OZeBqX4ZzQPt1PYoXeFgNFac4DTUwypBwIfFW34sXuno7+7r4u7B1LnB7XtbZ6cnLwP3b3dPbFe7v6W1q8cKmdGxmdmRkdmcOz6xfxxJ7l8mi0IvGR+eHR2dnR4fn48ko5zBjgN/AG/TPjDeMM5YrIESjbt3EKT3MWmsfDpwewzGijs6Ojc7qlva3t+rnfnT73m5nF35w6/eZOtl54CsfEZ8xpETi5YrCFnqxIn7t+8denr31zx9zvzpz9zQwd83acS9zklzRf1cDOOYwkjz28cPhz2udMq8a/0jx5ZGaoCw99WL0Ufe656JL6w5FPPEqfbUPTRE/y6FzA7AxDEzvPEJPnnht6/vkhbKWfz4myVbRxE/oOOrllLlxSqIstfVqr4qSq4kRV3XnKkzL0HzgfjzOeQGtl77yDx2f+F+dddOM6/FHgA7RBxxQ3ziXenuMs7+4BGQO9hdeTennrgm0wCft09A3HDhXtGj52pHhpuKWmpqWlqkoJCvmh8a9+BlTz5E233XLzzeIRgvC+bvhYYfuqkZuqZTnTygI9tsDs6a7423H8lH/ObXXUt35kvQLqF7J1OaaTG/F7aGSTu/CTJS2+muKCLm9d3nLb3MGivrJr8LZE9cgXygd7i8uqAjltoJInKxfnys/JWOzAB337raiTzf+FIk7LWPlF5Vy4YLFwPL59or5uqK+hoqwntyKwt23l4GjL2ET1cSWo4Wxre11d9XBbZXHUbe505c/3doyrOeU41dIiNsO4EgPTySbQyaI+psJQj4HBUaaUcUfiK7hhZXFxN8fJMqyqJ+4fpRp5+/3vPOCKt+qNZfrEvzN+1kA//g34mZPsh+grpCtkMRNL/uvIjNvU0OzoGvioLWYElTy9gQRdeU7jrrr3KQ3GBa1J1dJ5Q6bMicdnvyiTl8y0Hjwn0kvPUEgkdYm0/nJV3Rzcopdx7rbVRl2o42C/oUzwFTaPlGYTuaGzZvu+td3RbTW1oVq3s1rZcsuepGZW5XXNV3lBMx84P9HV1wiqBPRyWUovs7NOQC+LatmLb0ncj19J/P4Q2TPbu349SHCxdNYD9fEjksRu5tGkK2muAafE15CeTGPcd3ygumRb9WxF1UxVZ2WgtaBmaVt+XVVJUVVtfizWGauqrVPumuzY7nCNxKrjgUC8pmnQDsq5uG68BD9uqC4tLCkpjJQnbq8vK2nKtbeVldQzHhYBbf+R5KH5PXQxkMYZUgdnUeKeBdZ5i4B1Jk5u7Kye3ru2a9uemC7UeQCH6tzOmnC0uUYpk02CUTNf6ZWMmj1MO+NFsGtCvZGuvpiU1zYIuPDDlO5Mw2wu7fs9zlDyoDf2G9/jCeTl5uYFPIkpTzCUmxsK0jOviwGjxLaMW9syJBEr2ZBVoSmyAnJlpLX0WhLEkIiN7YCNjXRsDeygOFMbfjHxMTyLnVW/mvjk/RPwvjb0eaLH35Z0o3QoEq1Wzn6+PXR48PK2pBPf2vBM4i9opQfv/+TEr6peFXkBGIm/KZ35hugW2Pc8wk2R1rkv+UpcfiFSFuj2+fPmS6f3Woq9uZ6sgNTVly0V7SFrKJybV24XBrJz5kbyG6Muu99v1/4sxTuMbgbdMwGYqxBxm07+m7998OC3OUv/uqxf5EkU6ki4bABcjs5iFYXlHcy3gTIXJ9Dnk+ch9B848NJL5eQP/QDcSMx3zyABdh4CEs858GKh+ocTH31oknw7UZ1+zsEC/gg75wApgKMEfzQxP9kitlEJ71kGGpxAg7RpduueAZO0o6CyLjY9ESpZXS0JTUzH6vDR/MhTPS14CDuLP7fTJDfserzYSYZwS8/nImFo93VotzLZN8H7+uCg2DMk6eXrxXdiMdNfEU3fB+BN7gPA19c3Tk/mFa+uFudNTjfWY1d+5En6UuIsfnynUW7a+USxaxje+SR7Zwf6T6LFN1NNZmBzLS17n2VO0JHvKO0y5IZyfHnZjjpzifg9ZLbXWfFwVKZR0xz+iSivVutUHrrHmq45/Su6js0nbxJvREFxv8d3fB8TlVAo8T3pC5FLXzRJCbn8t2Rv/hj6XbNpb/54+3Yqx9v+lA37GdGGFWfzd/E7YMO63UkbluY1v03eSJ3ljf43j9OODs/31z9uzVGt6iL+O9/fX7RvePVkf1tuZNdYoNTrrigqGCiJttRUDznIK0NdjRPeT7h6C5sP5d/eGyxdnu6aCXkHo10jgyG/p9qdU+P35CW+6aovKWvw2xjug3xayUvUTtt6CHawrXu+tbW1Za67DRuveX1q5vVjR342Pf5P8IwTntGKz1x24LW2NT4HD7XNx1ux8cQ/jU//7Mix12empH1S9MzrdXbmNbrKgdaazx2ZGeyaP/S49otGeqD1Lk3agdaijto4jS6hE3RPQyWoRXZq5qVMR67Qk0lPy9znHRnxhSbG6bYgcdyY7Gyx0baFHM68PBCH2tRIYZS5kcBr5EU69ulHQb+4XgadTMnAf+ETpVpO/k73iZLvIsgFfRDPCM3e2pYh2aPmoJM24Ayey3S4dX1K45aDQJ+mnQxOjtMzApSAsY+kMPbPPSXzNm+ZP19XEy3p8Qfyl+gpmeV+t0c9bE4K8lsVHcGcvJA9XGzTD5hdswPhxgqnPRiwGe5JdgSjGP4G+jSbF4huWovtNbbS49YZ9kMZ3iv9fw2sNFnjMakW9Ss2Nihfyc/QdboAltNYOJZjFY2FYzkRc4rjG3O4GIYAWuFFGBdw8c9/fq53kNs3CNareK7NHHpXrGOOimBtPXfu5w8OkkuD714Ufa1w2v85kPS1rjjaX/TSLz/cP3n3a90D8f7O/m4SkI73B+fK24bPs9t9Xb3s8rIj/ht6urp77r3n1eQh/53d3XD9wT/l374HDv1PbiE7zgAAeJydks1q20AUhc/ITko3WZWuSpld3FJJthITE3eTBqpFiB2KCZSubFmWJlE07mgUyLv0Gbos3XbVZ+lb9EgeXBJKoNUw6LuXM/dn7gDYw1cIbL5P+O5Y4Ll459jDE6Ecd7Avfjju4qW373gHr70vjnfxoiOoFN2ntL61pxoWeCOeOfawJz467mAiPjvu4q345XgHM++9412MvJ84hcYadzBQyJDDQiJCnzsizehJ+Z9QZbklLqjUuKI3abUnqPnP6TOoaPfaGJYxKxwj5MoYuVHUWCDgKY0beksXccVdkir6CsxJirbPU4Y5UlyTE1dfwaVovQJO9frOqCy3MupHkZzlqZxoq+WF0VdpYuVJbXNtKtnLrV1Xx2GYKZvXiyDRN2FJ4UqXtgqLuVWln5k0vfYTxisKlTB43Hb6p+cz1m7aeppKfZyTlqykZieI9SbzWW1MWlr/PF2qmv4PFGWUNE0ZmmlWF3NCxEvoY4ADjJloyhW3pLcJH0vnP4wbBf3BwTieTuNxrJtC7tfhb/P+S1PyYZa/Nym3wS8pb+av2mnKe03K9j2sGKhuU+fthG37Vm6pCTDiPuQ+YhlDFjHkS+EYLlNTKV3KTYvS2tW8tjpXpZW920EwCg6DI3+4HC7cyP7r/h69tN+EcMGeeJy9VOdfE1kUvSeFhBgSULH3XjFI0dgBERFQVGxYXyYvySyTmThF0e299766va/b/8HdN+/NQBD8sF92fr/MO+/d++45t0woQvL55z7tpjketPovilCUYhSnBkpQkhopRfMoTU2UoSw1UwvNpwW0kFppES2mJbSUltFyWkEraRWtpjW0ltbRetpAG2kTbaYttJW20XbaQTupjXZRjtoFdwd1Uhd10x7aS3naR/vpAB2kQ3SYjlAP9VIfHaV+OkYDdJwG6QQN0TCN0Ek6RaN0ms7QWRqjc3SeLtBFukTjdJmu0FW6RtfpBjFEEEUMcTQggSQakcI8pNGEDLJoRgvmYwEWohWLsBhLsBTLsBwrsBKrsBprsBbrsB4bsBGbsBlbsBXbsB07sJPuoQ27kEM7dqMDnehCN/ZgL/L0APuwHwdwEIdwGEfQg1704Sj6cQwDOI5BnMAQhjGCkziFUZzGGZzFGM7hPC7gIi5hHJdxBVdxDddxAwwFaCiCo4QyKtDxGCZgoAoTFmq4CRsOXHi4hduYxB3cxeN4Ak/iKTyNZ/AsnsPzeAEv4iW8jFfwKl7D63gDb+ItvI138C7ew/v4AB/iI3yMT/ApPsM93Mfn+AJf4it8jW/wLb7D9/gBP+In/Ixf8AC/4jf8jj/wJ/7C3+n+mqMblulapuUk+10mQeOgFaD0qaqu2YE93mPUKizWy10WH2DVKkt4pp7ryHcmgiixcWGKiigxP0B8iNVqrGGYVQtFFhnxIie9RBAuMqpHz1Ss+Fm9XGXRMeYlzqkI0dGKHu2r6CpyTz7FfEolhddL5aFUPZQal66xgq+u7KuLF7nhskRwLXbX1+Yb3Yp4x/x78Qmp0JAKFWVvX8T0IpN6wlJKo3bFanB8me1xuURdodYL1NaEWk38xDZuVXmZpa26eqW9OsUpaZcwUTbu1Cr57mDdE6x7gzWflGt7LpdyDOZU2ko204KzrtDYnQtBewh2h6AjBJ0h6EqWrpfaDL3MBNBDYEiQEqbgTEJ1mhRNaDMszWj0261QIURJLTTe5bbVVjStatIyuQLubXWScis2V2eNJcuzA6TfCvwcfVL5OfwWNxXkerniKkdTDwIqDtOr2pJDAp/DBwGHDxWHQj6H9PM5pJ/ikFBxSEfJoew1pvG6lGSWPp0EPp0PAjrpJukU8umkn08n/RSdhIpOOko6H82rcVu3ispBs8SshlBMi/Lgk5oYS4UroodhuGmh9S5NNz3L5cWCIXdZkVKB22Jc1aW0oNO4qVQ0S1dHN8uGipOpMZubBi8pe1Zu7SnVTcxxhVpnQuVQMzznYd31Amekpsb3/6pqXfkyDhff4dS20eBOoJrf9JiqUrpscyZSCwvIHVcP/JsL4oub4O5UUTIFsZ/OpiWwT1epmTmarmu6rXmqI1nPLIoWaJYdVNm/wqcCJgtMEWfl+XSgrAzk6kZR3WvihqGLvxFnVvvri143ChlWFS1wmFn8792t7+ncfXx0jR+q4MNTNnNCZ2Y1q9yz6ztjhB/1Qcx9/C+oj83UAAEAAf//AA94nGNgZGBg4AFiEyBmYmBjUGGwZWBkcGGIBZJJDLOA5EqGtUCZdQwbgexjQMjI4MTAysDHIMYgx6AG1MfIwMLAyGiFQYNM4wKyPBgYmSZi8CDmMgAA6JMLbwAAAHicrZNLSJRRFMd/d8bRcXTUtKVJWFSEtJiFixZSEdGE4BAhERF+M+oojTPwYZEQESEtIqiFRVAQQQS9H6ugtr3fD8HsBQVte9ub6dwzN8uppEUM8z/n3HvO/3/uPd/FABHTbEaILF7SuoIWz/eSJDy/L8vqZDYdoyc14Gfo7+xaH2Nruivnsyftd63lYMbrz/Ksv8frNdMpER7yebWGAJXjK0a8n37oFz84SdWfeMqoIbAwkVhKQ9zivKJMG4VcFC6KyyX+9+pIUVwxoY9Sop3ZXB+Jbt9L0Z7pTXt0ZHKpDN2KGUVfcYPiJsVBxW2KOxV3Z9f1+exTFasVFO4y6d3GEcVKxQrFKsWoYrVi0PVn0SiiWCJnbWQuMeaziGUsZxVJZIpsZJDtDIlmIX+Ls0POHnL2rLNXnb3r7KizT6RTRPmFCRdWzExRFd80ubjDWccciDi70tmkVFdJzUlOcIrT2nWaATaz6z/v2Ikdln1DHfXafSn7i+IdeoO1v+UGxavXncLtluveeS64Oz8waYb1znCuoJEfm1DbLP+wTL2SqVLfyByOC1ecNo6pbeWo5LdxRLBVe4qrYly8WTLfi9yXqQxzh0tc5opM6hrXucFNbnGbe5IVdC+smikS1TFN1AK0i5KtHeGBTPMhj3gs03zquJ7/he0lr3jNG97yjveM8YGPfOIzX/jKN2Et1W8XOVFYNCNynhAt8u01sAaPGeyV32zJa5I+Cuqjxoyr/9C2OlZhTDjtBGz/IWEsF0b7BqNylho5Ta2cpUE0WlggvPa9BoR1WN9C0L7z4pXv/XPSxAAAAHicrVdLbFRVGP7OfXTenZl2pvhAY0gLxUglhaSFlqYh0Ai+seCDWttKbaE4mElFCFgVX6ggiKhIXbgikmjCikXjcuKyia660mQ2bmbdDZr6nf/e6dyZuTNtU++Xe89/7nl9/3fP/c85UADCuIt/EN438NQg+kazo2M4OJp9M4PBscxEJ4ZfP5s9iclj46c7MT0xfiqLmYns+BQunhydzuD69OTocfwIi/1gaQmKVtFGXUutWK48tuGxTdhT49kMHpFnuzy3y7Nbnn2saPA2JVVuakjq9KltCzaiSGEjNqODb4Ise9RN/5TUCN4IXXLexPe66QWmP0kf/Zhk2oC1XgbbRAgTccJAglBIEgaZ9/H9MGEyFyZDW9Iwn1HCkjZK2pjSRuEhPMxa/YSFEcLCLKHVC/J9mCPFWTvJnodhBM5r7vZAwwm220A9C7wXRdmC3O0luwgn73eVWhbzRKGY16U+fd9z+9Z1l2t4+sy56Zz/uPp9TSb3Kt+sgXd+mff8Uo65vFh5h49Txvx87V5Xc1WxStWtnVuaEyZhzaiiJLfaXqp6XSjvyWP7eFfU21VgsbyHqq+XL80oz3jtPv3W+T4rla7vqjWbWfJ3xfgVulb4tSgzufRulV+htm+eGVlmFf8dJ1/Nv6L2wgq11zYHy332RAj5bwqOAsWZI3+N9+/y+/J/1R+rnLEnnswR8gdKmtOeuvFprjRLmU/51L5Tv3Y9n6suA9slMockMockJkckJoclJkcwRgQwTkTxBmFigtjIFWMSD+I4YeIEEcAU0YgMkcApwkSWiGKaiONtohGniQfwDtGAM0QU5wgD54kg3iUsvEcYeJ+4Hx8QMVwgFD4kgviISOJjwsInRDM+Izbgc8LAF0QMl4gmXCYUviRacIVQ+IpI4xqRwteEjeuEwjfEffiWsPEdbvDN94SNm4Rer7dVaRT0aBQUdSKijiGKGKJFTFQwRIWI+B8T/9Pivy3+R3CWaBEVlKjQgBnCUUGJCgFRIepRoUFUaBT/E/iUsHCRCIgWzaJFQLSIihZxjxZNokUAV6mFEi2SooXp0SIlWpgeLUxXC70eczdB3loRiCKK/esVX88Um0pMkV+GnsfE8zi//hmyPEeWabK7gk0c+Sa2st1vsvtIYycG8ByO4Bjn0Vt8XuP9A24RP7PkLn4V+xZtC138W3Zxru/m3ct/VH+dV/A0/05Fq1PvRTjnk7xneSv0sJ4u6SVvvUeKs32S9ybarSzrZzrCe5bvDITYRrfQVkHqKHnqfN7Nb8NrzNu0w5JPc05E0Io2bCGLreSwgx51YRd2c9Q+7CXvl8lxSO9a7Kz22VywrvKrt1T8q357hMW1rB/Vdat3MBI98uX1K+JUrmxdnKu1U1nP5fZfFVP9vK3UhTGwwNV5vmzfIH26sdRTX/J5lhQ9CENWCWdXVB4x3Z1coXxX4e6pqvYTXmXd1aJ87bpT24N1XcucGf0Lej2o3F/KXiuHlPaj6Iu7yvnPsBExfNY3v6tKneJ66YyQ8+7DKufNmubyqjX7v9R1++mVp0cN373kzLKlfTLk5GIzxuiIGJQ1IiGIyxqRYHxoZWzaTEQYJ7awRTth8bzWwZj8OBFm5Ojk+x2Ejok7aXcRMXQTDRJPQughmsixlzF8D5HEPkLhAJHCk4RiLH2ez8NEI14kohJ/bBwlmhmHhmjfJnRcaxPeTcK7SU5maWHv8G8W9nFhbwt7gydLfbZ0uJZYJjwsI8IvJPxScp5LC0sL+4kg4+ETLuMwDhKNwjuIZ/Asn5q9iUOEwguEiUHC8cfkKnGEijhevUSY9G2IWrxKJOXUmJZVKk7/fpHVqU3Ojs7JsZUe6CjdQb2LcbpbOPeQ8R5y3E9uB8hGszjE0Q9zJK3eUY5ym772y5rVwu/tnMb1pdzbEC1L51znhOucbYsnWUPYGHhM+tFndiUnfG8vBn7HH7T/JZw2zP8HCQKh+XicY2BgYGQAgvvXThuC6Eesf09C6dsAVTgIHwA=') format('woff')}"
}
}
]}