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"_text":"Όλα τα σύμβολα πληρώνουν από αριστερά προς τα δεξιά σε γειτονικούς κυλίνδρους ξεκινώντας από τον τέρμα αριστερά κύλινδρο.  ",
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"anchorY":1,
"width":1072,
"height":50,
"overflow":0
},
"fileID":43769
}
],
"fileID":43896
},
{
"name":"IntroScreen/content/IntroButtons/VolatilityMeter/LabelHolder/VolatilityLabel",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
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"guid":"2fd50a85b1933964db100757db29368a"
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"fileID":43644
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"guid":"14ce9698d4f89c94db6cc591854e64fc"
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"_text":"ΜΕΤΑΒΛΗΤΟΤΗΤΑ ",
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"anchorX":0,
"width":192,
"height":22
},
"fileID":43770
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],
"fileID":43897
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{
"name":"IntroScreen/content/IntroButtons/ButtonSkipIntro/content/TextHolder/Label",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
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"fileID":43645
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{
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"_text":"ΝΑ ΜΗΝ ΕΠΑΝΕΜΦΑΝΙΣΤΕΙ ",
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"anchorX":0,
"width":410,
"height":30
},
"fileID":43771
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],
"fileID":43898
},
{
"name":"Paytable/Pages/Page4/Volatility/VolatilityDescription",
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"componentType":"Transform",
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"_text":"Τα παιχνίδια με υψηλή μεταβλητότητα πληρώνουν λιγότερο συχνά κατά μέσο όρο, αλλά η πιθανότητα να\nχτυπήσεις μεγάλα κέρδη σε σύντομο χρονικό διάστημα είναι υψηλότερη.",
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"width":1400,
"height":75,
"overflow":0
},
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],
"fileID":43899
},
{
"name":"Paytable/Pages/Page1/Wild/WildRule1/Label_1",
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"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"fileID":43647
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{
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"enabled":true,
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"guid":"14ce9698d4f89c94db6cc591854e64fc"
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"_text":"Αυτό το σύμβολο είναι WILD και αντικαθιστά\nόλα τα σύμβολα εκτός από το         ",
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"anchorY":1,
"width":546,
"height":70,
"spacingY":10
},
"fileID":43773
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],
"fileID":43900
},
{
"name":"Paytable/Pages/Page4/RulesTop/AllWinsMult",
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"components" : 
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"fileID":43648
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"guid":"14ce9698d4f89c94db6cc591854e64fc"
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"_text":"Όλες οι επιτυχίες πολλαπλασιάζονται με το βασικό στοίχημα.",
"fontSize":25,
"anchorY":0,
"width":1400,
"height":25,
"overflow":0
},
"fileID":43774
}
],
"fileID":43901
},
{
"name":"Paytable/Pages/Page4/Title/GameRulesLabel",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"guid":"2fd50a85b1933964db100757db29368a"
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"children" : 
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"fileID":43649
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{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"guid":"14ce9698d4f89c94db6cc591854e64fc"
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"_text":"ΚΑΝΟΝΕΣ ΠΑΙΧΝΙΔΙΟΥ",
"fontSize":35,
"width":1400,
"height":40,
"overflow":0
},
"fileID":43775
}
],
"fileID":43902
},
{
"name":"Paytable/Pages/Page2/TumbleRules/Tumblenew3",
"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"guid":"2fd50a85b1933964db100757db29368a"
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"children" : 
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"fileID":43650
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{
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"serializableData" : 
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"guid":"14ce9698d4f89c94db6cc591854e64fc"
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"_text":"Όλα τα κέρδη προστίθενται στο υπόλοιπο του παίκτη αφού παιχτούν όλες οι τούμπες που προέκυψαν από τη βασική περιστροφή.",
"fontSize":25,
"width":1075,
"height":100,
"overflow":0
},
"fileID":43776
}
],
"fileID":43903
},
{
"name":"Paytable/Pages/Page4/RulesTop/FSTotalWinHistory",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"parent" : 
{
"fileID":43767,
"guid":"2fd50a85b1933964db100757db29368a"
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"children" : 
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"fileID":43651
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{
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"guid":"14ce9698d4f89c94db6cc591854e64fc"
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"_text":"Το συνολικό κέρδος δωρεάν περιστροφών στο ιστορικό περιλαμβάνει ολόκληρο το κέρδος του κύκλου. ",
"fontSize":25,
"anchorY":0,
"width":1400,
"height":50,
"overflow":0
},
"fileID":43777
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],
"fileID":43904
},
{
"name":"Paytable/Pages/Page4/RulesTop/TranslationSource",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"fileID":43767,
"guid":"2fd50a85b1933964db100757db29368a"
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"fileID":43652
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"_text":"Τα κέρδη των Δωρεάν Γυρισμάτων προστίθενται στα κέρδη του τρόπου πληρωμής. \nΌλα τα κέρδη πολλαπλασιάζονται με το βασικό στοίχημα.  ",
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"width":1000,
"height":100,
"overflow":0,
"spacingY":5
},
"fileID":43778
}
],
"fileID":43905
},
{
"name":"Paytable/Pages/Page4/RulesTop/HighestWin",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
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"_text":"Μόνο το υψηλότερο κέρδος πληρώνεται ανά κερδοφόρο συνδυασμό στον ίδιο τρόπο πληρωμής ",
"fontSize":25,
"anchorY":1,
"width":1400,
"height":50,
"overflow":0
},
"fileID":43779
}
],
"fileID":43906
},
{
"name":"Paytable/Pages/Page1/PayWaysRules/PayWayPayoutRules1",
"activeSelf":true,
"layer":0,
"components" : 
[
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"guid":"2fd50a85b1933964db100757db29368a"
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"fileID":43654
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"serializableData" : 
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"guid":"14ce9698d4f89c94db6cc591854e64fc"
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"_text":"Κέρδη που απονέμονται για συνδυασμούς διαδοχικών συμβόλων\nοποιουδήποτε μεγέθους από αριστερά προς τα δεξιά.",
"fontSize":25,
"anchorY":0,
"width":784,
"height":50
},
"fileID":43780
}
],
"fileID":43907
},
{
"name":"Paytable/Pages/Page3/AnteBetHolder/AnteBetLabel1",
"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"parent" : 
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"fileID":43767,
"guid":"2fd50a85b1933964db100757db29368a"
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"children" : 
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"fileID":43655
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{
"componentType":"UILabel",
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"serializableData" : 
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"guid":"14ce9698d4f89c94db6cc591854e64fc"
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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:",
"fontSize":25,
"width":1170,
"height":100,
"overflow":0,
"spacingY":5
},
"fileID":43781
}
],
"fileID":43908
},
{
"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":43656
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"guid":"14ce9698d4f89c94db6cc591854e64fc"
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"_text":"ΕΛΑΧΙΣΤΟ ΣΤΟΙΧΗΜΑ: ",
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"anchorX":0,
"width":270,
"height":26
},
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}
],
"fileID":43909
},
{
"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":43767,
"guid":"2fd50a85b1933964db100757db29368a"
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"children" : 
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},
"fileID":43657
},
{
"componentType":"UILabel",
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"serializableData" : 
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"guid":"14ce9698d4f89c94db6cc591854e64fc"
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"_text":"τρόποι για να κερδίσετε",
"fontSize":30,
"width":1400,
"height":60,
"overflow":0
},
"fileID":43783
}
],
"fileID":43910
},
{
"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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"parent" : 
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"guid":"2fd50a85b1933964db100757db29368a"
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"children" : 
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},
"fileID":43658
},
{
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"guid":"14ce9698d4f89c94db6cc591854e64fc"
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"_text":"Αυτό είναι το σύμβολο SCATTER. Εμφανίζεται σε όλους τους κυλίνδρους.",
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"anchorX":0,
"width":545,
"height":100,
"overflow":0
},
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}
],
"fileID":43911
},
{
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"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"guid":"2fd50a85b1933964db100757db29368a"
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"fileID":43659
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"serializableData" : 
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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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"height":50,
"overflow":0
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"layer":0,
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"fileID":43660
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"serializableData" : 
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"fontName" : 
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"guid":"14ce9698d4f89c94db6cc591854e64fc"
},
"_text":"Οποιαδήποτε δυσλειτουργία ακυρώνει όλες τις πληρωμές και τα παιχνίδια ",
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"width":949,
"height":50,
"overflow":0
},
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}
],
"fileID":43913
},
{
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"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
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"guid":"2fd50a85b1933964db100757db29368a"
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"guid":"14ce9698d4f89c94db6cc591854e64fc"
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"_text":"Οι κύλινδροι 1 και 6 μπορούν να έχουν έως και 7 σύμβολα. Οι\nκύλινδροι 2, 3, 4 και 5 μπορούν να έχουν έως και 8 σύμβολα. Η\nάνω σειρά των κυλίνδρων 2 έως 5 περιστρέφεται ανεξάρτητα από\nδεξιά προς αριστερά. Συνολικά, ο μέγιστος αριθμός πιθανών\nτρόπων κέρδους είναι 200704.",
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"anchorY":0,
"width":794,
"height":126
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"fileID":43787
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],
"fileID":43914
},
{
"name":"Paytable/Pages/Page2/TumbleRules/Tumblenew1",
"activeSelf":true,
"layer":0,
"components" : 
[
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"parent" : 
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"fileID":43767,
"guid":"2fd50a85b1933964db100757db29368a"
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"children" : 
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"psr":"d"
},
"fileID":43662
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"componentType":"UILabel",
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"serializableData" : 
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"fontName" : 
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"guid":"14ce9698d4f89c94db6cc591854e64fc"
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"_text":"Η ΛΕΙΤΟΥΡΓΙΑ ΤΟΥΜΠΑΣ σημαίνει ότι μετά από κάθε περιστροφή, οι συνδυασμοί που κερδίζουν πληρώνονται και όλα τα σύμβολα που κερδίζουν εξαφανίζονται. Τα υπόλοιπα σύμβολα πέφτουν στο κάτω μέρος της οθόνης και οι κενές θέσεις αντικαθίστανται από νέα σύμβολα που έρχονται από πάνω. 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
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"fileID":43788
}
],
"fileID":43915
},
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"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"parent" : 
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"fileID":43767,
"guid":"2fd50a85b1933964db100757db29368a"
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"children" : 
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"psr":"d"
},
"fileID":43663
},
{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"fontName" : 
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"guid":"14ce9698d4f89c94db6cc591854e64fc"
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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":43789
}
],
"fileID":43916
},
{
"name":"Paytable/Pages/Page3/AnteBetHolder/AnteBetLabel2",
"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
"serializableData" : 
{
"parent" : 
{
"fileID":43767,
"guid":"2fd50a85b1933964db100757db29368a"
},
"children" : 
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"psr":"d"
},
"fileID":43664
},
{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"fontName" : 
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"guid":"14ce9698d4f89c94db6cc591854e64fc"
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"_text":"Πολλαπλασιαστής στοιχήματος 20x - Κανονικό παιχνίδι",
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"width":1400,
"height":100,
"overflow":0,
"spacingY":5
},
"fileID":43790
}
],
"fileID":43917
},
{
"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" : 
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"guid":"2fd50a85b1933964db100757db29368a"
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"children" : 
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"fileID":43665
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"componentType":"UILabel",
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"serializableData" : 
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"fontName" : 
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"_text":"ΚΑΝΟΝΕΣ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ ",
"fontSize":35,
"width":800,
"height":72,
"overflow":0
},
"fileID":43791
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],
"fileID":43918
},
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"name":"Paytable/Pages/Page4/RulesTop/FSBWins",
"activeSelf":true,
"layer":0,
"components" : 
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"_text":"Οι επιτυχίες δωρεάν περιστροφών δίνονται στον παίκτη μετά την ολοκλήρωση του γύρου. ",
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"_text":"ΜΕΓΙΣΤΟ ΣΤΟΙΧΗΜΑ: ",
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"width":258,
"height":26
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{
"name":"Paytable/Pages/Page2/Title1Holder/Title1",
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"_text":"ΛΕΙΤΟΥΡΓΙΑ ΤΟΥΜΠΑΣ ",
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"height":70,
"overflow":0
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"name":"Paytable/Pages/Page4/Volatility/VolatilityMeter/LabelHolder/VolatilityLabel",
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"_text":"ΜΕΤΑΒΛΗΤΟΤΗΤΑ ",
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"height":22
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"_text":"ΟΛΕΣ ΟΙ ΤΙΜΕΣ ΕΚΦΡΑΖΟΝΤΑΙ ΣΕ ΠΡΑΓΜΑΤΙΚΑ ΚΕΡΔΗ ΣΕ ΝΟΜΙΣΜΑΤΑ ",
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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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"_text":"Όταν κερδίζετε σε πολλαπλούς τρόπους πληρωμής, όλα τα κέρδη προστίθενται στο συνολικό κέρδος.  ",
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"_text":"ΠΟΝΤΑΡΙΣΜΑ ΑΝΤΕ",
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"name":"Paytable/Pages/Page3/BuyFreeSpinsHolder/BuyFSLabel69",
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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",
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"_text":"Το σύμβολο SCATTER 4x πληρώνει\n10x το συνολικό στοίχημα.",
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"_text":"Το σύμβολο SCATTER 3x πληρώνει 5x το συνολικό στοίχημα. Προτού ξεκινήσει ο γύρος, εμφανίζεται ένας ΤΡΟΧΟΣ ΤΗΣ ΤΥΧΗΣ με δύο φέτες που περιέχουν έναν αριθμό δωρεάν περιστροφών και πολλαπλασιαστών. Ο τροχός περιστρέφεται και απονέμει τυχαίο συνδυασμό δωρεάν περιστροφών και πολλαπλασιαστή που θα παιχτεί κατά τη διάρκεια του γύρου. Ο πολλαπλασιαστής κέρδους εφαρμόζεται στο συνολικό κέρδος κάθε δωρεάν περιστροφής.",
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"_text":"Δεν υπάρχουν περιορισμοί στον αριθμό πιθανών επαναλήψεων πρόκλησης.",
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"_text":"Το σύμβολο SCATTER 3x πληρώνει\n5x το συνολικό στοίχημα.",
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"height":100,
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"_text":"Το σύμβολο SCATTER 5x πληρώνει\n20x το συνολικό στοίχημα.",
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"anchorX":0,
"width":515,
"height":100,
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"_text":"Η ΛΕΙΤΟΥΡΓΙΑ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ μπορεί να προκληθεί άμεσα από το βασικό παιχνίδι, αγοράζοντάς τη για 100x το τρέχον συνολικό στοίχημα. Όταν είναι ενεργοποιημένη η λειτουργία στοίχημα Ante 25x, η λειτουργία ΑΓΟΡΑ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ απενεργοποιείται.",
"fontSize":25,
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MYJRn6AQ8mTHYAAAAAAAAAAAAAAAAAACwAVACoARIBogIyAk4CcgKWAsYC7gMOAyoDSgNmA6ADyAQKBGgEogT2BVYFfAXoBkoGgAa0BsoG9gcMB2QIDghICJ4I5gkWCUIJaAm4CeAKCAo6CmgKhgrCCvILLgtqC7QL+gxQDG4MmgzIDRYNQg1mDZINsg3ODe4OFg40Dl4O2A9ID4wQAhBUEKYRNhFuEaIR6hIeEjQSohLyEywTohQUFGgUvhUGFU4VfBXMFfYWOBZkFqYWvBb+F0QXVhdoF3oXgheKF7gX/BgEGAwYFBheGGYYbhioGLAYuBjAGPIY+hlEGUwZVBm0GbwaHBooGjQaQBpMGsobNhtoG8wcLBx8HNodJh1YHWAd9h5GHoIe6B7wH2YftB/8IEQggiC6IQYhXiGmIgIiDiIaIiYiaCLKIvgjLiNUI3AjrCP8JCQkiiTGJSYlhiWSJZ4lqiW6JcomSiakJqwmtCbEJtQm5Cb0JwQnFCckJzQnRCdUJ2QndCeEJ5QnpCe0J8Qn1CfkJ/Qn9CgeKDgoZCiiKMYo+Ck6KUwpningKfYqCiowKk4qWipaKngqjiq+KwYrFCsuK0grZit8K5ArnCuyK8Ar6iwCLC4sbCySLMQtBi0YLWYtqC3OLfQuBi4aLi4ubC5+Lowuni6yLsAu7C76LyYvUC9QL1wvei/ML+YwAjAiMDgwTjBeMIQwqjDoMPYxCjEcMS4xeDGEMYQxkDGQAAB4nM19CXykVZXvvferryqpSu37mtqrkspeqexLJZ09lX1POnt3p5NOb/SWphe6G2hZBRsQREQcgQFFBVkUhVEZndEewKcDODMqOgrD6IgPHUVmhlTeuff7qlLpbhzfm/eb97o7Vfm2+5177rn/s9xzTyOCWjZ+i14iFxGH1Cg37kAI4VmE8ZEeRAg3jzjuJNfr92k1EpUtUunjolx5RbTMZDRIfd7gF7qtp64LO+15eXZn+BX87vrBkNsdCnm9iKAm/G28wtqVIX/cQzBtmOckHLSNeiUShCQyiUzKww2cVqoyR/Scj/PAz2OGbQacBx/kYjKJCf1B0J4FPvZCe3aUi9rjLTlykqXWKDkZypLtVkkJ4jkCN+IlBc7OPtIjwYQcJb0I5bqcDnjGbrNazEC1Xpv+o8qNYFnU6JP5KtlPLMp+ojL2Y+ThEP/Mcf2d4cHw2WB/4MRNznO3h4bC14b6wyeT5886z+LPXeh5Gf70XOj5H/Cn58IFBJ2p2vgrkk3+gLwoD5Wgunh1SX6ez2oxGrIkckzcHNBIEkAeh4HgMwjYwmO0gniemwVmH+N7c7Vak1EjVTkilUU4FHNhc6wIx8orKmNRIxzI4KTRRWAAZEafVoWNBpNZ3wA3BEPrNUs+/97o7unViaaKybDH1xtsmCrbvdhUXJRX3hQtiVQVYb1mQWvHX3UPdXSNSoeHiEE7qtJzXzYUNJe3T8pXybWSgMsbUif/URrKdfs1IA6IRwUb73Jh8gpSgIyYkQ9F0Me6H7f2j8cLlFiqwlm8NAt6gHA2j5dzMIztvIKTcwid6EHZ2WReJgyGPV5++e0KzHFHeoSH5Jg9AjfT52TzSCY7KeudiEcCfqtFq8nJwSgv5I8EIrlOi8/qM+o1Zq05R52jVillPFJghVpliuhTwgks47EP816jIVoWK+czzpvFc9/s6ese6OrtJKHk4Ql8S/JsU1MrvjbR3z3Q3dvZ39TUQl45srJy7NjKyhH5egW5GL/r7rvvglPLa2vLK0e67vroR+9CdMxLN94lPyWvgmRGUAydiuuCNimHJTGVjOOxFhOeSwj88slYR6VCRzEm8xxm3eV58VfKJs+ld80i8abUhJyImz1ujKKl7ognAnxQK+QoF+dmQf8x66fM3IAroyosM/tCKiz0upKJkdkrpSLDJIZj4hMtq6jEZYOLg/VPWNyKVXV56MJNvUUHe/ae7mvxluweCZR5cytLi/qLYu01lQNO8upAV3zS/1l3X2HDoaIPdweLl6cT06HgQLRrZCQU8FR7cquC3nDyb5z1xdF6rxVEHLAAPcawwBo3MYQhmMEA4x6n5cTp/1h61lO5wyi8sYBt8JwS6eMaYASahdNHcK9JT1SWiB66FBUmgK8Ih9sTs23t7a0ziXasu/rnUzM/O3b4p9PjP6HtuKAdTbqdFMIhsR0M7PIJMyjqwljT0T3T2tbeOtvdgXXHfzI+/dPDx342M/VzaCeIS3GSvIdUyBd3K3MU8uwsQDAJTGQl6gTy0DHWJRVSEToSskqzzCwLyUKVoUpzCLcZnlc/eXh6qGvuqic0XzGS956L7VTfW/bII2X3qnfGnoP2S9B+IidDMM+CcR/MEMKPSTACxKTARmUEBIEnfQy+GEJgwC+jLwa4FYvitm9+cxD+4RsHvvOdgYu038GNa9B30GGUhSxxI4UaPCZyEaM+Pet8JciIj8rKd5Ql1h6VI2tlOXZNRc2Hyuk9AfQT7MTVMEauuB3RR8dSo4dwX8bgUWwKvPeTyUlh3JhOQeegHyK/5+HZk7jX72WvzNAgLSGnIy/P4QzVpjQHfT4bPtZS8sJEpQfOH90iL9kwt/Fa8t2dWE4u0skJOqIQ5qEa5qESWZku4zj2ZoYpaB4ePol6/f6Aj+oybBDnRQMGang2DUAEfF4pUZeujJ04UrwydvVa8oa6rs6Ghs6uOrzr8IPjf/m5Qw+NfePzt9x8060333wzo7UfPg7D23OQPW6RZ/McvDCBNkm2aWifPT4tSKsKq3GoMooPLxOidOh6K14cx/8QaHAqrerGlgcE3hWBnlMB1tpRYTxfBUOvxAAMIAVcggEGdAX6w3FsLkD7oUCY6eY8HKtsIEIPZCHWKaOBvtDoIaqk+8sVHf54tLQ3vzqyL7HrSNFw9fV4avCrlQPdBRVVfm+7P7Z7rHp+rvIs4DKKAB+zgIZ81BivC2AJ78dUcRNODRSoYOz5BIwDAQ22jCQSfh5EkwFViscBv8cfyGcCStWUCxsFZlNtJrA5gmNpfovU4t8ONY+M1p6Yq14oKFwqnuqfm2tqnhpsrK0c8JWHDnbtP0QCnaMqiXysvWG+UmecM1taG+qqxloqS2JeS6crQl9OkAE+8shLSA6/ReJhFZZwAKQSkuCxBNiIJWgJUZUD5B7FvVatTpxKATqRPDEc1UZDMFQ+mBdclOQtLiWfxp3LixclWJJlznn+rfvvv38Y/zAZeaF4yGHI1yR/DfyqBX5JQQZcqCXe5DATDpnkYD1lA7e4BIVx0PrcMnBJMgv8YqZVakpgZpoYdKocUGEu7JKlIXwLvxib9B6jR9aAsW3l3IfPVc17/UvF3ZMDY84WY6kd70++rdGW46/u23XgrEE/b7S1dja1ynknnpj5KlhJjDdUT2nJ3wKdBaghXgv0IbBJQENJQEPBdV5C+OXUOJ7okYIaSmkcd27Qn1vgLvCH/AEZiJu+vIGDQTMbgTQVkUVFgQOqi7BZJJliswuXaiOJI0PGcl2wpHWy3MJJTf2N0wdP7Wk92PyH6o7Gxkjc727AJQ3H9wwWSyQTOfldC1X+kkPLB8+23Hysu6+xy1/lzOuN0rkRgk5QHJeiQNwLZhOdaWl7lUuZfHBZqtVKYNZFsSfmMeKz2Jm8Ef8i+QZZnUmsn0MMRShW0HnmQGHQ2RXxaNRnklEoB0GhaCERtK8IITBSLidGhRFn2BXWqJADO6RspKhsS2XUHkvDCdOzDXiLok3BSzGGKe1sXKjurcxvj9Sudhw+HW4OlbfVLNSVxVtLi5viz7e0tbT31Krrm8groUR1fNBhjLWX1I2V7Jwq6SzXuUaaqrrDQ6WFZZUmQ3VZYWmysiTeWFYat0ptrUjEQKU4xjB75SCD2ZjanFrM426qVDBPltNDu2XeXjrIgJEcE0OgvoHQOSFYElHodoh1D85D/4oApWCUjw4ZK7ThkpapcguRmnqbp/efXmk7QEe5obEg7s9txB+rP75nqFjCT+TkdS1UeksP7T54ruXmtURvHEbZFe4tF+RU8EnCoD/MDMdFCk9v8Un8fq+ECeKmNtFeSbOkvvFPwh5POOj1Js9t6hqCckFHvsjeZUSOuJXiGkcW06/EvQbj5S/SM61JKqPNYaH18FllqaVXrtfwezbf8zho0uDYiI/hOtXtCrKTCueToCPKIoU4FjAqMVEkA4And+LV/d+renvisXuApnL0KpHif2G+U3G8AFwl0QQgHEfGKBNmeQBfru9KbhRIPA8/5fj7ySL8fXzvwMC3BgfRZTSAgVoWqQQieCNfgleBgB8mA9++57GJt6u+R/mSvfFb/BDMDxdogbJ4MUV9IBYRihOUR2dSep1NEsk8ANtJCXiK9kAer7JTJX8ldSRTESf2yTJYeXOg1J+vra4o7g0EI7saFvY4Yn6PJ2fMGHJRv9IV+k1le9iZF3ZEiqy6frNrrj/SWO6yBYM2w8cyx7Fq4xGuG7ChEfWgE3G9CWeT9izA4GLMoxIMVhqY4A4wwYNZoE8xuIsIABlJeelOoJz5GkcEbwXYu5YNVrifMoEj2csf/IAEDHFVd2cgFAgEw4GAX059SoOK0DnjyzQvzDKpIWO2CNDIDG8jvY0BBqGzSrBDGrFwD9dtijQXRipkUn1rtH8stritcMImxx6jM2TsvGZg/8f6PnZ73aGigv1Na5+ZrNn/icXlT88ks0rzK4olUqXfUFJrwzuLxjsixR5P8dJI864atfxvNFquNLd0sHTydPP2B3bffq9dm9BZxh86PH3/kabRBz5fXzkQX+OkRR2Up5Sxt4IulSEtKojn5VANmkAgc6BFdwOfjvRQr5vqUYS0GrhNBoapVGWNeEIemQ9Hs3ERCVEbJEocieSvEgew+gBWJX/MqVWSLIO047WXXyYvrUfx7xUFJercNu13EDNryBSMowZsOC/Vp1LAK5wAHzILU/20xGwfqlRhvCQSBv5AgM2m02Jk89o8TrvFpLXqrGol0mBN9qZLJHjNPo9WL5ogTiIqV1xyw63bGvJbwzcc3kA/H25MDO25drS1HcjoX2gcUvCyYGvV/B7wTF6riMWKvzv+65aqaCPMpzrA2glmq1XGyy1go1mziaBSuQTVH5sIy8TqJAF1bzIwVW/Hdp6SJqJopiAIAlOE8e171g5cVTRSkD9Wu+/2jr579lUsRcK+AXLsjjPXXNCqpjXqqYf2rz48bTZOaqx0vCjvPgW8y4bxorgJZoYYy9m0Fz0Bj1ewf6URrKUyJ6O80Ebd5FN//eS3f7z3gfGD166tjIGiWn36S8CBjx/90DXrv2L4QR2H30D7CpQXD8JYgdkgWcp4C8+n3rLpouRhLZgtwl/8m+Q+fCH5D9iQ/BUOkovbX5z6ZWa72dSvou2ire2mm9RQaIn6Ui1e3AOt/T1tDdr6xXZGIx2Tm2FMclFtvEoNKKmBcXGChQOCKpFQe4GXICZFKVsahEhU8fpAIOATHCuPduv8pRNSSs0ZOlYxH74Rk+pjiQe/MPbw0drVolBgquzYDWWrY5Fa6934TPI+vf4vHzvw0KTZMKmx3HnNwIm2bOkLKMVDcgvjoSfugp6CbYqXeBYFoTGyLbwDr8Gj9Wmj8Bklt6wmP7u6ikdWcVvyKyCLf4fDzMeDj1rWnjvupB4p9UezLnFCjMwJoS6CNgS6QaY149rkv4yMYOPwcIOV2G0NDbb1N0GG8MaTG3Xor9n8C8cDVO9wzHpAmH6jnXTWUzFW5mRJ6fySgBCbU5YqoBsQa5ASW0il8RusBfbVvd+USSclUkN5MfnKevfB3WkeUP9ORWlWZXFEAlZJghpwR3qwwASjVs/cGo+PkzEWNOBGHMVk7dQv21ZXbeW2b5xM/k/cWZMEuUn+uave9dPkt9My+j60zYvRTGbpk7lN65BHvGgdUsYaZ1dxKTiQd0wLz3KV8KyZ+t9GBaFcFNxPYCqX8kDNyKzVa81SSh3nA1Ch9OnhL3xT88/H4Y/+HbgLZOHelyR/e+8ymJCS18mscVtvMLkXXvWXpH69An/M291sWv+zND8ehffqkDNuAym4lBlmrUlkBvaBwUnfh6MArSAVj16bvFtCpAvn8G4WUdxBmsJLFcnr4D0vGOOdbnwGcIHOiVfBL1bT6OkH+cWBYIZfnAKilEYSPeNXu+7cd/DOjs47D+67o2v971cOXrV76aqrVvCu/Q9t3/7w/n0PbgdEOnPnnWfOXLgg4lGUyaaB2hBU2glIuxRTOOIFCGfDoszBSKPKMSgNIMBSGspL+0EqDODk05qhz4wMHLrlTOzkSs/q14ebpqb7ycWDO+t2N1ExmEr+R0NHvJH1d5T114Dc1AcE9c1RTwGj8zDZN13odFgiEGwyUGSh3qrZB5btBzNgcfGzd97AK/grcuHMM/5nPoUvYwRKYfN+JvNmikygz3igSTDHl1jAT1RqQC1VaBo1Rnqt2qwxC4EmpMKqrE2myPQ+zsf4Ykzx5cZr8+K+b5987OTqN0YmhxLAml27K7uLVcm/xJ7kTwAh/7WxIV5B2VC28S7+N8DIPFQUj9hBbBwyUFnwetBbGcCY4dAXBJjSCGx1S4twqIgwfyATIc0ugv/tprWaJX94taqjw9NWHRsoOrO7ZrHQmzdSWNvgaq6oGyn4xuyqXrdL56wq9hQGzYaK/prxHWbDhNZUnu8p9JsssW4BL5XAtwDwTUbjK5Q3LBqaoRTEmaEF793ow32rrxHLa2TvNJ3PEyD3N8Kz2tSzRzIlXu/V+4ROCVBPoYt2C2bVjQ2n5m64dfXzkwN73u861vqRY/jFZPUTc4P4rxhNdECXWMwHMDyL+aEcaKvMMFUOyhFQBnM+LqoHrgAy6MnS+wf+Y//HlBap1KL8mBC3Ssb9oz7faAB/jbWdBRj0ILTtRqG436GX0ThLgsJPBh7AjW7ktmhtWgpC9A3UziKyzFelf+EefO7QaZk6h2C5Wnby0Ff3Lyt0PG/IObZ6IsfA83rFMqUDP2upiykU5Q22ZBfQNBmZDQQXQvjh5Hh40eufi+CHgTaAQDKb1jVZ/BVwW6fTiQOiwD49F7XjKEdmTzzz5UNvv772yKOHXsf5ydfwITwG6K1NPoLS/GyHdrOoByblaJgmQbCI3TAXdDotB1Yl1kc5EHkuiv1fOPzrPb8+Qidvsjv5L1iLn6XtgCdA7MyOAPtEBqJC42YkgTaFZtMO0ml1qbiZECXwEHtShvclP4HfTF7Ax3qIe7pn/aeMvp6NBaokQAYFDxH+LabNE5IWQh4wykixufSNN86du5/bPbBe8yfHM/XYh/dixc7ku2I4E56zbiyg9fR72b2L6c7g9HvNoHli8GM9e/aNN3rIXw28f4/AVy+WERv5Lvh7oSekO1riDp4GbhkSXs8E9mhmtOQJKWqB4dLDyHlfqfrVxOfuxTL87WQVnkw+zNrbSG7sxE9tPAx0uFl7l8WUtczOoA3xwFP8VLILP/PxJiGWT2bAJUvS2DZ71i6XpPQrwtczdiC4qDBSZtAW9C5iNvpAsGOfzvEHNe2W+koVSZoqy/U5uqoanVyIdeBfkwBotSD4fCoruCUWzEmk4O6lVlzAnAS/QcqBxUfXVGSYhRGkUjxPBJyljt6VboGL9L6U4T4RtzodGPk8jqAzaDJo1YpssCPBik85GFpf2uUD/23T8dWnXL16jP07d3YbJb6els65k2e3V5TmJeD+xb7t7WXhhiESmJhN3tFdkNc3PDgq4Vy1pRZtj8Ge/JEkVpIfbGsrFvTIEGBaFXkPGZEHrQl9lIOBAbYYKJKEPXVA4GBCuEz1/TEWzEtFUXhe6P5J2n33ZZfFxaaUepyIq80ml8PkMXu0Bn+QRf9AUWaE/MDblVEbyCt1YlFbPi/BvKmvYf7Y2nxjjynL0LtyU29d7UC8mTR56jTeoltuuvnWwtxm8l7ytamZrOnFHTNfE2S2HMb0IoyplfpU1JUyKQhHzEIAXIybnmYTmYXoAMcxMujUSjAbrNhKfSr+ErN908HCBQduaD7cVdhnczsaHRc62gpbnc4W+fW37ThZq88ZVWi+vn3OoNkOriyhdBAr47MXnRP5nI15rGPBZHvqgJOk+ewE8o6lGXe6R1jF46SEUWmPey65Dn042rO51Af3TMTNZhNGwGuv2avVqFXgKBqxMSvVKaZoo0W4HkcFcQtRsWKiBp3EOcDthfpei5RIV4Z0vLk30BuvH2xqbpYDtz9c5FFWGC+uZ3X4isfGxjQzO5enphYEmaJ9VQDPTciJtsXjCuB6DlgFhNon1E5Z2qRySwzOYqbha7PT4tSosmUwH0zYJNooTuwRfKUMv9YMMwKox6GVq5MfJUPd5QORvMHqvmPb6vd2VrdKk+DHBK49WDM0rteP63QNJyanTm8b7Gpp7KNyoYGP28k60Lg9rqZRfbWM8DDVEZvqQeC/HYkxzWPMk+JngdVrogaxM9ym/uryZdcm4tm6QCC1okaNKl+sMtOqcYLjMXn9ytTU7IivxmDX5pn7rscXkxX4YpnHuzSWIxvgs5d9jI8akJkA+J4F6H5BKHRg3wFbJFIliEoOeFMSkB16Em89KcqQF5CIR/OA2yJOCYG1npRVdjVdHw4C3Ws9wp1pQLv8RoAsukgcCrgLPAV2q0YlB9+QLhMLkGWOVlJfLRXfpYJUsRniNacCE1S+sHJPDZ8zeuJ07Xze6JHmDoIl9sHYrkOHTjZu29bU1dpGAgPt668fOqrRTud3t+iU+Yr80B3Xnrt7fMfMzMLAdsPSJJvbQyBsQZhTJmrbcDSkmQCij6WNstMp41cLtlmQWuQZQEO9Kyro1Pt5XkJktrHo7M7l/UMNKyuk0FaqyQ/PLCU/hftPL24Hb+A9KtfU2/8W+WeWt1AYz2cGLQWNYz3U4V4TnQ+aV5CZRSC9JIvADG+80eL3W2w+X+8K+WeHx+10uj2Ol9bfJHY6fzb+akMjvodFgjQwqmoYVWZ5sI4do1GGNTY4C3R54Wrq8ljMBl2OXWn3e6XCanYaTrlNG5v50wmfTXh/mS2i1rgNufkrPeSzHgej5P3rZfwIz/tKydz6x7unUnzOAxboaOaNSinnJEzt05kBxKz1kBSXdRbJJpqDfw1eRYimlUSfk2BOEVI/dOLv3zr1xYblZXzSUGVSl2qeeCv54m/Kn6fsFd6D6O+cuD5/LGWVMzMgSgcKBid9L7cL5oYHHRVEXWFhAuACsOm2syOpeCTOBZOELcTIpFkcFY1UqNEet4G4r/WIV7NI5kVAUIycdprqo1UrcxgoebBnU0mnZSgtS2YmX/STfGFq+8rOjoblXYnqlWG11DJaciqUZdtOAjO7QbIGTk0MJV+Hr4XtyXeIvSM/PFaYnyHXAaRHM4z0pzWsa3b6LcGpua1nYi7hSYag2+NmQTLoJR5nXJmIazECmRT6oMd66eV9YLTjHTM72DQAim1TIq39p9NEivheBPRdsi5+eqv/H0jFBQW8rrjM+S266UjnwaYbjnYdbEoeau3ubm3r7m7BqvMXmk9NnP9I08nJqV27prYvLop2igbslMAW/akD0yQ7ZafAASccpPRnhsI8vWmA9KRgz4PonN2iii6554/oz801VZ8LO7HIO6qRjKku4jlqrTT0mGWcZGVUzZt7gt0NuK6/OR4ngVtuvvG2wlxdqf5HnKLDWzI2Nq6Z3rk6Nr4LZeA+7WvKJtMAxHMpWwEOiHCQtslSNtjpTdOLoffVHLPJCFnLMBUuuyVlk9F+ijYZnwnfzFAAfPdxNFyZthC+wHFSc1/D3LHj8w29FolydOXGRBw3DDQ3NSn0RTpfMTUUSrwd7/8e142O6eYWwUZYRCkZx/dAH3Volzh/6aqIWgImGe0iHHGpI7GPOoZ+YCCljEo6iCY2iGkkTl2A/mAEwq6AEdNhHS+MmFkmrCKnRX1a5clR2Bzh9sjKsEpiGyQBjizKwt2x5BvEPhehMflSsB+fBTr/WGzj9H8ptvHs4aXqAa9vtrAuZgDetgcPTpeO5fl8XcGSMkt1WVl74J6+Ia1mWmsPunXOXIMxr7qwrdugG1AbXXa9w2HQh2sEnuqA1l3kTmRB8Xi9CrACZAQAA2xdIFXCXU9VBUsZWOuhAr+ZM2A06HVaDYvBWrCFxsoCGaYW2C+A5Ubqi8KYG40FGl21s6Ar0t0XaLr33khCJu3PUri6mnF+Sfiq4wPJvyvIF+jpBZzwgU7To8TTHE08Ep0oPQ8DS5j+Qguiow/IlToLxyyctpDyF5RwSo9Ah/uFAMWmb5SOsRDfiJq3bY/O7tizdyhO7OtvtueHZnbh+eQXTi1MYW06LqACepQ0ziJlmErfvpax1q9ESqsQzRVCH1EW++BefPHAAYWJk0gs8gMHXgLP/lu5PVZrrwvXrr8p9FUBAuEgDvAcoW2nVsKlozhUtQhqzG7T2lhcELxQX0Z8JdpAWICFiL9xPvy1LK0KzE+VNqv/6F2rbQo9HCiU0tHDw1KVgkiIXC3r2HP3cayytdRrNA0ttuTvgKr/mT/r1FZV67Av+WOQJb2mKu7EWiARJgP0XQt9V1DEzpZy3GW91+l0Wqa+uai5MspR1e17+UvHz5xZ+9LX1268aQ3rcdYLLyTfS7798stCnzHglBratFH7y6bnYTh1zE4R2mXmiYCkAZ+VhRb0mUzNzOFpxPiqA0oQDN6oXLnqLed8r9WvlLu1RVUaE3TsZV9Trq3Nj0vX7+ud4LlhIolFhFiIDz6+BDR8QIxm7Y/HaPCXkqvYlPwPfCL5DrZsw+cHu5PnWLuWjQU8Qy6CB1MQzzNBa5iuVNO1Q7psC/92ptyDI5Jeu9aoFXJseepNAT7GGuh3RRTmEPiwMqOJerJmPLO0o7GurnFpR0nVvn2Vpffjzt67yvJHcV7pR3u7hnCo+PYdOql+8Y7iIF0d+eWGHteTP4j2EDP7ML4ai/YQXSD45dAQ+cP7DhqbAXp3p+gFfKcRamHla1lYpNiZWjY8gnuBWq2d0WtmdFbGgpRqOhbM4zYyzxvwSyAzRXQ3EPiRRT0QeAEIHBKJz6e0C/kA2EYU+M+RGdWxmEypDNimByAnCR3GXVLMddLVfjJB5yIAwrLo+xFuIJV+QSM1bLVaKosxrBS9PoqlWBkoMTkaLKUdzpqiQInRyX6txTXqHJ9lPJZjoN9jFTkIbWwgOcj76+QlTRD5B5BWij75sxdQ9hMEf3njhcdjEZS+58/JRU0IhdEzaPMunLqL3rPxLjdBXoV7ytB16AotwT3iurZOivysXXHNGY4D6TWkH7M1pNrux8sAALWp5NMhNvmGqSbT0rQ8cj59hQKfIr2+pKDrSx6jRzuLTyffJhe3r4vrALQPp8lLcJsatcUV4P0hCW2IJFKvom+hkY45agkOUxtRhQhNAsU76DUaJgCWyaT0TTqJwhyJxsBBNQY8LAqMZXJMDmCSzMInPirRqCVZFmktubC+t2YWf1RcZxf7TNdcoc9hxgMxdgrH9Wme3MKOIyzyuGUNiWWlSOjKvIQtpTLNNJE2J4dRr8PhyHXk6umqkkxh/6OrSmaY2R+0stSN3VdcXHp0+3agUVz7BBoL0jSvseOitP64CnitRDVPZ7PQp8BjpTCSFOwZf5X0V4TPp9irEBSLMIylwFyfyFoY8v0YH3xIolJJZAb+kS3ZC0mFSANdQwQaStI0PcqOS9mxyEc4Lkuv/Z1jMd4GgTgd5aIgazQdTaBQR38lQGHqGhGkQMy54BVWKm5aul48S3x7kk+xIPLe9TvSNEQZDVGUGSfXoZG4hppxOTTGBtIGM1tkkWlT4lm+EfiD3DA1TfXUQoH7FrcIPiVFh3TbmgyMlJieo6sxoC3MRrBAa7HR+9aP8Rv/bqzTf+vH/pbgv45hOyaj0xj/kwuc9RmgUVznARorUWqOtrPjOiZ/ZRvrXATGkmaFRGj2ItCdjaUyLF3OUhAZqGxexgBqqEeOeX6Y77XZEIrk+302r83rsMODVotWa9HmgDjysSKOptywPRWc0QC63RjSqggz8WjaElh/+MSOMx1Od/c1s0tz13TnujrPLCyNzYciC88OL+QF58e5aRIbmiuKzfcWkfZ2UpRYqCheGIyS6afwKa5sKFo5GiWkfLSifKiUg/6IayfQn1o2Bg44/guYTwE08IzfRLi0cFpSCQkTLIzFzUrBdxB4b4QT9IguA6RuYjlI0GIABUJac0hLZ1s0FqW2qzDV2Gph1OiJbck9Mhsd9+W15PXeuXvlzl745b7kryZbSue7OudKWsanHSNXtc3dMzZ291z7VSOO6ama2yY7D8bjBzunbq2dErCY+pRzXJYuiK5BSCNDn0RvsPP5YNN+nZ2/Vjz/1+w89Qcd7Pz14vnn2fkBuL+dnf8QnAe07tyMSc6BHe8ES/6M6HHAeGObgWok6nHAERGPRI/Dlg7sb+/JolxDCxIaSRum5qoLZGNUCP2jK9wwEbfmujAK+l15uXkWk0bNfBEndmYrtkRfadBsM2EneGkUFsvnjh7dUT1gA+fKos3SSWR+TV5MKbMO5ybiDX0tTfLbzt/4kSJ/R3JPrpUj/ZJsf5GveHRyTjqzY8fcX6Ri/BpSSdZBLxejRLxTgSV8IeYkYNXQIDiPJBwvWYKeMLCd6snCIgIP99CtNuOk12pBKC/k87hdlmJrMc1YKPBnA5aZteWpqH1mWraQEVWEM7KyqdflwkP1y9uWruqv65lvWG4qb3BfF+8KNvg6Gsprm4o81T537TscHt5dsjDdMaKQyOemWufKdOrkv+G6jqayeO5AW3V1lW1bXXKnzijg8UYRBrMXkMIXd2uBbGrT0jggOU8t0FG2IAYwYtVR4DXHONHGBrKoEBu//vW98zIDGJ1dtSv+sb7vf484kj801Vbpxn/wkd1PPzL6feAdyB/JBd75gHfV8QotoGa+TsaxaLa4fDDFwn+CAzpMs9Ux8hcHik0GtRL5sE/KBlzYc7UlISs1dYRs3xDjVIidwoHOg00L/f7awolt7YvWiCeRH4xoC7cNj+W2HNzW2tXV0D7QJ69e7lg45DY2VYdbCyLmXrvX5FY7in0FYxPFw3tjo5NtLVMuy2SiY4zyis0jkP8w6oq3a1iWNkeonRjAvASsTZ7l4KczsASZphlYLDYyTJdFfB6Xw2416lU5KIzDsrQcV8bE+M6mZ2sCiN6yUqI+un9bSUF0ebFy1u32tedVlcSLOzpONdWVJbzuIflES11tDq+qLW7pNesG9YagJ9/TN5IX1OondGpxHacCf4+8Bzo6HA+Y1WytTxhqJKZsj7DhDqIgDdZJKHUCQoUEpjdiFQGB9BhlIi4Lqda4RmfNCQaPz5VPVM3Limodp/HZ26vaPeZtTYNxu+6iZ5tJb9VlOeb76g4dbz+JOdzf9FzX7v6wuzig1lVWFXQI+bgMj1jMbu1pBUu5ETDETGcg24s12sOmFI8lknFwGQR0tgsoIub2bd96C90kk3GBOTSjqasTab/Yr9V7pQpbhL80CGkyavGTK71CKG80Orn4DolvBvJmdq8/gZguLGd++jroTANYYyDlYu5+2hSbygiTgSiYjBiUn9Fusuu1alWWFCmxMkuRuVJGBZrzMGEALKj0uDDOP71Wunf8mqvL9r6JLZLmtvb4+Y5tXPIt0iR/+emrP7/9b549/rlp/NS5kyeTrtMfuY1uZWRYDvNbTbNuwLLFSmAs8+1GmW24wKVEky1FqLGaDrtZjAukZO93oz0r+bkGt1oVkU9142uS50t9PD8C6p3pERbbtoMevZ+NIw+8MAMvQuizwgBqzODSmtRZnIQEMEAlqIotp2AKbeoLCQikBJ1JrWlN9WBe1BfCcLvgDhrDzbhDHHFRq7jTN1AZQqc37xNvmWCBXK/bbjXoVEoUwiEBX4LFQlQBjEqfPiR6UALU6NMrZ/i1UL6qJdukk0ikNuXwoW+ZNLWFOodc5TP1z7m/qNSqslVSRUDuz/uWpbHRHBrPp2GF6oKQhAxLJJ1jyZDXAEpGKkNpmV+G8fGjaLwk16LjJFhItBhlUWfJAhVVqkSk0nEpnZx+BAa8Xu/VZinA9dxMkLlMBaYDq0MrBxKNKxatTMdn+bThCqXM0hb1V+kkhHuHUyQ/f5IGdzJ0XzjfYtTFA/el7HWmHzRgr8tYuEe017FIo+h6KbfoDMFe1yCNVXC7LtEaX/tahtIY7yX2tMpYeeaRoTRWvQJYFUU18Uo9y3QHezsB/o2EP59CWWEHcxq3oiga9Ps8Drqx2CC7BL0AYhnQ0uQ1ZggzLcEwNhVGZFhWr7UpAqGVQ0PNhwfjlg67FZ91toPCGN27f3HQ31VbVWu0Gi564natRZ9lmZ7um9dL7XubmnUc199trqssqe8faCwqcyqV/mJ7YUdQtMuKSADmx2AqxkhuB56a0afEyLQBrCgABCmLTAsHRJq2oaxsKYVFHZm1hOaJbMuUcG65AUZEuEu2OSOIFBpHZy5rSJaeEfB6nWZzAyUyY3MKj7TCAqyHBS9FISOx2sbvLe8np1dtBpUtW54vb2nF3XQBdmAg+VW3Tcb3SxVs34gGsIFiei7dee0Em0lFnZoEEsPn23ukm7YSL9hKRgNCMDlzjbkUmwPgrjI7qUJExbRk60XLyIlduOXsypHr46vN4Q6HlHDn4x1dbadsbe8Q7oab7rxx7Ooms0HfkXcrrp+Z3jX77D0WsyhjL7P1r7x4UA2iS3U6SWwGERh9NJMebvH4C6go88KuVDEOvTUMLehCjd1f0TxffuvhoaZcV5W7f5upqbGkxWfXX3RtM3vtOZrGvUN33JI7qtDs6I/1xVQ5jrL8UH+uaF/3gVxokQuVxAvpahqT7lHGImExCgZLr8PIZtG59C4YLBnSYq0sbR41YCrRghkZYlsbQuI6Q37X/vq2M2PJE6Fw5b7Bsnpnq2d8skkePz6842TVQGBxW+vx7rHSgbLT3VOrAztFOf09/gHQY0CxeJkWS8REi3TG32gPG0Q+pUHUSkF4kAEb0hbbpYKDe4v7Sj6Mv/ViSchUrNPUKpxdLTgfhOZHZflZfJ8sZzPuncvmiD/uoW8U1ZUk9TKdNkcuk1Ix5YVXkTQIituGYTiwr2W4ULNS0NrSrlXv0WiulfubJitwSfJ/DPSuHGo50FB/oPO+OwT9rSHPsfVZK3LTdQowQLDbZtBrwaVBTGGOUBtDgLxxIprFWjMTihiTB6EcADPkObEMgCAtuG34xLZbzu88fcdt53aO9PV9ZWhgaOCdX8jaj/Udv5D9gx8oPrJ27ILiF7gGn8/eMTqyM1u+Y2RkUc5yLICuUZILtjPMHrprzGvVa7KwlEM2AESObbZj7tUo2/OzAL4oM23gvA/5/H5DwE/dT/NWfZZL8/ZYXDC1QlGMOc2vDutdVrlBrrRaSiqcS5/Z9y87DV6v2azyWsLRoLHvs+/g4++EwpxkWCItrv0+rkquvpwXlgxKpNZYwaeTPxfGTUNeAD4yCVbnMBsTBm6kRxhDNnwgzjw/zlMaXchlMpsMzEVmXKRjCJOJZZenx5E6Gri/93B8V6CtdOfQiE6zS6tpu7rnnbe46OFFbE7+U1siV0IeWx/Jml5qWWtrOdG861Qt/xbQ0wBy9C7IUYTqkTBNnQcbne4GIWd4kSIqVlIRUJm36bSY9DR9SYYiOJKV4XpENxPHosatopZWu1jaPFEYCy4FY5Wlpfk7CgvLKkvzl/LKiiaaatq1vLZN3np1//zN+ZEb5yfm26rvu6++eW5y5kMlxTfM9l/dGqupiaV9+SLmgw+Kvvmv2Xk2L9j5O8TzP2XnWT/Z+buF85jtC0dW/ACu50ZAqmE8Ltm7DIPD0Vg8zZ4cE2P8HOoz0e3LSlsEe66wfVmqxlFcn/zRwWBI7bXZS6wRV0dRvLu6quM5/EDDfn+R3+hwmg0VttzGqpKe2DZKgxHfg9uAhjDqAWcV84juXwZIk4AnyGmAJp7tyKWbQJZpuJ1IuGWw3DCZEN0oggeo6+S02yxp10mZyggRvOYtC4WXbmX+bEtXvje/eGQiEHd5trmLC3ZVxaJ5foejzB7OBcoaSoNRhSS7PFTTodJ06PR+T7w+4HA4DLqYySHgUQg/gNaBZzl0nUYhl3KpREmEx+j0E7MtkZBmzCnNEb02Y4P5+jCHsy2K0rwPcYnkMOYsZbosU1YgtriZG0J98GDcp+QlmOXwgrlD114284sp3Oh1PM26TSeFGFN5IsT23ddPPtqydy88lWNVPEnsv0m+9s/Rp4n9lkC7WZ2r+luhH2Eyg17hshCPCtn6gpdGuoUE1MtKCdBgNqcQUz9jlVGjLFxycieZyblf/gDNPW2Cj/ifUhMgnhwfw4+kawJkg0zOcH1IDtqdSWVqPzgC65cb27IrnCpADvdZhE3hSpoNxqor6MVN4WwrG56pH//6C6P1dxHMOxVdh/G/T07WYHvy7QljzJJTqtkn9N2D78adMIYu1BxvdIKYYYeGCHlBdE84D/fw8FLqoWAJTAvwGybE9WmODAho5Q/4fVqZ0h4BNSvLTLfcui+8Epc+k6VwapunxoY9rWZbiy0SLS0y+VVBLZdomieS1nhbr1LZrdH78/yhLM7wfRp/BL4kgD4pyo+HhL3Uont+SU4vSqUIKy0RO6YKlut99Ie45GFoYKm1KnmL4JNaoL+9MO8s4DSUUp80kKuTsv3UNDQLvUZkmZayYL2k84zDAzYrRgX5Vr/Nr1TQhWzp5jxLTbPNIEzmfmpZChspJD5VPZTvCpaMtHYPFLqd3lBTwJnrs9s87nxXLrgvgTwfN1JRGSjRaMvzq1qbq/LLtfrCoL/U1mA3W3JzFLlWs/3LqgA84bHZfTkgM3royxD0he4JLo0X0cx3APFlnlUimkjvDydogG5c0apzjEqjmDtGe5AKFkIPQmWxcsEm+mJff2KobzAx0tUV8Hrx3Uf2rBw+tGflaPddd3Z1d3WxuB/FrmFuGHz6EI360Mg8nTFykFGhjgD1iQCtZHQ7GwgNz3H8hFgWhucGxATlkDNk1KuVwibDLIGlwj59vCVplwbA02l+wMjfqn0Km6ey3gZWc3motnO4rX1GXzoqDxWE87yRIDcs4Vqyg01hg6s93jI4t1A80ZH/o3yztzY/zxdm9OuA/n5uNEW/DnO8AkZenqqDQOlGlG7gJ3857G7SbzaqlWBtbtJvZLtqU7vMrpCmCPQ/1jajKxnd5rPLcw2VdTYiUZWGGjqHOzwRfzBUGOZGZxeKpzoislaJNNwcMrg64k3DzflhX16eJVDF9JoGOvF7sq4Jok6m1zrxzvT5/IzziYzz3ozzfZvnuQ+nz4eEduhz5Dvp6+evcL2PXges+x3YNTeSV2AmnRcTMLwAFh6bWZXFSwmvZus0dnYWX3JW9OIsLBJIrUmhohI3TxdwWG6RI71XM1VhKOPyRBzc31yn1aLXKhVg8fqxX8bSIV2YmXH6S8w4H+bSpt5quNSjmfr8od+dN3scWrcmaCyoDJu2//Aq7Dqgc9nkDq3WT16xVRX8GA8kG5PPVvhkQ1KZr6v2n5KH8DrWFRVKpMPSbMCSaej/MNu3YwPDsjveIQUbFCeyMJdNU/ulLFF/VibsEOF5YQ9wKk/MTl0Wu8/udTmsZp1Nb9OoQYuD4yLP3ApM4YXC6hU2A0dvvq61rqXv1qM3rP5jf2tf/54z/V09I+Ti+PbGQYUkJ9G/c/kd7ivJVysqKspeGf1Nc11lnbi+UQljKkVnhDEWbGk4vosd6zf+gIfw03oZegih5BzKfgKRLyfn0mvbIfhax4/B9U+kruPM63RzZj17/uNXvG7ceA+3sev3XfE63YMyg78A1z91xfd7gL5O9v4/+8D2h/FTcP3hKz4PpgtOsOc/fcXnLdB+L6PvwdR1LvO6Dtrvx8/A9T+/Yvt6bMRD5G8F/m2cFq5vnN7kH3bRvTIC/4TrOPO6Fdz2evb8x6943YhNuI1dv++K17Ph+RnyksC/K7zfA/R1svf/2Qe2P0y+L/DvCs87oP0Ee/7TV3zeAu33MvoeTF3nMq/roP1+8orAv0vbv6Q2Evq/Uvwos/YR+hMLHGXWN0L/90oWbalZhP6biw5trTmEMgoJ+WKpSkKXFxL643WE0H9LDSD0/6CKz9Y6PugDSvRcWp8H/X9XaefSWjvov7FYTqe/UiyWk1lrDf0nhdUy68GhSrNY+O0FmVj47bBCLPy2tf4O+i8V2NlaXxT96QVEWd8268+hjApzBN228VtsSbcJTWYWlPmC9ZR1T0abSfmWOjEH8Q/wA+TvWW0dpIdn6d8bLccsV1mOWuAaEYqOsnt9rOboGst4QpdVCPVtVg9txD7Zfcc/5LjmVveA+xpPv+f4Dfazt3sGvNe4+9cd19gfS9ySeAT+wNdjjz323i3MZ+Jp3IVzQvt0f4oVelsMFGU4DzTxSJ92IPAV3YoXu3s6+rv7urBvLHlqXNPa6s3Nxf/Q3dPZl+jt6m9p8cGhem5kdGZmdGQOz65fwBN7lstjsYrkJ+aHR2dnR4fnE8sr5TBjgN/AG/TPjDeMM5QrAkfg2r6Nk3ias9A8HT4zQGVGG50dHZ3TLe1tbdfN/fbU2V/PLP765Km3d7L1wJM4LjxjzoiwSWWDLbRSI33uusVfnbrm7R1zvz195tczdMzbsZt4yC9o/que1U2Mpsoonj/0RfVzxlXDX6iePDwz1IWHPq5cij33XGxJ+fHoo4/QZ9vQNNGRPDoXMKuJaGT1ETF57rmh558fwlb6+ZwgW0UbN6LvoRNb5sJFmbLY0qe2yk4oKo5X1Z2jPClD/47z8TjjCbRW9t57eHzmf3PexTauxZ8EPkAbdExx41zy3TnO8v4ekDHQW3g9pZe3LsiGUrBPR19/9KqiXcNHDxcvDbfU1LS0VFXJQSE/OP6Nz4Nqnrzx1ptvukkoSQjv64aPFbZPG3moWpYyraylZRDM3u6Kvx7HTwXmPFZHfesn1ivg/kK27sZ0ciP+AI1s9BR+pqTFX1Nc0OWry1tumztY1Fd2Nd6WrB75cvlgb3FZVTC3DVTyZOXiXPlZCYsd+KFvvxF0svk/UcQZGSn/VDkXKVgsHE9sn6ivG+prqCjrcVcE97atHBxtGZuoPiYHNWyyttfVVQ+3VRbHPOZOV/58b8e4kpOPUy0tYDOMK9EznWwEnSzoYyoM9RgYHGNKGXckv44bVhYXd3OcJMuqeOK+UaqRt9/33v2uRKvOUKZL/hvjZw3041+Bn7mpfgi+QqZCFjKtpL+KzniMDc2OroFP2uIGUMnTG0irKc9t3FX3IbnesKA2Klo6r8+WOPH47Fck0pKZ1oNnBXppTYZkSpeI6ytX1M2hLXoZu7etNmrCHQf79WVaf2HzSKmJSPWdNdv3re2ObaupDdd6nNXylpv3pDSzIq9rvsoHmvnAuYmuvkZQJaCXy9J6mdVOAb0sqGUfvjl5H341+buryJ7Z3vXrQIKLxdoR1MePihK7mSeTqaS5BpwWX31msoxh37GB6pJt1bMVVTNVnZXB1oKapW35dVUlRVW1+fF4Z7yqtk6+a7Jju8M1Eq9OBIOJmqZBOyjn4rrxEvy4vrq0sKSkMFqevK2+rKTJbW8rK6lnPCwC2v49xUPzB+hiII3TpwtxUeKeBdb5ioB1Rk5q6Kye3ru2a9ueuCbceQCH6zzOmkisuUYukUyCUTNf6RONmj1MO+NFsGvCvdGuvriYtzYIuPCjtO7MwGwu4/e7neFU4Tj2je/2BvPc7rygNznlDYXd7nCI1tAuBowS2jJsbUufQqxUQ1aZqsgKyJWV0dIbKRBDAja2AzY20rHVs8Jzxjb8YvJTeBY7q3458Zn7JuB9behLRIe/K+pGscgSva2c/Xx36NDgpW2JFeTa8Ezyz+hND9z3mYlfVr0m8AIwEn9HrCGH6JbaDywJJ8vo3Ff9Ja6ANloW7PYH8uZLp/dain1ub05Q7Oorlor2sDUcceeV27UDpty5kfzGmMseCNjVP0vzDqObQPdMAObKBNymk/+m7x48+F3O0r8u6Rd4EoN7RFzWAy7HZrGCwvIO5tvANRenpc+n6iv0Hzjw8svl5Pf9ANxIyJ/PIkFWXwEJdRN8WFv9o4lPPjhJvpuszqybsIA/weomIBlwlOBPJucnW4Q2KuE9y0CDE2gQN+Fu3YNgFHcoVNbFpyfCJaurJeGJ6XgdPpIffaqnBQ9hZ/EXdxql+l2PFzvJEG7p+WI0Au2+Ce1Wpvqm9b05OCj0DIl6+TrhnVjYOSCLZe4r8KX2FeDr6hunJ/OKV1eL8yanG+uxKz/6JH0pcRY/vtMgNe58otg1DO98kr2zA/0HUeObqCbTs7mWsRuAZUbQke8o7dK7w7n+PJOjzlwi/B422+useDgmUSnpnoCJGK9UahSsdnQAvQ601GzagK9v305la9sfsys/L9iVwgz7Pn4P7EqPJ2VX0lzid8lb6Xrd6P+wZHZseL6//nFrrmJVEw3c8eH+on3Dqyf629zRXWPBUp+noqhgoCTWUlM95CCvDnU1TvgedfUWNl+Vf1tvqHR5umsm7BuMdY0MhgPeak9uTcCbl/yOq76krCFgY1gMMmMlL1PbaWuh61Bb93xra2vLXHcbNlz95tTMm0cP/2x6/B/hGSc8oxaeuaSotbo1MQcPtc0nWrHh+D+OT//s8NE3Z6bEvVC0rvU6q2uNrlC0WvXFwzODXfNXPa7+ioEWrd6lyihaLeiNjVPoIjpO9zZUgqpilTEvZjvc2p5sWhFzn29kxB+eGKdbf4RxQ9deajdtCzuceXlOR7g2PVIYZW8k8Rp5kY59ZrnnF9fLoJNpGfhP/JR0y6nvTD8l9S6CXNAHoQ6oaWtb+lSPmkNO2oAzdDbb4dH0yQ1bin0+TTsZmhyndQDkgHsPp3HvT62EeauvLJCvqYmV9ASC+Uu0EmZ5wONVDptTgvxORUcoNy9sjxTbdANm1+xApLHCaQ8Fbfq7Ux3BKI6/jT7H5gWiG9Piew2ttKQ6w2O4hveK/ycDu5q64zHxLtHWT2zM4WJgMdzFC9CpxcU///nZ3kFu3yBYjEJtmjn0vnCPOSYApPXs2Z8/MEguDr5/QfBvIhn/b0DKv7msPL/gGV9aoD919pvdA4n+zv5uEhRL9IND42vD59jpvq5ednhJmf6Gnq7unnvufi1VqL+zuxuOP/rHfMoPwJn/Bfw5Nq0AeJydks1q20AUhc/ITko3WZWuSpld3FJJthITE3eTBqpFiB2KCZSubFmWJlE07mgUyLv0Gbos3XbVZ+lb9EgeXBJKoNUw6LuXM/dn7gDYw1cIbL5P+O5Y4Ll459jDE6Ecd7Avfjju4qW373gHr70vjnfxoiOoFN2ntL61pxoWeCOeOfawJz467mAiPjvu4q345XgHM++9412MvJ84hcYadzBQyJDDQiJCnzsizehJ+Z9QZbklLqjUuKI3abUnqPnP6TOoaPfaGJYxKxwj5MoYuVHUWCDgKY0beksXccVdkir6CsxJirbPU4Y5UlyTE1dfwaVovQJO9frOqCy3MupHkZzlqZxoq+WF0VdpYuVJbXNtKtnLrV1Xx2GYKZvXiyDRN2FJ4UqXtgqLuVWln5k0vfYTxisKlTB43Hb6p+cz1m7aeppKfZyTlqykZieI9SbzWW1MWlr/PF2qmv4PFGWUNE0ZmmlWF3NCxEvoY4ADjJloyhW3pLcJH0vnP4wbBf3BwTieTuNxrJtC7tfhb/P+S1PyYZa/Nym3wS8pb+av2mnKe03K9j2sGKhuU+fthG37Vm6pCTDiPuQ+YhlDFjHkS+EYLlNTKV3KTYvS2tW8tjpXpZW920EwCg6DI3+4HC7cyP7r/h69tN+EcMGeeJy9U+dfG0cQnaeChCwQ4N57tzG9uAPGGFNNccEFr06LdOF0J65gTIrTe++Jnd57/sNkb/cEovhDvkS/n7Rvd97OezszohDJzz+PqIFW+aDG/6EQhSlCUSqjGMWpnBK0hpJUQZWUoiqqphpaS+toPW2gjbSJNtMW2krbaDvtoJ20i3bTHtpL+2g/HaCDdIgO0xE6SsfoONXSCaqjeqHdSE3UTC3USm3UTifpFJ2mM3SWztF56qBO6qIL1E0XqYcuUS9dpj7qpwEapCEapis0QqM0RuN0la7RdbpBE3STbtFtukOTdJcYQggjgijKEEMc5UhgDZKoQCVSqEI1arAW67AeG7ARm7AZW7AV27AdO7ATu7Abe7AX+7AfB3AQh3AYR3AUx3CcHqIWJ1CHejSgEU1oRgta0YZ2nMQpnMYZnMU5nEcHOtGFC+jGRfTgEnpxGX3oxwAGMYRhXMEIRjGGcVzFNVzHDUzgJm7hNu5gEnfBkIaGDDimkEUOOp7ANAzkYcJCATOw4cCFh1ncwxzuYx5P4ik8jWfwAM/iOTyPF/AiXsLLeAWv4jW8jjfwJt7C23gH7+I9vI8P8CE+wsf4BJ/iM3yOh3iEL/AlvsLX+Abf4jt8jx/wI37Cz/gFv+I3/I4/8Cf+wt+JDqOQY65lWk6yu+DohmWqzVBe1+xgE5WkSCd3WbSH5fMs5pl6XWN7Uyy4EpkQoXC3CI/lBIr0WgL2sUKBlfWzfDrDQgNeaNCLBUlDw3p4JGdFR/VsnoXHmBcbV3nCwzk93JXTVf6O9gRbdMdL3MWFiATluhWgqKRG0r7HrO8xmuGGy2LBtci879APutKhfy86LR0a0qGS7OwKmV5oTo9ZymnYzllljm+zPiqXsCvceoHbgnCria/YRq08z7KkVVK1pFfiOCHjEsayxv1Crr0lWFuDtS1Y2+Nyra+rSzgGc3K1UzbTgrPmtiIoslrqiqC+CBqKoLEImuJTk1O1hp5lAuhFYEiQEKHgTEJ1GhdNqDUszSj3m65QuojiWjE4z22rNmNa+bhlcgXce+ok4eZsrs7KpyzPDpA+G/AcfU7xHD7LTQW5ns25imjqQUKlYXp5W2pI4Gv4INDwodJQyNeQPF9D8pSGhEpDEqWGiheYxkueJF/py0ngy/kgkJM0KaeQLyd5vpzkKTkJlZwkSjkfrSlwW7cyiqBZYlaLUEyLYvA5TYylwjnRw2K6RaOllIoZz3J5Jm3IXUo8Kc1tMa7qUlLIadxULqok1dHNrKHyVBaYzU2DT6l4Sm7tBdcVzHGFW2davaFgeM5y36UGlzxNje//VdWS8lU6XPwPF7blBncC13zGY6pKyazNmXhasYDccfWAX5UW/7hp7i4UpTIt9ouvqQ7ii1WqYo6m65pua57qSMozM6IFmmUHVfav8IWE8TRTwil5vpgoJRO5upHhKxpeWuaS5leyvCi6w8zMf+9naRdX79zjq7qsZsvnaulMrijpyhouGdPHDf3qx/8C/mvALwABAAH//wAPeJxjYGRgYOABYhMgZmJgY1BhsGVgZHBhiAWSSQyzgOQKhjVAmbUMG4Dso0DIyODEwMrAxyDGIMegBtTHyMDCwMhohUGDTOMCsjwYGJkmYvAg5jIAAOaHC2cAAAB4nK2TO2hUURCGv3s3m2w2TxPLGCSKShCLFCksFhURVxaySEghIrlJdjfBzQYuqxgQEQkWImIRxULEQsT3oxNtfb8fAZP4KFJY+k58FeucucdoVg0WFvefmXNn/n/OmXNwgKjT6owSXb0m0U7M870ukp7fn2NjVy7TQm/3oJ8l35Pa2sLuTGrA51DGT23mWNbL55jI93p9znxKhIdCQa2DS+X0iiPeTz/8ix+apepPPGXU4q5MJtfSGDe4rCjTRGEbRYricon/vTpaFFfM6KOUqp7cQD/JtO9105Hty3h0Zge6s6QVs4q+4jbFHYpDinsU9ysezG3p9zmsKkYrJNxl0ruJo4qVihWK1YpVijWKIdufQUcRxRLZaxPNtLCcVaxjPRvoQqbIdobYy7BoBvm7rB229ri1l6y9be1ja8etfSmdIsqvnEiw4iwUVfGdpTbutNYyu661CWs7pLpaas5xlvNc0K7TDLKTA//5j5nYCYx+PQ3afSlHiuJ9eoJ1v+WGxGvQP8Hpluu/K1y1Z3501gzjXeRyoFGYmlHbKl9Epl7JXKlvYglnhCtOG6fVJjgl+W2cFExoT3FVjIu3SOZ7jSc8YoSHXOcGN7kls7rDXe5xnwcyL1dYghdWwxyJ6pknai7tLNbap4wyJvN8xnNeyDwDrom/sL3mDW95x3s+8JFJpvjEZ77wlW/CGdabi+wnIopR2U2YmNy8RjbhsUAymuV8AtUxCtOqPzQNv2Ge1HM0XYeFqVyYzMurkh3Uyh7qZAeNwh1jhb5RVxhH9P6HzNsuXvkO5prPNQAAeJytV0tMXFUY/s69c+d1h3nADPioxhhKsaZoaBMoUEJMS2ytr0rro4hAS6EWIZkgtlbxrfXRFm19ddEY00UXxnRhXLBwNWuiO3Yms3EzazY1we/89w5zZ+bOAMH75d7zvOd8/3fP/f9zoABE8Tv+RfTg4NEh9I9lx8ZxZCz7xgyGxmcmOzFy6kJ2GlOnJ+Y7MTc5MZvFwmR24hwuTY/NzeD63NTYWfyEAMfB2hoUc8U86ubUhu3Kkzc8eRPWuYnsDB6SZ7s8H5dntzz72dHgbUqq3NSQ1BlT5wOwEEMaO9CGDtaE2bbbTVckNcK3IotOTWLATd9m+rOMMYAppkFs9TL4jk2YSBAGkoRCijDIvJ/1I4TJUoQMLaZRwiDXGOfT7yh5x5R3FB7Ag+w1QAQwSgRYF2ZNlHMk2C/FMUdghK5o1tZgcJ5vtFDJAu9V0bQgd3spX4RT9rtKbxbLRKFY1q0+Y991x9Z913t4xsy56ZL/vLq+JpO7lTVb4J1f5728lmMpL7m8w8dpY3m59qibuapYpev2zq0tCZOoZlTRktvsKFWjrpSP5Mn7WFfU21VgtXyEqq+XL60oz3ztPuPW+T4btW7vqrWa2fJPxfwVulbYtSoruVS3ya9Q2zbPiizLFf8dp1zNv6L3yga9t7YGy232eAj5bwqOAsWVI3+N9+/y+/J/15+rnLHHnywR8gdKmtOWuv5pqbRKWU779L5Tv3c9m6suA53ikyPikyPijW3xxlHxxjbGCROniBBOEzFMECbOEDswSdzPuDHFmrNECK8TcUwTMcwQScwSJrJEDHNEAm8SccwT9+EtIojzRAwXCQPvEGG8SwTwHmHgfeJefEA04ENC4SMijI+JFD4hAviUaMLnRAu+IAx8STTgK6IRlwmFK0QzrhIKXxMZfEOkcY2wcJ1Q+Ja4B98RFr7HD6z5kbBwg9BRu6NKr7BHr7DoZYhStihliDqG6NIgutiiiCGK2KJFg2iRES0s0cLGBaJZFFGiSBALhKOIEkVCokjMo0hQFImLFkl8RgRwiQiJLk2iS0h0iYkuCY8ujaJLCIvURYkuKdHF9OiSFl1Mjy7mui626ALRRXFkHf3HabMlNse5EmZZq21OcQ2c53wXya+FvK6ilXPewKN87w/ZiWSwD4N4DicY/c/w7VHyHiWLm8QttvyK3yR/k/kAuvj/7Ofq7+Hdx7/WwB68gqf5vyrmOllO8C9I8VboZR9d20dL9V4pwXdTvB9mvpVtA0xHeXOvwv66t84VpF3JU5fzbnkPXmPZYj4q5QxXhE1rdmIXZ3+Ec++lJV3Yjx7O2I8nyPdlchvW+xdrWttqrgQW+Z2bK/5av93C6lYiSXXf6r2M+JF8ef8Kj5Uri5BLtfYs27nc8au8q5+1lbrQGxYYp5fLdhAyputVPf2lnGdL0YIoJF44+6Ny3+nu6Qrl+wt3d1W1s/Aq68aN8ih2p7YF27rWOTMOFHRkqNxpyq4rh7S2o2iLG+/8V9ioZHwind9VpU4xcjoz5Lw7ssp1s6W1vGnN/i913XH65OlRw3dXubCe0zYZcnqxGAm0JwxLhEgKEhIhkvQPrfSbbYRNP7GLb7QTAUaWDnrFx4goPYf2W3sJ7Qv3Md9FNKCbCIo/iaCXaCRH7csOECkcJBQOE2k8RSj60Of5PE7E8SIRE/9j4STRRD80zPxtQvu1VuHdKLwb5XSWEfYO/yZhnxD2lrA3eLrcLTsIzbXEMulhaQu/iPBLy5kuIywDOESE6Q+fdBlHcYSIC+8wnsGzfGr2Jo4RCi8QJoYIxx6T0eEEFXGseokwadswtXiVSMnJMUPLfpF4tFPOj87psZXctX/uoNJFD90tbHvJ9QDZHSKrw+Sh5z/GeY9zDq3bSY5/m1b2SJRq5pd2zuL6Uu5tyDm8dMp1zrfOyVZJtNC1bTKCPqsrOdl731f4E3+5vZn7D4vnmREAAAB4nGNgYGBkAIL7104bguhHrH9PQunbAFU4CB8A') format('woff')}"
}
}
]}