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"_text":"Αυτό είναι το σύμβολο BONUS. Εμφανίζεται σε όλους τους  κυλίνδρους.",
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"_text":"Εισαγωγική Οθόνη",
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"_text":"4096 τρόποι για να κερδίσετε",
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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":3354
}
],
"fileID":3479
},
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"name":"Paytable_mobile/Paytable_landscape/Page5/Content/RealContent/RulesTop/AllValues",
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"_text":"ΟΛΕΣ ΟΙ ΤΙΜΕΣ ΕΚΦΡΑΖΟΝΤΑΙ ΣΕ ΠΡΑΓΜΑΤΙΚΑ ΚΕΡΔΗ ΣΕ ΝΟΜΙΣΜΑΤΑ.",
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"width":1400,
"height":25,
"overflow":0
},
"fileID":3355
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],
"fileID":3480
},
{
"name":"Paytable_mobile/Paytable_landscape/Page4/Content/RealContent/FSRulesBottom/FeatureHolder/Holder6/Feature6S",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
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"guid":"23a5e3a1c464827479197e8bb5ef02f1"
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"fileID":3232
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{
"componentType":"UILabel",
"enabled":true,
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"guid":"cce3692bd006d6b468243a890672be95"
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"_text":"6        δίνουν 100 δωρεάν περιστροφές",
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"anchorX":0,
"width":580,
"height":75,
"overflow":0,
"spacingY":5
},
"fileID":3356
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],
"fileID":3481
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{
"name":"Paytable_mobile/Paytable_landscape/Page5/Content/RealContent/RulesTop/MultpiplePaylines",
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"_text":"Όταν κερδίζετε σε πολλαπλούς τρόπους πληρωμής, όλα τα κέρδη προστίθενται στο συνολικό κέρδος.  ",
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"width":1400,
"height":50,
"overflow":0
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"name":"Paytable_mobile/Paytable_landscape/Page5/Content/RealContent/RulesTop/FSBWins",
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"fileID":3234
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"fileID":3483
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"name":"Paytable_mobile/Paytable_landscape/Page4/Content/RealContent/FSRulesBottom/FeatureHolder/Holder3/Feature3S",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"fileID":3307,
"guid":"23a5e3a1c464827479197e8bb5ef02f1"
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"children" : 
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"psr":"d"
},
"fileID":3235
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{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"_text":"3        δίνουν 8 δωρεάν περιστροφές",
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"anchorX":0,
"width":580,
"height":75,
"overflow":0,
"spacingY":5
},
"fileID":3359
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],
"fileID":3484
},
{
"name":"Paytable_mobile/Paytable_landscape/Page3/Content/RealContent/Wild/WildRule2/Label_2",
"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"parent" : 
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"fileID":3307,
"guid":"23a5e3a1c464827479197e8bb5ef02f1"
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"psr":"d"
},
"fileID":3236
},
{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"_text":"Το σύμβολο WILD εμφανίζεται μόνο στους κυλίνδρους 2, 3, 4, 5 και 6.",
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"anchorX":0,
"anchorY":0,
"width":439,
"height":100,
"overflow":0,
"spacingY":5
},
"fileID":3360
}
],
"fileID":3485
},
{
"name":"Paytable_mobile/Paytable_landscape/Page4/Content/RealContent/FSRulesBottom/BaseHolder/Holder4/Base4S",
"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"parent" : 
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"fileID":3307,
"guid":"23a5e3a1c464827479197e8bb5ef02f1"
},
"children" : 
[
],
"psr":"d"
},
"fileID":3237
},
{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
{
"fontName" : 
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"fileID":12800000,
"guid":"cce3692bd006d6b468243a890672be95"
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"_text":"4        δίνουν 15 δωρεάν περιστροφές",
"fontSize":25,
"anchorX":0,
"width":1000,
"height":100,
"overflow":0,
"spacingY":5
},
"fileID":3361
}
],
"fileID":3486
},
{
"name":"Paytable_mobile/Paytable_landscape/Page5/Content/RealContent/RulesTop/HighestWin",
"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"parent" : 
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"fileID":3307,
"guid":"23a5e3a1c464827479197e8bb5ef02f1"
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"children" : 
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],
"psr":"d"
},
"fileID":3238
},
{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
{
"fontName" : 
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"guid":"cce3692bd006d6b468243a890672be95"
},
"_text":"Μόνο το υψηλότερο κέρδος πληρώνεται ανά κερδοφόρο συνδυασμό στον ίδιο τρόπο πληρωμής.",
"fontSize":25,
"anchorY":1,
"width":1400,
"height":50,
"overflow":0
},
"fileID":3362
}
],
"fileID":3487
},
{
"name":"Paytable_mobile/Paytable_landscape/Page4/Content/RealContent/FSRulesBottom/BaseHolder/Holder6/Base6S",
"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"parent" : 
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"fileID":3307,
"guid":"23a5e3a1c464827479197e8bb5ef02f1"
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"children" : 
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"psr":"d"
},
"fileID":3239
},
{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"fontName" : 
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"guid":"cce3692bd006d6b468243a890672be95"
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"_text":"6        δίνουν 100 δωρεάν περιστροφές",
"fontSize":25,
"anchorX":0,
"width":1000,
"height":100,
"overflow":0,
"spacingY":5
},
"fileID":3363
}
],
"fileID":3488
},
{
"name":"Paytable_mobile/Paytable_landscape/Page6/Content/RealContent/MalfunctionLabel",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
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"fileID":3307,
"guid":"23a5e3a1c464827479197e8bb5ef02f1"
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"children" : 
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"psr":"d"
},
"fileID":3240
},
{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"fontName" : 
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"guid":"cce3692bd006d6b468243a890672be95"
},
"_text":"Οποιαδήποτε δυσλειτουργία ακυρώνει όλες τις πληρωμές και τα παιχνίδια.",
"fontSize":25,
"width":1400,
"height":25,
"overflow":0
},
"fileID":3364
}
],
"fileID":3489
},
{
"name":"Paytable_mobile/Paytable_portrait/Page3/Content/RealContent/Wild/WildRule1/Label_1",
"activeSelf":true,
"layer":0,
"components" : 
[
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"componentType":"Transform",
"enabled":true,
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},
"fileID":3241
},
{
"componentType":"UILabel",
"enabled":true,
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"fontName" : 
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"guid":"cce3692bd006d6b468243a890672be95"
},
"_text":"Αυτό το σύμβολο είναι WILD και αντικαθιστά όλα τα σύμβολα εκτός από το         ",
"fontSize":55,
"anchorX":0,
"anchorY":1,
"width":1024,
"height":250,
"overflow":0,
"spacingY":10
},
"fileID":3365
}
],
"fileID":3490
},
{
"name":"Paytable_mobile/Paytable_portrait/Page6/Content/RealContent/RulesBottom/MinMaxHolder/MinBet/MinimumText",
"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
"serializableData" : 
{
"parent" : 
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"fileID":3307,
"guid":"23a5e3a1c464827479197e8bb5ef02f1"
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"children" : 
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"psr":"d"
},
"fileID":3242
},
{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
{
"fontName" : 
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"guid":"cce3692bd006d6b468243a890672be95"
},
"_text":"ΕΛΑΧΙΣΤΟ ΣΤΟΙΧΗΜΑ: ",
"fontSize":55,
"anchorX":0,
"width":604,
"height":56
},
"fileID":3366
}
],
"fileID":3491
},
{
"name":"Paytable_mobile/Paytable_portrait/Page4/Content/RealContent/FSRulesBottom/BaseHolder/Holder6/Base6S",
"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
"serializableData" : 
{
"parent" : 
{
"fileID":3307,
"guid":"23a5e3a1c464827479197e8bb5ef02f1"
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"children" : 
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],
"psr":"d"
},
"fileID":3243
},
{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"fontName" : 
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"fileID":12800000,
"guid":"cce3692bd006d6b468243a890672be95"
},
"_text":"6        δίνουν 100 δωρεάν περιστροφές",
"fontSize":55,
"anchorX":0,
"width":1000,
"height":100,
"overflow":0,
"spacingY":5
},
"fileID":3367
}
],
"fileID":3492
},
{
"name":"Paytable_mobile/Paytable_portrait/Page4/Content/RealContent/FSRulesBottom/FeatureHolder/Holder2/Feature2S",
"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
"serializableData" : 
{
"parent" : 
{
"fileID":3307,
"guid":"23a5e3a1c464827479197e8bb5ef02f1"
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"children" : 
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},
"fileID":3244
},
{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"fontName" : 
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"guid":"cce3692bd006d6b468243a890672be95"
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"_text":"2        δίνουν 5 δωρεάν περιστροφές",
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"anchorX":0,
"width":1000,
"height":75,
"overflow":0,
"spacingY":5
},
"fileID":3368
}
],
"fileID":3493
},
{
"name":"Paytable_mobile/Paytable_portrait/Page3/Content/RealContent/Scatter/ScatterRule1/Label_3new",
"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
"serializableData" : 
{
"parent" : 
{
"fileID":3307,
"guid":"23a5e3a1c464827479197e8bb5ef02f1"
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"children" : 
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],
"psr":"d"
},
"fileID":3245
},
{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"fontName" : 
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"guid":"cce3692bd006d6b468243a890672be95"
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"_text":"Αυτό είναι το σύμβολο BONUS. Εμφανίζεται σε όλους τους  κυλίνδρους.",
"fontSize":55,
"anchorX":0,
"anchorY":1,
"width":925,
"height":424,
"overflow":0
},
"fileID":3369
}
],
"fileID":3494
},
{
"name":"Paytable_mobile/Paytable_portrait/Page5/Content/RealContent/RulesTop/FSBWins",
"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
"serializableData" : 
{
"parent" : 
{
"fileID":3307,
"guid":"23a5e3a1c464827479197e8bb5ef02f1"
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"children" : 
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],
"psr":"d"
},
"fileID":3246
},
{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
{
"fontName" : 
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"fileID":12800000,
"guid":"cce3692bd006d6b468243a890672be95"
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"_text":"Τα κέρδη των δωρεάν περιστροφών και των μπόνους προστίθενται στα κέρδη της γραμμής πληρωμής. ",
"fontSize":55,
"anchorY":1,
"width":1400,
"height":165,
"overflow":0
},
"fileID":3370
}
],
"fileID":3495
},
{
"name":"Paytable_mobile/Paytable_portrait/Page3/Content/RealContent/FSRulesTop/FSRulenew1",
"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
"serializableData" : 
{
"parent" : 
{
"fileID":3307,
"guid":"23a5e3a1c464827479197e8bb5ef02f1"
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"children" : 
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},
"fileID":3247
},
{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"fontName" : 
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"guid":"cce3692bd006d6b468243a890672be95"
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"_text":"Πετύχετε 3 ή περισσότερα σύμβολα BONUS για να προκαλέσετε τη ΛΕΙΤΟΥΡΓΙΑ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ. Πετύχετε 2 ή περισσότερα σύμβολα BONUS κατά τη διάρκεια της λειτουργίας επαναληπτικής πρόκλησης.",
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"width":1400,
"height":800,
"overflow":0,
"spacingY":5
},
"fileID":3371
}
],
"fileID":3496
},
{
"name":"Paytable_mobile/Paytable_portrait/Page6/Content/RealContent/RulesBottom/MinMaxHolder/MaxBet/MaximumText",
"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
"serializableData" : 
{
"parent" : 
{
"fileID":3307,
"guid":"23a5e3a1c464827479197e8bb5ef02f1"
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"children" : 
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],
"psr":"d"
},
"fileID":3248
},
{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"fontName" : 
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"_text":"ΜΕΓΙΣΤΟ ΣΤΟΙΧΗΜΑ: ",
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"anchorX":0,
"width":578,
"height":56
},
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],
"fileID":3497
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{
"name":"Paytable_mobile/Paytable_portrait/Page3/Content/RealContent/Wild/WildRule2/Label_2",
"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
"serializableData" : 
{
"parent" : 
{
"fileID":3307,
"guid":"23a5e3a1c464827479197e8bb5ef02f1"
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"children" : 
[
],
"psr":"d"
},
"fileID":3249
},
{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
{
"fontName" : 
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"guid":"cce3692bd006d6b468243a890672be95"
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"_text":"Το σύμβολο WILD εμφανίζεται μόνο στους κυλίνδρους 2, 3, 4, 5 και 6.",
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"anchorX":0,
"anchorY":0,
"width":982,
"height":328,
"overflow":0,
"spacingY":5
},
"fileID":3373
}
],
"fileID":3498
},
{
"name":"Paytable_mobile/Paytable_portrait/Page5/Content/RealContent/Volatility/VolatilityDescription",
"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
"serializableData" : 
{
"parent" : 
{
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"children" : 
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},
"fileID":3250
},
{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
{
"fontName" : 
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"guid":"cce3692bd006d6b468243a890672be95"
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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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"anchorY":0,
"width":1400,
"height":330,
"overflow":0
},
"fileID":3374
}
],
"fileID":3499
},
{
"name":"Paytable_mobile/Paytable_portrait/Page5/Content/RealContent/RulesTop/AllValues",
"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
"serializableData" : 
{
"parent" : 
{
"fileID":3307,
"guid":"23a5e3a1c464827479197e8bb5ef02f1"
},
"children" : 
[
],
"psr":"d"
},
"fileID":3251
},
{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"fontName" : 
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"_text":"ΟΛΕΣ ΟΙ ΤΙΜΕΣ ΕΚΦΡΑΖΟΝΤΑΙ ΣΕ ΠΡΑΓΜΑΤΙΚΑ ΚΕΡΔΗ ΣΕ ΝΟΜΙΣΜΑΤΑ ",
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"width":1400,
"height":110,
"overflow":0
},
"fileID":3375
}
],
"fileID":3500
},
{
"name":"Paytable_mobile/Paytable_portrait/Page6/Content/RealContent/RulesBottom/MalfunctionLabel",
"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
"serializableData" : 
{
"parent" : 
{
"fileID":3307,
"guid":"23a5e3a1c464827479197e8bb5ef02f1"
},
"children" : 
[
],
"psr":"d"
},
"fileID":3252
},
{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
{
"fontName" : 
{
"fileID":12800000,
"guid":"cce3692bd006d6b468243a890672be95"
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"_text":"Οποιαδήποτε δυσλειτουργία ακυρώνει όλες τις πληρωμές και τα παιχνίδια.",
"fontSize":55,
"width":1400,
"height":110,
"overflow":0
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"_text":"Εισαγωγική Οθόνη",
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"width":513,
"height":109,
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"_text":"Οι επιτυχίες δωρεάν περιστροφών δίνονται στον παίκτη μετά την ολοκλήρωση του γύρου. ",
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"_text":"4096 τρόποι για να κερδίσετε",
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"width":1400,
"height":110,
"overflow":0
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"fileID":3256
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"_text":"5        δίνουν 25 δωρεάν περιστροφές",
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"width":1000,
"height":100,
"overflow":0,
"spacingY":5
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"_text":"Το συνολικό κέρδος δωρεάν περιστροφών στο ιστορικό περιλαμβάνει ολόκληρο το κέρδος του κύκλου. ",
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"fileID":3258
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"_text":"Όλα τα κέρδη πολλαπλασιάζονται με το βασικό στοίχημα. ",
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"width":1175,
"height":110,
"overflow":0
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"fileID":3259
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"_text":"Ο αριθμός των δωρεάν περιστροφών που κερδίζετε βασίζεται στον αριθμό των συμβόλων BONUS που πετύχατε ως εξής:",
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"height":800,
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"_text":"Μόνο το υψηλότερο κέρδος πληρώνεται ανά κερδοφόρο συνδυασμό στον ίδιο τρόπο πληρωμής ",
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"width":1400,
"height":220,
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"fileID":3261
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"_text":"5        δίνουν 25 δωρεάν περιστροφές",
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"anchorX":0,
"width":1000,
"height":75,
"overflow":0,
"spacingY":5
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"fileID":3262
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"guid":"cce3692bd006d6b468243a890672be95"
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"_text":"4        δίνουν 15 δωρεάν περιστροφές",
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"anchorX":0,
"width":1000,
"height":100,
"overflow":0,
"spacingY":5
},
"fileID":3386
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"name":"Paytable_mobile/Paytable_portrait/Page4/Content/RealContent/FSRulesBottom/FSRulenew3",
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"layer":0,
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"_text":"Κατά τη διάρκεια του γύρου ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ όλα τα σύμβολα WILD έχουν έναν τυχαίο πολλαπλασιαστή 2x, 3x ή 5x. Όλοι οι συνδυασμοί που κερδίζουν και περιέχουν τουλάχιστον ένα σύμβολο WILD πολλαπλασιάζονται με το γινόμενο όλων των πολλαπλασιαστών WILD του συνδυασμού.",
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"width":1400,
"height":500,
"overflow":0,
"spacingY":5
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"fileID":3387
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],
"fileID":3512
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"fileID":3264
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"_text":"4        δίνουν 15 δωρεάν περιστροφές",
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"anchorX":0,
"width":1000,
"height":75,
"overflow":0,
"spacingY":5
},
"fileID":3388
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],
"fileID":3513
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"fileID":3265
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"_text":"6        δίνουν 100 δωρεάν περιστροφές",
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"anchorX":0,
"width":1000,
"height":75,
"overflow":0,
"spacingY":5
},
"fileID":3389
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],
"fileID":3514
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"fileID":3266
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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
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"fileID":3390
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],
"fileID":3515
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{
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"fileID":3267
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{
"componentType":"UILabel",
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"guid":"cce3692bd006d6b468243a890672be95"
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"_text":"Κατά τη διάρκεια της λειτουργίας:",
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"width":959,
"height":165,
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},
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],
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{
"name":"Paytable_mobile/Paytable_portrait/Page4/Content/RealContent/FSRulesBottom/BaseHolder/BaseTitle",
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"components" : 
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"fileID":3268
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"_text":"Στο βασικό παιχνίδι:",
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"width":800,
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"overflow":0
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],
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"name":"Paytable_mobile/Paytable_portrait/Page5/Content/RealContent/Volatility/VolatilityMeter/LabelHolder/VolatilityLabel",
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"layer":0,
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"_text":"ΜΕΤΑΒΛΗΤΟΤΗΤΑ ",
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"anchorX":0,
"width":198,
"height":22
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"fileID":3393
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"fileID":3518
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"fileID":3270
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"_text":"3        δίνουν 8 δωρεάν περιστροφές",
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"anchorX":0,
"width":1000,
"height":75,
"overflow":0,
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"fileID":3271
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"_text":"3        δίνουν 8 δωρεάν περιστροφές",
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"anchorX":0,
"width":1000,
"height":100,
"overflow":0,
"spacingY":5
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"_text":"Όταν κερδίζετε σε πολλαπλούς τρόπους πληρωμής, όλα τα κέρδη προστίθενται στο συνολικό κέρδος.  ",
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"_text":"Το υποθετικό ποσοστό επιστροφής παίκτη (RTP) αυτού του παιχνιδιού είναι {0}%",
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"_text":"Το μεγαλύτερο ποσοστό επιστροφής στον παίκτη (RTP) γι' αυτό το παιχνίδι είναι {0}%",
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"activeSelf":true,
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"enabled":true,
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"fileID":3275
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{
"componentType":"UILabel",
"enabled":true,
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"_text":"To ελάχιστο ποσοστό επιστροφής στον παίκτη (RTP)  γι' αυτό το παιχνίδι είναι {0}%",
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ZUnuk04wKmR0xJQBP7mR4xTgeyMxglGfoBDyZMdgAAAHicPcFNSFpxAABwe36kz/deas/3/s/vz//zff19DYkYO4TICJEYQyRi7CQiERLSYYiHiBEepINIhyFjeIgOMSI8xBAJiRESHjqMHTpERIwIGTEeY0TMjbHfT6f7T9ZldXsTjok29gRbxMrYDvYZG+kpvahP6wv6D/pTA24oGtoGzZgzVo3fTGnThqljGpi0SWIyb6bMC+b35hsLY0laipYjyyVuxp/iRXwL7+P3VmRdsXasv4gXRIl4R5ySDJkkC2SDPCSH5IhiqAT1mvo6tTBVt2G2rG3XPmsv2dv2W4fPkXC0HffT8nSbpuki3XOanIvOqvPMqTFzTJ7ZZbrMI5saz7FFtsLW2SbbYgeAAgzwAQgQmAVr4A3YADXwCfQ5gqM5D1fl3nLX3HfuwWV20a6G69GtupvuH56Up+0ZeQPemLfno3xp34HvyI/8Vf9JgAikA5uBYRAGS8FB8EvwKjgKqaFG6DikhT3hufB6+CR8F3kZ2Y6MoovR5WghWo5uRhvQAVfhOqzCOmzBfdiFZ/AC3sEHnuA9vMw/4zP8K36Vr/J1vsXv893xm5guJsdWYtuxYwETaKEg7Ak94Vz4KTJiaHxezIlb4lC8EDXJJiEpJS1Jeaki1aRDaSBpckJeluvyUL5UkLKm7ChdZahcKRpKoOcoiwqogmqog/poFAf/RuLJeDP+MT6I36o6lVGhmlHL6oHaU8/Va1WbmZ/J/L30528nCaOXAHiczX0JfBxHmW9V9fSMNKM5eg7NPdLcI43u0eg+RrJuje5bsm7bsmT5ii85PmI7iclJghOSEEIIS5INECAhBwSSBbKwC94kPNgk7C4QWEg2C0vyAgshuxuN3lfVPaOR7bC8t++379nWjLq7uuqrr776f0d9VUYEtWz8Fr1ILiIOaVFOzIEQwrMI4yM9iBBuHnHcSa7X5xV0Mo0tXOnlIlx5RaQs22SUez2BL3ZbT10Xctrz8uzO0Mv43fWDwdzcYNDjQQQ14e/gFVavAvliboJpxTwn46Bu1CuTISRTyBRyHgpwglxjDhs4L+eGn0eN24w4Dz7IxUQCE/qDoD4LfOyF+uwoB7XHWrKUJEOrU3MKlKHYrZETxHMECuIlFc7MPNIjw4QcJb0I5bicDnjHbrNazEC1QUj90eSEsSJi8iq8lewnGmE/EQX7MfFwiX/uuP7O0GDobKDff+Im57nbg0Oha4P9oZOJ82edZ/HnL/S8BH96LvT8D/jTc+ECgs5UbfwVySR/QB6Uh0pQXay6JD/Pa7WYjBkyJSa5HNBI4kAeh4HgMwjYwmO0gniemwVmH+N7cwQh26STaxzhyiIcjLqwOVqEo+UVldGICS4UcNPkIjAACpNX0GCTMdtsaIACgeB6zZLXtzeye3p1oqliMuT29gYapsp2LzYVF+WVN0VKwlVF2KBbEOz4a7lDHV2j8uEhYhRGNQbuK8aC5vL2SeUquVbmd3mC2sQ/yoM5uT4diAPiUcHGu1yIvIxUICNm5EVh9LHux6z947ECNZZrcAYvz4AeIJzJ4+UsDGM7r+KUHEInelBmJplXiINhj5VfXlyFOe5Ij/iSErNXoDB9TzGPFIqTit6JWNjvs1oEXVYWRnlBX9gfznFavFavyaAzC+YsbZZWo1bwSIVVWk122JAUTmAZj72Y95iMkbJoOZ923yzd+1ZPX/dAV28nCSYOT+BbEmebmlrxtfH+7oHu3s7+pqYW8vKRlZVjx1ZWjijXK8jF2EfvvvujcGt5bW155UjXR++666OIjnnpxrvkZ+QVkMwwiqJTMX3AJuewLKpRcDwWMOG5uMgvr4J1VC52FGMyz2HWXZ6XfqVscl9aahZJhZITciJmdudiFCnNDbvDwAetSolycE4G9B+zfirMDbgyosEKszeowWKvK5kYmT1yKjJMYjgmPpGyikpcNrg4WP+4JVe1qi0PXript+hgz97TfS2ekt0j/jJPTmVpUX9RtL2mcsBJXhnoik36PpfbV9hwqOjD3YHi5en4dDAwEOkaGQn63dXunKqAJ5T4G2d9caTeYwURByxAjzIssMayGcIQzGCAcY8TOGn6P5qa9VTuMAptLGAbvKdGhpgOGIFm4fYR3JttIBpL2ABdiogTwFuEQ+3x2bb29taZeDvWX/2LqZmfHzv8s+nxn9J6XFCPLlVPEuGQVA8GdnnFGRRxYazr6J5pbWtvne3uwPrjPx2f/tnhYz+fmfoF1BPApThB3kMa5I3lqrNUyswMQDAZTGQ16gTy0DHWJQ3SEDoSikqzwqwIKoKVwUpzELcZn9M+cXh6qGvuqsd1XzWR956N7tTeW/bII2X3andGn4X6S9B+oiRDMM8CMS/MEMKPyTACxKTARmUEBIEnfQy+GEJgwC+TNwq4FY3gtm99axD+4RsHvvvdgYu034GNa9B30WGUgSwxE4UaPCZxEaM+A+t8JciIl8rKd9Ul1h6NI2NlOXpNRc2HymkZP/opduJqGCNXzI7oq2PJ0UO4L23wKDb53/vp5KQ4bkynoHPQD4nf8/DuSdzr87Am0zRIS9DpyMtzOIO1Sc1B38+Ej7WkvDBR6YH7R7fISybMbbyWeHcnVpKLdHKCjiiEeaiFeahGVqbLOI61zDAFzcPLJ1Gvz+f3Ul2GjdK8aMBADc+mAYiA1yMn2tKVsRNHilfGrl5L3FDX1dnQ0NlVh3cdfnD8Lz9/6KGxb37hlptvuvXmm29mtPbDx2FoPQvZYxZlJs9Bg3G0SbJNR/vs9gogrRqsxcHKCD68TIjaoe+teGEc/4O/wam2ahtbHhB5VwR6TgNYa0eFsXwNDL0aAzCAFHBxBhjQFegPx7G5APUH/SGmm/NwtLKBiD1QBFmnTEbaoMlNNIncr1R0+GKR0t786vC++K4jRcPV1+Opwa9VDnQXVFT5PO2+6O6x6vm5yrOAyygMfMwAGvJRY6zOj2W8D1PFTTgtUKCBsefjMA4ENNgyksn4eRBNBlRJHvt9bp8/nwkoVVMubBKZTbWZyOYwjqb4LVGLfzvUPDJae2KueqGgcKl4qn9urql5arCxtnLAWx482LX/EPF3jmpkyrH2hvlKvWnObGltqKsaa6ksiXosna4wbZwgI3zkkReREn4Lx0IaLOMASGUkzmMZsBHL0BKiKgfIPYp7rYJemkp+OpHcURwRIkEYKi/MCy5C8haXEk/hzuXFizIsyzBnPffm/fffP4x/lAg/XzzkMObrEm8Dv2qBX3KQARdqiTU5zIRD2UqwnjKBW1ycwjhofW4ZuCSbBX4x0yo5JTAzTYx6TRaoMBd2KVIQvoVfjE0Gt8mtaMDYtnLuw+eq5j2+peLuyYExZ4up1I73J97SCeX4a/t2HThrNMybbK2dTa1K3oknZr4GVhLjDdVTAvlboLMANcRqgT4ENgloKBloKHjOywi/nBzHEz1yUENJjZObE/DlFOQW+II+vwLEzVDewMGgmU1AmoYoIpLAAdVF2CyRTLHZhUuFcPzIkKlcHyhpnSy3cPLs/sbpg6f2tB5s/kN1R2NjOObLbcAlDcf3DBbLZBNZ+V0LVb6SQ8sHz7bcfKy7r7HLV+XM643QuRGETlAclyN/zANmE51pKXuVS5p88FguCDKYdRHsjrpN+Cx2Jm7Ev0y8TlZn4uvnEEMRihV0njlQCHR2RSwS8WYrKJSDoFC0kInaV4IQGCmXE6PCsDPkCuk0yIEdcjZSVLblCmqPpeCE6dkGvEXRJuGlGMOUdjYuVPdW5reHa1c7Dp8ONQfL22oW6spiraXFTbHnWtpa2ntqtfVN5OVgvDo26DBF20vqxkp2TpV0lutdI01V3aGh0sKyymxjdVlhaaKyJNZYVhqzym2tSMJAtTTGMHuVIIOZmNqcAuZxN1UqmCfLqaHdMm8vHWTASI6JIVDfQOicEC2JCHQ7yLoH96F/RYBSMMpHh0wVQqikZarcQuTZvc3T+0+vtB2go9zQWBDz5TTij9Uf3zNULOMnsvK6Fio9pYd2HzzXcvNavDcGo+wK9ZaLcir6JCHQH2aG4xKFp7f4JD6fR8YEcVObCFfSLMlv/NOQ2x0KeDyJc5u6hqAc0JEvsLZMyBGzUlzjyGKqSdxrNF3ekIFpTVIZaQ6JtYfOqkstvUqDjt+z2c5joEkDYyNehutUt6vITiqcT4COKAsX4qjfpMZElfADntyJV/d/v+qtiUfvAZrK0StEjv+F+U7FsQJwlSQTgHAcGaNMmOUBfLm+K7lRIPE8/JTjHySK8A/wvQMD3x4cRJfRAAZqWbgSiOBNfAleBQJ+lPB/555HJ96q+j7lS+bGb/FDMD9coAXKYsUU9YFYRChOUB6dSep1Nklk8wBsJ2XgKdr9ebzGTpX8ldSRQkOc2KtIY+XN/lJfvlBdUdzrD4R3NSzscUR9bnfWmCnoon6lK/ibyvaQMy/kCBdZ9f1m11x/uLHcZQsEbMaPpY9j1cYjXDdgQyPqQSdihmycSdozAIOLMY9KMFhpYII7wAQPZIA+xeAuIgBkJOflO4Fy5mscEb0VYO9aJljhPsoEjmQuf/ALMjDENd2d/qDfHwj5/T4l9SmNGkLnjDfdvDAr5Ma02SJCIzO8TbQYAwxCZ5VohzRisQzXnR1uLgxXKOSG1kj/WHRxW+GETYndJmfQ1HnNwP6P9X3s9rpDRQX7m9Y+O1mz/xOLy5+eSWSU5lcUy+Rqn7Gk1oZ3Fo13hIvd7uKlkeZdNVrl3+gErjSndLB08nTz9gd2336vXYjrLeMPHZ6+/0jT6ANfqK8ciK1x8qIOylPK2FtBlyqQgApieVlUg8YRyBxo0d3ApyM91OumehQhQQfFFGCYyjXWsDvoVnhxJBMXkSC1QSLEEU/8On4Aaw9gTeInnFYjyzDKO1596SXy4noE/15VUKLNaRO+i5hZQ6ZgHHVgw3moPpUDXuE4+JAZmOqnJWb7UKUK4yWTMfAHAmw2vYCRzWNzO+2WbMGqt2rVSId1mZsukeg1e92CQTJBnERSrrjkhlu3NeS3hm44vIF+MdwYH9pz7WhrO5DRv9A4pOIVgdaq+T3gmbxaEY0Wf2/87ZaqSCPMpzrA2glmq1XGyi1go1kziahSuTjVH5sIy8TqJAF1n21kqt6O7TwlTULRdEEQBaYI49v3rB24qmikIH+sdt/tHX337KtYCoe8A+TYHWeuuSBopnXaqYf2rz48bTZN6qx0vCjvPgW8y4TxorgJZoYUy9m0F91+t0e0f+VhLFCZU1BeCJFc8qm/fuI7P9n7wPjBa9dWxkBRrT71ZeDAx49+6Jr1XzP8oI7Db6B+FcqLBWCswGyQLaW1wvPJVjZdlDwsgNki/sW/SezDFxL/gI2JX+MAubj9halfpdebSf0qWi/aWm+qSh2Flog3WePFPVDb39PaoK5fbmc00jG5GcYkB9XGqrSAkjoYFydYOCCoMhm1F3gZYlKUtKVBiCQVb/D7/V7RsXILW+cvnZByas7QsYp68Y2YVB+LP/jFsYeP1q4WBf1TZcduKFsdC9da78ZnEvcZDH/56IGHJs3GSZ3lzmsGTrRlyp9HSR6SWxgP3TEX9BRsU7zEsygIjZFt4R14DW7BK0TgM0JuWU18bnUVj6zitsRXQRb/DoeYjwcftay+3JiTeqTUH824xAkxMSeEughCEHSDQjDj2sS/jIxg0/Bwg5XYbQ0NtvU3QIbwxhMbdeiv2fwLxfxU73DMekCYfqOddNZTMVZnZcjp/JKBEJuTliqgGxBrlBNbUKPzGa0F9tW931LIJ2VyY3kx+ep698HdKR5Q/05DadZkcEQGVkmcGnBHerDIBJNgYG6N28spGAsacCOOYLJ26ldtq6u2cts3Tyb+J+6sSYDcJP7cVe/6WeI7KRl9H+rmpWgms/TJ3KZ1yCNesg4pY02zq7gUHMg7psV3uUp410z9b5OKUC6K7icwlUt6oGZkFgyCWU6p47wAKpQ+A/yFb2r+eTl819+Bu0AW7n1R9rf3LoMJKXuNzJq29QYSe6GpvyT16xX4Y57u5uz1P0vx4zPQrh45YzaQgkuZYRayJWZgLxictD0cAWgFqfjMtYm7ZUS+cA7vZhHFHaQptFSRuA7aed4U68zFZwAX6Jx4BfxiLY2efpBf7A+k+cVJIEpqJMkzfqXrzn0H7+zovPPgvju61v9+5eBVu5euumoF79r/0PbtD+/f9+B2QKQzd9555syFCxIeRZhsGqkNQaWdgLTLMYUjXoRwNizqLIx0miyj2ggCLKehvJQfpMEATl7BDH1mZODgLWeiJ1d6Vr8x3DQ13U8uHtxZt7uJisFU4j8aOmKNrL+jrL9GlEt9QFDfHPUUMDoPk33ThU6FJfyBJiNFFuqtmr1g2X4wAxYXP3fnDbyKvyIXzjzte/pT+DJGoCQ272cyb6bIBPqMB5pEc3yJBfwkpQbUUoWm02JkELRmnVkMNCEN1mRsMkVh8HJexhdTki83XpsX837n5KMnV785MjkUB9bs2l3ZXaxJ/CV2J34KCPmvjQ2xCsqGso138b8BRuaholjYDmLjUIDKguZBb6UBY5pDX+BnSsO/1S0twsEiwvyBdIQ0uwj+t5vWapZ8odWqjg53W3V0oOjM7prFQk/eSGFtg6u5om6k4Juzqwb9Lr2zqthdGDAbK/prxneYjRNCdnm+u9CXbYl2i3ipBr75gW8KGl+hvGHR0DSlIM0MAbx3kxf3rb5KLK+SvdN0Pk+A3N8I7wrJd4+kS7zBY/CKnRKhnkIX7RbMqhsbTs3dcOvqFyYH9rzfdaz1I8fwC4nqx+cG8V8xmuiALrGYD2B4BvNDOdBW6WGqLJQlogzmvFzEAFwBZDCQpfcP/Mf+j6ktcrlF/TExbpWI+Ua93lE//jqrOwMw6EGoOxcFYz6HQUHjLHEKP2l4AAVzUa5FsAkUhGgL1M4iivSmUr9wDz576LRCm0WwUqs4eehr+5dVep43Zh1bPZFl5HmDapnSgZ+x1EVVqvIGW6ILaJoMz/oDC0H8cGI8tOjxzYXxw0AbQCCZTemaDP4KuK3X66UBUWGvgYvYcYQjsyee/sqht15be+Qzh17D+YlX8SE8BugtJB5BKX62Q70Z1AOTczRMEydYwm6YC3q9wIFViQ0RDkSei2DfFw+/veftI3TyJroT/4IF/AytBzwBYmd2BNgnChAVGjcjcbQpNJt2kF7QJ+NmYpTATewJBd6X+AR+I3EBH+shudM96z9j9PVsLFAlATIoeojwbzFlnpCUEPKAUSaKzaWvv37u3P3c7oH1mj85nmnAXrwXq3Ym3pXCmfCedWMBrafaZWUXU53BqXbNoHmi8GM9e/b113vIXw28f4/IVw9WEBv5Hvh7wcflO1piDp4GbhkSXs8E9mh6tORxOWqB4TLAyHlervr1xOfvxQr8nUQVnkw8zOrbSGzsxE9uPAx05LL6LospC8zOoBXxwFP8ZKILP/3xJjGWT2bAJUvQ2DZ7166UJfUrwtczdiB4qDJRZtAaDC5iNnlBsKOfzvIFdO2W+koNSWRXlhuy9FU1eqUY68BvEz9otQD4fBoruCUWzMnk4O4lV1zAnAS/Qc6BxUfXVBSYhRHkcjxPRJyljt6VisBDWi5puE/ErE4HRl63I+AMZBsFrSoT7Eiw4pMOhuBNuXzgv206voakq1ePsW/nzm6TzNvT0jl38uz2itK8OJRf7NveXhZqGCL+idnEHd0FeX3Dg6MyzlVbahF6jPbEj2XRkvxAW1uxqEeGANOqyHvIhNxoTeyjEgwMsMVAkcTtyQsCFxPiY6rvj7FgXjKKwvNi90/S7ude9lhabEqqx4mY1pztcmS7zW7B6Auw6B8oyrSQH3i7CmoDeeROLGnL52SYz+5rmD+2Nt/Yk51h7F25qbeudiDWTJrcdTpP0S033XxrYU4zeS/x6tRMxvTijpmvizJbDmN6EcbUSn0q6kplqwhHzGIAXIqbnmYTmYXoAMcxMuq1ajAbrNhKfSr+ErN908HCBQduaD7cVdhny3U0Oi50tBW2Op0tyutv23Gy1pA1qtJ9Y/ucUbcdXFlC6SBWxmcPOifxORPzWM+CyfbkBSdL8dkJ5B1LMe50j7iKx8kJo9Iec1/yHPpwtGdzqQ/KTMTM5myMgNces0fQaTXgKJqwKSPZKaZoI0W4HkdEcQtSsWKiBp3EWcDthfpei5zIV4b0vLnX3xurH2xqblYCtz9c5FZXmC6uZ3R4i8fGxnQzO5enphZEmaJ9VQHPs5ETbYvFVMD1LLAKCLVPqJ2ytEnllhicxUzD12anxanTZCpgPmTjbMlGcWK36Cul+bVmmBFAPQ6uXJ24iwx1lw+E8war+45tq9/bWd0qT4Af47/2YM3QuMEwrtc3nJicOr1tsKulsY/KhQ4+bifrQOP2mJZG9bUKwsNUR2yqB4D/diTFNI8xT4qfBVavSRrEznCb+qvLlz2biGXq/f7kiho1qrzRynSrxgmOx+T1K1NTsyPeGqNdyDP3XY8vJirwxTK3Z2ksSzHAZy57GR91IDN+8D0L0P2iUOjBvgO2yORqEJUs8KZkIDv0Jt56U5IhDyARj+YBtyWcEgNrPUmr7Gq6PhwAutd6xJIpQLu8IEAWXSQO+nML3AV2q06jBN+QLhOLkGWOVFJfLRnfpYJUsRniNScDE1S+sHpPDZ81euJ07Xze6JHmDoJl9sHorkOHTjZu29bU1dpG/APt668dOqoTpvO7W/TqfFV+8I5rz909vmNmZmFgu3Fpks3tIRC2AMypbGrbcDSkGQeij6WMstNJ41cA2yxALfI0oKHeFRV06v08JyMK21hkdufy/qGGlRVSaCvV5YdmlhKfwv2nF7eDN/AelWvq7X+b/DPLWyiM5TODloLGsR7qcK9JzgfNK0jPIpBfkkVghhZvtPh8FpvX27tC/tnhznU6c92OF9ffIHY6fzb+akMntcMiQToYVS2MKrM8WMeO0SjDGhucBbq8cDV1eSxmoz7Lrrb7PHJxNTsFp9ymjc386bjXJrZfZgtrdbnGnPyVHvI5t4NR8v71Cn6E572lZG79491TST7nAQv0NPNGo1ZyMqb26cwAYtZ6SJLLeotsE83BvwavIkjTSiLPyjCnCmofOvH3b576UsPyMj5prMrWluoefzPxwm/Kn6PsFdtB9HdOWp8/lrTKmRkQoQMFg5Mqy+2CueFGR0VRV1mYALgAbLrt7EouXUlzIVvGFmIU8gyOikYy1GiP2UDc13qkpxkk/SEgKEZOO031EbTqLAZKbuzeVNIpGUrJkpnJF/0kX5zavrKzo2F5V7x6ZVgrt4yWnApm2LYT/8xukKyBUxNDidfga2F74h1i78gPjRXmp8m1HxnQDCP9KR3rmp1+y3BybhuYmMt4kibo9phZlAz6iMdpTyZiAkYgk2IfDNggv7wPjHa8Y2YHmwZAsW1KorX/dIpICd+LgL5L1sVPb/X//cm4oIjXFZc5v0U3Hek82HTD0a6DTYlDrd3drW3d3S1Yc/5C86mJ8x9pOjk5tWvX1PbFRclO0YGd4t+iP/VgmmQm7RS44MSLpP5MU5inNw2QniTsuRGds1tU0SVl/oj+3FxT9bqwE0u8oxrJlOwinqPWSkOPWcHJVka1vLkn0N2A6/qbYzHiv+XmG28rzNGXGn7MqTo8JWNj47rpnatj47tQGu7TviZtMh1APJe0FeCCiBcpmyxpg53eNL0Yel/NMZuMkLU0U+GyIkmbjPZTssn4dPhmhgLgu5ej4cqUhfBFjpOb+xrmjh2fb+i1yNSjKzfGY7hhoLmpSWUo0nuLqaFQ4ul4//e4bnRMP7cINsIiSso4vgf6qEe7pPlLV0W0MjDJaBfhikteSX3UM/QDAylpVNJBzGaDmELi5APoD0Yg7CoYMT3W8+KImRXiKnJK1Kc17iyVzRFqD68Ma2S2QeLnyKIi1B1NvE7sc2Eaky8F+/EZoPOPxTZO/5diG88cXqoe8HhnC+uiRuBte+DgdOlYntfbFSgps1SXlbX77+kbEnTTgj2Qq3fmGE151YVt3Ub9gNbkshscDqMhVCPyVA+07iJ3IguKxeo1gBUgIwAYYOsCqTLueqoqWMrAWg8V+M2cAZPRoBd0LAZrwRYaK/OnmVpgvwCWm6gvCmNuMhXo9NXOgq5wd5+/6d57w3GFvD9D5epqxvkloauODyT+riBfpKcXcMILOs2A4k9xNPFIcqIMPAwsYfoLLUiOPiBX8i5cs3DaQtJfUMMtAwId7hMDFJu+USrGQrwjWt62PTK7Y8/eoRixr7/Rnh+c2YXnE188tTCFhVRcQAP0qGmcRc4wlba+lrbWr0ZqqxjNFUMfERb74F544cABVTYnk1mUBw68CJ79t3N6rNZeF65df0PsqwoEwkEc4DlC3U5BxqWiOFS1iGrMbhNsLC4IXqg3Lb4SaSAswEKk3zgv/nqGoAHzUyNk9B/96GqbygAXKrV89PCwXKMiMqLUKjr23H0ca2wt9TpdQ4st8Tug6n/mzzqFqmo99iZ+ArJk0FXFnFgAEmEyQN8F6LuKInamnOMu671erxeY+uYi5soIR1W396UvHz9zZu3L31i78aY1bMAZzz+feC/x1ksviX3GgFNaqNNG7S+bgYfh1DM7RayXmScikvq9VhZaMKQzNT2HpxHjqw6oQTB4k3rlqjed871Wn1qZKxRV6bKhYy95m3JsbT5cun5f7wTPDRNZNCzGQrzw8WWg4QNiNGt/PEaDv5xYxdmJ/8AnEu9gyzZ8frA7cY7Va9lYwDPkIngwBbG8bKgN05VqunZIl23h386ke3BE1msXTIKYY8tTbwrwMdpAvysiMIfAh1WYsqkna8YzSzsa6+oal3aUVO3bV1l6P+7s/WhZ/ijOK72rt2sIB4tv36GXGxbvKA7Q1ZFfbRhwPfmDZA8xsw/jq7FkD9EFgl8NDZE/vO+gsRmgd3eSXsB3GqEWV76WxUWKncllwyO4F6gV7IxeM6OzMhqgVNOxYB63iXnegF8imUmiu4HAjywagMALQOCQRHw+pV3MB8A2osJ/jsyojsVkShXANgMAOYnrMe6SY66TrvaTCToXARCWJd+PcAPJ9AsaqWGr1XJFlGGl5PVRLMVqf0m2o8FS2uGsKfKXmJzs11pco83yWsajWUb6PVaRhdDGBlKCvL9GXtQFkG8ACXL0wM+fR5mPE/yVjecfi4ZRqsyfk4u6IAqhp9FmKZwsJZbhmlmZ8AeX2XiXmyCvQJkydB26QmtQRlr71suRj7UtrUvDtT+1zvQTts5U2/1YGYCkkExQHWITdJhqO4Gm7pHzqScUHFWpNSgVXYNym9zCLD6deItc3L4urRXQfp4mL0IxLWqLqcBDRDJaEYknm6Kt0GjIHLUWh6kdqUGEJoriHfQZDSUAWxVy2pJepjKHI1FwYk1+N4sUY4USkwOYJDLwibtkOq0swyKvJRfW99bM4ruktXipz3RdFvocYjyQ4qtwXZ/iyS3sOsyupbVIuC5IPV9j10UpPL8K+qVGNU9lslCk2B+1yDUKvqwvavorwueTXVGJQC+yrBQ64pW6Aezdj/HBh2QajUxh5B/Zkk2QUEk00DU9oKEkRdNn2HUpu5bWxuC6LLUWd47FXBtE4vTUSBbHlaaHiRTq6a8EKEw+IyLHpRwIXmWlQyvQ9dtZ4t2TeJIFdfeu35GiIcJoiKD0uLUejcR01KzKojEvGFmYaRKLsjeli+X/gH/GDVNT0UAtBii3uEXIKCl6pN/WZGSkRA0cXR0B9DabwCKsxSbPmz/Br/+7qc7w7Z/4WgL/OobtmIxOY/xPLnCeZ4BGad0FaKxEyfnQzq7rWCS6bGOdC8NY0iyNMM0mBLozsVyB5csZKqIAFcorGGAM9Sgxzw/zvTYbQuF8n9fmsXkcdnjRahEEi5Clsof5aBFHU2DYHgfOZARdawoKGsJMLppGBNYYPrHjTIczt/ua2aW5a7pzXJ1nFpbG5oPhhWeGF/IC8+PcNIkOzRVF53uLSHs7KYovVBQvDEbI9JP4FFc2FKkcjRBSPlpRPlTKQX+ktQzoTy0bAwdc/wV5BWb3wNO+bMKlhNOSTBCYYGElblYOtrzIexPcoFc0LJ8sxHKCoEY/8gcFc1BQQPci0Qi1JcX1RLZ6FzG5o1tygcwmx315LXm9d+5eubMXfrkv8evJltL5rs65kpbxacfIVW1z94yN3T3XftWIY3qq5rbJzoOx2MHOqVtrp0RspD7eHJehD6AzCOkU6AH0OrufDzbmN9j966T7f83uU//Mwe6fl+4/x+4PQPl2dv8GuA/I2LkZI5wDu9oJlvUZyQOA8cY2I9UQ1AOAKyJdSR6ALRVo396TQbmGFmQ0sjVMzUcXyMaoGIpHVygwEbPmuDAK+Fx5OXmWbJ2W+QZO7MxUbYmG0iDWZgJN4NKoKFbOHT26o3rABs6ORcjQyxQ+XV5UrbAO58RjDX0tTcrbzt/4kSJfR2JPjpUj/bJMX5G3eHRyTj6zY8fcXyRj7jpSSdZBTxajeKxThWV8IeZkYGXQoDSPZBwvW4KeMJdiqicDSw72cA/d+jJOeq0WhPKCXneuy1JsLaYZBAW+TMAys1CejKKnp0mLGUpFOC1LmnpBLjxUv7xt6ar+up75huWm8obc62JdgQZvR0N5bVORu9qbW/sOh4d3lyxMd4yoZMq5qda5Mr028W+4rqOpLJYz0FZdXWXbVpfYqTeJeLxRhMEMBaTwxnIFIJvamDQuR85Ti3CULVABjFj1FHjNUU6yeYEsKsSmb3xj77zCCEZgV+2Kb6zvB98njsSPsmur9OM//Mjupx4Z/QHwDuSP5ADvvMC76liFAKiZr1dwLLoshfOnWDhOdAiHafY4Rr5if3G2UatGXuyVswEX90BtSZBKTh0x+zbIOBVkt7C/82DTQr+vtnBiW/uiNeyO5wfCQuG24bGcloPbWru6GtoH+pTVyx0Lh3JNTdWh1oKwudfuyc7VOoq9BWMTxcN7o6OTbS1TLstkvGOM8orNI5D/EOqKtetY1jRHqN3mx7wMrD+e5cSnMqJEmaYZUSxWMUyXKbxul8NuNRk0WSiEQ4qUHFdGpXjLpqeZDRC9ZeVCe3T/tpKCyPJi5Wxurrc9r6okVtzRcaqprizuyR1STrTU1Wbxmtrill6zftBgDLjz3X0jeQHBMKHXSusqFfj75D3Q0aGY36xla2/iUCMphXqEDXcABWjwTEapExEqKDK9EWsICKTbpJBwWUx9xjV6a1YgcHyufKJqXlFU6ziNz95e1e42b2sajNn1F93bsg1WfYZjvq/u0PH2k5jD/U3Pdu3uD+UW+7X6yqqCDjE/luERi6GtPaViKTAihpjpDGR7o0Z72JTisUw2Dia8iM52EUWkXLvtW4vQTStpD5iDMZp8OpHyU32CwSNX2cL8pUHBbJOAn1jpFUNro5HJxXdIbDOwNrN7/XHEdGE585vXQWcakZ1KuZRLv5SMtE2lha1AFLJNGJSfyZ5tNwhaDTjxaqzOUKWvXFGB5txMGAALKt0ujPNPr5XuHb/m6rK9b2CLrLmtPXa+YxuXeJM0KV966uovbP+bZ45/fho/ee7kyYTr9Eduo1sLGZbD/NbSLBiwIrEaGMt8rVEW+lvgkqLJlga0WEuH3Sz56UnZ+91oz0p+jjFXqwkrp7rxNYnzpV6eHwH1zvQIizXbQY9+ko0jD7wwAy+C6HPiAOrM4GJmazM4GfFjgEpQFVtuwRTa1BcyEEgZaDBpjWmqB/OSvhCH2wUlaEw1rYQ04pJWyU0VoDKETm+Wk4pMsMCqJ9duNeo1ahTEQRFfAsWilw9GpdcQlDwaEWoMqZUs/GowX9OSma2XyeQ29fChb2fragv1DqXGm90/l/sltaDJ1MhVfqUv79uWxkZzcDyfuvnVBUEZGZbJOscSQY8RlIxcgVIyvwzj40ORWEmORc/JsJj4MMqiwLIFKqpUicjl43I6OX3I5w8YDB4hQwWu4GbCymUqMBXoHFo5EG9csQgKPZ/hFUIVaoWlLeKr0ssI9w6nSnzhJA22pOm+UL7FpI/570va60w/6MBeV7Dwi2SvY4lGyc1Rb9EZor2uQzqr6OJcojW+/vU0pTHeS+wplbHy9CNDKax6GbAqgmpilQaWeQ72dlwOSMufT6KsuKM4hVsRFAn4vG4H3ehrVFyCXgCxDGhpMhkzhJmWYBibDOsxLKsXbCp/cOXQUPPhwZilw27FZ53toDBG9+5fHPR11VbVmqzGi+6YXbAYMizT033zBrl9b1OznuP6u811lSX1/QONRWVOtdpXbC/sCEh2WRHxw/wYTMb8yO3AUzP6lBQpNoIVBYAgZ5Fi8YLIUzaUlS1tsCggs5bQPFFsmRLOLQVgRMRSis0ZQeRQOTpzWUWK1IyA5vW6zQ2NyIzNSTwSxAVRNwsmSkJGorWN31/eT06v2owaW6YyX9nSirvpgujAQOJruTYF3y9XsX0cOsAGiuk5dCe0E2wmDXVq4kgKZ2/vkW/aSrxoK5mMCMHkzDHlUGz2exWinVQhoWJKsg2SZeTELtxyduXI9bHV5lCHQ06487GOrrZTtrZ3CHfDTXfeOHZ1k9lo6Mi7FdfPTO+afeYei1mSsZfYelReLKAF0aU6ncQ3HXZGH81shyJuXwEVZV7cJSrFhbeGhUVdqLP7Kprny289PNSU46rK7d+W3dRY0uK1Gy66tpk99ixd496hO27JGVXpdvRH+6KaLEdZfrA/R7Kv+0AuBORCJbFCurrFpHuUsUhcHILBMugxsln0LoMLBkuBBCwoUuZRA6YSLZqRQbbVICjF/fO79te3nRlLnAiGKvcNltU7W93jk03K2PHhHSerBvyL21qPd4+VDpSd7p5aHdgpyenv8Q+BHiOKxsoELJMSH1IZeKM9bBD5pAbRqkXhQUZsTFlslwoO7i3uK/kw/vYLJcHsYr2uVuXsasH5IDQ/LsvP4PsUWZtx6Bw2R3wxN21RUleyZGN6IUupkFMx5cWmSAoEpW28MBzY2zJcqFspaG1pF7R7dLprlb6myQpckvgfA70rh1oONNQf6LzvDlF/68izbL3UinLpugEYIDjXZjQI4NIgpjBHqI0hQt44kcxiwcyEIsrkQdyezwx5TtqWL0oLbhs+se2W8ztP33HbuZ0jfX1fHRoYGnjnl4r2Y33HL2T+8Ieqj6wdu6D6Ja7B5zN3jI7szFTuGBlZVLKcB6BrlOSA7Qyzh+7i8lgNugws55ANAJFjm9+YezXK9uAsgC/KTBu470Ven8/o91H307xVn+XQPDoWp0uuGBRjTvfrwwaXVWlUqq2Wkgrn0mf3/ctOo8djNms8llAkYOr73Dv4+DvBECcblsmLa3+AqxKrL+WFZIMyuTVa8OnEL8Rx05HngY9MgrVZzMaEgRvpEceQDR+IM8+P85RGF3Jlm7ONzEVmXKRjCJOJZXunxpE6Gri/93Bsl7+tdOfQiF63S9C1Xd3zzptc5PAiNif+qS2eIyOPro9kTC+1rLW1nGjedaqWfxPoaQA5ehfkKEz1SIimsoONTndnkDO8RBEVK7kEqMzbdFqyDTSdSIHCOJyR5npENhO5IqatopZSu1jePFEYDSwFopWlpfk7CgvLKkvzl/LKiiaaatoFXmhTtl7dP39zfvjG+Yn5tur77qtvnpuc+VBJ8Q2z/Ve3Rmtqoilfvoj54IOSb/42u8/mBbt/p3T/Z+w+6ye7f494H7N92siKH8D13AhINYzHJXuJYXA4Ghun2YxjUsydQ33ZdDux2hbG7itsJ5ZrcQTXJ358MBDUemz2EmvY1VEU666u6ngWP9Cw31fkMzmcZmOFLaexqqQnuo3SYML34DagIYR6wFnFPKL7iQHSZOAJcjqgiWc7ZOmmjGUa/iYybhksN0wmJDeK4AHqOjntNkvKdVInMzREr3nLwt2lW4s/19KV78kvHpnwx1zubbnFBbuqopE8n8NRZg/lAGUNpYGISpZZHqzp0Og69AafO1bvdzgcRn002yHiURA/gNaBZ1l03USllHPJxEWEx+j0k7IfkZj2y6nNYYOQtuF7fZjDmRZVad6HuHhiGHOWMn1GdoY/uriZq0F98EDMq+ZlmOXUgrlD10I2830p3Bj0PM2CTSVpmJJ5G8T2vddOfqZl7154K8uqeoLYf5N49Z8jTxH7Lf52szZH87comYOJXuYyEI8KWbzfQ6PKYkLoZVv7aeCYU0mpmNHKiEkRKjm5k8xk3a98gOaCNsFH7E/Zox9LjI/hR1J79DNBJme4PqQE7c6kMrk/G4H1y41t2aVNFSCH+yziJm01zc5ipx0YpE3abGsZnqkf/8bzo/UfJZh3qroO43+fnKzB9sRbE6aoJatUt0/suxvfjTthDF2oOdboBDHDDh0R83ToHm0eyvDQKPVQsAymBfgNE9J6MUcGRLTy+X1eQaG2h0HNKtLTH7fu067EpU9nqJxC89TYsLvVbGuxhSOlRdk+TUDg4k3zRNYaa+tVq7t1Bl+eL5jBGX9A44/AlzjQJ0f5saC4t1lyzy/JsUXJlF21JWzHVMFyvZ/5ES55GCpYaq1K3CL6pBboby/MOws4DaXUJ/Xn6OVsfzMNzUKvEVmmR0uwXtJ5xuEBmxWjgnyrz+ZTq+jCsnxzniWn2WYQJn1/syKJjRQSn6weyncFSkZauwcKc52eYJPfmeO129y5+a4ccF/8eV5upKLSX6ITyvOrWpur8ssFQ2HAV2prsJstOVmqHKvZ/hWNH95w2+zeLJAZA/RlCPpC9+iWxopoJjqA+DLPTgaaSO3XJmiAbiQRtFkmtUnK5aI9SAYLoQfBsmi5aBN9qa8/PtQ3GB/p6vJ7PPjuI3tWDh/as3K0+6N3dnV3dbG4H8WuYW4YfPogjfrQyDydMUqQUXFfP/WJAK0UdHsZCA3PcfyEdEwLzw1ICcNBZ9Bk0KrFTX8ZIkvFffN4SxItDYCn0u6Akb/VelU2d2W9Dazm8mBt53Bb+4yhdFQZLAjlecIBbljGtWQGmkJGV3usZXBuoXiiI//H+WZPbX6eN8To1wP9/dxokn495ngVjLwyeS4BpRtRuoGf/OWwu0m/2aRVg7W5Sb+J7XJN7vq6Qtog0P9o24y+ZHSb167MMVbW2YhMUxps6BzucId9gWBhiBudXSie6ggrWmXyUHPQ6OqINQ0354e8eXkWfxXTazroxO/Jui6AOple68Q7U/fz0+7H0+570u73bd7nPpy6HxTroe+R76aen7/C8z76HLDud2DX3Ehehpl0XkqI8ABYuG1mTQYvJ7yWrdPY2V18yV3Ji7OwSCC1JsUTjrh5uoDDcn0cqb2TyRN/0h5PxMD9zXFaLQZBrQKL14d9Cpae6MLMjDNcYsZ5MZcy9VZDpW7d1BcO/e682e0QcnUBU0FlKHv7j67CrgN6l03pEAQfedlWVfATPJBoTDxT4VUMyRXertp/ShzC61hfVCiTD8szAUumof/DbB+NDQzL7liHHGxQHM/AXCZNtZezxPlZhbhjg+fFPbnJvC07dVnsXrvH5bCa9TaDTacFLQ6OizJ9ay6FFwqrV9icG7n5uta6lr5bj96w+o/9rX39e870d/WMkIvj2xsHVbKseP/O5Xe4ryZeqaioKHt59DfNdZV10vpGJYypHJ0Vx1i0peH6LnZt2PgDHsJPGRToYYQScyjzcUS+kphLrTUH4WsdPwrP708+x+nP6WbJevb+fVd8btp4D7ex55+44nO6J2QGfxGe/9kV23cDfZ2s/U9/YP3D+El4/udXfB9MFxxn7z94xfctUH8vo++h5HMu/bke6u/HT8PzR65YvwGb8BD5W5F/G6fF5xunN/mHXXTvisg/8TlOf24Ft72evX/fFZ+bcDZuY88/ccXnmfD+DHlR5N8V2ncDfZ2s/U9/YP3D5Aci/67wvgPqj7P3H7zi+xaov5fR91DyOZf+XA/195OXRf5dWv8lZxWh/yuHEaWfRYT+xAOH0s8bQv/3jhDacoYQ+m8+BGjrGUAo7WAfbzR5ss/lB/v88XN90H/LmTzo/8GpOlvP1UEfcGTOpefloP/vTr659Owb9N94eE2nr1I6vCb97DP0nxx0ln4+G6o0SwexPa+QDmI7rJIOYtt6Hg76Lx14s/W8T/SnH+jJ+rZ5HhxKO/GNoNs2fostqTqhyvQDXr5oPWXdk1ZnQrnl3JaD+If4AfL37KwbZIB36d8bLccsV1mOWuAZEQ8BZWW97AzQNXYGKLrsxE7v5mmejdiruO/4hxzX3Jo7kHuNu999/Ab72dvdA55rcvvXHdfYH43fEn8E/sDXo48++t4tzGfiadyFc0L9dL+IFXpbDBSlOQ808ciQciDwFd2KF7p7Ovq7+7qwdyxxalzX2urJycH/0N3T2Rfv7epvafHCpXZuZHRmZnRkDs+uX8ATe5bLo9GKxCfmh0dnZ0eH5+PLK+UwY4DfwBv0z4w3jDOUKyJH4Nm+jZN4mrPQPB0+PUBlRhudHR2d0y3tbW3Xzf321Nm3ZxbfPnnqrZ1sPfAkjonvmNMibHLFYAs9OZG+d93ir09d89aOud+ePvP2DB3zdpxL3OSXNB/VwM4xjCSPNTx/6EvaZ02rxr/QPHF4ZqgLD31cvRR99tnokvrjkc88Qt9tQ9NET/LoXMDsjEITO68Qk2efHXruuSFspZ/PirJVtHEj+j46sWUuXFSoiy19WqvihKrieFXdOcqTMvTvOB+PM55AbWXvvYfHZ/43511041r8SeAD1EHHFDfOJd6d4yzv7wEZA72F15N6eeuCbDAJ+3T0DUevKto1fPRw8dJwS01NS0tVlRIU8oPj3/wCqObJG2+9+aabxCMCob1u+Fhh+6aRm6plOdPKAj2WwOzprvjrcfykf85tddS3fmK9AsoXsnU3ppMb8QdoZJO78LMlLb6a4oIub13ectvcwaK+sqvxtkT1yFfKB3uLy6oCOW2gkicrF+fKz8pY7MAHffuNqJPN/4kiTstI+afKuXDBYuF4fPtEfd1QX0NFWU9uRWBv28rB0ZaxiepjSlDD2db2urrq4bbK4qjb3OnKn+/tGFdzynGqpUVshnElBqaTTaCTRX1MhaEeA4OjTCnjjsQ3cMPK4uJujpNlWFWP3zdKNfL2+9673xVv1RvL9Il/Y/ysgX78K/AzJ9kP0VdIV8hippX815EZt6mh2dE18ElbzAgqeXoDCbrynMZddR9SGowLWpOqpfP6TJkTj89+VSYvmWk9eFakl56RkEjqEml95Yq6ObhFL+PcbauNulDHwX5DmeArbB4pzSZyQ2fN9n1ru6PbampDtW5ntbLl5j1JzazK65qv8oJmPnBuoquvEVQJ6OWylF5mZ5mAXhbVshffnLgPv5L43VVkz2zv+nUgwcXSWQ7Ux49IEruZJ5OupLkGnBJfQ3qyjHHfsYHqkm3VsxVVM1WdlYHWgpqlbfl1VSVFVbX5sVhnrKq2TrlrsmO7wzUSq44HAvGapkE7KOfiuvES/JihurSwpKQwUp64rb6spCnX3lZWUs94WAS0/XuSh+YP0MVAGmdIHYxFiXsGWOctAtaZOLmxs3p679qubXtiulDnARyqcztrwtHmGqVMNglGzXylVzJq9jDtjBfBrgn1Rrr6YlLe2iDgwo9TujMNs7m03+92hpIHubFvfLcnkJebmxfwJKY8wVBubihIz7QuBowS6zJurcuQRKxkRVaFpsgKyJWRVtPrSRBDIja2AzY20rE1sIPgTG34hcSn8Cx2Vv1q4rP3TUB7bejLRI+/J+lG6dAjWqyc/Xxv6NDgpXVJJ7q14ZnEn9FCD9z32YlfVb0q8gIwEn9XOtMN0S2uH3hEmyKtc1/zlbj8QqQs0O3z582XTu+1FHtzPVkBqasvWyraQ9ZQODev3C4MZOfMjeQ3Rl12v9+u/XmKdxjdBLpnAjBXIeI2nfw3fe/gwe9xlv51Wb/IkyiUkXDZALgcncUqCss7mG8Dz1ycQN9PnnfQf+DASy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oDSgNmA6ADyAQKBGgEogT2BVYFfAXoBkoGgAa0BsoG9gcMB2QIDghICJ4I5gkWCUIJaAm4CeAKCAo6CmgKhgrCCvILLgtqC7QL+gxQDG4MmgzIDRYNQg1mDZINsg3ODe4OFg40Dl4O2A9ID4wQAhBUEKYRNhFuEaIR6hIeEjQSohLyEywTohQUFGgUvhUGFU4VfBXMFfYWOBZkFqYWvBb+F0QXTBd6F74XxhfOF9YX3hfmGBgYIBhqGHIY0hkyGT4ZShnIGiwajBrqGxwbJBt0G7AbuBwuHHwcxB0MHUodgh3OHiYeMh4+HoAe4h8QH0YfbB/IH+QgICBwIJgg/iE6IZoh+iIGIhIiHiIuIj4iRiJWImYidiKGIpYipiK2IsYi1iLmIvYjBiMWIyYjNiNGI1YjZiN2I4YjhiOwI8oj9iQ0JFgkiiTMJN4lMCVyJYglnCXCJeAl7CXsJgomICZQJpgmpibAJtom+CcOJyInLidEJ1InfCeUJ8An/igkKFYomCiqKPgpOilgKYYpmCmsKcAp/ioQKh4qMCpEKlIqfiqMKrgq4iriKu4rDCteK3grlCu0K8or4CvwLBYsPCx6LIgsnCyuLMAtCi0WLRYtIi0iAAB4nM18B3xcV5X3vfdNkWY05U3R9JGmN/XRqJeRrK5R75LVbcuS5RY3JS6xHWLidJyEhBBC2IVsgAAJKbRk6SzxpiyQhGWBwEKytIQvsEvIstHoO/e+N6OR7bB83+5vv0+2ZvTafeeee+7//M+5BRHUsvF79By5iDikQXlxO0IIzyKMj/QgQrh5xHEnuF6vh9dK1NZIpYeLcuUV0bJco0Hmcfs/0205+Z6gwxYK2RzBF/Fb6wcD+fmBgNuNCGrC38YrrFw58sZdBNOCpZyEg7JRr0SCkEQukcukcAPHy9SmiJ7zcC74fdiwzYBD8EEuJpOY0F8E5ZnhYy+UZ0N5qD3ekqMgWRqtipOjLPlutYwgKUfgRrykxNnZR3okmJCjpBehPKfDDs/YrBazCaTW8+kfdV4Ey6NGj9xTyX5jUfYblbNfoxQO8c/s198ZHAye8ff7jt/oOHt7YCh4XaA/eCJ57ozjDP7UhZ7n4afnQs8/wE/PhQsIKlO18S2STf6I3CiESlBdvLokHPJYzEZDlkSBST4HMpIEiMdhEPg0ArVIMVpBUik3C8o+Ju3N4/lco1amtkcqi3Ag5sSmWBGOlVdUxqJGOJDDSaOTQAPIjR5ejY2GXJO+AW7wB9ZrljzevdHd06sTTRWTQZen198wVbZ7sam4KFTeFC2JVBVhvXaBt+Ev5Q91dI3KhoeIgR9V67nPGwqay9snFavkOonP6Q5okv8sC+Tle7VgDkiKCjbe4oLkRaQEGzEhD4qgD3Q/YukfjxeosEyNs6SyLKgBwtlSvJyDoW3nlZyCQ+h4D8rOJvNyoTFs8fLLb1dijjvSIzykwOwRuJk+J59HcvkJee9EPOLzWsy8NicHo1DAG/FF8hxmj8Vj1GtNvClHk6NRq+RSpMRKjTo3ok8ZJ6hMij1Y6jYaomWxcmnGeZN47hs9fd0DXb2dJJA8PIFvTp5pamrF1yX6uwe6ezv7m5payItHVlaOHVtZOaJYryAX43fdffddcGp5bW155UjXXe9//12Itnnpxlvkp+QlsMwIiqGTcZ3fKuOwJKaWc1LMYyLlEoK+PHJWUZlQUYzJPIdZdaVS8U+qJteld80i8aZUh5yIm1z5GEVL8yOuCOhBo1SgPJyXBfXHrJ5yUwOujKqx3OQJqLFQ60pmRia3jJoMsxiOmU+0rKISlw0uDtY/as5XrmrKAxdu7C062LP3VF+Lu2T3iK/MnVdZWtRfFGuvqRxwkJcGuuKT3k/m9xU2HCq6tdtfvDydmA74B6JdIyMBn6valVfldweTf++oL47Wuy1g4oAF6GGGBZZ4LkMYghkMMO1xPCd2/4fTvZ7aHUbBjQVshedUSB/XgiLQLJw+gntz9URtjuihSlGhA3iKcLA9MdvW3t46k2jHumt+PjXzs2OHfzo9/hNajhPK0abLSSEcEsvBoC6P0IOiToy1Hd0zrW3trbPdHVh39U/Gp396+NjPZqZ+DuX4cSlOkreRGnni+aocpSI7CxBMAh1ZhTpBPHSMVUmN1IS2hLzSJDfJA/JAZaDSFMBthqc1jx2eHuqau+pR7ReN5O2nYjs195Y99FDZvZqdsaeg/BK0nyjIEPQzf9wDPYRIxyQYAWJSYKM2AoYgJX0MvhhCYMAvoycGuBWL4rZvfGMQ/uPzA888M3CR1tu/cS16Bh1GWcgcN1KowWOiFjHq07PKV4KNeKitPKMqsfSo7Vkry7FrK2reW07v8aGfYAeuhjZyxm2IPjqWaj2E+zIaj2KT7+2fTE4K7cZ8CjoL9RD1PQ/PnsC9Xjd7ZYYHaQk47KGQ3RGoTXkO+nw2fKyl7IWZSg+cP7rFXrKhb+O15Fs7sYJcpJ0TfEQh9EMN9EMVsjBfxnHszQxT0Dw8fAL1er0+D/Vl2CD2iwYM0khZNwAT8LhlRFO6Mnb8SPHK2DVryRvqujobGjq76vCuwx8d//qnDn1s7KufvvmmG2+56aabmKz98HEY3p6DbHGzIlvKwQsTaFNkq5bW2eXhwVrVWIMDlVF8eJkQlV3XW/HsOP4nX4NDZdE0tjwg6K4I/JwasNaGCuNhNTS9CgMwgBVwCQYYUBWoD8exvgDlB3xB5ptDOFbZQIQayAOsUkYDfaHRRdTJ/M9XdHjj0dLecHVkX2LXkaLh6uvx1OCXKge6CyqqvO52b2z3WPX8XOUZwGUUAT1mgQxh1Biv82GJ1Iup4yacBiRQQ9tLE9AOBDzYMpJIpPNgmgyoUjr2eV1eX5gZKHVTTmwUlE29maDmCI6l9S1Ki38/1DwyWnt8rnqhoHCpeKp/bq6peWqwsbZywFMeONi1/xDxdY6qJYqx9ob5Sp1xzmRubairGmupLIm5zZ3OCH05QQb4CJHnkAL+isSDaizhAEglJCHFElAjlqAlRF0OiHsU91p4ndiVfLQjuWI4ykcD0FQe6BdclIQWl5JP4M7lxYsSLMky5Tz9i/vvv38Y/zAZ+VrxkN0Q1iZ/C/qqBX3JwAacqCXeZDcRDuUqgD1lg7a4BIVx8PrcMmhJMgv6YtQq1SUwoyYGnToHXJgTO+VpCN+iL6YmvcvokjdgbF05e+vZqnm3d6m4e3JgzNFiLLXh/ck3tHw5/tK+XQfOGPTzRmtrZ1OrQurAEzNfApbEdEP9FE++B3IWoIZ4LciHgJOAh5KAh4LrUgmRLqfa8XiPDNxQyuPk5/m9eQX5Bd6A1ycHc9OXN3DQaCYjiKYm8qhocCB1ETaJIlNsduJSPpI4MmQs1/lLWifLzZwst79x+uDJPa0Hm/9Y3dHYGIl78xtwScPVewaLJZKJnHDXQpW35NDywTMtNx3r7mvs8lY5Qr1R2jcCUAmK4zLki7uBNtGeluarXIrywWUZz0ug10WxK+Yy4jPYkTyPf5V8lazOJNbPIoYiFCtoP7OjIPjsing06smVUygHQ6FoIRG8rwgh0FJOB0aFEUfQGdSqkR3bZaylqG3L5JSPpeGE+dkGvMXRpuClGEOXdjQuVPdWhtsjtasdh08FmwPlbTULdWXx1tLipvjTLW0t7T21mvom8mIgUR0ftBtj7SV1YyU7p0o6y3XOkaaq7uBQaWFZZa6huqywNFlZEm8sK41bZNZWJGKgSmxj6L0KsMFsTDknj6W4mzoVLCXL6abd0m8vbWTASI6ZIUjfQGifEJhEFKodYNWD81C/IkApaOWjQ8YKPljSMlVuJrLc3ubp/adW2g7QVm5oLIh78xrxB+qv3jNULJFO5IS6FirdpYd2HzzbctNaojcOrewM9pYLdirEJEHwHyaG46KEp7bEJF6vW8IMcdOb8FfyLKlv/JOgyxX0u93Js5u+hqA88JHPsncZkT1uobjGkcX0K3GvwXj5i/TMa5LKaHNQKD14RlVq7lXotdI9m+95BDypf2zEw3Cd+nYl2UmN8zHwEWWRQhzzGVWYKJM+wJM78er+71S9MfHwPSBTOXqJyPBvWOxUHC+AUEmkAITjyBhVwqwUwJfru1IYBRYvhd9y/N1kEf4uvndg4JuDg+gyGYCglkUqQQipUVqCV0GAHyZ9377n4Yk3qr5D9ZK98Xv8MegfTvACZfFiivogLCIUJ6iOTqf8OuskknkAthMSiBRtvpBUbaNO/kruSK4mDuyRZ6jyJl+pN8xXVxT3+vyRXQ0Le+wxr8uVM2YMOGlc6Qz8rrI96AgF7ZEii67f5JzrjzSWO61+v9Xwgcx2rNp4iOsGbGhEPeh4XJ+Ls0l7FmBwMZaiEgwsDSi4HSi4Pwv8KYZwEQEgI5lUthMkZ7HGESFaAfWuZQML91IlcCR7+d0fkAARV3d3+gI+nz/o83kVNKY0qAntM55MemGSywwZvUWARka8jfQ2BhiE9iqBhzRi4R6uOzfSXBipkMv0rdH+sdjitsIJqwK7jI6AsfPagf0f6PvA7XWHigr2N619YrJm/4cWl/96JplVGq4olshUXkNJrRXvLBrviBS7XMVLI827ajSKv9fyXGle6WDp5Knm7Q/svv1eG5/Qmcc/dnj6/iNNow98ur5yIL7GyYo6qE6pYm8BXypHPCqIh3KoB00gsDnwortBT0d6aNRN/ShCvBZukwMxlaktEVfAJffgaDYuIgHKQaLEnki+njiANQewOvljTqOWZBlkHS8//zx5bj2K/6AsKNHktfHPIEZryBS0oxY4nJv6UxngFU5ADJmFqX9aYtyHOlVoL4mEgT8IYLXqeIysbqvLYTPn8hadRaNCWqzN3gyJhKjZ4+L1IgVxENG54pIbbtnWEG4N3nB4A/18uDExtOe60dZ2EKN/oXFIKZX7W6vm90Bk8nJFLFb8wvhvW6qijdCf6gBrJxhXq4yXm4GjWbKJ4FK5BPUfmwjLzOoEAXefa2Cu3oZtUiqaiKKZhiAYTBHGt+9ZO3BV0UhBeKx23+0dfffsq1iKBD0D5Ngdp6+9wKuntZqpj+1ffXDaZJzUWmh7Ud19BHSXDe1FcRNohpjL2eSLLp/LLfBfWQTz1ObkVBd8NJ985O8e+/aP9z4wfvC6tZUxcFSrT3wONPDBo++9dv11hh80cPgdlK9Eobgf2gpog2Qp4y1SaeotmyFKCPNAW4R/+HfJffhC8p+wIfk69pOL25+d+nVmudk0rqLloq3lpovUUmiJelIlXtwDpf2AlgZl/Wo7k5G2yU3QJnmoNl6lAZTUQrs4gOGAoUoklC9IJYhZUYpLgxGJLl7v8/k8QmDl4rf2X9ohZZTO0LaKefB5TKqPJT76mbEHj9auFgV8U2XHbihbHYvUWu7Gp5P36fVff/jAxyZNhkmt+c5rB463Zcu+hlI6JDczHbriTqgpcFO8JGVZEJoj26I7iBpcvIePwmeU3Lya/OTqKh5ZxW3JL4It/iMOshgPPmpZeflxB41IaTyadUkQYmRBCA0R+AD4BjlvwrXJ34yMYOPwcIOF2KwNDdb118CG8MZjG3Xo71j/C8Z91O9wjD0gTL/RTtrrqRmrcrJktH9JwIhNKaYK6AbCGmTEGlBrvQZLgW117zfkskmJzFBeTL643n1wd1oHNL5TU5nVWRyRACtJUAJ3pAcLSjDyehbWuDycnKmgATfiKCZrJ3/dtrpqLbd+9UTyf+HOmiTYTfJvnPXOnya/nbbRd6BsqZjNZEyfzG2yQymSiuyQKtY4u4pLIYC8Y1p4lquEZ000/jYqCdWiEH6CUrlUBGpCJl7Pm2RUOs4DoELl08M/+Kb0z8Ph9/8jhAtk4d7nJN+7dxkopOQVMmvc1utP7oVXfZ3Ur1fgD7i7m3PX/yqtj4/De3XIEbeCFVyqDBOfKyoDe4Bw0vfhKEArWMXHr0veLSGyhbN4N8so7iBNwaWK5HvgPV8zxjvz8WnABdonXoK4WEOzp+8WF/v8GXFxCohSHkmMjF/qunPfwTs7Ou88uO+OrvUfrBy8avfSVVet4F37P7Z9+4P79310OyDS6TvvPH36wgURj6LMNg2UQ1BrJ2DtMkzhSCpAOGsWVQ5GWnWOQWUAA5bRVF46DlJjACcPb4I6MzFw4ObTsRMrPatfGW6amu4nFw/urNvdRM1gKvkfDR3xRlbfUVZfA8qnMSC4b45GChidg86+GUKn0xI+f5OBIguNVk0eYLbvroDFxU/eeYNUKb2iFk4/6X3yI/gyRaAUNu9nNm+iyAT+TAoyCXR8iSX8RKcG0lKHptVgpOc1Jq1JSDQhNVZnbSpFrvdwHqYXY0ov568LxT3fPvHwidWvjkwOJUA1u3ZXdherk1/HruRPACH/tbEhXkHVULbxFv53wMgQKopHbGA2djm4LHg9+K0MYMwI6At8zGn4toalRThQRFg8kImQJifB/37jWs2SN7ha1dHhaquODRSd3l2zWOgOjRTWNjibK+pGCr46u6rX7dI5qopdhX6ToaK/ZnyHyTDB55aHXYXeXHOsW8BLFejNB3qT0/wK1Q3LhmY4BbFn8BC9Gz24b/VlYn6Z7J2m/XkC7P48PMunnj2SafF6t94jVEqAegpdtFrQq843nJy74ZbVT08O7Hmn61jr+47hZ5PVj84N4m8xmWiDLrGcD2B4FotDOfBWmWmqHJQjoAzmPFxUD1oBZNCTpXcO/Mf+D6jMMplZ9QEhb5WMe0c9nlEf/jIrOwsw6KNQdj4KxL12vZzmWRIUfjLwAG7MR/lm3spTEKJvoDyLyDNflf6D++hTh07JNTkEKzTyE4e+tH9ZqZNKDTnHVo/nGKRSvXKZyoG/YK6LKZXlDdZkF8g0GZn1+RcC+MHkeHDR7Z2L4AdBNoBAMpv2NVnSK+C2TqcTG0SJPXouasNRjswef/Lzh954Ze2hjx96BYeTL+NDeAzQm08+hNL6bIdys2gEJuNomiZBsIjd0Bd0Op4DVon1UQ5Mnoti72cO/3bPb4/QzpvsTv4G8/gLtByIBIiN8QjgJ3IwFZo3Iwm0aTSbPEjH61J5MyFL4CK2pBzvS34Iv5a8gI/1kPzpnvWfMvl6NhaokwAbFCJE+L+YpickbYRSwCgjxebSV189e/Z+bvfAes1fnM/UYw/ei5U7k2+J6Ux4zrKxgNbT72X3LqYrg9PvNYHnicGv5cyZV1/tId8aeOceQa9uLCdW8gLEe4FHZTta4nYpTdwyJLyeGezRzGzJozLUAs2lh5Zzv1j1+sSn7sVy/O1kFZ5MPsjK20hu7MSPbzwIcuSz8i7LKfOMZ9CCpKBT/HiyCz/5wSYhl09mICRL0tw2e9amkKT8K8LXM3UguKg0UmXQEvROYjJ6wLBjf53j9WvbzfWVapLMrSzX5+iqanQKIdeBf0t84NX8EPOpLRCWmDEnkUG4lxpxAToJcYOMA8ZHx1TkmKURZDI8TwScpYHelW6Bi/S+FHGfiFscdow8Lrvf4c818BplNvBIYPGpAIP3pEM+iN82A199KtSrx9i7c2e3UeLpaemcO3Fme0VpKAH3L/Ztby8LNgwR38Rs8o7uglDf8OCohHPWlpr5HoMt+SNJrCTsb2srFvzIEGBaFXkbGZELrQl1VADBAC4GjiRhSx0QOJgQLlN/f4wl81JZFKlUqP4JWv38yy6Lg00p9zgR15hynfZcl8nFG7x+lv0DR5mR8oNoV045kFvmwKK3fFqCpbl9DfPH1uYbe3KzDL0rN/bW1Q7Em0mTq07rLrr5xptuKcxrJm8nX56ayZpe3DHzZcFmy6FNL0KbWmhMRUOpXCXhiElIgIt501OsI7MUHeA4RgadRgW0wYItNKaSXkLbNwMsXHDghubDXYV91nx7o/1CR1thq8PRorj+th0navU5o0rtV7bPGbTbIZQlVA5iYXp2o7OinrOxFOtYMtmWOuAkaT07QLxjacWd6hFG8TgZYVLa4q5LrkMdjvZsDvXBPRNxkykXI9C12+TmtRo1BIpGbMxKVYo52mgRrsdRwdwC1KyYqUElcQ5oe6G+1ywjspUhndTU6+uN1w82NTcrQNu3FrlUFcaL61kdnuKxsTHtzM7lqakFwaZoXZWg81zkQNvicSVoPQdYAaH8hPKUpU0pt+TgzCaavjY5zA6tOlsO/SEX54ocxYFdQqyUEdeaoEeA9Diwck3y/WSou3wgEhqs7ju2rX5vZ3WrLAlxjO+6gzVD43r9uE7XcHxy6tS2wa6Wxj5qF1r4uJ2sg4zb4xqa1dfIiRS6OmJd3Q/6tyExp3mMRVLSWVD1muhBbAy3aby6fNm1iXi2zudLjahRUuWJVWayGgcEHpPXr0xNzY54agw2PmTqux5fTFbgi2Uu99JYjnxAmr3sYXrUgs34IPYsQPcLRqEDfgdqkchUYCo5EE1JwHboSbz1pGhDbkAiKZoH3BZxSkis9aRY2TV0fNgPcq/1CHemAe3yGwGy6CBxwJdf4CqwWbRqBcSGdJhYgCxTtJLGaqn8LjWkis0UrymVmKD2hVV7aqQ5o8dP1c6HRo80dxAssQ3Gdh06dKJx27amrtY24htoX3/l0FEtPx3ubtGpwspw4I7rzt49vmNmZmFgu2FpkvXtITA2P/SpXMptOJrSTIDQx9Kk7FSK/PLAzfyUkWcADY2uqKHT6OdpCZFbx6KzO5f3DzWsrJBCa6k2HJxZSn4E959a3A7RwNvUrmm0/03ySzZvoTAeZoSWgsaxHhpwr4nBB51XkDmLQHbJLAITvPG82es1Wz2e3hXyS7sr3+HId9mfW3+N2Gj/2fjWhlZ8D8sEaaFVNdCqjHmwih2jWYY11jgLdHjhGhrymE0GXY5NZfO6ZcJodhpOuU2OzeLphMcqvL/MGtFo8w154ZUe8kmXnUnyzvVy6YhU6iklc+sf7J5K6TkEKtDRmTdqlYKTMLdPewYIs9ZDUlrWmSWbaA7xNUQVATqtJPqUBHPKgOZjx3/wi5OfbVhexicMVbmaUu2jv0g++7vyp6l6hfcg+jcnjs8fS7FyRgOitKGgcdL3crugb7jQUcHUlWZmAE4Am24bO5KJR2JfyJWwgRi5LIujppFKNdriVjD3tR7xahbJvAgIipHDRqf68BpVDgMlF3ZtOum0DaVtycTsi36Sz0xtX9nZ0bC8K1G9MqyRmUdLTgayrNuJb2Y3WNbAyYmh5CvwtbA9+SaxdYSDY4XhDLv2IT2aYaI/oWVVs9FvCU71bT0zc4mUZBi6LW4SLINekuKMKxNxHiOwSaEOeqyXXV4HJjveMbODdQOQ2Dolytp/Ki2kiO9FIN8l4+Kntsb/vlReUMDrisuC36Ibj3QebLrhaNfBpuSh1u7u1rbu7hasPneh+eTEufc1nZic2rVravvioshTtMBTfFv8pw6oSXaKp8ABJxyk/GeGwzy1SUB6UrDnQrTPbnFFl9zzZ/zn5piqx4kdWNQd9UjGVBXxHGUrDT0mOSdZGdVITT3+7gZc198cjxPfzTedv60wT1eq/xGn7HCXjI2Na6d3ro6N70IZuE/rmuJkWoB4LsUV4IAIB2lOluJgpzapF0PvazjGyQhZy6AKl92S4mS0niInk2bCNyMKgO8ejqYr0wzhMxwnM/U1zB27er6h1yxRja6cT8Rxw0BzU5NSX6TzFFOiUOLueOcPuG50TDe3CBxhEaVsHN8DddShXWL/paMiGglQMlpFOOJSR2IddQz9gCClSCVtxFzWiGkkTl2A+mAExq6EFtNhnVRoMZNcGEVOm/q02pWjtNqD7ZGVYbXEOkh8HFmUB7tjyVeJbS5Cc/KlwB+/AHL+udzGqf9SbuMLh5eqB9ye2cK6mAF02+4/OF06FvJ4uvwlZebqsrJ23z19Q7x2mrf583WOPIMxVF3Y1m3QDWiMTpvebjfogzWCTnUg6y5yJzKjeLxeDVgBNgKAAVwXRJVw11NXwaYMrPVQg9+cM2A06HW8luVgzdhMc2W+DKoF/AWw3EhjUWhzo7FAq6t2FHRFuvt8TffeG0nIZf1ZSmdXMw6XBK+6eiD5jwVhQZ5ewAkP+DQ9SjzB0YlHYhCll0LDEua/0IIY6ANypc7CMUunLaTiBRWc0iPw4V4hQbEZG6VzLMQzopFat0dnd+zZOxQntvXX2sOBmV14PvmZkwtTmE/nBdQgj4rmWWQMU+nb1zLG+lVIZRGyuULqI8pyH9yzzx44oMzlJBKz4sCB5yCy/2Zej8XS68S1668JdVWCQdiJHSJHKNvBS7h0Foe6FsGN2ay8leUFIQr1ZORXog2EJViI+BfnwV/O4tVAP9V8Vv/Ru1bblHo4UKpko4eHZWolkRCFRt6x5+6rsdraUq/VNrRYk/8GUv2v8KyDr6rWYU/yx2BLem1V3IF5EBE6A9Sdh7orKWJnyzjustrrdDqeuW8uaqqMctR1e57/3NWnT6997itr529cw3qc9bWvJd9OvvH880KdMeCUBsq0Uv5l1UuhOXWMpwjlMnoiIKnPY2GpBX2mUjPn8DRifNUBFRiG1KhaueoXjvlei1elyOeLqrS5ULHnPU151jYvLl2/r3dCyg0TSSwi5EI88PE5kOFdcjRrfz5Hgz+XXMW5yf/Ax5NvYvM2fG6wO3mWlWveWMAz5CJEMAXxUC6UhulINR07pMO28H9nKjw4Ium18UZemGMrpdEU4GOsgX5XRKEPQQwrN+bSSNaEZ5Z2NNbVNS7tKKnat6+y9H7c2XtXWXgUh0rf39s1hAPFt+/QyfSLdxT76ejIrzf0uJ78UeRDjPZhfA0W+RAdIPj10BD54zt2mpsBeXen5AV8pxlqYeRrWRik2JkaNjyCe0Fa3sbkNTE5K2N+KjVtCxZxG1nkDfgliJkSuhsEfN+iHgS8AAIOicKHqezCfABsJUr8N8iE6lhOplQOatMDkJOEDuMuGeY66Wg/maB9EQBhWYz9CDeQmn5BMzVstFomjzGsFKM+iqVY5SvJtTeYSzscNUW+EqOD/VmLazQ5HvN4LMdAv8cqchDa2EiNNetkyJsex/kxG8ep7X6kDECIT00AHWIdYJh6E55OjSPn0lco+CjTYzxKOsbjMrr4WXwq+Qa5uH1dzMUr4OMUeQ5u06C2uBIiMCShBZFE6lX0LTTbMEfZ2DDlaWpE6ERMvINeo6E6iC2X0TfpJEpTJBqDINHoc7FMLJYrMDmASTILH3+/RKuRZJllteTC+t6aWfx+cayb1lkc94Q6B5F4TMcG4TjCjsWxPTguSF//ODsuZcfiuA4cl6XHkc6yfGGDUBEdJXiCzujUJqEmOvonwefS14hQG3H8Xqq0ULXxdOxxlnj2JB9nCcm963ekZYgyGaIoM+eqQyNxLaUEOTRfA1oDKxHVmbvZcmzuCsQW3DClOXrq7eC+xS0NSEXRId22JgMTJabnaGYfkMdkBDZTi43uX/wYv/onY53+mz/2tvj/dQzbMBmdxvhfnBD4zYCM4pgByFjJsqZlG+tcBNqbziiI0JlvIGc2lsmxbDlLSeQA91I5M+6hHgVE1cPSXqsVoUjY67G6rW67DR60mHnezOcobRFprIij0zXYfHzOaAC/YAzwasLoAZ3yAswBH99xusOR333t7NLctd15zs7TC0tj84HIwheGF0L++XFumsSG5opi871FpL2dFCUWKooXBqNk+nF8kisbilaORgkpH60oHyoFv4TsUJ+/JS8hHxp40ptL4JSoWXNq8HqCpTy4WRnwTEG3RjhBj2jKOHUTm68CGvEhX4A3BXg5VCcai1KeI4x1sZGlqNEV2zJPxWS03xdqCfXeuXvlzl74477k65MtpfNdnXMlLePT9pGr2ubuGRu7e679qhH79FTNbZOdB+Pxg51Tt9RCNEpthsYCdi5L50dHENLK0Xn0NDs/APynnZ0/Cudl6HznZj5qDjicA1jcaZFtQnthq4GiEWWbcETEI5FtWtNJ3e09WVQLaEFCsyjDlKo4oW1HhbQvusINE3FLnhMjv9cZyguZc7UaxkMd2JGt3JJ5owmTzcka/kszcFgxd/TojuoBKxBrM5+lk8i92lBMJbcM5yXiDX0tTYrbzp1/X5G3I7knz8KRfkm2t8hTPDo5J5vZsWPub4W6h6HueWQd/GQxqo5X8NBTwzo5x7JxYvpziqUvBAI9TGfbYuQt9hXnGjQq5MEeGRNaWDOyZUJJqjmF2YoBFvQE2Cnsg8Buod9bWzixrX3REnElwv4IX7hteCyv5eC21q6uhvaBPkX1csfCoXxjU3WwtSBi6rW5c/M19mJPwdhE8fDe2OhkW8uU0zyZ6BijuAD1wF+BNgyirni7ls0y5Qj1cz4slYC3lLI5xOkZJEK70BkkLLYbpmldj8tpt1mMenUOCuKgPN0WlTExPt1k5rkAC1syvZqj+7eVFESXFytn8/M97aGqknhxR8fJprqyhDt/SDHRUlebI1XXFrf0mnSDeoPfFXb1jYT8vH5CpxHiHWqzLKZfe0LJhuQFOzPRVmJrNUapdx+GtpBIxoFSCD3SJliaOPdn+9Zb6CT6jAuM8Iymrk6kebOX17tlSojoLk1SQPCPH1vpFUL90ejk4pskvhnoz+xef1TgeaxfAcfS0NFv8G5YBRVgHGuUhfwLXErFLCWowRqJkk3jYPw8pcN/G+1ZCecZ8jXqiGKqG1+bPFfqkUpHACpZn2Y5Jhtg7A1pfS3DO70oGi/JM+s4CRYG8UZZRkOyQKs5DOG7TDYuo8zdi7w+v17v5rOUQGs2B18v62LpoH1o5UCiccXMy3XSLA8frFDJzW1Rb5VOQrg3OWXy0ydo4JDRt4Jhs1EX992XiiUwUG6kRTVPyFkoITSYCosyipRCRfOS5Bw7i0Q6oUVai0AnOJH141iUQuWXv7x3Xm4AFtxVu+Id7wXi+8Pc2ird+Pfft/LkQ0NMT2LuBfQ0mIr5yO0ghwl9RMwUGADZjADWLFMgHBBZGtcsLLXFokCGYGiepGBNqIBjyw1QC+EuORaxLx8RGRSOTl9WkHgLGB68XqfdXNCCTNiUJXY3XkiIu1gwKTYMidU2fmd5Pzm1ajWordmKsKKlFXfThPjAQPJL+Va5tF+mZPN4tWAjtA/l0ZVwDsxJ1JQYJJCYztjeQ+eCsM5Pewkh46TXaEDIZjHkGfNoX/B55KB3U2pmb4Y16MW8lAM7ccuZlSPXx1ebgx12GeHOxTu62k5a294k3A033nl+7Jomk0HfEboF189M75r9wj1mExtnqsDPs3wkxCEaaG6KUSSxSSiZfHRmI9zi8hbQ5pcKq4TEvMDWtACdYYhrtDZvRfN8+S2Hh5rynFX5/dtymxpLWjw2/UXnNpPblqNt3Dt0x815o0rtjv5YX0ydYy8LB/rzRJ/XB3bBIycqiRfS7CYbXx5lKhKSg9BYeh1GVrPOqXdCY8kRj3l5Gu4bMEVBwYsH2FTTgJj3CXftr287PZY8HghW7hssq3e0usYnmxTxq4d3nKga8C1ua726e6x0oOxU99TqwE7RTv+Avw/yGFAsXsZjiTjwlZ6BMdrDGlGaQhKNSjAeZIBAJCXSpYaDe4v7Sm7F33y2JJBbrNPWKh1dLTgMRvOjsnCWtE+es5mHyGN9xBt30TeKsCVJvUzH5yiAfIOZSoVXkTRwiMu4oDmwp2W4ULtS0NrSzmv2aLXXKbxNkxW4JPkPA70rh1oONNQf6LzvDsoPaf7uKZYvt6B8mjcCwMf5VoOeB5qBGHCOUEwXYGKcJR6AofImZhQxZg/C8kw2z5QTl2UK1oLbho9vu/nczlN33HZ250hf3xeHBoYG3vyVvP1Y39UXsr//feX71o5dUP4K1+Bz2TtGR3ZmK3aMjCwq2JgXyDVK8oALQO+hs/jdFr02C8s4ZAVHyrHFD4zyjLI52AvA95grgfMe5PF6DT4vpXgmfUCM0JgTyaPzKFiclsoYFWNO+/phvdOiMChUFnNJhWPpE/t+s9PgdptMarc5GPUb+z75Jr76zUCQkwxLZMW138VVydXnQ0HJoERmiRX8dfLnFOtYuzE+d1rkeT9lGNgA599i528UzmO2jgxZ8AO4nhsBrYPFX7LWCRCao7E7nW0xJuYEONSXS5c7qawR7LrCcieZBoKw+uSPDvoDGrfVVmKJODuK4t3VVR1P4Qca9nuLvEa7w2SosOY1VpX0xLZRGYz4HtwGMgRRT7zLj6WIrneCLicB5sVpQSYpW8FDJ40u0/CcSDiIFOD8hEhbCB6gVMVhs5rTVEWVGkESFj9tSSxeuvTpky1dYXe4eGTCF3e6tuUXF+yqikVDXru9zBbMA8kaSv1RpSS7PFDTodZ26PReV7zeZ7fbDbpYrl3oLwH8AFoHneXQvI5SIeNSEysQHqPmIc7OEKclcSpTRM9nLEhbH+ZwtllZGnovl0gOY85cpsvKzfLFFjfHkmxg7/64RyWVYDbnB0JImqvZnI9Eu4NeJ6WzdNKDSMbUuBKxvvDKiY+37N0LT+VYlI8R2++SL/8y+gSx3exrN2ny1N9DqTki6EUuC4LqQpaPcNOoXJiwctnSQxp4c0pxqkisMmqUB0tO7CQzOfcrHqBlMZsDuSOoJl4ZpNNYgW/SmdnktJT1GDZ+tCATnSlj/w5zrp5OJZCjCI5kZdDo6OYkjqhxK8ykaQqWNU8UxvxL/lhlaWl4R2FhWWVpeClUVjTRVNPOS/k2Res1/fM3hSPn5yfm26rvu6++eW5y5r0lxTfM9l/TGqupibE5Nk3wEf9L1j7Gk+Nj+KH02sds6EszXB9SgNdkvSm17g0BE+PGtqx+o46Fw31mYfGbio56s1WkenHxG5uyj2fqx7/ytdH6uwiWOpRdh/GfJidrsC35xoQxZs4p1e4T2syF78adYHtO1BxvdED3wHYtEcY/6do3KdwjhZeCKByWQHcmhJsQ8/AcGYAinMjp9Xk9vFxli4D7kmdOK9m6/q0Slz6ZpXTwzVNjw65Wk7XFGomWFuV61X6eSzTNE0lrvK1XperW6r0hbyCLM3yXxs6glwTIJ0PheEBYMyYwvEvnLqWnQqnMERumjovr/fgPccmDUMBSa1XyZsRawAz17QW8MAOBLaURmi9PJ2PrxmgaAWqNyDJdsstqSfGBwwNWC0YFYYvX6lUpacJetokPKXjYDNYy143JU3ZHze3x6qGw018y0to9UJjvcAeafI48j83qyg8784BK+0IebqSi0lei5cvDVa3NVeFyXl/o95ZaG2wmc16OMs9isn1e7YMnXFabJwdsRg91GYK60LVPpfEiOsMPOsiylO24MJFeB0fQAJ2gy2tyjCqjOEZOa5AKjKEGgbJYucA1PtvXnxjqG0yMdHX53G5895E9K4cP7Vk52n3XnV3dXV0sxqWYO8wNIxsK0OiQZo1oT1eAjQrrJSk/B5SV02n7YDRSjpNOiMvfpdyAOBEr4AgY9RqVsJgiS1CpsB4Rb5mcRJM16ekMoMjfazxKq6uy3gpstDxQ2znc1j6jLx1VBAqCIXfEzw1LuJZsf1PQ4GyPtwzOLRRPdIR/FDa5a8MhT5DJrwP5+7nRlPw6zEmV0PKK1HpPKjeicoM+pZe7i035TUaNCljcpvxGtnooNZv+CtMxQP6H22Z0JaPbPDZFnqGyzkok6tJAQ+dwhyvi9QcKg9zo7ELxVEdE3iqRBZsDBmdHvGm4ORz0hEJmXxXzx1qoxB/IutaPOpk/7sQ70+fDGecTGefdGef7Ns9zt6bPB4Ry6HPkmfT1c1e43pe6LvAbrQydZcf6jT/iIfyEXo5uRyg5h7IfReTzyblHYhEhjxSAr3X8MFx/b+o6zrxOFzDUs+evv+J148bbuI1dP3fF63Se5gz+DFy/+Yrvd4F8nez9t7xr+cP4cbj+vis+D+4aJ9jzt17xeTOU38vkuy11ncu8roPy+/GTcP3CFcvXQ+g4RL4n6G/jlHB949Sm/rCTzicV9Cdcx5nXLRBK1bPnr7/idSPOxW3s+rkrXs+G52fIc4L+rvB+F8jXyd5/y7uWP0y+K+jvCs/bofwEe/7WKz5vhvJ7mXy3pa5zmdd1UH4/eVHQ36XlX7J/APpv2SAgc38A9BduApC5BwD671vWv2VdP/ofXpi/dV0+ylhs74mlVttfvtj+z6+1R/8j6+TR/4OV7lvXuqN3WcZ+6Rp29P/davRL16Oj/8EF5Z3eSnFBeeZ+JOg/2Xwkc88UVGkSN0f5mlzcHOWwUtwcZesadfRfWoS+dQ8u9JdvsoW27tGCMnZhIei2jd9jc7pMKDJz0fVnLCctezLKTCq2rKU+iL+PHyA/YOvPkR6epf/Om4+ZrzIfNcM1ImzMxe71sH251ti+XOiyXbQ8mztsNWKP/L6r32u/9pb8gfxrXf2uq2+wnbndNeC+Nr9/3X6t7eHEzYmH4Ae+Hn744bdvZnxbSvNinAPKp3M4LVDbYpAog3hCnOLRp8knviIlfba7p6O/u68Le8aSJ8e1ra3uvDz8T909nX2J3q7+lhYPHGrmRkZnZkZH5vDs+gU8sWe5PBarSH5ofnh0dnZ0eD6xvFIOPQb0DbpBv2S6YZqhWhE0Atf2bZzA05yZjj9KMwNHE9ro7OjonG5pb2t7z9zvT5757czib0+cfGMny9WfwHHhGVN6EyLaiwdb6G5G9Ln3LL5+8to3dsz9/tTp387QNm/H+cRFfkXniOjZ3kLR1FZD5w59VvOUcdXwt+rHDs8MdeGhD6qWYk89FVtSfTD68Yfos21omuhIiPYFzPYNMrI9hDB56qmhp58ewhb6+ZRgW0Ub59F30PEtfeGiXFVs7tNY5MeVFVdX1Z2lOilDf8JhPM50AqWVvf02Hp/5P+x3sY3r8IdBD1AGbVPcOJd8a44zv7MHbAz8Fl5P+eXN6f2bo1hi6+uPXlW0a/jo4eKl4ZaampaWqioFOOSPjn/10+CaJ8/fctONNwrb9sD7uuFjha1lQi7qlmXMK/N0qaDJ3V3xd+P4cd+cy2Kvb/3QegXcX8jGD5hPbsTv4pGNrsJPlLR4a4oLujx1oeW2uYNFfWXX4G3J6pHPlw/2FpdV+fPawCVPVi7OlZ+RsLjTC3X7neCTTf+JIzZu+ux/qZyLFCwWjie2T9TXDfU1VJT15Ff497atHBxtGZuoPqYAN5xraa+rqx5uqyyOuUydzvB8b8e4ilOMUy8tYDO0K9Ezn2wEnyz4Y2oM9RgUHGNOGXckv4IbVhYXd3OcJMuifPS+UeqRt9/39v3ORKvOUKZL/jvTZw3U419Bn3mpegiL6zMdsjDCLHs9OuMyNjTbuwY+bI0bwCVPbyBeW57XuKvuvQq9YUFjVLZ0Xp8tceDx2S9KZCUzrQfPCPLSdYvJlC8Rc95X9M2BLX4Z529bbdQGOw7268t4b2HzSGkukek7a7bvW9sd21ZTG6x1OaoVLTftSXlmZahrvsoDnvnA2YmuvkZwJeCXy9J+ma0vBr8suGUPvil5H34p+W9XkT2zvevvAQsuFtdX0vgwKlrs5lhsppPmGnDafPWZA7KGfccGqku2Vc9WVM1UdVb6WwtqlraF66pKiqpqw/F4Z7yqtk6xa7Jju905Eq9O+P2JmqZBGzjn4rrxEvyIvrq0sKSkMFqevK2+rKQp39ZWVlLPdFgEsv0ppUPTu/hiEI3TpzeroMJ9AVTnKQLVGTmZobN6eu/arm174tpg5wEcrHM5aiKx5hqFRDIJpGa+0iOSmj3MO+NF4DXB3mhXX1wc3x8EXPhR2ndmYDaX8ffdjmBqcxX2je92+0P5+SG/OznlDgTz84MBus9kMWCUUJZha1n6FGKlCrLI1UUWQK6sjJJeTYEYErCxHbCxkbatnm3OYmzDzyY/gmexo+rXE5+4D2J4uOdzRIdfEH2juBEBva2c/b4wdGjw0rLEXVba8Ezyr+hND9z3iYlfV70s6AIwEj8j7rOC6LKTd902RZ5RuS95S5w+Plrm7/b6QvOl03vNxZ58d45frOqL5or2oCUYyQ+V2/iB3Ly5kXBjzGnz+Wyan6V1h9GN4HsmAHPlAm7Tzn/jCwcPvsCZ+9cl/YJOYnCPiMt6wOXYLFZSWN7BYhu45uR4+nxqDWL/gQPPP19O/tAPwI2EOWZZxM/WICJhbaEH89U/mvjwRyfJC8nqzLWFC/hDbG0hkoNGCf5wcn6yRSijEt6zDDI4QAZxocrWeXpGcRZfZV18eiJYsrpaEpyYjtfhI+Ho4z0teAg7ij+70yjT73qk2EGGcEvPZ6MRKPc1KLcyVTfe89rgoFAzJPrl9wjvxMLsOnksc+6dJzX3Dr+nvnF6MlS8ulocmpxurMfOcPQx+lLiKH5kp0Fm3PlosXMY3vkYe2cH+g+iwTdST6ZnfS1jxhydc8wGajpKu/T5wTxvKNdeZyoR/g6abHUWPByTqFV03txETKpSaZVsf0UfegVkqdnkgK9s305ta9uf45WfFnil0MO+i98GXulypXglnTP1FvlFek9L9H+5rWRseL6//hFLnnJVG/XdcWt/0b7h1eP9bfnRXWP+Uo+roqhgoCTWUlM9ZCcvDXU1Tng+7uwtbL4qfFtvoHR5umsm6BmMdY0MBn3ualdejc8dSj7jrC8pa/BZGRaDzVjI85Q7bd0MMtDWPd/a2toy192GDde8NjXz2tHDP5se/2d4xgHPaIRnLtn4UdOamIOH2uYTrdhw9T+PT//s8NHXZqbE+cJ078d1tvcjusLGjurPHp4Z7Jq/6hHNFw10Y8dd6oyNHQW/sXESXURX07mHleCq2O5RF7Pt+XxPNt01ap9nZMQbnBin02OFdkPXXcqbtgXtjlDIYQ/WplsKo+yNJF4jz9K2z9wS8dn1Mqhk2gb+kzglXXLqOzNOSb2LICfUQdgrK3drWfpUjZoDDlqAI3Am2+7S9ikMWzbEeoJWMjA5TtfKKQD3Hkzj3l+6W9QtnjJfWFsTK+nx+cNLdLeocp/LrRo2pQz5zYqOQF4oaIsUW3UDJufsQKSxwmEL+K36u1MVwSiOv40+xfoFopO343sNrXTbUYbHcA3vFfctZldTdzws3iVy/cTGHC4GFcNdUgE6eVz885+f6R3k9g0CYxTWb8+hd4R7TDEBIC1nzvz8gUFycfCdC0J8E8nYWzcV31y2ha0QGV+6iW3q7De6BxL9nf3dxC9uYwsBjacNn2Wn+7p62eElW9k29HR199xz98upzWw7u7vh+P1/LqZ8F5z533HbiAoAAHicnZLNattAFIXPyE5KN1mVrkqZXdxSSbYSExN3kwaqRYgdigmUrmxZliZRNO5oFMi79Bm6LN121WfpW/RIHlwSSqDVMOi7lzP3Z+4A2MNXCGy+T/juWOC5eOfYwxOhHHewL3447uKlt+94B6+9L4538aIjqBTdp7S+tacaFngjnjn2sCc+Ou5gIj477uKt+OV4BzPvveNdjLyfOIXGGncwUMiQw0IiQp87Is3oSfmfUGW5JS6o1LiiN2m1J6j5z+kzqGj32hiWMSscI+TKGLlR1Fgg4CmNG3pLF3HFXZIq+grMSYq2z1OGOVJckxNXX8GlaL0CTvX6zqgstzLqR5Gc5amcaKvlhdFXaWLlSW1zbSrZy61dV8dhmCmb14sg0TdhSeFKl7YKi7lVpZ+ZNL32E8YrCpUweNx2+qfnM9Zu2nqaSn2ck5aspGYniPUm81ltTFpa/zxdqpr+DxRllDRNGZppVhdzQsRL6GOAA4yZaMoVt6S3CR9L5z+MGwX9wcE4nk7jcaybQu7X4W/z/ktT8mGWvzcpt8EvKW/mr9ppyntNyvY9rBioblPn7YRt+1ZuqQkw4j7kPmIZQxYx5EvhGC5TUyldyk2L0trVvLY6V6WVvdtBMAoOgyN/uBwu3Mj+6/4evbTfhHDBnnicvVNnUxtJFOyWkCVEEDjnnAMmmeAMGGMcAAPOAQ+rkbTHaldswNiXc86x6u6X3pe73ZkViOAP9+VUpZqeN/1ev7RIQP3++QudWO/3d/gnEkiiDilsQBoZ1COLBjSiCc3IoQWt2IhN2Iwt2Ipt2I4d2Ild2I092It92I8DOIhDOIwjOIpjOI4TOIlTOI0zaMNZtKMj1O5CN86hB73oQz/O4wIu4hIu4wquYgCDGMI1DOM6RnADo7iJW7iNOxjDOCZwF5OYwjTu4T4e4CEe4TGe4Cme4Tlm8AKCCSZZxxQ3MM0M65llAxvZxGbm2MJWbuQmbuYWbuU2bucO7sSf3MXd3MO93Mf9PMCDPMTDPMKjPMbjPMGTPMXTPMM2nmU7O9jJLnbzHHvYyz728zwv8CIv8TKv8CoHOMghXuMwr3OENzjKm7zF27zDMY5zgnc5ySlO8x7v8wEf8hEf8wmf8hmfc4YvKDhLg3lKFlhkiSbf4hwtlmnTYYXzdOnRZ8AFvuQiX/E13+Y7fJfv8X1+wA/5ET/mJ/yUn/FzfsEv+RW/5jf8lt/xe/7AH/kTf+Yv/JW/8Xf+kRqwKiWRGhHlskgHttne1d+dHq54puXYyWFf1I06vkiMBenxsmm4jp2YMJOTJSc1ZRbLIjktguREydSOA/0Z6QvfsR2v3nRilBIqfl5avkjLOG5Iq4sYqTlRqcSyg0MJO0g7WiXplpwNXiTRkVJH0hdBOojdKyUzaZTMxviudLJOWRa1ZLpovaqU+nviszc+++KzP6POjvb2GHR1ZT1LeKW2giuMqq23CvqqoOrXXfXr7qiCziroyhRmCm2WWRQhMKvAUiAbPsU2BbU1ExbSZjmGVf9auk5b3nbKGceWGvgvtSXrl1ypbfUFJ3BjZC7EPM9c1DxPLkhbQ2kWS74m2mYcUGvYQdlVGgpEGhGINSKoNTSKNBQv0lA8raGg1lBEpaHfK8KQNSVFSMkpEMlFIJZTNCWnUSSneJGc4mk5BbWcIiq5CDVUpGs6eU0wnHCLqzDcDM2Qi4YlyhqXwjFVwy0nWktpmg8cX+ZnLXXLhSXNSjfcQe3UGMoZ0tZZtCiqZ9pFS8dprghX2pYs6PecurpLWTcJzw+z9eZ0DRUr8FbnXZvgitL0hv5fXa1pX7Mnw29y6VpvSS/OWs4HQnepsehKEZZWbaD0fDPmt8yGH9Wc9Jea0jwb3peraY3fl7vUIjzDNA3TNQI9kVxg58MRGI4bdzlykUsBM7NCC+eUfTlQTgXyTSsv1wy8ts01w28W5bDpnrDz/32etVNcf3Jv7uqqnq3eq5U7uaala3u4Yk3ftPTrm/8FRTtxPQABAAH//wAPeJxjYGRgYOABYhMgZmJgY1BhsGVgZHBhiAWSSQwtQHIyw3SgzAwgZGRYC4SMDE4MrAx8DGIMcgxqQH2MDCwMjIxWGDTINC4gy4OBkWkiBg9iLgMAsFYKoHicjZM7TFNxFMZ/t5dCW1pBIE7YGEyUMDgwMDg0aoyxhoTGEAdDjLelFGIfyU01khgHQhjQGOIDH3FS4+T7/SBRfA1MTooPfODg4mhc67mnf9FWJQz9vnNuz//7zjn3/rGAkNVlzRLavKW7l5jjOkkSjpvL05fMZzoZTA27WYr96X2djGXSBZdTGTe9hwtZp5hnvjjoDFmrqBEdSiVlCx/hhSeWRL9j/x+xvcipf+nU0YhvYyKxlWjcw3VVlV7mN1mgKg9KvvTToaq8vqKPWiL9+UKOxIDrpNiRHco47M4WUlkGFLOKruJ+xYOKo4rjihOKk/m9OZez6uJ52aJdJ717eUgxrFivuEwxotigaJv+PLQUUayRWdvooJP1bGIb29lJEnmLHGCUwxwXz3L9iOExw+OGjxg+aviM4XOGL0qniPMVXpon38Q1IPy9nFvthvsMz5TZ12I4qptcoZ2PLDmeEE+LZlrVs1b6rsyHtbbpr1pbolb9p7yloP53nktmd4cWrfCi0zK7epR+VJztkl9A3l6YFjnfRjsnRStOD5PK3ZyQ+h7ZuU/iY4JxdYxLtEbe02Uecp8p7skur3KN69zgJre4zR3u8kCqbHNTGlguWTMrxc1HL2v17CMeM80TnvKM57wwWjP/UXvFa2Z5w1ve8Z45PvCRT3xmni+i6dcvEJknII4hmcZPTL6gKLtwWC0VHbKfsus0Xxdcf3l6+p7ynO7R69ovSkFR8m5QRCZolBmaZIKoaMfYoHfNJ4pT+h3b3h2tfvITXLa2mnicrVdLbBtFGP5mdtex144fid0Dj4KQmwakBpRWSpqkVoTaqi3vkpZHQ4jTmqRKaooJhUIJzwPihNRKcKpQxRlxQAhy4ORzzhFHi6PPuRTJfPPvrr2xl8ZV2U878+/sP/N/MzvzzSwUABe/4R+4x08+P4dSuVZewply7UoVc0vV5XEsXLxeW8PKpcq1cawvV96tYWO5VlnFN2vl9Spura+UL+NH2GwHrRYUrcDGPS2153sVsnXItuCsVmpVPC7pqKTPSDopaYmOmrclufJzLbnXprFtOEghj0cwgjGWxPnuKT/fllw7p2JHvJLk316e2s/8jrQxixXmMdzvpVknSVjIEBpZQiFHaDIvsXyBsPiUIEOHuUtock0xnqmjpI4ldRQexX56zRI2FgmbZXGWuIyRoV+ObS5A2yXDWv9l/YACy9Bq8t7x8yZGZXTFNuilbXyDWkQzKOtp467vsRPRxqbnG36OjHK3Y/fDY++rq618hEe9tdlqEPVWI6KBiBpd9bcjS7dCtvS2w7hTI2BnIoeZ0mN0r7jh+v1fAYvwl7uHRySPPsa00ZkfvKLa2CS2CJPWTaTO7GOe7/L4JcJD4zFZJ3FZJ3FZIa6skISsEBdLhIWLRB6XCAsVIobLRBKrRBprxCCuEMOoEklcJWzUCI33CYV1YgAfEDY+IjSuEyl8TCh8QuRwg1DYILL4jMjgc8LBF4TCl8QQviIcfE0YXXu4h/1AiP2AsNfCWwtjV7imhGtWuLp4jzBcA5YOrhE2PiTLmLBMhlimhWUMn5KlEpaDwtIKscwIS6vN0tMiCEvFt0atljiKjnBKcAwNj6uMmmbMG9SYDdZ8iL5/iloWcAQn8TLOU6HeIf9FfMv7Fm4TP/HNz/hV7Nu0bUxwLhzl153iPcNZpHEIb+IFziBFa5zPGc6rHG+FafqY0hmOldHzDOvmeD9Bu8h3s8wXZZ4k6G+8jdWU90pS89zwnw/hbT47tF15LrBvSRRxAAcZ/UnGPsyeTOAophixhGfJ9w1ymzca66yZvlrb9nfYR0Sup90r6H5Wbq9vex3shDRkO9CvdsmuyN4q66y/KBV+0Mtvv2e9R+4JXePCVd6kCosa7G7TV4jw/mGeG3wT9MCF6JDRcXQpEluV/aJbp6V0C11XeGR9HWuG3xkl+q8ePNDV5ky9axrF69kzzT5VR970I+iLvxtHz7BFMfraR3p3sWBk/Ah17w4YdsfqL0anvf/Xs692ZiQNjUbvt2fZRtsyfdJywtqt0VlBRjQ6S30oUitHiCR14iBrjBI2z5Vj1PunCZfKYXTrMGG00JwrJ4hBTBIx0ZMEpokhcjRadozI4TihcJrI4zlCUUNfYXqOSOM1IiX64+ACMUwdmqd9kzC6VhTeQ8J7SE6QBWHv8R8W9hlh7wh7zROwOQN7XDsssyGWSeGXEH55OXcWhKWNE0ScenjKZ+ziDJEW3nG8iJeYGvYWzhIKrxIW5givPxZ3h/McEa9XrxMW+zbPsXiLyMnptsCefS970AE543on3CK5G30e40gHCj0pbKfJ9RjZnSCr0+Rh4p9l3HOMYcbtAtu/yV5OyS61j1/a+18wl/JvLf8KnZO4dwb3Tt9KdgtTOiItmP8JJX8f4foKv+MP35vWv/WR+9IAAHicY2BgYGQAgvvXThuC6Eesf09C6dsAVTgIHwA=') format('woff')}"
}
}
]}