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"components" : 
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"_text":"Κέρδη που απονέμονται για συνδυασμούς διαδοχικών συμβόλων οποιουδήποτε μεγέθους από αριστερά προς τα δεξιά.",
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"height":100,
"overflow":0
},
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],
"fileID":4256
},
{
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"enabled":true,
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"fileID":4058
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{
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"enabled":true,
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"_text":"Ο παίκτης έχει τη δυνατότητα επιλογής του πολλαπλασιαστή στοιχημάτων. Ανάλογα με το επιλεγμένο στοίχημα, το παιχνίδι συμπεριφέρεται διαφορετικά. Οι πιθανές τιμές είναι:",
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"width":1170,
"height":100,
"overflow":0,
"spacingY":5
},
"fileID":4157
}
],
"fileID":4257
},
{
"name":"Paytable/Pages/Page4/RulesBottom/MinMaxHolder/MinBet/MinimumText",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"parent" : 
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"guid":"2fd50a85b1933964db100757db29368a"
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},
"fileID":4059
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{
"componentType":"UILabel",
"enabled":true,
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"_text":"ΕΛΑΧΙΣΤΟ ΣΤΟΙΧΗΜΑ: ",
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"anchorX":0,
"width":270,
"height":26
},
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}
],
"fileID":4258
},
{
"name":"Paytable/Pages/Page1/PayWaysRules/BaseGameWaysIndicatorContainer/WaysToWin",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"parent" : 
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"fileID":4143,
"guid":"2fd50a85b1933964db100757db29368a"
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"children" : 
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},
"fileID":4060
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{
"componentType":"UILabel",
"enabled":true,
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"guid":"aa0771cad7a8ff04384e26118e04caac"
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"_text":"Τρόποι για να κερδίσετε",
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"width":1400,
"height":60,
"overflow":0
},
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}
],
"fileID":4259
},
{
"name":"Paytable/Pages/Page2/BigScatterHolder/LabelsHolder/Label1",
"activeSelf":true,
"layer":0,
"components" : 
[
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"guid":"2fd50a85b1933964db100757db29368a"
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"psr":"d"
},
"fileID":4061
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{
"componentType":"UILabel",
"enabled":true,
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"guid":"aa0771cad7a8ff04384e26118e04caac"
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"_text":"Αυτό είναι το σύμβολο BONUS. Εμφανίζεται σε όλους τους κυλίνδρους.",
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"anchorX":0,
"width":545,
"height":100,
"overflow":0
},
"fileID":4160
}
],
"fileID":4260
},
{
"name":"Paytable/Pages/Page4/RulesBottom/SpaceAndEnter",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"fileID":4143,
"guid":"2fd50a85b1933964db100757db29368a"
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"fileID":4062
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{
"componentType":"UILabel",
"enabled":true,
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"_text":"Το πλήκτρο του ΔΙΑΣΤΗΜΑΤΟΣ και το ENTER στο πληκτρολόγιο μπορούν να χρησιμοποιηθούν για να ξεκινήσει και να σταματήσει η περιστροφή.   ",
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"width":1400,
"height":50,
"overflow":0
},
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],
"fileID":4261
},
{
"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":"2fd50a85b1933964db100757db29368a"
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"psr":"d"
},
"fileID":4063
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{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"guid":"aa0771cad7a8ff04384e26118e04caac"
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"_text":"Οποιαδήποτε δυσλειτουργία ακυρώνει όλες τις πληρωμές και τα παιχνίδια ",
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"width":949,
"height":50,
"overflow":0
},
"fileID":4162
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],
"fileID":4262
},
{
"name":"Paytable/Pages/Page1/PayWaysRules/PayWayPayoutRules2",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"fileID":4064
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"_text":"Οι κύλινδροι 1 και 6 μπορούν να έχουν έως και 7 σύμβολα. Οι κύλινδροι 2, 3, 4 και 5 μπορούν να έχουν έως και 8 σύμβολα. Η άνω σειρά των κυλίνδρων 2 έως 5 περιστρέφεται ανεξάρτητα από δεξιά προς αριστερά. Συνολικά, ο μέγιστος αριθμός πιθανών τρόπων κέρδους είναι 200704.",
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"anchorY":0,
"width":798,
"height":194,
"overflow":0
},
"fileID":4163
}
],
"fileID":4263
},
{
"name":"Paytable/Pages/Page2/TumbleRules/Tumblenew1",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
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"guid":"2fd50a85b1933964db100757db29368a"
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"fileID":4065
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"_text":"Η ΛΕΙΤΟΥΡΓΙΑ ΠΤΩΣΗΣ 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. Τα καινούργια σύμβολα έχουν το ίδιο μέγεθος με το κύριο αποτέλεσμα της περιστροφής, πριν ανατραπούν.",
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"width":1278,
"height":179,
"overflow":0,
"spacingY":5
},
"fileID":4164
}
],
"fileID":4264
},
{
"name":"Paytable/Pages/Page2/ExtraRulesHolder/SpecialReels",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"parent" : 
{
"fileID":4143,
"guid":"2fd50a85b1933964db100757db29368a"
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},
"fileID":4066
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{
"componentType":"UILabel",
"enabled":true,
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"guid":"aa0771cad7a8ff04384e26118e04caac"
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"_text":"Ειδικοί κύλινδροι μπαίνουν στο παιχνίδι κατά τη λειτουργία\nΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ.",
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"width":987,
"height":100,
"overflow":0,
"spacingY":5
},
"fileID":4165
}
],
"fileID":4265
},
{
"name":"Paytable/Pages/Page3/AnteBetHolder/AnteBetLabel2",
"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
"serializableData" : 
{
"parent" : 
{
"fileID":4143,
"guid":"2fd50a85b1933964db100757db29368a"
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"children" : 
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"psr":"d"
},
"fileID":4067
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{
"componentType":"UILabel",
"enabled":true,
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"guid":"aa0771cad7a8ff04384e26118e04caac"
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"_text":"Πολλαπλασιαστής στοιχήματος 20x - Κανονικό παιχνίδι",
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"width":1400,
"height":100,
"overflow":0,
"spacingY":5
},
"fileID":4166
}
],
"fileID":4266
},
{
"name":"Paytable/Pages/Page2/Title2Holder/Title2",
"activeSelf":true,
"layer":0,
"components" : 
[
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"parent" : 
{
"fileID":4143,
"guid":"2fd50a85b1933964db100757db29368a"
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"children" : 
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},
"fileID":4068
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{
"componentType":"UILabel",
"enabled":true,
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"_text":"ΚΑΝΟΝΕΣ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ ",
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"width":800,
"height":72,
"overflow":0
},
"fileID":4167
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],
"fileID":4267
},
{
"name":"Paytable/Pages/Page4/RulesTop/FSWinRoundCompleted",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
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"fileID":4069
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{
"componentType":"UILabel",
"enabled":true,
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"guid":"aa0771cad7a8ff04384e26118e04caac"
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"_text":"Οι επιτυχίες δωρεάν περιστροφών δίνονται στον παίκτη μετά την ολοκλήρωση του γύρου. ",
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"anchorY":1,
"width":1400,
"height":50,
"overflow":0
},
"fileID":4168
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],
"fileID":4268
},
{
"name":"Paytable/Pages/Page4/RulesBottom/MinMaxHolder/MaxBet/MaximumText",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
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"fileID":4143,
"guid":"2fd50a85b1933964db100757db29368a"
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"fileID":4070
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{
"componentType":"UILabel",
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"_text":"ΜΕΓΙΣΤΟ ΣΤΟΙΧΗΜΑ: ",
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"anchorX":0,
"width":258,
"height":26
},
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],
"fileID":4269
},
{
"name":"Paytable/Pages/Page2/Title1Holder/Title1",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"parent" : 
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"fileID":4143,
"guid":"2fd50a85b1933964db100757db29368a"
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"children" : 
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},
"fileID":4071
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{
"componentType":"UILabel",
"enabled":true,
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"_text":"ΛΕΙΤΟΥΡΓΙΑ ΠΤΩΣΗΣ",
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"width":1400,
"height":70,
"overflow":0
},
"fileID":4170
}
],
"fileID":4270
},
{
"name":"Paytable/Pages/Page4/Volatility/VolatilityMeter/LabelHolder/VolatilityLabel",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"parent" : 
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"fileID":4143,
"guid":"2fd50a85b1933964db100757db29368a"
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"children" : 
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"psr":"d"
},
"fileID":4072
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{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"guid":"aa0771cad7a8ff04384e26118e04caac"
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"_text":"ΜΕΤΑΒΛΗΤΟΤΗΤΑ ",
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"anchorX":0,
"width":192,
"height":22
},
"fileID":4171
}
],
"fileID":4271
},
{
"name":"Paytable/Pages/Page4/RulesTop/AllValues",
"activeSelf":true,
"layer":0,
"components" : 
[
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"parent" : 
{
"fileID":4143,
"guid":"2fd50a85b1933964db100757db29368a"
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"children" : 
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"psr":"d"
},
"fileID":4073
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{
"componentType":"UILabel",
"enabled":true,
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"_text":"ΟΛΕΣ ΟΙ ΤΙΜΕΣ ΕΚΦΡΑΖΟΝΤΑΙ ΣΕ ΠΡΑΓΜΑΤΙΚΑ ΚΕΡΔΗ ΣΕ ΝΟΜΙΣΜΑΤΑ ",
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"width":1400,
"height":25,
"overflow":0
},
"fileID":4172
}
],
"fileID":4272
},
{
"name":"Paytable/Pages/Page2/TumbleRules/Tumblenew2",
"activeSelf":true,
"layer":0,
"components" : 
[
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
{
"parent" : 
{
"fileID":4143,
"guid":"2fd50a85b1933964db100757db29368a"
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"children" : 
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],
"psr":"d"
},
"fileID":4074
},
{
"componentType":"UILabel",
"enabled":true,
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"_text":"Οι πτώσεις θα συνεχιστούν έως ότου δεν εμφανιστούν άλλοι συνδυασμοί που κερδίζουν ως αποτέλεσμα μιας πτώσης.",
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"width":873,
"height":100,
"overflow":0
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],
"fileID":4273
},
{
"name":"Paytable/Pages/Page4/RulesTop/MultpiplePaylines",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"parent" : 
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"fileID":4143,
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},
"fileID":4075
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{
"componentType":"UILabel",
"enabled":true,
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"_text":"Όταν κερδίζετε σε πολλαπλούς τρόπους πληρωμής, όλα τα κέρδη προστίθενται στο συνολικό κέρδος.  ",
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"anchorY":0,
"width":1400,
"height":50,
"overflow":0
},
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],
"fileID":4274
},
{
"name":"Paytable/Pages/Page3/Title1Holder/Title1",
"activeSelf":true,
"layer":0,
"components" : 
[
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"parent" : 
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"fileID":4076
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"componentType":"UILabel",
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"_text":"ΣΤΟΙΧΗΜΑ ANTE",
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"width":1400,
"height":40,
"overflow":0
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],
"fileID":4275
},
{
"name":"Paytable/Pages/Page3/CAT/Title2",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"parent" : 
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"fileID":4143,
"guid":"2fd50a85b1933964db100757db29368a"
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"children" : 
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"psr":"d"
},
"fileID":4077
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{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"_text":"ΑΓΟΡΑ ΔΩΡΕΆΝ ΠΕΡΙΣΤΡΟΦΈΣ",
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"width":1400,
"height":40,
"overflow":0
},
"fileID":4176
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],
"fileID":4276
},
{
"name":"Paytable/Pages/Page3/BuyFreeSpinsHolder/BuyFSLabel69",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"parent" : 
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"fileID":4143,
"guid":"2fd50a85b1933964db100757db29368a"
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"fileID":4078
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"componentType":"UILabel",
"enabled":true,
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"_text":"Το μέγιστο ποσό κέρδους περιορίζεται σε {0}x στοίχημα. Εάν το συνολικό κέρδος ενός ΓΥΡΟΥ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ φτάσει {1}x ο γύρος τελειώνει αμέσως, απονέμεται το κέρδος και όλες οι υπόλοιπες δωρεάν περιστροφές χάνονται",
"fontSize":25,
"width":1400,
"height":100,
"overflow":0,
"spacingY":5
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"fileID":4177
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],
"fileID":4277
},
{
"name":"Paytable/Pages/Page2/RulesHolderBottom/Rule3",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
"serializableData" : 
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"fileID":4079
},
{
"componentType":"UILabel",
"enabled":true,
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P7mR4xTgeyMxglGfoBDyZMdgAAAAAAAAAAAAAAAAAALABUAKgBEgGiAjICTgJyApYCxgLuAw4DKgNKA2YDoAPIBAoEaASiBPYFVgV8BegGSgaABrQGygb2BwwHZAgOCEgIngjmCRYJQgloCbgJ4AoICjoKaAqGCsIK8gsuC2oLtAv6DFAMbgyaDMgNFg1CDWYNkg2yDc4N7g4WDjQOXg7YD0gPjBACEFQQphE2EW4RohHqEh4SNBKiEvITLBOiFBQUaBS+FQYVThV8FcwV9hY4FmQWpha8Fv4XRBdWF2gXeheMF5QXnBfKGA4YFhgeGCYYLhg2GHAYeBiAGIgYuhjCGQwZFBkcGXwZhBnkGfAZ/BoIGhQakhr+GzAblBv0HEQcohzuHSAdKB2+Hg4eSh6wHrgfLh98H8QgDCBKIIIgziEmIW4hyiHWIeIh7iIwIpIiwCL2IxwjOCN0I8Qj7CRSJI4k7iVOJVolZiVyJYIlkiYSJmwmdCZ8JowmnCasJrwmzCbcJuwm/CcMJxwnLCc8J0wnXCdsJ3wnjCecJ6wnvCe8J+YoACgsKGoojijAKQIpFClmKagpvinSKfgqFioiKiIqQCpWKoYqzircKvYrECsuK0QrWCtkK3oriCuyK8or9iw0LFosjCzOLOAtLi1wLZYtvC3OLeIt9i40LkYuVC5mLnouiC60LsIu7i8YLxgvJC9CL5Qvri/KL+owADAWMCYwTDByMLAwvjDSMOQw9jFAMUwxTDFYMVgAAHiczX0JfBxHmW9V9fSMNKM5eg7NPdLcI43u0eg+RrJuje5bsm7bsmT5ii85PmI7iclJgpOQEEIIS5INECAhBwSSBbKwC94kPNgk7C4QWEg2C0vyAgshuxuN3lfVPaOR7bC8t++379nWjLq7uuqrr776f0d9VUYEtWz8Fr1ILiIOaVFOzIEQwrMI4yM9iBBuHnHcSa7X5xV0Mo0tXOnlIlx5RaQs22SUez2BL3ZbT10Xctrz8uzO0Mv43fWDwdzcYNDjQQQ14e/gFVavAvliboJpxTwn46Bu1CuTISRTyBRyHgpwglxjDhs4L+eGn0eN24w4Dz7IxUQCE/qDoD4LfOyF+uwoB7XHWrKUJEOrU3MKlKHYrZETxHMECuIlFc7MPNIjw4QcJb0I5bicDnjHbrNazEC1QUj90eSEsSJi8iq8lewnGmE/EQX7MfFwiX/uuP7O0GDobKDff+Im57nbg0Oha4P9oZOJ82edZ/HnL/S8BH96LvT8D/jTc+ECgs5UbfwVySR/QB6Uh0pQXay6JD/Pa7WYjBkyJSa5HNBI4kAeh4HgMwjYwmO0gniemwVmH+N7cwQh26STaxzhyiIcjLqwOVqEo+UVldGICS4UcNPkIjAACpNX0GCTMdtsaIACgeB6zZLXtzeye3p1oqliMuT29gYapsp2LzYVF+WVN0VKwlVF2KBbEOz4a7lDHV2j8uEhYhRGNQbuK8aC5vL2SeUquVbmd3mC2sQ/yoM5uT4diAPiUcHGu1yIvIxUICNm5EVh9LHux6z947ECNZZrcAYvz4AeIJzJ4+UsDGM7r+KUHEInelBmJplXiINhj5VfXlyFOe5Ij/iSErNXoDB9TzGPFIqTit6JWNjvs1oEXVYWRnlBX9gfznFavFavyaAzC+YsbZZWo1bwSIVVWk122JAUTmAZj72Y95iMkbJoOZ923yzd+1ZPX/dAV28nCSYOT+BbEmebmlrxtfH+7oHu3s7+pqYW8vKRlZVjx1ZWjijXK8jF2F13330X3FpeW1teOdJ110c/eheiY1668S75GXkFJDOMouhUTB+wyTksi2oUHI8FTHguLvLLq2AdlYsdxZjMc5h1l+elXymb3JeWmkVSoeSEnIiZ3bkYRUpzw+4w8EGrUqIcnJMB/cesnwpzA66MaLDC7A1qsNjrSiZGZo+cigyTGI6JT6SsohKXDS4O1j9uyVWtasuDF27qLTrYs/d0X4unZPeIv8yTU1la1F8Uba+pHHCSVwa6YpO+z+X2FTYcKvpwd6B4eTo+HQwMRLpGRoJ+d7U7pyrgCSX+xllfHKn3WEHEAQvQowwLrLFshjAEMxhg3OMETpr+j6ZmPZU7jEIbC9gG76mRIaYDRqBZuH0E92YbiMYSNkCXIuIE8BbhUHt8tq29vXUm3o71V/9iaubnxw7/bHr8p7QeF9SjS9WTRDgk1YOBXV5xBkVcGOs6umda29pbZ7s7sP74T8enf3b42M9npn4B9QRwKU6Q95AGeWO56iyVMjMDEEwGE1mNOoE8dIx1SYM0hI6EotKsMCuCimBlsNIcxG3G57RPHJ4e6pq76nHdV03kvWejO7X3lj3ySNm92p3RZ6H+ErSfKMkQzLNAzAszhPBjMowAMSmwURkBQeBJH4MvhhAY8MvkjQJuRSO47VvfGoR/+MaB73534CLtd2DjGvRddBhlIEvMRKEGj0lcxKjPwDpfCTLipbLyXXWJtUfjyFhZjl5TUfOhclrGj36KnbgaxsgVsyP66lhy9BDuSxs8ik3+9346OSmOG9Mp6Bz0Q+L3PLx7Evf6PKzJNA3SEnQ68vIczmBtUnPQ9zPhYy0pL0xUeuD+0S3ykglzG68l3t2JleQinZygIwphHmphHqqRlekyjmMtM0xB8/DySdTr8/m9VJdhozQvGjBQw7NpACLg9ciJtnRl7MSR4pWxq9cSN9R1dTY0dHbV4V2HHxz/y88femjsm1+45eabbr355psZrf3wcRhaz0L2mEWZyXPQYBxtkmzT0T67vQJIqwZrcbAygg8vE6J26HsrXhjH/+BvcKqt2saWB0TeFYGe0wDW2lFhLF8DQ6/GAAwgBVycAQZ0BfrDcWwuQP1Bf4jp5jwcrWwgYg8UQdYpk5E2aHITTSL3KxUdvliktDe/OrwvvutI0XD19Xhq8GuVA90FFVU+T7svunusen6u8izgMgoDHzOAhnzUGKvzYxnvw1RxE04LFGhg7Pk4jAMBDbaMZDJ+HkSTAVWSx36f2+fPZwJK1ZQLm0RmU20msjmMoyl+S9Ti3w41j4zWnpirXigoXCqe6p+ba2qeGmysrRzwlgcPdu0/RPydoxqZcqy9Yb5Sb5ozW1ob6qrGWipLoh5LpytMGyfICB955EWkhN/CsZAGyzgAUhmJ81gGbMQytISoygFyj+Jeq6CXppKfTiR3FEeESBCGygvzgouQvMWlxFO4c3nxogzLMsxZz715//33D+MfJcLPFw85jPm6xNvAr1rglxxkwIVaYk0OM+FQthKsp0zgFhenMA5an1sGLslmgV/MtEpOCcxME6NekwUqzIVdihSEb+EXY5PBbXIrGjC2rZz78LmqeY9vqbh7cmDM2WIqteP9ibd0Qjn+2r5dB84aDfMmW2tnU6uSd+KJma+BlcR4Q/WUQP4W6CxADbFaoA+BTQIaSgYaCp7zMsIvJ8fxRI8c1FBS4+TmBHw5BbkFvqDPrwBxM5Q3cDBoZhOQpiGKiCRwQHURNkskU2x24VIhHD8yZCrXB0paJ8stnDy7v3H64Kk9rQeb/1Dd0dgYjvlyG3BJw/E9g8Uy2URWftdCla/k0PLBsy03H+vua+zyVTnzeiN0bgShExTH5cgf84DZRGdayl7lkiYfPJYLggxmXQS7o24TPoudiRvxLxOvk9WZ+Po5xFCEYgWdZw4UAp1dEYtEvNkKCuUgKBQtZKL2lSAERsrlxKgw7Ay5QjoNcmCHnI0UlW25gtpjKThherYBb1G0SXgpxjClnY0L1b2V+e3h2tWOw6dDzcHytpqFurJYa2lxU+y5lraW9p5abX0TeTkYr44NOkzR9pK6sZKdUyWd5XrXSFNVd2iotLCsMttYXVZYmqgsiTWWlcasclsrkjBQLY0xzF4lyGAmpjangHncTZUK5slyami3zNtLBxkwkmNiCNQ3EDonREsiAt0Osu7BfehfEaAUjPLRIVOFECppmSq3EHl2b/P0/tMrbQfoKDc0FsR8OY34Y/XH9wwVy/iJrLyuhUpP6aHdB8+13LwW743BKLtCveWinIo+SQj0h5nhuETh6S0+ic/nkTFB3NQmwpU0S/Ib/zTkdocCHk/i3KauISgHdOQLrC0TcsSsFNc4sphqEvcaTZc3ZGBak1RGmkNi7aGz6lJLr9Kg4/dstvMYaNLA2IiX4TrV7SqykwrnE6AjysKFOOo3qTFRJfyAJ3fi1f3fr3pr4tF7gKZy9AqR439hvlNxrABcJckEIBxHxigTZnkAX67vSm4USDwPP+X4B4ki/AN878DAtwcH0WU0gIFaFq4EIngTX4JXgYAfJfzfuefRibeqvk/5krnxW/wQzA8XaIGyWDFFfSAWEYoTlEdnknqdTRLZPADbSRl4inZ/Hq+xUyV/JXWk0BAn9irSWHmzv9SXL1RXFPf6A+FdDQt7HFGf2501Zgq6qF/pCv6msj3kzAs5wkVWfb/ZNdcfbix32QIBm/Fj6eNYtfEI1w3Y0Ih60ImYIRtnkvYMwOBizKMSDFYamOAOMMEDGaBPMbiLCAAZyXn5TqCc+RpHRG8F2LuWCVa4jzKBI5nLH/yCDAxxTXenP+j3B0J+v09JfUqjhtA54003L8wKuTFttojQyAxvEy3GAIPQWSXaIY1YLMN1Z4ebC8MVCrmhNdI/Fl3cVjhhU2K3yRk0dV4zsP9jfR+7ve5QUcH+prXPTtbs/8Ti8qdnEhml+RXFMrnaZyypteGdReMd4WK3u3hppHlXjVb5NzqBK80pHSydPN28/YHdt99rF+J6y/hDh6fvP9I0+sAX6isHYmucvKiD8pQy9lbQpQokoIJYXhbVoHEEMgdadDfw6UgP9bqpHkVI0EExBRimco017A66FV4cycRFJEhtkAhxxBO/jh/A2gNYk/gJp9XIMozyjldfeom8uB7Bv1cVlGhz2oTvImbWkCkYRx3YcB6qT+WAVzgOPmQGpvppidk+VKnCeMlkDPyBAJtNL2Bk89jcTrslW7DqrVo10mFd5qZLJHrNXrdgkEwQJ5GUKy654dZtDfmtoRsOb6BfDDfGh/ZcO9raDmT0LzQOqXhFoLVqfg94Jq9WRKPF3xt/u6Uq0gjzqQ6wdoLZapWxcgvYaNZMIqpULk71xybCMrE6SUDdZxuZqrdjO09Jk1A0XRBEgSnC+PY9aweuKhopyB+r3Xd7R989+yqWwiHvADl2x5lrLgiaaZ126qH9qw9Pm02TOisdL8q7TwHvMmG8KG6CmSHFcjbtRbff7RHtX3kYC1TmFJQXQiSXfOqvn/jOT/Y+MH7w2rWVMVBUq099GTjw8aMfumb91ww/qOPwG6hfhfJiARgrMBtkS2mt8HyylU0XJQ8LYLaIf/FvEvvwhcQ/YGPi1zhALm5/YepX6fVmUr+K1ou21puqUkehJeJN1nhxD9T297Q2qOuX2xmNdExuhjHJQbWxKi2gpA7GxQkWDgiqTEbtBV6GmBQlbWkQIknFG/x+v1d0rNzC1vlLJ6ScmjN0rKJefCMm1cfiD35x7OGjtatFQf9U2bEbylbHwrXWu/GZxH0Gw18+euChSbNxUme585qBE22Z8udRkofkFsZDd8wFPQXbFC/xLApCY2RbeAdeg1vwChH4jJBbVhOfW13FI6u4LfFVkMW/wyHm48FHLasvN+akHin1RzMucUJMzAmhLoIQBN2gEMy4NvEvIyPYNDzcYCV2W0ODbf0NkCG88cRGHfprNv9CMT/VOxyzHhCm32gnnfVUjNVZGXI6v2QgxOakpQroBsQa5cQW1Oh8RmuBfXXvtxTySZncWF5MvrrefXB3igfUv9NQmjUZHJGBVRKnBtyRHiwywSQYmFvj9nIKxoIG3IgjmKyd+lXb6qqt3PbNk4n/iTtrEiA3iT931bt+lvhOSkbfh7p5KZrJLH0yt2kd8oiXrEPKWNPsKi4FB/KOafFdrhLeNVP/26QilIui+wlM5ZIeqBmZBYNgllPqOC+ACqXPAH/hm5p/Xg5/9O/AXSAL974o+9t7l8GElL1GZk3begOJvdDUX5L69Qr8MU93c/b6n6X48RloV4+cMRtIwaXMMAvZEjOwFwxO2h6OALSCVHzm2sTdMiJfOId3s4jiDtIUWqpIXAftPG+KdebiM4ALdE68An6xlkZPP8gv9gfS/OIkECU1kuQZv9J1576Dd3Z03nlw3x1d63+/cvCq3UtXXbWCd+1/aPv2h/fve3A7INKZO+88c+bCBQmPIkw2jdSGoNJOQNrlmMIRL0I4GxZ1FkY6TZZRbQQBltNQXsoP0mAAJ69ghj4zMnDwljPRkys9q98Ybpqa7icXD+6s291ExWAq8R8NHbFG1t9R1l8jyqU+IKhvjnoKGJ2Hyb7pQqfCEv5Ak5EiC/VWzV6wbD+YAYuLn7vzBl7FX5ELZ572Pf0pfBkjUBKb9zOZN1NkAn3GA02iOb7EAn6SUgNqqULTaTEyCFqzziwGmpAGazI2maIweDkv44spyZcbr82Leb9z8tGTq98cmRyKA2t27a7sLtYk/hK7Ez8FhPzXxoZYBWVD2ca7+N8AI/NQUSxsB7FxKEBlQfOgt9KAMc2hL/AzpeHf6pYW4WARYf5AOkKaXQT/201rNUu+0GpVR4e7rTo6UHRmd81ioSdvpLC2wdVcUTdS8M3ZVYN+l95ZVewuDJiNFf014zvMxgkhuzzfXejLtkS7RbxUA9/8wDcFja9Q3rBoaJpSkGaGAN67yYv7Vl8lllfJ3mk6nydA7m+Ed4Xku0fSJd7gMXjFTolQT6GLdgtm1Y0Np+ZuuHX1C5MDe97vOtb6kWP4hUT143OD+K8YTXRAl1jMBzA8g/mhHGir9DBVFsoSUQZzXi5iAK4AMhjI0vsH/mP/x9QWudyi/pgYt0rEfKNe76gff53VnQEY9CDUnYuCMZ/DoKBxljiFnzQ8gIK5KNci2AQKQrQFamcRRXpTqV+4B589dFqhzSJYqVWcPPS1/csqPc8bs46tnsgy8rxBtUzpwM9Y6qIqVXmDLdEFNE2GZ/2BhSB+ODEeWvT45sL4YaANIJDMpnRNBn8F3Nbr9dKAqLDXwEXsOMKR2RNPf+XQW6+tPfKZQ6/h/MSr+BAeA/QWEo+gFD/bod4M6oHJORqmiRMsYTfMBb1e4MCqxIYIByLPRbDvi4ff3vP2ETp5E92Jf8ECfobWA54AsTM7AuwTBYgKjZuRONoUmk07SC/ok3EzMUrgJvaEAu9LfAK/kbiAj/WQ3Ome9Z8x+no2FqiSABkUPUT4t5gyT0hKCHnAKBPF5tLXXz937n5u98B6zZ8czzRgL96LVTsT70rhTHjPurGA1lPtsrKLqc7gVLtm0DxR+LGePfv66z3krwbev0fkqwcriI18D/y94OPyHS0xB08DtwwJr2cCezQ9WvK4HLXAcBlg5DwvV/164vP3YgX+TqIKTyYeZvVtJDZ24ic3HgY6cll9l8WUBWZn0Ip44Cl+MtGFn/54kxjLJzPgkiVobJu9a1fKkvoV4esZOxA8VJkoM2gNBhcxm7wg2NFPZ/kCunZLfaWGJLIryw1Z+qoavVKMdeC3iR+0WgB8Po0V3BIL5mRycPeSKy5gToLfIOfA4qNrKgrMwghyOZ4nIs5SR+9KReAhLZc03CdiVqcDI6/bEXAGso2CVpUJdiRY8UkHQ/CmXD7w3zYdX0PS1avH2LdzZ7dJ5u1p6Zw7eXZ7RWleHMov9m1vLws1DBH/xGziju6CvL7hwVEZ56ottQg9Rnvix7JoSX6gra1Y1CNDgGlV5D1kQm60JvZRCQYG2GKgSOL25AWBiwnxMdX3x1gwLxlF4Xmx+ydp93MveywtNiXV40RMa852ObLdZrdg9AVY9A8UZVrID7xdBbWBPHInlrTlczLMZ/c1zB9bm2/syc4w9q7c1FtXOxBrJk3uOp2n6Jabbr61MKeZvJd4dWomY3pxx8zXRZkthzG9CGNqpT4VdaWyVYQjZjEALsVNT7OJzEJ0gOMYGfVaNZgNVmylPhV/idm+6WDhggM3NB/uKuyz5ToaHRc62gpbnc4W5fW37ThZa8gaVem+sX3OqNsOriyhdBAr47MHnZP4nIl5rGfBZHvygpOl+OwE8o6lGHe6R1zF4+SEUWmPuS95Dn042rO51AdlJmJmczZGwGuP2SPotBpwFE3YlJHsFFO0kSJcjyOiuAWpWDFRg07iLOD2Qn2vRU7kK0N63tzr743VDzY1NyuB2x8ucqsrTBfXMzq8xWNjY7qZnctTUwuiTNG+qoDn2ciJtsViKuB6FlgFhNon1E5Z2qRySwzOYqbha7PT4tRpMhUwH7JxtmSjOLFb9JXS/FozzAigHgdXrk58lAx1lw+E8war+45tq9/bWd0qT4Af47/2YM3QuMEwrtc3nJicOr1tsKulsY/KhQ4+bifrQOP2mJZG9bUKwsNUR2yqB4D/diTFNI8xT4qfBVavSRrEznCb+qvLlz2biGXq/f7kiho1qrzRynSrxgmOx+T1K1NTsyPeGqNdyDP3XY8vJirwxTK3Z2ksSzHAZy57GR91IDN+8D0L0P2iUOjBvgO2yORqEJUs8KZkIDv0Jt56U5IhDyARj+YBtyWcEgNrPUmr7Gq6PhwAutd6xJIpQLu8IEAWXSQO+nML3AV2q06jBN+QLhOLkGWOVFJfLRnfpYJUsRniNScDE1S+sHpPDZ81euJ07Xze6JHmDoJl9sHorkOHTjZu29bU1dpG/APt668dOqoTpvO7W/TqfFV+8I5rz909vmNmZmFgu3Fpks3tIRC2AMypbGrbcDSkGQeij6WMstNJ41cA2yxALfI0oKHeFRV06v08JyMK21hkdufy/qGGlRVSaCvV5YdmlhKfwv2nF7eDN/AelWvq7X+b/DPLWyiM5TODloLGsR7qcK9JzgfNK0jPIpBfkkVghhZvtPh8FpvX27tC/tnhznU6c92OF9ffIHY6fzb+akMntcMiQToYVS2MKrM8WMeO0SjDGhucBbq8cDV1eSxmoz7Lrrb7PHJxNTsFp9ymjc386bjXJrZfZgtrdbnGnPyVHvI5t4NR8v71Cn6E572lZG79491TST7nAQv0NPNGo1ZyMqb26cwAYtZ6SJLLeotsE83BvwavIkjTSiLPyjCnCmofOvH3b576UsPyMj5prMrWluoefzPxwm/Kn6PsFdtB9HdOWp8/lrTKmRkQoQMFg5Mqy+2CueFGR0VRV1mYALgAbLrt7EouXUlzIVvGFmIU8gyOikYy1GiP2UDc13qkpxkk/SEgKEZOO031EbTqLAZKbuzeVNIpGUrJkpnJF/0kX5zavrKzo2F5V7x6ZVgrt4yWnApm2LYT/8xukKyBUxNDidfga2F74h1i78gPjRXmp8m1HxnQDCP9KR3rmp1+y3BybhuYmMt4kibo9phZlAz6iMdpTyZiAkYgk2IfDNggv7wPjHa8Y2YHmwZAsW1KorX/dIpICd+LgL5L1sVPb/X//cm4oIjXFZc5v0U3Hek82HTD0a6DTYlDrd3drW3d3S1Yc/5C86mJ8x9pOjk5tWvX1PbFRclO0YGd4t+iP/VgmmQm7RS44MSLpP5MU5inNw2QniTsuRGds1tU0SVl/oj+3FxT9bqwE0u8oxrJlOwinqPWSkOPWcHJVka1vLkn0N2A6/qbYzHiv+XmG28rzNGXGn7MqTo8JWNj47rpnatj47tQGu7TviZtMh1APJe0FeCCiBcpmyxpg53eNL0Yel/NMZuMkLU0U+GyIkmbjPZTssn4dPhmhgLgu5ej4cqUhfBFjpOb+xrmjh2fb+i1yNSjKzfGY7hhoLmpSWUo0nuLqaFQ4ul4//e4bnRMP7cINsIiSso4vgf6qEe7pPlLV0W0MjDJaBfhikteSX3UM/QDAylpVNJBzGaDmELi5APoD0Yg7CoYMT3W8+KImRXiKnJK1Kc17iyVzRFqD68Ma2S2QeLnyKIi1B1NvE7sc2Eaky8F+/EZoPOPxTZO/5diG88cXqoe8HhnC+uiRuBte+DgdOlYntfbFSgps1SXlbX77+kbEnTTgj2Qq3fmGE151YVt3Ub9gNbkshscDqMhVCPyVA+07iJ3IguKxeo1gBUgIwAYYOsCqTLueqoqWMrAWg8V+M2cAZPRoBd0LAZrwRYaK/OnmVpgvwCWm6gvCmNuMhXo9NXOgq5wd5+/6d57w3GFvD9D5epqxvkloauODyT+riBfpKcXcMILOs2A4k9xNPFIcqIMPAwsYfoLLUiOPiBX8i5cs3DaQtJfUMMtAwId7hMDFJu+USrGQrwjWt62PTK7Y8/eoRixr7/Rnh+c2YXnE188tTCFhVRcQAP0qGmcRc4wlba+lrbWr0ZqqxjNFUMfERb74F544cABVTYnk1mUBw68CJ79t3N6rNZeF65df0PsqwoEwkEc4DlC3U5BxqWiOFS1iGrMbhNsLC4IXqg3Lb4SaSAswEKk3zgv/nqGoAHzUyNk9B+9a7VNZYALlVo+enhYrlERGVFqFR177j6ONbaWep2uocWW+B1Q9T/zZ51CVbUeexM/AVky6KpiTiwAiTAZoO8C9F1FETtTznGX9V6v1wtMfXMRc2WEo6rb+9KXj585s/blb6zdeNMaNuCM559PvJd466WXxD5jwCkt1Gmj9pfNwMNw6pmdItbLzBMRSf1eKwstGNKZmp7D04jxVQfUIBi8Sb1y1ZvO+V6rT63MFYqqdNnQsZe8TTm2Nh8uXb+vd4LnhoksGhZjIV74+DLQ8AExmrU/HqPBX06s4uzEf+ATiXewZRs+P9idOMfqtWws4BlyETyYglheNtSG6Uo1XTuky7bwb2fSPTgi67ULJkHMseWpNwX4GG2g3xURmEPgwypM2dSTNeOZpR2NdXWNSztKqvbtqyy9H3f23lWWP4rzSj/a2zWEg8W379DLDYt3FAfo6sivNgy4nvxBsoeY2Yfx1Viyh+gCwa+Ghsgf3nfQ2AzQuztJL+A7jVCLK1/L4iLFzuSy4RHcC9QKdkavmdFZGQ1QqulYMI/bxDxvwC+RzCTR3UDgRxYNQOAFIHBIIj6f0i7mA2AbUeE/R2ZUx2IypQpgmwGAnMT1GHfJMddJV/vJBJ2LAAjLku9HuIFk+gWN1LDVarkiyrBS8voolmK1vyTb0WAp7XDWFPlLTE72ay2u0WZ5LePRLCP9HqvIQmhjAylB3l8jL+oCyDeABDn65M+fR5mPE/yVjecfi4ZRqsyfk4u6IAqhp9FmKZwsJZXhWZkCdPGDymy8y02QV6BMGboOXaE1KCOtfevlyMfaltal4dqfWmf6CVtnqu1+rAxAUkgmqA6xCTpMtZ1AU/fI+dQTCo6q1BqUiq5BuU1uYRafTrxFLm5fl9YKaB9OkxehmBa1xVTgISIZrYjEk03RVmg0ZI5ai8PUjtQgQhNF8Q76jIYSgK0KOW1JL1OZw5EoOLEmv5tFirFCickBTBIZ+MRHZTqtLMMiryUX1vfWzOKPSmvxUp/puiz0OcR4IMVX4bo+xZNb2HWYXUtrkXBdkHq+xq6LUnh+FfRLjWqeymShSLE/apFrFHxZX9T0V4TPJ7uiEoFeZFkpdMQrdQPYux/jgw/JNBqZwsg/siWbIKGSaKBrekBDSYqmz7DrUnYtrY3BdVlqLe4ci7k2iMTpqZEsjitNDxMp1NNfCVCYfEZEjks5ELzKSodWoOu3s8S7J/EkC+ruXb8jRUOE0RBB6XFrPRqJ6ahZlUVjXjCyMNMkFmVvShfL/wH/jBumpqKBWgxQbnGLkFFS9Ei/rcnISIkaOLo6AuhtNoFFWItNnjd/gl//d1Od4ds/8bUE/nUM2zEZncb4n1zgPM8AjdK6C9BYiZLzoZ1d17FIdNnGOheGsaRZGmGaTQh0Z2K5AsuXM1REASqUVzDAGOpRYp4f5nttNoTC+T6vzWPzOOzwotUiCBYhS2UP89EijqbAsD0OnMkIutYUFDSEmVw0jQisMXxix5kOZ273NbNLc9d057g6zywsjc0HwwvPDC/kBebHuWkSHZoris73FpH2dlIUX6goXhiMkOkn8SmubChSORohpHy0onyolIP+SGsZ0J9aNgYOuP4L8grM7oGnfdmESwmnJZkgMMHCStysHGx5kfcmuEGvaFg+WYjlBEGNfuQPCuagoIDuRaIRakuK64ls9S5icke35AKZTY778lryeu/cvXJnL/xyX+LXky2l812dcyUt49OOkava5u4ZG7t7rv2qEcf0VM1tk50HY7GDnVO31k6J2Eh9vDkuQx9A1yCkU6BPotfZ/XywMb/B7l8r3f9rdp/6Zw52/3rp/nPs/gCUb2f3PwT3ARk7N2OEc2BXO8GyPiN5ADDe2GakGoJ6AHBFpCvJA7ClAu3bezIo19CCjEa2hqn56ALZGBVD8egKBSZi1hwXRgGfKy8nz5Kt0zLfwImdmaot0VAaxNpMoAlcGhXFyrmjR3dUD9jA2bEIGXqZwqfLi6oV1uGceKyhr6VJedv5Gz9S5OtI7MmxcqRflukr8haPTs7JZ3bsmPuLZMxdRyrJOujJYhSPdaqwjC/EnAysDBqU5pGM42VL0BPmUkz1ZGDJwR7uoVtfxkmv1YJQXtDrznVZiq3FNIOgwJcJWGYWypNR9PQ0aTFDqQinZUlTL8iFh+qXty1d1V/XM9+w3FTekHtdrCvQ4O1oKK9tKnJXe3Nr3+Hw8O6ShemOEZVMOTfVOlem1yb+Ddd1NJXFcgbaqqurbNvqEjv1JhGPN4owmKGAFN5YrgBkUxuTxuXIeWoRjrIFKoARq54CrznKSTYvkEWF2PSNb+ydVxjBCOyqXfGN9f3g+8SR+FF2bZV+/Icf2f3UI6M/AN6B/JEc4J0XeFcdqxAANfP1Co5Fl6Vw/hQLx4kO4TDNHsfIV+wvzjZq1ciLvXI24OIeqC0JUsmpI2bfBhmnguwW9ncebFro99UWTmxrX7SG3fH8QFgo3DY8ltNycFtrV1dD+0Cfsnq5Y+FQrqmpOtRaEDb32j3ZuVpHsbdgbKJ4eG90dLKtZcplmYx3jFFesXkE8h9CXbF2Hcua5gi12/yYl4H1x7Oc+FRGlCjTNCOKxSqG6TKF1+1y2K0mgyYLhXBIkZLjyqgUb9n0NLMBoresXGiP7t9WUhBZXqyczc31tudVlcSKOzpONdWVxT25Q8qJlrraLF5TW9zSa9YPGowBd767byQvIBgm9FppXaUCf5+8Bzo6FPObtWztTRxqJKVQj7DhDqAADZ7JKHUiQgVFpjdiDQGBdJsUEi6Lqc+4Rm/NCgSOz5VPVM0rimodp/HZ26va3eZtTYMxu/6ie1u2warPcMz31R063n4Sc7i/6dmu3f2h3GK/Vl9ZVdAh5scyPGIxtLWnVCwFRsQQM52BbG/UaA+bUjyWycbBhBfR2S6iiJRrt31rEbppJe0BczBGk08nUn6qTzB45CpbmL80KJhtEvATK71iaG00Mrn4DoltBtZmdq8/jpguLGd+8zroTCOyUymXcumXkpG2qbSwFYhCtgmD8jPZs+0GQasBJ16N1Rmq9JUrKtCcmwkDYEGl24Vx/um10r3j11xdtvcNbJE1t7XHznds4xJvkiblS09d/YXtf/PM8c9P4yfPnTyZcJ3+yG10ayHDcpjfWpoFA1YkVgNjma81ykJ/C1xSNNnSgBZr6bCbJT89KXu/G+1Zyc8x5mo1YeVUN74mcb7Uy/MjoN6ZHmGxZjvo0fvZOPLACzPwIog+Jw6gzgwuZrY2g5MRPwaoBFWx5RZMoU19IQOBlKEzyTWmqR7MS/pCHG4XlKAx1bQS0ohLWiU3VYDKEDq9WU4qMsECq55cu9Wo16hREAdFfAkUi14+GJVeQ1DyaESoMaRWsvCrwXxNS2a2XiaT29TDh76drast1DuUGm92/1zul9SCJlMjV/mVvrxvWxobzcHxfOrmVxcEZWRYJuscSwQ9RlAycgVKyfwyjI8PRWIlORY9J8Ni4sMoiwLLFqioUiUil4/L6eT0IZ8/YDB4hAwVuIKbCSuXqcBUoHNo5UC8ccUiKPR8hlcIVagVlraIr0ovI9w7nCrxhZM02JKm+0L5FpM+5r8vaa8z/aADe13Bwi+SvY4lGiU3R71FZ4j2ug7prKKLc4nW+PrX05TGeC+xp1TGytOPDKWw6mXAqgiqiVUaWOY52NtxOSAtfz6JsuKO4hRuRVAk4PO6HXSjr1FxCXoBxDKgpclkzBBmWoJhbDKsx7CsXrCp/MGVQ0PNhwdjlg67FZ91toPCGN27f3HQ11VbVWuyGi+6Y3bBYsiwTE/3zRvk9r1NzXqO6+8211WW1PcPNBaVOdVqX7G9sCMg2WVFxA/zYzAZ8yO3A0/N6FNSpNgIVhQAgpxFisULIk/ZUFa2tMGigMxaQvNEsWVKOLcUgBERSyk2ZwSRQ+XozGUVKVIzAprX6zY3NCIzNifxSBAXRN0smCgJGYnWNn5/eT85vWozamyZynxlSyvupguiAwOJr+XaFHy/XMX2cegAGyim59Cd0E6wmTTUqYkjKZy9vUe+aSvxoq1kMiIEkzPHlEOx2e9ViHZShYSKKck2SJaRE7twy9mVI9fHVptDHQ454c7HOrraTtna3iHcDTfdeePY1U1mo6Ej71ZcPzO9a/aZeyxmScZeYutRebGAFkSX6nQS33TYGX00sx2KuH0FVJR5cZeoFBfeGhYWdaHO7qtoni+/9fBQU46rKrd/W3ZTY0mL12646Npm9tizdI17h+64JWdUpdvRH+2LarIcZfnB/hzJvu4DuRCQC5XECunqFpPuUcYicXEIBsugx8hm0bsMLhgsBRKwoEiZRw2YSrRoRgbZVoOgFPfP79pf33ZmLHEiGKrcN1hW72x1j082KWPHh3ecrBrwL25rPd49VjpQdrp7anVgpySnv8c/BHqMKBorE7BMSnxIZeCN9rBB5JMaRKsWhQcZsTFlsV0qOLi3uK/kw/jbL5QEs4v1ulqVs6sF54PQ/LgsP4PvU2RtxqFz2Bzxxdy0RUldyZKN6YUspUJOxZQXmyIpEJS28cJwYG/LcKFupaC1pV3Q7tHprlX6miYrcEnifwz0rhxqOdBQf6DzvjtE/a0jz7L1UivKpesGYIDgXJvRIIBLg5jCHKE2hgh540QyiwUzE4ookwdxez4z5DlpW74oLbht+MS2W87vPH3Hbed2jvT1fXVoYGjgnV8q2o/1Hb+Q+cMfqj6yduyC6pe4Bp/P3DE6sjNTuWNkZFHJch6ArlGSA7YzzB66i8tjNegysJxDNgBEjm1+Y+7VKNuDswC+KDNt4L4XeX0+o99H3U/zVn2WQ/PoWJwuuWJQjDndrw8bXFalUam2WkoqnEuf3fcvO40ej9ms8VhCkYCp73Pv4OPvBEOcbFgmL679Aa5KrL6UF5INyuTWaMGnE78Qx01Hngc+MgnWZjEbEwZupEccQzZ8IM48P85TGl3IlW3ONjIXmXGRjiFMJpbtnRpH6mjg/t7DsV3+ttKdQyN63S5B13Z1zztvcpHDi9ic+Ke2eI6MPLo+kjG91LLW1nKiedepWv5NoKcB5OhdkKMw1SMhmsoONjrdnUHO8BJFVKzkEqAyb9NpyTbQdCIFCuNwRprrEdlM5IqYtopaSu1iefNEYTSwFIhWlpbm7ygsLKsszV/KKyuaaKppF3ihTdl6df/8zfnhG+cn5tuq77uvvnlucuZDJcU3zPZf3RqtqYmmfPki5oMPSr752+w+mxfs/h3S/Z+x+6yf7P7d4n3M9mkjK34A13MjINUwHpfsJYbB4WhsnGYzjkkxdw71ZdPtxGpbGLuvsJ1YrsURXJ/48cFAUOux2UusYVdHUay7uqrjWfxAw35fkc/kcJqNFbacxqqSnug2SoMJ34PbgIYQ6gFnFfOI7icGSJOBJ8jpgCae7ZClmzKWafibyLhlsNwwmZDcKIIHqOvktNssKddJnczQEL3mLQt3l24t/lxLV74nv3hkwh9zubflFhfsqopG8nwOR5k9lAOUNZQGIipZZnmwpkOj69AbfO5Yvd/hcBj10WyHiEdB/ABaB55l0XUTlVLOJRMXER6j00/KfkRi2i+nNocNQtqG7/VhDmdaVKV5H+LiiWHMWcr0GdkZ/ujiZq4G9cEDMa+al2GWUwvmDl0L2cz3pXBj0PM0CzaVpGFK5m0Q2/deO/mZlr174a0sq+oJYv9N4tV/jjxF7Lf4283aHM3fomQOJnqZy0A8KmTxfg+NKosJoZdt7aeBY04lpWJGKyMmRajk5E4yk3W/8gGaC9oEH7E/ZY9+LDE+hh9J7dHPBJmc4fqQErQ7k8rk/mwE1i83tmWXNlWAHO6ziJu01TQ7i512YJA2abOtZXimfvwbz4/W30Uw71R1Hcb/PjlZg+2JtyZMUUtWqW6f2Hc3vht3whi6UHOs0Qlihh06Iubp0D3aPJThoVHqoWAZTAvwGyak9WKODIho5fP7vIJCbQ+DmlWkpz9u3addiUufzlA5heapsWF3q9nWYgtHSouyfZqAwMWb5omsNdbWq1Z36wy+PF8wgzP+gMYfgS9xoE+O8mNBcW+z5J5fkmOLkim7akvYjqmC5Xo/8yNc8jBUsNRalbhF9Ekt0N9emHcWcBpKqU/qz9HL2f5mGpqFXiOyTI+WYL2k84zDAzYrRgX5Vp/Np1bRhWX55jxLTrPNIEz6/mZFEhspJD5ZPZTvCpSMtHYPFOY6PcEmvzPHa7e5c/NdOeC++PO83EhFpb9EJ5TnV7U2V+WXC4bCgK/U1mA3W3KyVDlWs/0rGj+84bbZvVkgMwboyxD0he7RLY0V0Ux0APFlnp0MNJHar03QAN1IImizTGqTlMtFe5AMFkIPgmXRctEm+lJff3yobzA+0tXl93jw3Uf2rBw+tGflaPddd3Z1d3WxuB/FrmFuGHz6II360Mg8nTFKkFFxXz/1iQCtFHR7GQgNz3H8hHRMC88NSAnDQWfQZNCqxU1/GSJLxX3zeEsSLQ2Ap9LugJG/1XpVNndlvQ2s5vJgbedwW/uMoXRUGSwI5XnCAW5YxrVkBppCRld7rGVwbqF4oiP/x/lmT21+njfE6NcD/f3caJJ+PeZ4FYy8MnkuAaUbUbqBn/zlsLtJv9mkVYO1uUm/ie1yTe76ukLaIND/aNuMvmR0m9euzDFW1tmITFMabOgc7nCHfYFgYYgbnV0onuoIK1pl8lBz0OjqiDUNN+eHvHl5Fn8V02s66MTvybougDqZXuvEO1P389Pux9Pue9Lu923e5z6cuh8U66Hvke+mnp+/wvM++hyw7ndg19xIXoaZdF5KiPAAWLhtZk0GLye8lq3T2NldfMldyYuzsEggtSbFE464ebqAw3J9HKm9k8kTf9IeT8TA/c1xWi0GQa0Ci9eHfQqWnujCzIwzXGLGeTGXMvVWQ6Vu3dQXDv3uvNntEHJ1AVNBZSh7+4+uwq4DepdN6RAEH3nZVlXwEzyQaEw8U+FVDMkV3q7af0ocwutYX1Qokw/LMwFLpqH/w2wfjQ0My+5YhxxsUBzPwFwmTbWXs8T5WYW4Y4PnxT25ybwtO3VZ7F67x+WwmvU2g02nBS0OjosyfWsuhRcKq1fYnBu5+brWupa+W4/esPqP/a19/XvO9Hf1jJCL49sbB1WyrHj/zuV3uK8mXqmoqCh7efQ3zXWVddL6RiWMqRydEcdYtKXh+i52bdj4Ax7CTxkU6CGEEnMo83FEvpKYS601B+FrHT8Kzz+RfI7Tn9PNkvXs/Y9f8blp4z3cxp7fd8XndE/IDP4iPP/UFdt3A32drP0/+8D6h/GT8PzhK74PpguOs/c/fcX3LVB/L6PvweRzLv25Hurvx0/D8z+/Yv0GbMJD5G9F/m2cFp9vnN7kH3bRvSsi/8TnOP25Fdz2evb+x6/43ISzcRt7ft8Vn2fC+zPkRZF/V2jfDfR1svb/7APrHyY/EPl3hfcdUH+cvf/pK75vgfp7GX0PJp9z6c/1UH8/eVnk36X1X3JWEfq/chhR+llE6E88cCj9vCH0f+8IoS1nCKH/5kOAtp4BhNIO9vFGkyf7XH6wzx8/1wf9t5zJg/4fnKqz9Vwd9AFH5lx6Xg76/+7km0vPvkH/jYfXdPoqpcNr0s8+Q//JQWfp57OhSrN0ENvzCukgtsMq6SC2refhoP/SgTdbz/tEf/qBnqxvm+fBobQT3wi6beO32JKqE6pMP+Dli9ZT1j1pdSaUW85tOYh/iB8gf8/OukEGeJf+vdFyzHKV5agFnhHxEFBW1svOAF1jZ4Ciy07s9G6e5tmIvYr7jn/Icc2tuQO517j73cdvsJ+93T3guSa3f91xjf3R+C3xR+APfD366KPv3cJ8Jp7GXTgn1E/3i1iht8VAUZrzQBOPDCkHAl/RrXihu6ejv7uvC3vHEqfGda2tnpwc/A/dPZ198d6u/pYWL1xq50ZGZ2ZGR+bw7PoFPLFnuTwarUh8Yn54dHZ2dHg+vrxSDjMG+A28Qf/MeMM4Q7kicgSe7ds4iac5C83T4dMDVGa00dnR0Tnd0t7Wdt3cb0+dfXtm8e2Tp97aydYDT+KY+I45LcImVwy20JMT6XvXLf761DVv7Zj77ekzb8/QMW/HucRNfknzUQ3sHMNI8ljD84e+pH3WtGr8C80Th2eGuvDQx9VL0WefjS6pPx75zCP03TY0TfQkj84FzM4oNLHzCjF59tmh554bwlb6+awoW0UbN6LvoxNb5sJFhbrY0qe1Kk6oKo5X1Z2jPClD/47z8TjjCdRW9t57eHzmf3PeRTeuxZ8EPkAddExx41zi3TnO8v4ekDHQW3g9qZe3LsgGk7BPR99w9KqiXcNHDxcvDbfU1LS0VFUpQSE/OP7NL4Bqnrzx1ptvukk8IhDa64aPFbZvGrmpWpYzrSzQYwnMnu6Kvx7HT/rn3FZHfesn1iugfCFbd2M6uRF/gEY2uQs/W9Liqyku6PLW5S23zR0s6iu7Gm9LVI98pXywt7isKpDTBip5snJxrvysjMUOfNC334g62fyfKOK0jJR/qpwLFywWjse3T9TXDfU1VJT15FYE9ratHBxtGZuoPqYENZxtba+rqx5uqyyOus2drvz53o5xNaccp1paxGYYV2JgOtkEOlnUx1QY6jEwOMqUMu5IfAM3rCwu7uY4WYZV9fh9o1Qjb7/vvftd8Va9sUyf+DfGzxrox78CP3OS/RB9hXSFLGZayX8dmXGbGpodXQOftMWMoJKnN5CgK89p3FX3IaXBuKA1qVo6r8+UOfH47Fdl8pKZ1oNnRXrpGQmJpC6R1leuqJuDW/Qyzt222qgLdRzsN5QJvsLmkdJsIjd01mzft7Y7uq2mNlTrdlYrW27ek9TMqryu+SovaOYD5ya6+hpBlYBeLkvpZXaWCehlUS178c2J+/Arid9dRfbM9q5fBxJcLJ3lQH38iCSxm3ky6Uqaa8Ap8TWkJ8sY9x0bqC7ZVj1bUTVT1VkZaC2oWdqWX1dVUlRVmx+LdcaqauuUuyY7tjtcI7HqeCAQr2katINyLq4bL8GPGapLC0tKCiPlidvqy0qacu1tZSX1jIdFQNu/J3lo/gBdDKRxhtTBWJS4Z4B13iJgnYmTGzurp/eu7dq2J6YLdR7AoTq3syYcba5RymSTYNTMV3olo2YP0854EeyaUG+kqy8m5a0NAi78OKU70zCbS/v9bmcoeZAb+8Z3ewJ5ubl5AU9iyhMM5eaGgvRM62LAKLEu49a6DEnESlZkVWiKrIBcGWk1vZ4EMSRiYztgYyMdWwM7CM7Uhl9IfArPYmfVryY+e98EtNeGvkz0+HuSbpQOPaLFytnP94YODV5al3SiWxueSfwZLfTAfZ+d+FXVqyIvACPxd6Uz3RDd4vqBR7Qp0jr3NV+Jyy9EygLdPn/efOn0XkuxN9eTFZC6+rKloj1kDYVz88rtwkB2ztxIfmPUZff77dqfp3iH0U2geyYAcxUibtPJf9P3Dh78HmfpX5f1izyJQhkJlw2Ay9FZrKKwvIP5NvDMxQn0/eR5B/0HDrz0Ujn5fT8ANxLz2TNIgJ13gMRzDLxYqP7xxCcfnCTfS1Snn2OwgD/BzjFACuAowZ9MzE+2iHVUQjvLQIMTaJA2xW7dE2CSdgxU1sWmJ0Ilq6sloYnpWB0+kh95sqcFD2Fn8Zd2muSGXY8VO8kQbun5UiQM9b4B9VYm+yZ43xgcFHuGJL18ndgmFjP5FdH0PH9vMs8fX1ffOD2ZV7y6Wpw3Od1Yj135kSdoo8RZ/NhOo9y08/Fi1zC0+QRrswP9B9Him6gmM7C5lpadzzIj6Mh3lHYZckM5vrxsR525RPw9ZLbXWfFwVKZR0xz9iSivVutU7CxnP3oNaKnZtAFf276dyta2P2ZXfkG0K8UZ9gP8HtiVbnfSrqS5xO+SN1PnZ6P/wyOso8Pz/fWPWXNUq7qI/44P9xftG1490d+WG9k1Fij1uiuKCgZKoi011UMO8spQV+OE9zOu3sLmq/Jv6w2WLk93zYS8g9GukcGQ31Ptzqnxe/IS33XVl5Q1+G0Mi0FmrOQlajttPXg62NY939ra2jLX3YaNV78xNfPG0cM/nx7/R3jHCe9oxXcuOWRa2xqfg5fa5uOt2Hj8H8enf3746BszU9LeJHrO9Do7Zxpd4RBpzZcOzwx2zV/1mParRnqI9C5N2iHSot7YOIUuouN0H0ElqCp2UuXFTEeu0JNJT6jc5x0Z8YUmxulWHHHc0LWX2k3bQg5nXp7TEapNjRRGmRsJvEZeoGOffvzyC+tl0MmUDPwnfkqq5uR3up+SbIsgF/RBPJcze2tdhmSPmoNOWoEzeDbT4db1KY1bDt98inYyODlO9+UrAfceTuHen3oy5a3eMn++riZa0uMP5C/RkynL/W6PeticFOR3KjqCOXkhe7jYph8wu2YHwo0VTnswYDPcnewIRjH8HfR5Ni8Q3SgW22tspUecMzyGZ3iv9H8ksKfJEo9KpSRbP74xh4uBxVCKF6FTwMW/+MXZ3kFu3yBYjOJZMXPofbGMOSoCpPXs2V88MEguDr5/QfRvwmnn+Cf9m8uOyxc940sPzE/e/Vb3QLy/s7+bBKQj88Gh8bbhc+x2X1cvu7zk2PyGnq7unnvufjV5cH5ndzdcf/SP+ZQfgDP/CzdOHVkAeJydks1q20AUhc/ITko3WZWuSpld3FJJthITE3eTBqpFiB2KCZSubFmWJlE07mgUyLv0Gbos3XbVZ+lb9EgeXBJKoNUw6LuXM/dn7gDYw1cIbL5P+O5Y4Ll459jDE6Ecd7Avfjju4qW373gHr70vjnfxoiOoFN2ntL61pxoWeCOeOfawJz467mAiPjvu4q345XgHM++9412MvJ84hcYadzBQyJDDQiJCnzsizehJ+Z9QZbklLqjUuKI3abUnqPnP6TOoaPfaGJYxKxwj5MoYuVHUWCDgKY0beksXccVdkir6CsxJirbPU4Y5UlyTE1dfwaVovQJO9frOqCy3MupHkZzlqZxoq+WF0VdpYuVJbXNtKtnLrV1Xx2GYKZvXiyDRN2FJ4UqXtgqLuVWln5k0vfYTxisKlTB43Hb6p+cz1m7aeppKfZyTlqykZieI9SbzWW1MWlr/PF2qmv4PFGWUNE0ZmmlWF3NCxEvoY4ADjJloyhW3pLcJH0vnP4wbBf3BwTieTuNxrJtC7tfhb/P+S1PyYZa/Nym3wS8pb+av2mnKe03K9j2sGKhuU+fthG37Vm6pCTDiPuQ+YhlDFjHkS+EYLlNTKV3KTYvS2tW8tjpXpZW920EwCg6DI3+4HC7cyP7r/h69tN+EcMGeeJy9U1V7G0kQrBJYENlymJnJsWPHsQOX2I7D4DDDaDWW9rzaVRYSJ8fMzJccM98/vNudWdkKPdzL6fukqemp6arpbiEB9fnnLjbjIR9Oi36QQBIppNGCDLLIIY8pKKAVbSiiHVMxDdMxAzMxC7MxB3MxD/OxAAuxCIuxBEuxDMuxAiuxCquxBmuxDuuxARvRgU3oRFeo3Y0ebEEvtqIP/diG7diBnXgMu7AbAxjEEPZgGHuxD/txAAdxCIdxBEdxDCM4jhM4iVM4jTM4i3M4jwu4iEu4jCu4imsQTDDJFNNsYYZZ5pjnFBbYyjYW2c6pnMbpnMGZnMXZnMO5nMf5XMCFXMTFXMKlXMblXMGVXMXVXMO1XMf13MCNuMMObmInu7iZ3ezhFvZyK/vYz23czh3cyce4i7s5wEEOcQ+HuZf7uJ8HeJCHeJhHeJTHOMLjPMGTPMXTPMOzPMfzvMCLvMTLvMKrvEbBEg2WKTnKCqs0+TjHaLFGmw7rvE6XHn0GvMGbHOct3uYTfJJP8Wk+w2f5HJ/nC3yRL/FlvsJX+Rpf5xt8k2/xbb7Dd/ke3+cH/JAf8WN+wk/5GT/nHd7lF/ySX/FrfsNv+R2/5w/8kT/xZ/7CX/kbf+cf/JN/8e/8gFWvCt+xHa8wXPdMy7HVJnfA8ePwsZppuHE4reipQemL9D5Rq4lMYJud3f09mfhy6kJ4lBz2RSpKkD4k6nXRcljUSmWROBIkjgaZOF1ixEyeqDrpk2alJpKnRJA5rTMkR6pmcqhq6swD/Xkx6VA2OczK2GDObFhNK2qqFLmrRO7SZWn5IhNfS92OvEWHfjX8TUX30mPKoaUcasnBoYQdJMbNjKOdJt2q0+JFNrvSakn6odsgdlsP3RrhN9ymnZqsiILTVK9C0OQ4r84VzFSsW/Vqf2+8bo3Xvnjtz6q1q7Mz71nCq3aMusKIY1v6GqDB6u1sgK4G2NwA3Q3Qkx29OtphmRURArMBLAXy4VEcU1BHs2ETOizHsHJRuzUqNVDWaBzelq7TUbadWtaxpQb+TR3J+1VX6lhu1AncGJk3Yp5njmueJ29IW0NpVqq+JtpmnFBr2EHNVRoKRBoRiDUiqDU0ijQUL9JQPK2hoNZQRKWhz+vCkE1PUq+M5BSI5CIQyymaktMoklO8SE7xtJyCWk4RlVyEptSlazplTTCccFYbMJwWzZDjRjiWGlfDHjbSTRptprReDxxflkuW2hXDJ5WkG46rvlQI5QxpaxftiuqZdsXSedrqwpW2JUf1eVFt3QnXrcLzQ7femH5D3Qq8+303G7znaXp8/6+qNpWvzZPh/3Bim7OkF7uW1wOhq1SouFKET2sUUHq+GfPbS+E/bkz6E0VpK4X7yddMjc8nq9QuPMM0DdM1At2RYmCXwxYYjhtXOboiJxJmS0ILF1V8MlFRJfJNqywfaHhzmZua3yZqYdE9YZf/ez+bu/jwzj26qvfV7P65uncmHyjpgzW8Z0wfNfQPD/8LfJrB/QABAAH//wAPeJxjYGRgYOABYhMgZmJgY1BhsGVgZHBhiAWSSQyzgOQKhjVAmbUMG4Dso0DIyODEwMrAxyDGIMegBtTHyMDCwMhohUGDTOMCsjwYGJkmYvAg5jIAAOaHC2cAAAB4nK2TS0iUURTHf983js6Mjpq2NAmLCokWLly0kIqIJgYcQlxEhN/4GKVxBj4sEiIipEVEtLBoEdEiovdjF7Xt/X4IqT0WLlr21l6L6dzz3SynkhYtvv85537n/P/n3nMvDhBzmp1RYqvXJNto8XwvTcrz+3NsTOcyTfR2DvpZBrq6tzaxO9Od9zmU8bs3cyzrDeSYGOj1+pz5lAgPhYJaB5eK6RVHvJ9++Bc/NEvVn3jKqMZdmUqtpT5hcFlRponCNooUxVGJ/706VhSXz+ijlHhXLt9Pqsf3OmnP9mU8OrL5ziw9illFX3Gb4g7FIcU9ivsVD+a29PscVhWjFRLuMundxDHFCsVyxUrFuGKVYsj2Z9BRRLFE9tpAI00sZxXrWM8G0sgU2c4QexkWzSB/l7XD1h639pK1t619bO24tS+lU0T5lRMJVpyFoiq+s9TGHdZaZte1Nmltu1RXSs05znKeC9p1hkF2cuA//zETO4HRr6VOuy/lSFG8T0+w5rfckHh1+ic43aj+u8JVe+ZHZ80w3kUuBxqFqRm1zfJFZOoVzJX6BpZwRrgStHJabZJTkt/KScGk9pRQxYR4i2S+13jCI0Z4yHVucJNbMqs73OUe93kg83KFJXhhVcyRqJZ5oubSxmKtfcooYzLPZzznhcwz4Jr4C9tr3vCWd7znAx+ZZIpPfOYLX/kmnGG9uch+IqIYk92EaZGbV88mPBZIRqOcT6A6RmFa9Yem4TfMk3qOpuuwMEWFyby8uOygWvZQIzuoF+4WVugbdYVxRO9/yLzt4pXv7zLPOQAAeJytV0tMXFUY/s59zJt5wAz1UY1RStGkqLQJFCghpiW2viutjyIClUIFp2aCtU0VtVat9dHaotYuGmNcdGFMF8YFC1ezJrpjZzIbN7NmUxP8zn/vMHdm7gwQvF/uPc97zvd/99z/PwcKQAS/419E9g89PYyB8dz4BA6N597KYngiO9WF0eNnc7OYfmPydBfmpiZP5TA/lZucwcXZ8bksFuamx0/iR1gcB6urUMyV8miYU+u2K0/e8ORN2DOTuSwekGeHPB+TZ488B9jR4G1KqtzUkNQZU+ct2Ighje1oRydrQmx7xE2XJTVC18MXnJrEHjfNMv1JxhjENNMANnsZfCdKmEgQBpKEQoowyHyA9aOEyVKYDG2mEcIg1xjn0+8oeceUdxTuw/3sNUhYGCMs1oVYE+EcCfZLccxRGMHzmrU9FHibb2yjkkXeK6JpUe6Ocr4Ep+x3ld8slYliqaxbfca+446t+6718IyZd9NF/3l1fV0md6prNsG7sMZ7aTXPUkFyBYeP08byUv1RN3LVsEo37J1fXRQmEc2oqiW/0VFqRl2uHMmT97GupLerwErlCDVfr1BeUZ75OnzGbfB91mvd2lVvNbPln6r5q3StsmtFVnK5boNfob5tnhVZkSv9O065ln9V7+V1em9uDVba7PEQ8t8UHQVKK0f+Gu/f5ffl/248VyVjjz9ZJOQPlDSvLXX902J5lbKc9ul9u3HvRjbXXAYeF58cFp8cFm8cFW8cEW8cxQRh4jgRxCQRwwnCxBSxnRFjGvfiJGHiTSKIGSKOLJHEKcJEjohhjkjgHSKO08Q9eJcI4AwRwznCwHtECO8TFj4gDHxI3I2PiCacJxQ+JkK4QKTwCWHhU6IFnxPbcIkw8AXRhC+JZnxFKHxNtOIyofANkcFVIo1rhI0FQuFb4i58R9j4HtdZ8wNh4wah4/WuGqVCHqVCopQhGkVFI0N0MUSRJtHCEC2iokKTqJARFWxRIYqzRKtooUSLAOYJRwslWgRFi5hHi4BoERcVkviMsHCRCIoiLaJIUBSJiSIJjyLNokgQV6iIEkVSoojpUSQtipgeRcw1RaKiCEQRxZF1xJ/gSrGpwQzHzdLmuNic5Nc/w/Zz5NdKXpfxEOe8wf2Jwh+y+8hgD4bwPI4y4p/ALJ+XeC/gJvEzW37Fb5K/ybyFbv4ze7nie3n380/VX+dVPMN/VDHXxXKCKz/FW6GPfXRtPxnp/VGC76Z4P8h8G9sGmY7x5v6E/XVvnStKu5KnLhfc8i68zrLNfETKGa6FKNqwAzs5+8Ocezct6cZe9HLGATxBvq+Q24jes9iz2lZz2bpCFVqr/lS/HcLKZqJHbd/a/Yv4jkJl/yovla+Iiov19ilbudzxazyqn7XVutADFhmblyp2DTKm60k9/aVcYEvJgggkRjh7okp/6e7jipV7CndHVbOb8CrrxorKyHW7vgVbutY40/cXdTSo3l3KTiuPtLajZIsb4/xX2JhkfKKb31WjTilaOjPkvbuw6nWzqbW8Yc3+L3Xdcfrl6VHDdyc5v5bTNhlyYrEZA7QnDElsSAoSEhuS9A9t9JvtRJR+Yiff6CAsntM66YUfJSL0HNpv7Sa0L9Tns26iCT1EQPxJGH1EMzlqX7aPSGE/oXCQSOMpQtGHvsDnESKOl4iY+B8bx4gW+qER5m8R2q+1Ce9m4d0sJ7KMsHf4twj7hLC3hb1Bj63PlA7XMsukh2VU+IWFX1rOcRlhaeEAEaI/fNJlHMEhIi68Q3gWz/Gp2Zs4TCi8SJgYJhx7TEaHo1TEseplwqRtI9TiNSIlp8UMLftF4tEOOTM6J8Y2ctf+uZNKlzx0j7DtI9d9ZHeArA6Sh57/MOc9wjm0bsc4/i1a2StRqpVf2jl/60u5tyFn7/LJ1jnTOqdZJdFC17bLCPp8ruQ0731f4U/85fZm7j898pcAAAAAeJxjYGBgZACC+9dOG4LoR6x/T0Lp2wBVOAgfAA==') format('woff')}"
}
}
]}