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"_text":"ΝΑ ΜΗΝ\nΕΠΑΝΕΜΦΑΝΙΣΤΕΙ ",
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"width":250,
"height":54
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],
"fileID":42611
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{
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"layer":0,
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"_text":"Όλα τα σύμβολα πληρώνουν σε μπλοκ τουλάχιστον 5 συμβόλων που συνδέονται οριζόντια ή κάθετα.",
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"width":1400,
"height":100,
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],
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"enabled":true,
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"_text":"Όλα τα κέρδη προστίθενται στο υπόλοιπο του παίκτη αφού παιχτούν όλες οι πτώσεις που προέκυψαν από τη βασική περιστροφή.",
"fontSize":25,
"anchorY":0,
"width":1300,
"height":75,
"overflow":0
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],
"fileID":42613
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{
"name":"Paytable/Pages/Page2/TitleTop/TumbleFeature",
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"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
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{
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"_text":"ΛΕΙΤΟΥΡΓΙΑ ΠΤΩΣΗΣ",
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"width":1150,
"height":30,
"overflow":0
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],
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{
"name":"Paytable/Pages/Page2/RulesTop/TLabel1",
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"layer":0,
"components" : 
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"enabled":true,
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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.",
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"width":1275,
"height":125,
"overflow":0
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{
"name":"Paytable/Pages/Page3/ModifiersHolder/RedHolder/LabelHolder/Label4",
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"_text":"Το κόκκινο σημάδι δίνει το ΚΟΛΟΣΣΙΑΙΟ ΣΥΜΒΟΛΟ. Αφού τελειώσουν όλες οι πτώσεις από την τρέχουσα περιστροφή, ένα τυχαίο μπλοκ 3x3, 4x4 ή 5x5 του ίδιου συμβόλου προστίθεται σε τυχαία θέση στην οθόνη.",
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"anchorX":0,
"width":1087,
"height":110,
"overflow":0
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"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
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"fileID":42456
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"_text":"Η λειτουργία ξεκινά από το επίπεδο 1. Κατά τη διάρκεια της λειτουργίας σε κάθε επίπεδο, όλοι οι τροποποιητές περιστροφής παίζονται οπωσδήποτε μία φορά ανά επίπεδο, με τη σειρά και όλες οι επιτυχίες έχουν πολλαπλασιαστή κέρδους που ξεκινά από το 2x.",
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"width":1222,
"height":125,
"overflow":0
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"_text":"Όλα τα κέρδη πολλαπλασιάζονται με το βασικό στοίχημα. ",
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"width":1400,
"height":25,
"overflow":0
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],
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"_text":"Το πλήκτρο του ΔΙΑΣΤΗΜΑΤΟΣ και το ENTER στο πληκτρολόγιο μπορούν να χρησιμοποιηθούν για να ξεκινήσει και να σταματήσει η περιστροφή.   ",
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"name":"Paytable/Pages/Page2/TitleMiddle/ModifiersTitle",
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"enabled":true,
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"_text":"ΛΕΙΤΟΥΡΓΙΕΣ ΠΕΡΙΣΤΡΟΦΗΣ",
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"height":30,
"overflow":0
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{
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"layer":0,
"components" : 
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"enabled":true,
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"guid":"41bd39d6edca49349977771a27f21be8"
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"_text":"Συλλέξτε αρκετά σύμβολα που κερδίζουν σε κάθε επίπεδο για να προχωρήσετε στο επόμενο επίπεδο.",
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"width":1222,
"height":125,
"overflow":0
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],
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{
"name":"Paytable/Pages/Page4/LevelHolderTop/Level2/Label1",
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"layer":0,
"components" : 
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"guid":"41bd39d6edca49349977771a27f21be8"
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"_text":"Επίπεδο 2 - Συλλέξτε 116 σύμβολα που κερδίζουν. Το επίπεδο 2 παίζει με πολλαπλασιαστή επιτυχίας 4x.",
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"width":1400,
"height":110,
"overflow":0
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],
"fileID":42622
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{
"name":"Paytable/Pages/Page4/CAT/Label2",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
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"guid":"41bd39d6edca49349977771a27f21be8"
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"fileID":42462
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"_text":"Για να προχωρήσετε επίπεδα σε έναν αγορασμένο γύρο του παιχνιδιού ΠΥΡΕΤΟΣ ΧΡΥΣΟΘΗΡΙΑΣ, συγκεντρώστε νικητήρια σύμβολα ως εξής:",
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"anchorY":0,
"width":1340,
"height":50,
"overflow":0
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"fileID":42542
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],
"fileID":42623
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{
"name":"Paytable/Pages/Page4/CAT/Title",
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"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"guid":"41bd39d6edca49349977771a27f21be8"
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"fileID":42463
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"name":"Paytable/Pages/Page4/CAT/Label1",
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"layer":0,
"components" : 
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"enabled":true,
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"fileID":42527,
"guid":"41bd39d6edca49349977771a27f21be8"
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"fileID":42464
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"_text":"Η ΛΕΙΤΟΥΡΓΙΑ ΠΥΡΕΤΟΥ ΤΟΥ ΧΡΥΣΟΥ μπορεί να ενεργοποιηθεί άμεσα από το βασικό παιχνίδι αγοράζοντάς την για 100x το τρέχον συνολικό στοίχημα. Η λειτουργία που αγοράσατε θα ξεκινήσει αφού τελειώσουν όλες οι πτώσεις και οι λειτουργίες περιστροφής της περιστροφής του βασικού παιχνιδιού που την ενεργοποίησαν.",
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"anchorY":0,
"width":1371,
"height":75,
"overflow":0
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],
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{
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"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"guid":"41bd39d6edca49349977771a27f21be8"
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"fileID":42465
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"_text":"Ο μετρητής επανέρχεται στο μηδέν όταν δεν σκάνε άλλα σύμβολα που κερδίζουν ως αποτέλεσμα μιας πτώσης.",
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"width":1400,
"height":125,
"overflow":0
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"fileID":42545
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],
"fileID":42626
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{
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"layer":0,
"components" : 
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"enabled":true,
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"_text":"Οι πτώσεις θα συνεχιστούν έως ότου δεν εμφανιστούν άλλοι συνδυασμοί ή λειτουργίες περιστροφής που κερδίζουν ως αποτέλεσμα μιας πτώσης.",
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"width":1341,
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"enabled":true,
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"_text":"ΠΡΟΟΔΕΥΤΙΚΗ ΛΕΙΤΟΥΡΓΙΑ ΠΥΡΕΤΟΥ ΤΟΥ ΧΡΥΣΟΥ",
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"width":1150,
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"name":"Paytable/Pages/Page5/Volatility/VolatilityMeter/LabelHolder/VolatilityLabel",
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"enabled":true,
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"fileID":42468
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"enabled":true,
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"_text":"ΜΕΤΑΒΛΗΤΟΤΗΤΑ ",
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"anchorX":0,
"width":192,
"height":22
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],
"fileID":42629
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{
"name":"Paytable/Pages/Page5/RulesBottom/MinMaxBetHolder/MaxBet/MaximumText2",
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"layer":0,
"components" : 
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"guid":"41bd39d6edca49349977771a27f21be8"
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"fileID":42469
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"_text":"ΜΕΓΙΣΤΟ ΣΤΟΙΧΗΜΑ: ",
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"width":258,
"height":26
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{
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"layer":0,
"components" : 
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"fileID":42470
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{
"componentType":"UILabel",
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"_text":"Όταν κερδίζετε με πολλαπλά μπλοκ, όλες οι επιτυχίες προστίθενται στο συνολικό κέρδος.",
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"width":1400,
"height":50,
"overflow":0
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"name":"Paytable/Pages/Page5/RulesBottom/RTP/TheoreticalRTP/Label1",
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"layer":0,
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"fileID":42471
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"_text":"Το υποθετικό ποσοστό επιστροφής παίκτη (RTP) αυτού του παιχνιδιού είναι {0}%",
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"width":1400,
"height":25,
"overflow":0
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"_text":"Οποιαδήποτε δυσλειτουργία ακυρώνει όλες τις πληρωμές και τα παιχνίδια ",
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"width":1000,
"height":50,
"overflow":0
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],
"fileID":42633
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{
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"_text":"ΟΛΕΣ ΟΙ ΤΙΜΕΣ ΕΚΦΡΑΖΟΝΤΑΙ ΣΕ ΠΡΑΓΜΑΤΙΚΑ ΚΕΡΔΗ ΣΕ ΝΟΜΙΣΜΑΤΑ ",
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"width":1400,
"height":25,
"overflow":0
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],
"fileID":42634
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"name":"Paytable/Pages/Page3/RulesMiddle_1/Label1",
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"layer":0,
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"enabled":true,
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"_text":"Σε κάθε περιστροφή μετριέται ο αριθμός των συμβόλων που κερδίζουν και έσκασαν στις πτώσεις και γεμίζει ο μετρητής ΠΥΡΕΤΟΥ ΤΟΥ ΧΡΥΣΟΥ. Όταν συμπληρωθεί ένας συγκεκριμένος αριθμός συμβόλων, προκαλείται η λειτουργία ΠΥΡΕΤΟΥ ΤΟΥ ΧΡΥΣΟΥ.",
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"width":1311,
"height":125,
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],
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"_text":"Στο βασικό παιχνίδι σε κάθε περιστροφή πίσω από κανονικά σύμβολα μπορεί να εμφανιστούν ειδικά χρωματιστά σημάδια. Κάθε φορά που προκύπτει μια επιτυχία πάνω από ένα σημείο με σημάδι προκαλεί μια ειδική λειτουργία περιστροφής, ανάλογα με το χρώμα του σημαδιού.",
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"_text":"ΕΛΑΧΙΣΤΟ ΣΤΟΙΧΗΜΑ: ",
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"width":270,
"height":26
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],
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{
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"layer":0,
"components" : 
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"enabled":true,
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"_text":"Εμφανίζεται μόνο ως μέρος των λειτουργιών ΠΕΤΡΑΔΙ WILD και ΤΥΧΕΡΑ WILD. Το ίδιο σύμβολο WILD μπορεί να συνδεθεί για να σχηματίσει πολλούς κερδοφόρους συνδυασμούς με διάφορα σύμβολα.",
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"anchorX":0,
"anchorY":0,
"width":750,
"height":94,
"overflow":0,
"spacingY":5
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],
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{
"name":"Paytable/Pages/Page1/ScatterHolder/Label1",
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"layer":0,
"components" : 
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"enabled":true,
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{
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"_text":"Το σύμβολο αυτό είναι το WILD και αντικαθιστά όλα τα σύμβολα.",
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"anchorX":0,
"anchorY":0,
"width":1300,
"height":50,
"overflow":0
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],
"fileID":42639
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"_text":"Το παιχνίδι παίζεται σε πλέγμα συμβόλων 8x8.",
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"anchorY":0,
"width":1400,
"height":100,
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],
"fileID":42640
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"name":"Paytable/Pages/Page2/ModifiersHolder/PinkHolder/LabelHolder/Label2",
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"layer":0,
"components" : 
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"_text":"Το ροζ σημάδι κερδίζει το ΠΕΤΡΑΔΙ WILD. Αφού όλες οι πτώσεις που προέκυψαν από την τρέχουσα περιστροφή τελειώσουν, όλα τα αντίτυπα ενός τυχαίου συμβόλου στην οθόνη μετατρέπονται σε μπαλαντέρ.",
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"width":1087,
"height":110,
"overflow":0
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"fileID":42560
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],
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{
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"layer":0,
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"enabled":true,
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"fileID":42481
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"_text":"Επίπεδο 4 - Συλλέξτε 125 σύμβολα που κερδίζουν. Το επίπεδο 4 παίζει με πολλαπλασιαστή επιτυχίας 8x.",
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"height":110,
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],
"fileID":42642
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{
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"_text":"Οι επιτυχίες ΠΥΡΕΤΟΥ ΤΟΥ ΧΡΥΣΟΥ αποδίδονται στον παίκτη μετά την ολοκλήρωση του γύρου.",
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"_text":"Το μεγαλύτερο ποσοστό επιστροφής στον παίκτη (RTP) γι' αυτό το παιχνίδι είναι {0}%",
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"_text":"Εάν κερδίσετε πολλές λειτουργίες στην ίδια περιστροφή, θα παίξουν με την ακόλουθη σταθερή σειρά: ΠΥΡΗΝΙΚΑ, ΠΕΤΡΑΔΙ WILD, ΤΕΤΡΑΓΩΝΑ, ΚΟΛΟΣΣΙΑΙΟ ΣΥΜΒΟΛΟ και ΤΥΧΕΡΑ WILD.",
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"_text":"Πληρώνεται μόνο η υψηλότερη επιτυχία ανά κερδοφόρο συνδυασμό.",
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"_text":"Το καφέ σημάδια δίνει ΤΕΤΡΑΓΩΝΑ. Αφού τελειώσουν όλες οι πτώσεις από την τρέχουσα περιστροφή, ένα τυχαίο μπλοκ 2x2 του ίδιου συμβόλου προστίθεται σε τυχαία θέση στην οθόνη.",
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"_text":"Συλλέξτε 114 πόντους από μια περιστροφή του βασικού παιχνιδιού με τούμπες και λειτουργίες περιστροφής για να προκαλέσετε τον ΠΥΡΕΤΟ ΤΟΥ ΧΡΥΣΟΥ. Η λειτουργία ξεκινά αφού τελειώσουν όλες οι πτώσεις και οι τροποποιητές περιστροφής της τρέχουσας περιστροφής.",
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"_text":"To ελάχιστο ποσοστό επιστροφής στον παίκτη (RTP)  γι' αυτό το παιχνίδι είναι {0}%",
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],
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"_text":"Το μπλε σημάδι κερδίζει ΠΥΡΗΝΙΚΑ. Αφού τελειώσουν όλες οι πτώσεις που προκύπτουν από την τρέχουσα περιστροφή, η οθόνη αδειάζει από όλα τα σύμβολα και έρχονται νέα σύμβολα στην οθόνη.",
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"_text":"Το συνολικό κέρδος ΠΥΡΕΤΟΥ ΤΟΥ ΧΡΥΣΟΥ στο ιστορικό περιλαμβάνει ολόκληρο το κέρδος του κύκλου.",
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"_text":"Επίπεδο 5 - Συλλέξτε 132 σύμβολα που κερδίζουν. Το επίπεδο 5 παίζει με πολλαπλασιαστή επιτυχίας 10x.",
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"overflow":0
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"_text":"Η λειτουργία τελειώνει όταν δεν συλλέξετε αρκετά σύμβολα νίκης για να προχωρήσετε στο επόμενο επίπεδο ή αφού παιχτούν όλες οι λειτουργίες περιστροφής από το επίπεδο 5.",
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AAAAAsAFQAqAESAaICMgJOAnIClgLGAu4DDgMqA0oDZgOgA8gECgRoBKIE9gVWBXwF6AZKBoAGtAbKBvYHDAdkCA4ISAieCOYJFglCCWgJuAngCggKOgpoCoYKwgryCy4Lagu0C/oMUAxuDJoMyA0WDUINZg2SDbINzg3uDhYONA5eDtgPSA+MEAIQVBCmETYRbhGiEeoSHhI0EqIS8hMsE6IUFBRoFL4VBhVOFXwVzBX2FjgWZBamFrwW/hdEF1YXXhdmF5QX2BfgF+gX8Bg6GEIYShiEGIwYlBicGM4Y1hkgGSgZMBmQGZgZ+BoEGhAaHBooGqYbEhtEG6gcCBxYHLYdAh00HTwd0h4iHl4exB7MH0IfkB/YICAgXiCWIOIhOiGCId4h6iH2IgIiRCKmItQjCiMwI0wjiCPYJAAkZiSiJQIlYiVuJXolhiWWJaYmJiaAJogmkCagJrAmwCbQJuAm8CcAJxAnICcwJ0AnUCdgJ3AngCeQJ6AnsCfAJ9An0Cf6KBQoQCh+KKIo1CkWKSgpeim8KdIp5ioMKioqNio2KlQqaiqaKuIq8CsKKyQrQitYK2wreCuOK5wrxiveLAosSCxuLKAs4iz0LUIthC2qLdAt4i32LgouSC5aLmguei6OLpwuyC7WLwIvLC8sLzgvVi+oL8Iv3i/+MBQwKjA6MGAwhjDEMNIw5jD4MQoxVDFgMWAxbDFsAAB4nM19CXxcV3X3vffNm5FmNPu+avYZabSPRvsykrVrtO+StduWJcv7JsdLbCcxWUlwErIQQmhJmkCAhCRAICmQQgtuCIUmoS1rIWkKJfkChZC20eg79743o5HtUL6v/fX7bGtGb7vv3HPP+Z/lnnuNCGrZ+A36NrmEOKRGuXEHQgjPIoyP9iBCuHnEcae4Xr9Pq5GobJFKHxflyiuiZSajQerzBj/bbT19fdhpz8uzO8Mv43fWD4bc7lDI60UENeFv4hXWrgz54x6CacM8J+GgbdQrkSAkkUlkUh5u4LRSlTmi53ycB34eN2wz4Dz4IJeSSUzoD4L2LPCxF9qzo1zUHm/JkZMstUbJyVCWbLdKShDPEbgRLylwdvbRHgkm5BjpRSjX5XTAM3ab1WIGqvXa9B9VbgTLokafzFfJfmJR9hOVsR8jD4f4Z44b7goPhs8F+wMnb3aevyM0FL4u1B8+lbxwznkOf/piz0vwp+diz9/An56LFxF0pmrjL0k2+T3yojxUguri1SX5eT6rxWjIksgxcXNAI0kAeRwGgs8iYAuP0QrieW4WmH2c783Vak1GjVTliFQW4VDMhc2xIhwrr6iMRY1wIIOTRheBAZAZfVoVNhpMZn0D3BAMrdcs+fx7o7unVyeaKibDHl9vsGGqbPdiU3FRXnlTtCRSVYT1mgWtHX/ZPdTRNSodHiIG7ahKz33RUNBc3j4pXyXXSQIub0id/EdpKNft14A4IB4VbLzDhcnLSAEyYkY+FEH3dT9h7R+PFyixVIWzeGkW9ADhbB4v52AY23kFJ+cQOtmDsrPJvEwYDHu8/MrbFZjjjvYID8kxewRups/J5pFMdkrWOxGPBPxWi1aTk4NRXsgfCURynRaf1WfUa8xac446R61SynikwAq1yhTRp4QTWMZjH+a9RkO0LFbOZ5w3i+e+3tPXPdDV20lCySMT+NbkuaamVnxdor97oLu3s7+pqYW8fHRl5fjxlZWj8vUKcil+9z333A2nltfWlleOdt394Q/fjeiYl268Q35KXgHJjKAYOh3XBW1SDktiKhnHYy0mPJcQ+OWTsY5KhY5iTOY5zLrL8+KvlE2ey++aReJNKYWciJs9boyipe6IJwJ8UCvkKBfnZkH/MeunzNyAK6MqLDP7Qios9LqSiZHZK6UiwySGY+ITLauoxGWDi4P1T1rcilV1eejizb1FB3v2nulr8ZbsHgmUeXMrS4v6i2LtNZUDTvLKQFd80v8pd19hw+GiD3YHi5enE9Oh4EC0a2QkFPBUe3Krgt5w8q+d9cXReq8VRBywAD3OsMAaNzGEIZjBAOMep+VE9X88rfVU7jAKbyxgGzynRPq4BhiBZuH0Udxr0hOVJaKHLkUFBfAV4XB7Yratvb11JtGOddf8fGrmZ8eP/HR6/Ce0HRe0o0m3k0I4JLaDgV0+QYOiLow1Hd0zrW3trbPdHVh34ifj0z89cvxnM1M/h3aCuBQnybtIhXxxtzJHIc/OAgSTgCIrUSeQh46zLqmQitCRkFWaZWZZSBaqDFWaQ7jN8Lz6qSPTQ11zh57UfMlI3n0utlN9f9mjj5bdr94Zew7aL0H7iZwMgZ4F4z7QEMKPSTACxKTARmUEBIEnfQy+GEJgwC+jLwa4FYvitq9/fRD+4ZsGvvWtgUu038GNa9G30BGUhSxxI4UaPCZyEaM+Pet8JciIj8rKt5Ql1h6VI2tlOXZtRc0Hyuk9AfQT7MTVMEauuB3RR8dSo4dwX8bgUWwKvPuTyUlh3JhNQeehHyK/5+HZU7jX72WvzLAgLSGnIy/P4QzVpiwHfT4bPtZS8sJEpQfOH9siL9mg23gt+c5OLCeXqHKCjSgEPVSDHiqRldkyjmNvZpiC5uHhU6jX7w/4qC3DBlEvGjBQwzM1ABHweaVEXboydvJo8crYNWvJG+u6OhsaOrvq8K4jnxj/i08ffnjsa5+59Zabb7vlllsYrf3wcQTenoPscYs8m+fghQm0SbJNQ/vs8WlBWlVYjUOVUXxkmRClQ9db8eI4/odAg1NpVTe2PCTwrgjsnAqw1o4K4/kqGHolBmAAKeASDDCgK9AfjmO6AO2HAmFmm/NwrLKBCD2QhVinjAb6QqOHqJLuL1Z0+OPR0t786si+xK6jRcPVN+CpwS9XDnQXVFT5ve3+2O6x6vm5ynOAyygCfMwCGvJRY7wugCW8H1PDTTg1UKCCsecTMA4ELNgykkj4eRBNBlQpHgf8Hn8gnwkoNVMubBSYTa2ZwOYIjqX5LVKLfzPUPDJae3KueqGgcKl4qn9urql5arCxtnLAVx462LX/MAl0jqok8rH2hvlKnXHObGltqKsaa6ksiXktna4IfTlBBvjII99GcvgtEg+rsIQDIJWQBI8lwEYsQUuImhwg9xjutWp1oioFqCJ5YjiqjYZgqHygF1yU5C0uJZ/BncuLlyRYkmXOef6NBx98cBj/IBl5oXjIYcjXJN8CftUCv6QgAy7UEm9ymAmHTHLwnrKBW1yCwjhYfW4ZuCSZBX4x1yqlEpi5JgadKgdMmAu7ZGkI38Ivxia9x+iRNWBsWzn/wfNV817/UnH35MCYs8VYasf7k29qtOX4y/t2HThn0M8bba2dTa1y3oknZr4MXhLjDbVTWvK3QGcBaojXAn0IfBKwUBKwUHCdlxB+OTWOJ3ukYIZSFsedG/TnFrgL/CF/QAbipi9v4GDQzEYgTUVkUVHggOoibBZJptjswqXaSOLokLFcFyxpnSy3cFJTf+P0wdN7Wg82/766o7ExEve7G3BJw4k9g8USyUROftdClb/k8PLBcy23HO/ua+zyVznzeqNUN0LQCYrjUhSIe8FtopqW9le5lMsHl6VarQS0Loo9MY8Rn8PO5E34F8nXyOpMYv08YihCsYLqmQOFwWZXxKNRn0lGoRwEhaKFRLC+IoTASLmcGBVGnGFXWKNCDuyQspGisi2VUX8sDSfMzjbgLYY2BS/FGFTa2bhQ3VuZ3x6pXe04cibcHCpvq1moK4u3lhY3xZ9vaWtp76lV1zeRl0OJ6vigwxhrL6kbK9k5VdJZrnONNFV1h4dKC8sqTYbqssLSZGVJvLGsNG6V2lqRiIFKcYxBe+Ugg9mY+pxazONualQwT5bTQ7tFby8fZMBIjokhUN9AqE4InkQUuh1i3YPz0L8iQCkY5WNDxgptuKRlqtxCpKbe5un9Z1baDtBRbmgsiPtzG/F99Sf2DBVL+ImcvK6FSm/p4d0Hz7fcspbojcMou8K95YKcCjFJGOyHmeG4SOGZLTGJ3++VMEHctCbaq1mW1Df+SdjjCQe93uT5TVtDUC7YyBfZu4zIEbdSXOPIYvqVuNdgvPJFemY1SWW0OSy0Hj6nLLX0yvUafs/me54ASxocG/ExXKe2XUF2UuF8CmxEWaQQxwJGJSaKZADw5C68uv+7VW9OPH4v0FSOXiFS/C8sdiqOF0CoJLoAhOPIGGXCLA/gy/VdLYwCiefhpxx/L1mEv4fvHxj4xuAguoIGcFDLIpVABG/kS/AqEPCDZOCb9z4+8WbVdylfsjd+gx8G/XCBFSiLF1PUB2IRoThBeXQ2ZdeZkkjmAdhOSSBStAfyeJWdGvmrmSOZijixT5bBylsCpf58bXVFcW8gGNnVsLDHEfN7PDljxpCLxpWu0K8r28POvLAjUmTV9Ztdc/2RxnKXLRi0Ge7LHMeqjUe5bsCGRtSDTsb1JpxN2rMAg4sxj0oweGnggjvABQ9mgT3FEC4iAGQk5aU7gXIWaxwVohVg71o2eOF+ygSOZC+//wMScMRV3Z2BUCAQDAcCfjmNKQ0qQnXGl+lemGVSQ4a2CNDIHG8jvY0BBqFaJfghjVi4h+s2RZoLIxUyqb412j8WW9xWOGGTY4/RGTJ2Xjuw/76+++6oO1xUsL9p7ZOTNfs/urj8pzPJrNL8imKJVOk3lNTa8M6i8Y5IscdTvDTSvKtGLf9rjZYrzS0dLJ0807z9od133G/XJnSW8YePTD94tGn0oc/UVw7E1zhpUQflKWXsbWBLZUiLCuJ5OdSCJhDIHFjR3cCnoz006qZ2FCGtBm6TgWMqVVkjnpBH5sPRbFxEQtQHiRJHIvmrxAGsPoBVyR9xapUkyyDtePWll8i316P4d4qCEnVum/ZbiLk1ZArGUQM+nJfaUyngFU5ADJmFqX1aYr4PNaowXhIJA38gwGbTaTGyeW0ep91i0lp1VrUSabAmezMkEqJmn0erF10QJxGNKy658bZtDfmt4RuPbKCfDzcmhvZcN9raDmT0LzQOKXhZsLVqfg9EJq9WxGLF3xl/q6Uq2gj6VAdYO8F8tcp4uQV8NGs2EUwql6D2YxNhmVidImDuTQZm6u3YzlPSRBTNFARBYIowvmPP2oFDRSMF+WO1++7o6Lt3X8VSJOwbIMfvPHvtRa1qWqOeenj/6iPTZuOkxkrHi/Lu48C7bBgvipvgZoi5nE1/0RPweAX/VxrBWipzMsoLbdRNPv5XT33zR3sfGj943drKGBiq1We+ABz4yLEPXLv+K4YfNHD4NbSvQHnxIIwVuA2SpYy38HzqLZshSh7Wgtsi/MW/Tu7DF5P/gA3JX+EgubT9xalfZrabTeMq2i7a2m66SQ2Flqgv1eKlPdDa39PWoK1fbGc00jG5BcYkF9XGq9SAkhoYFyd4OCCoEgn1F3gJYlKU8qVBiEQTrw8EAj4hsPJot+ovVUgpdWfoWMV8+CZMqo8nPvHZsUeO1a4WhQJTZcdvLFsdi9Ra78Fnkw/o9X/x+IGHJ82GSY3lrmsHTrZlS19AKR6SWxkPPXEX9BR8U7zEsywIzZFt4R1EDR6tTxuFzyi5dTX5qdVVPLKK25JfAln8OxxmMR581LL23HEnjUhpPJp1WRBiZEEIDRG0IbANMq0Z1yb/ZWQEG4eHG6zEbmtosK2/DjKEN57aqEN/xfQvHA9Qu8Mx7wFh+o12Uq2nYqzMyZJS/ZKAEJtTniqgGxBrkBJbSKXxG6wF9tW9X5dJJyVSQ3kx+dJ698HdaR7Q+E5FaVZlcUQCXkmCOnBHe7DABKNWz8Iaj4+TMRY04EYcxWTt9C/bVldt5bavnUr+L9xZkwS5Sf6Zq9710+Q30zL6HrTNi9lM5umTuU3vkEe86B1SxhpnV3EpBJB3TgvPcpXwrJnG30YFoVwUwk9gKpeKQM3IrNVrzVJKHecDUKH06eEvfFP3z8fhD/8dhAtk4f5vS/72/mVwISU/JrPGbb3B5F541V+Q+vUKfJ+3u9m0/idpfjwG79UhZ9wGUnA5M8xak8gM7AOHk74PRwFaQSoeuy55j4RIF87j3SyjuIM0hZcqktfDe14wxjvd+CzgAtWJVyAuVtPs6fvFxYFgRlycAqKURRIj41e67tp38K6OzrsO7ruza/3vVw4e2r106NAK3rX/4e3bH9m/7xPbAZHO3nXX2bMXL4p4FGWyaaA+BJV2AtIuxRSOeAHC2bAoczDSqHIMSgMIsJSm8tJxkAoDOPm0ZugzIwOHbj0bO7XSs/rV4aap6X5y6eDOut1NVAymkv/R0BFvZP0dZf01IDeNAcF8czRSwOgCKPtmCJ1OSwSCTQaKLDRaNfvAs31/BiwufuquG3kFf1UunP28//Mfx1cwAqWweT+TeTNFJrBnPNAkuONLLOEnGjWglho0jRojvVZt1piFRBNSYVXWJlNkeh/nY3wxpvhy03V5cd83Tz1+avVrI5NDCWDNrt2V3cWq5F9gT/IngJD/2tgQr6BsKNt4B/8bYGQeKopH7CA2DhmYLHg92K0MYMwI6AsCzGgEtoalRThURFg8kImQZhfB/3bzWs2SP7xa1dHhaauODRSd3V2zWOjNGymsbXA1V9SNFHxtdlWv26VzVhV7CoNmQ0V/zfgOs2FCayrP9xT6TZZYt4CXSuBbAPgmo/kVyhuWDc0wCqJmaCF6N/pw3+qrxPIq2TtN9XkC5P4meFabevZopsTrvXqf0CkB6il00W6BVt3UcHruxttWPzM5sOe9ruOtHzqOX0xWPzk3iP+S0UQHdInlfADDs1gcyoG1ykxT5aAcAWUw5+OieuAKIIOeLL134D/236e0SKUW5X1C3ioZ94/6fKMB/BXWdhZg0CegbTcKxf0OvYzmWRIUfjLwAG50I7dFa9NSEKJvoH4WkWW+Kv0L94nnDp+RqXMIlqtlpw5/ef+yQsfzhpzjqydzDDyvVyxTOvCzlrqYQlHeYEt2AU2TkdlAcCGEH0mOhxe9/rkIfgRoAwgks2lbk8VfBbd1Op04IArs03NRO45yZPbk5794+M0frz362OEf4/zkq/gwHgP01iYfRWl+tkO7WTQCk3I0TZMgWMRu0AWdTsuBV4n1UQ5Enoti/2ePvLXnraNUeZPdyX/BWvwsbQciAWJnfgT4JzIQFZo3Iwm0KTSbfpBOq0vlzYQsgYfYkzK8L/lR/HryIj7eQ9zTPes/ZfT1bCxQIwEyKESI8G8x7Z6QtBDygFFGis2lr712/vyD3O6B9Zo/Op+pxz68Fyt2Jt8R05nwnHVjAa2n38vuXUx3BqffawbLE4Mf67lzr73WQ/5y4L17Bb56sYzYyHcg3gs9Kd3REnfwNHHLkPAGJrDHMrMlT0pRCwyXHkbO+3LVryY+fT+W4W8mq/Bk8hHW3kZyYyd+euMRoMPN2rsip6xlfgZtiAee4qeTXfjzH2kScvlkBkKyJM1ts2ftcknKviJ8A2MHgosKI2UGbUHvImajDwQ79qc5/qCm3VJfqSJJU2W5PkdXVaOTC7kO/BYJgFULQsynskJYYsGcRArhXmrGBdxJiBukHHh8dE5FhlkaQSrF80TAWRroXe0WuEjvSznuE3Gr04GRz+MIOoMmg1atyAY/Erz4VICh9aVDPojfNgNffSrUq8fYv3Nnt1Hi62npnDt1bntFaV4C7l/s295eFm4YIoGJ2eSd3QV5fcODoxLOVVtq0fYY7MkfSmIl+cG2tmLBjgwBplWRd5ERedCa0Ec5OBjgi4EhSdhTBwQOJoTL1N4fZ8m8VBaF54Xun6Ldd19xWZxsSpnHibjabHI5TB6zR2vwB1n2DwxlRsoPol0Z9YG8UicWreXzEsyb+hrmj6/NN/aYsgy9Kzf31tUOxJtJk6dO4y269eZbbivMbSbvJl+dmsmaXtwx8xVBZsthTC/BmFppTEVDKZOCcMQsJMDFvOkZpsgsRQc4jpFBp1aC22DFVhpT8Ze57ZsBFi44cGPzka7CPpvb0ei42NFW2Op0tshvuH3HqVp9zqhC89XtcwbNdghlCaWDWBmfvei8yOdszGMdSybbUwecJM1nJ5B3PM24Mz3CLB4nJYxKe9xz2XXow7Gezak+uGcibjabMAJee81erUatgkDRiI1ZqU4xQxstwvU4KohbiIoVEzXoJM4Bbi/U91qkRLoypOPNvYHeeP1gU3OzHLj9wSKPssJ4aT2rw1c8Njammdm5PDW1IMgU7asCeG5CTrQtHlcA13PAKyDUP6F+ytImlVtycBYzTV+bnRanRpUtA30wYZPoozixR4iVMuJaM2gEUI9DK9ckP0yGussHInmD1X3Ht9Xv7axulSYhjglcd7BmaFyvH9fpGk5OTp3ZNtjV0thH5UIDH3eQdaBxe1xNs/pqGeFB1RFT9SDw347EnOZxFknxs8DqNdGC2Blu03h1+YprE/FsXSCQmlGjTpUvVpnp1Tgh8Ji8YWVqanbEV2Owa/PMfTfgS8kKfKnM410ay5EN8NnLPsZHDchMAGLPAvSgIBQ68O+ALRKpEkQlB6IpCcgOPYm3nhRlyAtIxKN5wG0Rp4TEWk/KK7uGzg8Hge61HuHONKBdeSNAFp0kDgXcBZ4Cu1WjkkNsSKeJBcgyRytprJbK71JBqthM8ZpTiQkqX1i5p4bPGT15pnY+b/RocwfBEvtgbNfhw6cat21r6mptI4GB9vUfHz6m0U7nd7folPmK/NCd152/Z3zHzMzCwHbD0iTT7SEQtiDolIn6NhxNaSaA6ONpp+xMyvnVgm8WpB55BtDQ6IoKOo1+npcQmW0sOrtzef9Qw8oKKbSVavLDM0vJj+P+M4vbIRp4l8o1jfa/Qf6Z1S0UxvOZQ0tB43gPDbjXxOCD1hVkVhFIL6siMMMbb7L4/Rabz9e7Qv7Z4XE7nW6P49vrrxM71Z+Nv9zQiO9hmSANjKoaRpV5Hqxjx2mWYY0NzgKdXriGhjwWs0GXY1fa/V6pMJudhlNu08dm8XTCZxPeX2aLqDVuQ27+Sg/5lMfBKHnvBhk/wvO+UjK3/pHuqRSf84AFOlp5o1LKOQkz+1QzgJi1HpLiss4i2URziK8hqgjRspLocxLMKULqh0/+/RunP9ewvIxPGapM6lLNk28kX/x1+fOUvcJ7EP2dE+fnj6e8cuYGROlAweCk7+V2gW540DFB1BUWJgAuAJtuOzuSikeiLpgkbCJGJs3iqGikUo32uA3Efa1HvJpFMi8CgmLktNNSH61amcNAyYM9m0Y6LUNpWTIz+aKf5LNT21d2djQs70pUrwyrpZbRktOhLNt2EpjZDZI1cHpiKPlj+FrYnnyb2Dvyw2OF+RlyHUB6NMNIf0bDuman3xKc0m09E3MJTzIE3R43C5JBL/E448pEXIsRyKTQBz3WS6/sA6Md75jZwdQAKLZNibT2n0kTKeJ7EdB32bz4ma3xfyCVFxTwuuKK4Lfo5qOdB5tuPNZ1sCl5uLW7u7Wtu7sFqy5cbD49ceFDTacmp3btmtq+uCj6KRrwUwJb7KcOXJPslJ8CB5xwkLKfGQbzzKYD0pOCPQ+iOrvFFF12zx+wn5tzqj4XdmKRd9QiGVNdxHPUW2noMcs4ycqomjf3BLsbcF1/czxOArfectPthbm6Uv0POUWHt2RsbFwzvXN1bHwXysB92teUT6YBiOdSvgIcEOEg7ZOlfLAzm64XQ+9rOOaTEbKW4SpccUvKJ6P9FH0yPhO+maMA+O7jaLoy7SF8luOk5r6GueMn5ht6LRLl6MpNiThuGGhualLoi3S+YuoolHg73vsdrhsd080tgo+wiFIyju+FPurQLlF/6ayIWgIuGe0iHHGpI7GPOoZ+4CClnEo6iCY2iGkkTl2A/mAEwq6AEdNhHS+MmFkmzCKnRX1a5clR2Bzh9sjKsEpiGyQBjizKwt2x5GvEPhehOflS8B+fBTr/UG7jzH8pt/HskaXqAa9vtrAuZgDetgcPTpeO5fl8XcGSMkt1WVl74N6+Ia1mWmsPunXOXIMxr7qwrdugG1AbXXa9w2HQh2sEnuqA1l3kLmRB8Xi9CrACZAQAA3xdIFXC3UBNBSsZWOuhAr9ZM2A06HVaDcvBWrCF5soCGa4W+C+A5UYai8KYG40FGl21s6Ar0t0XaLr//khCJu3PUri6mnF+SfjQiYHk3xXkC/T0Ak74wKbpUeIZjhYeiUGUnoeBJcx+oQUx0AfkSp2FY5ZOW0jFC0o4pUdgw/1CgmIzNkrnWIhvRM3btkdnd+zZOxQn9vXX2/NDM7vwfPKzpxemsDadF1ABPUqaZ5EyTKVvX8uY61cipVXI5gqpjyjLfXAvvnjggMLESSQW+YED34bI/hu5PVZrrwvXrr8u9FUBAuEgDogcoW2nVsKlszjUtAhmzG7T2lheEKJQX0Z+JdpAWIKFiL9xPvyVLK0K3E+VNqv/2N2rbQo9HCiU0tEjw1KVgkiIXC3r2HPPCayytdRrNA0ttuRvgar/lT/r1FZV67Av+SOQJb2mKu7EWiARlAH6roW+KyhiZ0s57ore63Q6LTPfXNRcGeWo6fa99IUTZ8+ufeGrazfdvIb1OOuFF5LvJt986SWhzxhwSg1t2qj/ZdPzMJw65qcI7TL3REDSgM/KUgv6TKZm1vA0YnzogBIEgzcqVw694ZzvtfqVcre2qEpjgo695GvKtbX5cen6A70TPDdMJLGIkAvxwccXgIb3ydGs/eEcDf5CchWbkv+BTybfxpZt+MJgd/I8a9eysYBnyCWIYArieSZoDdOZajp3SKdt4d/OVHhwVNJr1xq1Qo0tT6MpwMdYA/2uiIIOQQwrM5poJGvGM0s7GuvqGpd2lFTt21dZ+iDu7L27LH8U55V+uLdrCIeK79ihk+oX7ywO0tmRX27ocT35vegPMbcP42uw6A/RCYJfDg2R37/noLkZoHd3il7Ad5qhFma+loVJip2pacOjuBeo1doZvWZGZ2UsSKmmY8EibiOLvAG/BDJTRHcDgR9a1AOBF4HAIZH4fEq7UA+AbUSB/wyZUR3LyZTKgG16AHKS0GHcJcVcJ53tJxNUFwEQlsXYj3ADqfILmqlhs9VSWYxhpRj1USzFykCJydFgKe1w1hQFSoxO9mstrlHn+CzjsRwD/R6ryEFoYwPJN97hJsgrmhAqQ9cjpJWij/7sBZT9JMFf3HjhiViE3iPOR+ukyM+eEeeK4TiQnvv5EZv7qe1+ogyAS5sqGh1iSjNMLZCWltORC+krFLAU6XkhBZ0X8hg92ll8JvkmubR9Xczfy+HjDPk23KZGbXEFRG1IQhsiidSr6FtohmKOenDD1LdTIUKLN/EOeo2G99BVmZS+SSdRmCPRGASWxoCHZW+xTI7JAUySWfjkhyUatSTLIq0lF9f31sziD4vz42Kf6Vwp9DnMeCDmPOG4Ps2TW9lxhGUMt8z9sGoSCZ1Rl7ApUGZRJtJu4DDqdTgcuY5cPZ0Nkinsf3A2yAwa+X4zQt3YfdVJoce2bwcaxTlLoLEgTfMaOy5K4/4h4LUS1TyTzVKWAo+VwkhSkGb8VdJfEb6QYq9CMAjCMJYCc30ia2HI92N88GGJSiWRGfhHt1QdJBUiDXTuD2goSdP0GDsuZcciH+G4LD1nd57lZhsE4nSUi4Ks0TIygUId/ZUAhalrRJACsVaCV1ipuGnpPO8s8e1JPs2Sv3vX70zTEGU0RFFmfluHRuIa6n7l0NwYSBtopMgi06bEszohiOO4YepS6qlnAfctbhF8SooO6bY1GRgpMT1HZ1EA5c1G8BxrsdH7xo/wa/9urNN/40f+luC/jmE7JqPTGP+TC4LsGaBRnJ8BGitRSkfb2XEdk7+yjXUuAmNJqzkitOoQ6M7GUhmWLmcpiAxMLS9jwDLUI8c8P8z32mwIRfL9PpvX5nXY4UGrRau1aHNAHPlYEUdLZdhaCM5oAJtsDGlVhLlmtNwIvDZ8csfZDqe7+9rZpblru3NdnWcXlsbmQ5GFZ4cX8oLz49w0iQ3NFcXme4tIezspSixUFC8MRsn00/g0VzYUrRyNElI+WlE+VMpBf8Q5D+hPLRsDBxz/OehTAA183m8iXFo4LalCggmWfuJmpeDzC7w3wgl6RNP3qZtY7RC0GECBkNYc0lJti8ai1OcUVI3N8kWNntiWmiGz0fFAXkte7127V+7qhV8eSP5qsqV0vqtzrqRlfNoxcqht7t6xsXvm2g+NOKanam6f7DwYjx/snLqtdgqx8aGx4ByXpQui0whpZOij6DV2Ph980a+y8+fE83/FztM4zsHOXyeef56dH4D729n5G+A8oHXnZi5xDvxvJ3jgZ8VIAcYb2wzUktBIAY6IeCRGCrZ0Qn57TxblGlqQ0AzYMHUzXSAbo0LKHl3lhom4NdeFUdDvysvNs5g0ahZDOLEzW7Ela0qTXZuFNsHLs6dYPnfs2I7qARsERRZtlk4i82vyYkqZdTg3EW/oa2mS337hpg8V+TuSe3KtHOmXZPuLfMWjk3PSmR075v48lZvXkEqyDva0GCXinQos4QsxJwFvhCaveSTheMkS9ISB7VRPFhYReLiHLpEZJ71WC0J5IZ/H7bIUW4tppUGBPxuwzKwtT2XbM8uphUqmIpxRTU2jJRceql/etnSov65nvmG5qbzBfX28K9jg62gor20q8lT73LVvc3h4d8nCdMeIQiKfm2qdK9Opk/+G6zqayuK5A23V1VW2bXXJnTqjgMcbRRjcVUAKX9ytBbKpL0rzd+QC9RxH2UQWwIhVR4HXHONE3xjIokJs/OpX987LDOAsdtWu+Mf6vvdd4kj+wFRbpRv//od2P/Po6PeAdyB/JBd45wPeVccrtICa+ToZx7LQYtp/iqXthMBxmFaZY+QvDhSbDGol8mGflA24sFZqSyFVSnWEKt0Q41SIncKBzoNNC/3+2sKJbe2L1ognkR+MaAu3DY/lthzc1trV1dA+0CevXu5YOOw2NlWHWwsi5l671+RWO4p9BWMTxcN7Y6OTbS1TLstkomOM8orpEch/GHXF2zWsupoj1L8LYF4CXiLPaufTlVOCTNPKKZbTGKbTGT6Py2G3GvWqHBTGYVlajitjYl5mMyI1AURvmeFQH9u/raQgurxYOet2+9rzqkrixR0dp5vqyhJe95B8oqWuNodX1Ra39Jp1g3pD0JPv6RvJC2r1Ezq1OP9Sgb9L3gUbHY4HzGo2RycMNRJLrUfYcAdRkCbZJJQ6AaFCAtMbsYqAQHqMMhGXhRJpXKOz5gSDJ+bKJ6rmZUW1jjP43B1V7R7ztqbBuF13ybPNpLfqshzzfXWHT7Sfwhzub3qua3d/2F0cUOsqqwo6hDpahkcs17b2jIKVyggYYqYayNZQjfYwleKxRDIOrr6AznYBRcSavO1bb6GLWzIusEBkNHV1Ih3P+rV6r1Rhi/CXJw9NRi1+aqVXSMGNRicX3ybxzQTczO71JxGzheUsvl4Hm2kAbwykXKy5T7tiUxnpLRAFkxGD8TPaTXa9Vq2CYF+JlVmKzBkuKtCchwkDYEGlx4Vx/pm10r3j115Ttvd1bJE0t7XHL3Rs45JvkCb5S89c85ntf/3siU9P46fPnzqVdJ350O10CSLDctBvNa2WAc8WK4GxLCYbZb7hApcSTTaFoMZqOuxmMZ5Pyd5vR3tW8nMNbrUqIp/qxtcmL5T6eH4EzDuzIywnbQc7+gAbRx54YQZehNCnhAHUmCEUNamzOAkJYIBKMBVbToEKbdoLCQikBJ1NzUVN9WBetBfCcLvgDpp7zbhDHHHRqrjTN1AZQmc27xNvmWAJWK/bbjXoVEoUwiEBX4LFQjYAnEqfPiRGPgLU6NMzXvjVUL6qJdukk0ikNuXw4W+YNLWFOodc5TP1z7k/p9SqslVSRUDuz/uGpbHRHBrPp+mA6oKQhAxLJJ1jyZDXAEZGKkNpmV+G8fGjaLwk16LjJFgokBhl2WLJAhVVakSk0nEpVU4/Agder/dqsxQQMm4WtlxhAtMJ0aGVA4nGFYtWpuOzfNpwhVJmaYv6q3QSwr3NKZKfOUWTMhm2L5xvMerigQdS/jqzDxrw12UsTSP661ikUQy9lFtshuCva5DGKoRdl1mNr3wlw2iM9xJ72mSsfP7RoTRWvQxYFUU18Uo9q1AHfzsB8Y2Ev5BCWWHlcRq3oiga9Ps8Drog2CC7DL0AYhnQ0qIz5ggzK8EwNpX+Y1hWr7UpAqGVw0PNRwbjlg67FZ9ztoPBGN27f3HQ31VbVWu0Gi554natRZ9lmZ7um9dL7XubmnUc199trqssqe8faCwqcyqV/mJ7YUdQ9MuKSAD0YzCVGyR3AE/N6ONiRtkAXhQAgpRllIUDIk37UFY2BcKyhcxbQvNEtkUlnFtugBER7pJtagSRQuPo7BUNydIaAa/XaTYXPiIzNqfwSCtMnHpY0lEUMhKrbfzu8n5yZtVmUNmy5fnyllbcTSdOBwaSX3bbZHy/VMHWe2gAGyim59IV007wmVQ0qEkgMe29vUe66Svxgq9kNCAEyplrzKXYHIBwlflJFSIqpiVbL3pGTuzCLedWjt4QX20OdzikhLsQ7+hqO21re5twN958101j1zSZDfqOvNtw/cz0rtln77WYRRl7ic1b5cWDahBdatNJYjOJwOijFfBwi8dfQEWZF1aTivnjreljwRZq7P6K5vny244MNeW6qtz920xNjSUtPrv+kmub2WvP0TTuHbrz1txRhWZHf6wvpspxlOWH+nNF/7oP5EKLXKgkXkhnwZh0jzIWCZNIMFh6HUY2i86ld8FgyZAWa2Vp96gBU4kW3MgQW5IQEucH8rv217edHUueDIUr9w2W1TtbPeOTTfL4ieEdp6oGAovbWk90j5UOlJ3pnlod2CnK6e/w94EeA4rFy7RYIhZIpCv1RnvYIPIpC6JWCsKDDNiQ9tguFxzcW9xX8kH8jRdLQqZinaZW4exqwfkgND8sy8/i+2Q5m/nqXKYj/riHvlE0V5LUy3TaHLlMSsWUF15F0iAoLveF4cC+luFCzUpBa0u7Vr1Ho7lO7m+arMAlyb8Z6F053HKgof5A5wN3CvZbQ55j86pW5KbzC+CAYLfNoNdCSIOYwRyhPoYAeeNEdIu1ZiYUMSYPwjJ+5shz4vJ9QVpw2/DJbbde2HnmztvP7xzp6/vS0MDQwNu/kLUf7ztxMfv731d8aO34RcUvcA2+kL1jdGRntnzHyMiinNVGAF2jJBd8Z9AeutrLa9VrsrCUQzYARI4tkmPh1Shbq7MAsShzbeC8D/n8fkPAT8NP81Z7lkvr7Vg+LzWzUIw5za+O6F1WuUGutFpKKpxLn9z3LzsNXq/ZrPJawtGgse9Tb+MTb4fCnGRYIi2u/R6uSq6+lBeWDEqk1ljBnyZ/LoybhrwAfGQSrM5hPiYM3EiPMIZs+ECceX6cpzS6kMtkNhlYiMy4SMcQlIlVhafHkQYauL/3SHxXoK1059CITrNLq2m7puftN7jokUVsTv5TWyJXQh5fH8maXmpZa2s52bzrdC3/BtDTAHL0DshRhNqRMC15Bx+druIgZ3mRIipWUhFQWbTptJj0tOxIhiI4kpURekQ3C76ixq2ilja7WNo8URgLLgVjlaWl+TsKC8sqS/OX8sqKJppq2rW8tk3eek3//C35kZvmJ+bbqh94oL55bnLmAyXFN872X9Maq6mJpWP5IhaDD4qx+VvsPNMLdv5D4vmfsvOsn+z83cJ5zNZzIyt+CNdzIyDVMB6XrTmGweFoDp1WPY6JuXkO9ZnosmOlLYI9V1l2LFXjKK5P/vBgMKT22uwl1oiroyjeXV3V8Rx+qGG/v8hvdDjNhgpbbmNVSU9sG6XBiO/FbUBDGPVAsIp5RNcdA6RJIBLkNEATz1bS0sUbyzRNTiTcMnhumEyIYRTBAzR0ctptlnTopExVcghR85YJvsuXIH+qpSvfm188MhGIuzzb3MUFu6pi0Ty/w1FmD+cCZQ2lwahCkl0equlQaTp0er8nXh9wOBwGXczkEPAohB9C68CzHDq/opBLuVSBI8JjVP3EKkkklAdzSnNEr81YGL4+zOFsi6I07wNcIjmMOUuZLsuUFYgtbtZ00Bg8GPcpeQlmtbfg7tA5k826YAo3eh1Pq2XTxRzGVH0HsX3nx6cea9m7F57KsSqeIvZfJ1/95+gzxH5roN2szlX9LUrVaqKXuSzEo0I2L+ClmW6hcPSKLQBoMptTiCWbscqoURYuObWTzOQ8KH+I1ow2wUf8j1nLH0+Oj+FH02v5s0EmZ7g+JAfrzqQytY4bgffLjW1ZzU0NIIf7LMJibiWt4mK7IujFxdxsCRqeqR//6guj9XcTzDsVXUfwv09O1mB78s0JY8ySU6rZJ/Tdg+/BnTCGLtQcb3SCmGGHhgj1PHQtNw/38PBSGqFgCagFxA0T4rwyRwYEtPIH/D6tTGmPgJmVZZZJbl3PXYlLP5+lcGqbp8aGPa1mW4stEi0tMvlVQS2XaJonktZ4W69S2a3R+/P8oSzO8D2afwS+JIA+KcqPh4Q10GJ4flktLkqV9iotETumBpbrfewHuOQRaGCptSp5qxCTWqC/vaB3FggaSmlMGsjVSdk6aJqahV4jsky3oGC9pHrG4QGbFaOCfKvf5lcq6AS0dFPPUmq2mYTJXActS2EjhcSnq4fyXcGSkdbugUK30xtqCjhzfXabx53vyoXwJZDn40YqKgMlGm15flVrc1V+uVZfGPSX2hrsZktujiLXarZ/URWAJzw2uy8HZEYPfRmCvtC1vKXxIlqxDiC+zLMdhCbS67oJGqALTrTqHKPSKNZ80R6kkoXQg1BZrFzwiT7X158Y6htMjHR1BbxefM/RPStHDu9ZOdZ9911d3V1dLO9HsWuYG4aYPkSzPjQzTzVGDjIqrP+nMRGglYwuQwOh4TmOnxC3c+G5AbGwOOQMGfVqpbA4MEtgqbC+Hm8ptqUJ8HR5HjDyN2qfwuaprLeB11wequ0cbmuf0ZeOykMF4TxvJMgNS7iW7GBT2OBqj7cMzi0UT3Tk/zDf7K3Nz/OFGf06oL+fG03Rr8Mcr4CRl6f2L6B0I0o38JO/EnY36Tcb1UrwNjfpN7LVsKnVYVcpLwT6H2+b0ZWMbvPZ5bmGyjobkahKQw2dwx2eiD8YKgxzo7MLxVMdEVmrRBpuDhlcHfGm4eb8sC8vzxKoYnZNA534HVnXBFEns2udeGf6fH7G+UTGeW/G+b7N89wH0+dDQjv0OfKt9PULV7neR68D1v0W/JqbyMugSRfEwgkvgIXHZlZl8VLCq9k8jZ2dxZedFaM4C8sEUm9S2AmJm6cTOKwmyJFeY5naGSjj8kQcwt9cp9Wi1yoV4PH6sV/GyhhdmLlx+svcOB/m0q7earjUo5n6zOHfXjB7HFq3JmgsqAybtv/gEHYd0LlscodW6ycv26oKfoQHko3JZyt8siGpzNdV+0/Jw3gd64oKJdJhaTZgyTT0f5itt7GBY9kd75CCD4oTWZjLpiX5UlZgPysTVnbwvLB2N1XfZachi91n97ocVrPOprdp1GDFIXCRZy7hpfBCYfUqi3ijt1zfWtfSd9uxG1f/sb+1r3/P2f6unhFyaXx746BCkpPo37n8Nvel5CsVFRVlL4/+urmusk6c36iEMZWiM8IYC740HAtzcPqN3+Mh/Ixehv4UoeQcyn4SkS8m5+iMNLsegq91/Dhc/0jqOs68ThdV1rPn77vqdePGu7iNXb//qtfp2pEZ/Fm4/rGrvt8D9HWy9z/0vu0P46fh+ieu+jy4LjjBnv/4VZ+3QPu9jL4/SV3nMq/roP1+/Hm4/vBV29djIx4ifyvwb+OMcH3jzCb/sIuucRH4J1zHmdetELbXs+fvu+p1IzbhNnb9/qtez4bnZ8i3Bf5d5f0eoK+Tvf+h921/mHxP4N9VnndA+wn2/Mev+rwF2u9l9P1J6jqXeV0H7feTlwX+Xd7+ZXsaof+WTYsy9yxCf+TGRJn7EqH/vq2Gtuw1hP6HNwvaulcQytgAyBdL7QB05QZAf3j/H/Q/sncP+n+w+87W/XfQ+2ytc/m+Ouj/ux1yLt8jB/0PbnLT6a8UN7nJ3CMN/ScbomXu44YqzeKGbS/IxA3bjijEDdu27puD/ksb42zdFxT98Rt/sr5t7huHMnaGI+j2jd9gS7pNaDJzI5jPWk9b92S0mZRv2d/lIP4+foj8PdsTB+nhWfr3JstxyyHLMQtcI8JmoexeH9srdI1VPKErdvb0be762Yh9sgdOfMBx7W3uAfe1nn7PiRvt5+7wDHivdfevO661P564NfEo/IGvxx9//N1bWczE07wL54T26boSK/S2GCjKCB5o4ZE+HUDgq4YVL3b3dPR393Vh31jy9LimtdWbm4v/obunsy/R29Xf0uKDQ/XcyOjMzOjIHJ5dv4gn9iyXx2IVyY/OD4/Ozo4OzyeWV8pBY4DfwBv0z4w3jDOUKwJH4Nq+jVN4mrPQOh0+M0FlRhudHR2d0y3tbW3Xz/3m9Lm3ZhbfOnX6zZ1sPvAUjgvPmDMybFLZYAvdYZE+d/3ir05f++aOud+cOfvWDB3zduwmHvILWreqZ/sdRlPbH144/Dn1c8ZVw5+rnjoyM9SFhz6iXIo991xsSfmR6GOP0mfb0DTRkTyqC5jtZWhk+xpi8txzQ88/P4St9PM5QbaKNm5C30Unt+jCJZmy2NKntspOKipOVNWdpzwpQ/+O8/E44wm0Vvbuu3h85v9Q72Ib1+GPAR+gDTqmuHEu+c4cZ3lvD8gY2C28nrLLWydkQynYp6OvP3aoaNfwsSPFS8MtNTUtLVVVcjDInxj/2mfANE/edNstN98sbCUI7+uGjxW2vhp5qFmWMquspdsXmL3dFX81jp8OzHmsjvrWj65XwP2FbN6N2eRG/D4W2egp/GRJi7+muKDLV5e33DZ3sKiv7Bq8LVk98sXywd7isqpgbhuY5MnKxbnycxKWO/BD334t2GTzf2KIMypS/qlyLlKwWDie2D5RXzfU11BR1uOuCO5tWzk42jI2UX1cDmbYZG2vq6sebqssjnnMna78+d6OcSUnH6dWWsBmGFeiZzbZCDZZsMdUGOoxMDjGjDLuSH4VN6wsLu7mOEmWVfHkA6PUIm9/4N0HXYlWnaFMl/w3xs8a6Me/Aj9zU/0QYoVMgyxUWkl/FZ3xGBuaHV0DH7PFDWCSpzeQVlOe27ir7gNyvWFBbVS0dN6QLXHi8dkvSaQlM60Hzwn00r0UkilbIs6vXNU2h7bYZezettqoCXcc7NeXaf2FzSOlJiLVd9Zs37e2O7atpjZc63FWy1tu2ZOyzIq8rvkqH1jmA+cnuvoawZSAXS5L22W25wnYZcEs+/AtyQfwK8nfHiJ7ZnvXrwcJLhb3fKAxflSU2M06mUwjzTXgtPjqM4tlDPuOD1SXbKueraiaqeqsDLYW1Cxty6+rKimqqs2PxzvjVbV18l2THdsdrpF4dSIYTNQ0DdrBOBfXjZfgJ/TVpYUlJYXR8uTt9WUlTW57W1lJPeNhEdD27ykemt/HFgNpnD69gRYl7llgna8IWGfkpIbO6um9a7u27Ylrwp0HcLjO46yJxJpr5BLJJDg185U+0anZw6wzXgS/Jtwb7eqLi3Vrg4ALP0zbzgzM5jJ+v8cZTm34xr7xPd5gntudF/Qmp7yhsNsdDtG9r4sBo4S2DFvb0qcQK9WQVaYqsgJyZWW09FoKxJCAje2AjY10bPVswzhjG34x+XE8i51Vv5z45AMT8L429AWiw98RbaO4ORK9rZz9fGfo8ODlbYk7v7XhmeSf0JseeuCTE7+selXgBWAk/pa49xuiS2Hfdys3WUbnvuwvcQW00bJgtz+QN186vddS7HN7c4JiV1+2VLSHreGIO6/crh0w5c6N5DfGXPZAwK7+WZp3GN0MtmcCMFcm4DZV/pu/c/DgdzhL/7qkX+BJDO4RcVkPuBybxQoKyztYbAPXXJyWPp/aF6H/wIGXXionv+sH4EZC3XsWCbJ9EZCw34EPa6t/OPGxT0yS7ySrM/c7WMAfZfsdIBlwlOCPJecnW4Q2KuE9y0CDE2gQF89uXTtgFFcWVNbFpyfCJaurJeGJ6XgdPpoffbqnBQ9hZ/Hndhql+l1PFDvJEG7p+Vw0Au2+Du1Wpvqm9b0+OCj0DIl2+XrhnVio+JfFMtcD+FLrAfD19Y3Tk3nFq6vFeZPTjfXYlR99ir6UOIuf2GmQGnc+Wewahnc+xd7Zgf6DqPHN1JLpma5lVPGzygg68h2lXXp3ONefZ3LUmUuE38Nme50VD8ckKiWt5Z+I8UqlRsH2fA6gHwMtNZs+4I+3b6eyte0P+ZWfEfxKQcO+h98Fv9LjSfmVtJb4HfJGep9t9H+51XVseL6//glrrmJVEw3c+cH+on3Dqyf729zRXWPBUp+noqhgoCTWUlM95CCvDHU1Tvgec/UWNh/Kv703VLo83TUT9g3GukYGwwFvtSe3JuDNS37LVV9S1hCwMSwGmbGSl6jvtHWD6lBb93xra2vLXHcbNlzz+tTM68eO/Gx6/B/hGSc8oxaeuWwzanVrYg4eaptPtGLDiX8cn/7ZkWOvz0yJa5joftTrbD9qdJXNplWfOzIz2DV/6An1lwx0s+ldqozNpgW7sXEaXUIn6NqGSjBVbEfLS9kOt7Ynm+5kuc83MuIPT4zTJTvCuKHrLvebtoUdzrw8pyNcmx4pjLI3kniNvEjHPnOb5hfXy6CTaRn4T+KUdMup78w4JfUuglzQB2H/TtPWtvSpHjWHnLQBZ+hctsOj6ZMbtmzS+QztZGhynK7flwPuPZLGvT92B8vbfGWBfE1NrKQnEMxfojtYlgc8XuWwOSXIb1d0hHLzwvZIsU03YHbNDkQaK5z2UNCmvyfVEYzi+Jvo00wvEF1QFt9raKVboTM8hmt4r/h/KbCrqTseF+8Sff3ExhwuBhbDXbwAnVpc/POfn+sd5PYNgsco7Ckzh94T7jHHBIC0njv384cGyaXB9y4K8U0kY7//VHxzxbb6QmR8+cb6qbNf7x5I9Hf2d5OguLU+BDS+Nnyene7r6mWHl22v39DT1d1z7z2vpjbY7+zuhuMP/6GY8n1w5n8D98AgMAAAAHicnZLNattAFIXPyE5KN1mVrkqZXdxSSbYSExN3kwaqRYgdigmUrmxZliZRNO5oFMi79Bm6LN121WfpW/RIHlwSSqDVMOi7lzP3Z+4A2MNXCGy+T/juWOC5eOfYwxOhHHewL3447uKlt+94B6+9L4538aIjqBTdp7S+tacaFngjnjn2sCc+Ou5gIj477uKt+OV4BzPvveNdjLyfOIXGGncwUMiQw0IiQp87Is3oSfmfUGW5JS6o1LiiN2m1J6j5z+kzqGj32hiWMSscI+TKGLlR1Fgg4CmNG3pLF3HFXZIq+grMSYq2z1OGOVJckxNXX8GlaL0CTvX6zqgstzLqR5Gc5amcaKvlhdFXaWLlSW1zbSrZy61dV8dhmCmb14sg0TdhSeFKl7YKi7lVpZ+ZNL32E8YrCpUweNx2+qfnM9Zu2nqaSn2ck5aspGYniPUm81ltTFpa/zxdqpr+DxRllDRNGZppVhdzQsRL6GOAA4yZaMoVt6S3CR9L5z+MGwX9wcE4nk7jcaybQu7X4W/z/ktT8mGWvzcpt8EvKW/mr9ppyntNyvY9rBioblPn7YRt+1ZuqQkw4j7kPmIZQxYx5EvhGC5TUyldyk2L0trVvLY6V6WVvdtBMAoOgyN/uBwu3Mj+6/4evbTfhHDBnnicvVNXWxtJEOxSQEIICZxzzgGTgzNgjDHRBAccR6tB2mO1KzZgzAVfzjnf2Zdz/It3szMrEMEP93L6Pmlqpmu6arpbFCL5+ecxNdIqH9T4PxSiMEUoShUUozhVUoKqKEnVlKI01VAtraG1tI7W0wbaSJtoM22hrbSNttMO2km7aDftob20j/bTATpIh+gwHaGjdIyOUx2doHpqENpN1Ewt1Ept1E4ddJJO0Wk6Q2fpHJ2nTuqibrpAPXSReukS9dFl6qcBGqQhGqYRukKjNEbjNEFX6Rpdpxs0STfpFt2mO3SX7hFDCGFEEEUFYoijEglUIYlqpJBGDWqxBmuxDuuxARuxCZuxBVuxDduxAzuxC7uxB3uxD/txAAdxCIdxBEfpEY7hOOpwAvVoQCOa0IwWtKIN7ejASZzCaZzBWZzDeXSiC924gB5cRC8uoQ+X0Y8BDGIIwxjBFYxiDOOYwFVcw3XcwCRu4hZu4w7u4h4YMtCQBccUcshDx1OYhoECTFgoYgY2HLjwMIv7mMMDzONpPINn8Rwe4nm8gBfxEl7GK3gVr+F1vIE38Rbexjt4F+/hfXyAD/ERPsYn+BSf4XN8gS/xCI/xFb7GN/gW3+F7/IAf8RN+xi/4Fb/hd/yBP/EX/k4OF3TNtkzXMi0n2mkU8yzSxV0W7WWFAot5pl7f1NEc6yk6umGZkUkRCveI8HheoEifJWA/KxZZxQArZLIsNOiFhrxYkDQ0oodH81Z0TM8VWHicebEJlSc8ktfD3Xld5e/sSDBfWHpIckWRm7gQkaBStwIUldRIxveY8z1Gs9xwWSy4Fpn3HfpBVzr070WnpUNDOlSSXd0h0wvN6TFLOQ3beavC8W02ROUSdoVbL3BbFG418RXbqFXgOZa0yqqW9MocJ2RcwljOeFDMd7QGa1uwtgdrR1yuDfX1CcdgTr5uymZacNbSWgJtJdBeAqV7rfUl0FACjfGpu1N1hp5jAuglYEiQEKHgTEJ1GhdNqDMszaj0m65QpoTiWik4z22rLmtahbhlcgXc++ok4eZtrs4qpyzPDpA+G/AcfU7xHD7LTQW5nsu7imjqQUKlYXoFW2pI4Gv4INDwodJQyNeQPF9D8pSGhEpDEqWGiheZxsueJF/py0ngy/kgkJM0KaeQLyd5vpzkKTkJlZwkSjkfVRW5rVtZRdAsMaslKKZFMficJsZS4bzoYSndotFySvWMZ7k8mzHkLi2elOG2GFd1KSnkNG4qFzWS6uhmzlB5UkVmc9PgUyqellt7wXU1c1zh1plWbyganrPcd7nBJU9T4/t/VbWsfCmHi//hwrbS4E7gms94TFUpmbM5E08rFZA7rh7wazLiHzfN3YWipDJiv/ia2iC+WKUa5mi6rum25qmOpD0zK1qgWXZQZf8KX0gYzzAlnJbni4nSMpGrG1m+ouHlZS5rfooVRNEdZmb/ez/Lu7h6555c1WU1Wz5XS2dyRUlX1nDJmD5p6Fc//heyObWUAAEAAf//AA94nGNgZGBg4AFiEyBmYmBjUGGwZWBkcGGIBZJJDDOA5DKGVUCZ1QzrgOzDQMjI4MTAysDHIMYgx6AG1MfIwMLAyGiFQYNM4wKyPBgYmSZi8CDmMgAA4a0LVQAAAHicrZM7aFRREIa/uzeb7G6eJpZxkSgqQSy2SGERVERcWcgiIYWI5CbZbIL7gMv6AkkhwUJSCAaxECuJb2219f1+BDRRg4iFle9o1ELinNljNKsGC4v7z8y9M/8/c+YeHCDitDjjRNauS7TT6vleF0nPz+bY3JVLx+jr3uVnKPSktsfYm07lfQ6l/dRWjma8Qo4XhT6v31lImfAwPa3WIUDVzBtHvJ9+8BffnaPqTzwV1BFYnUyuJxo3uKIk00RBG4VK4rDE/14dKYkrZ/VRTnVPLp8l2et73XRk+tMenZl8d4ZexYyir7hTcUBxUHGf4n7Fg7ltWZ/DqmK0XOGukN5NHFGsUqxUrFGsVqxVdG1/Bh1FFMtk1iaaibGSNWxgI5voQrbIbgYZYlg0i/l7rB22dsTa89betHbU2ifWPpNOEeWXTqj4xlksquI7y23caa1lDgSsTVjbIdU1UnOaU5zhrHbdww4GOPCfv5iNjWD0G2jU7stl/tnxkJ5g/W+5rniN+qV4umH9doGL9syPzJlhvHNylqoxPTWrtkWekGy9ivlS38QyTgpXnDZOqE1wXPLbOCaY0J7iqhgXb4ns9xIPuCd7uctlrnCVa1znhuzrFre5w33Jcu0Nq2WeRA0sELUA7SzV2oc8YoxxHstOnzJhuZ7/he0Vr3nDW97xng9M8pFPTPGZL3wVzqD+ucg8IVGMyDRBWuXPi7IFj0WS0SznU1Qd49uM6g9Nw2+YJ/UcTddBYQoLk7l51TJBncxQLxNEhbuVVXpHA8I4qv+/a+526Zvvu1nON3icrVdbTBxVGP7OzM7eYXdhl3qpxjSUUpNiQ5tAgRJiWmLrvbb1UkSgpWALaFbEoIh3rZdqrVX71Bhj+uCD6YPxgQef9hlfeTPZF1/2mZea4Hf+mdmd3ZldIDhfZubcz/d/c+b/z4ECEMcf+BfxY8NPnMbgeH58AifH87NzOD0xN9WN0fOL+RlMX5hc6Mb81ORreSxP5Scv48rM+PwcbsxPj7+KnxDiONjYgGLKTaNhSm1arzxpw5M2YV2ezM/hIXl2yvOgPHvlOciGBm9T3sp5G/K2x9TpECwkkcVudKCLJVHWPey81+RtRK/Hlu2SlNMiNc33zzLGEKb5DmO7l8E+CcJEijCQJhQyhEHmgywfJUzmYmRo8R0nDHJNcj7dR0kfU/ooPIAH2WqICGGMCLEsypI450ixXYZjjsKILGnW1nD4EnvsopIl3uuiaUnuzkrahZ0Puio93TxRcvO6NmDsu87Yum25hWfMgvNeCZ5Xl9dlcre2ZBu8i2XeqxsF5oqSKtp87DrmV+uPupXLxyrbsHVhY0WYxDWjmprCVkfxjbpWPZInHWCdq7ejwHr1CL6vV6ysKM98nQHjNvg+m9Xu7Kq3mlnzT838NbrW2LUuK7lStsWvUN82z4qsSrn/jp33869pvbZJ6+2twWqbPR5C/puSrYC7cuSv8f5dQV/+78ZzVTP2+JMVQv5AeRe0pY5/WqmsUuazAa3vNG7dyGbfZeCg+OSY+OSYeOOEeOO4eOMEJogkzhMmLhC7MUncj4uEiSkiwrgxjWZcIpKYIdKYJUy8TiSRJ1J4g2jGPHEf3iTCWCCSWCQMvE1E8Q4RwruEgWXiXrxHNOF9QuEDIooPiQw+IkL4mGjFZ8QuXCEMfE404QuiBV8SCl8RbbhKKHxD5HCNyOJbwsJ1QuE74h7cICx8jx9Y8iNh4SahI/UBn0ZRj0ZR0SghGhmiiyGKNIkiCdHCEC0SokKTqJATFSxRIYG3iDbRQokWYSxhydFCiRYR0SLp0SIsWjSLCml8QoTwKRERRVpFkYgokhRFUh5FWkSRCL6mIkoUyYgipkeRrChiehQxy4okRBGIIooj61g/QZut8iqYpZ3a5hS//gL5LZJfjryuYg/nvIn97Pen7DtyOIxhPIOzjPUX2XOMXMc48y3iF9b8ht8lfYvpEHr4txzhWu/jPcB/VH+dl/Ak/07FVDfzKa75DG+FfrbRpQO0VO+MUuyb4b2H6XbWDfE9xps7E7bXrXWqJPVKnjpfdPIH8ArzFtNxyee4FhJox17s4+z7OfchWtKDI+jjjIN4lHxfJLcRvVuxZrSt5lroGr9zW80/GrQ3WN9O3PC39e9cxGsUq9vX+KdCVTxcqbdD2cnljO/zpUHW1upC31diVF6t2i/ImI4P9bSXfJE1rgVxSHSwd0PVntLZwZWqdxPOXsq3j/Aq60SJ6ph1p74FO7rKnOn1SzoO1O4rZY9VQFbb4driRLfgFTYmiYC4FnT51HHjpD1Dwbv/ql0321rLW9bs/1LXGWdAnh41AveQy+WUtsmQs4rFGKA9YVRiQ1qQktiQpn9op9/sIBL0E/vYo5MI8YTWRS/8CBGn59B+6xChfeFhpnuIJvQSYfEnMfQTLeSofdlRIoNjhMIJIovHCUUf+iyfZ4hmPE8kxf9YOEe00g+NMH2b0H6tXXi3CO8WOYvlhL3Nv1XYp4S9JewNniX1adLmWmGZ9rBMCL+Y8MvKCS4nLEM4TkTpDx9zGMdxkmgW3lE8haf51OxNnCIUniNMnCZse0xGh7NUxLbqBcKkbSPU4mUiI+fEHC37VeLRXjkt2mfFdnLX/rmLSrseulfY9pPrUbI7TlYnyEPPf4rznuEcWrdzHP82reyTKNXGL22fvPWlnNuQU3flTGufZu1zrJJooUs7ZAR9Mldyjvf2V1jFX05rpv4Dp/yUxAB4nGNgYGBkAIL7104bguhHrH9PQunbAFU4CB8A') format('woff')}"
}
}
]}