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14WuAHEThKwuLbVjWTa0A2onu9trEJPYTGD0h9WG0y8wO5H27nBJLYxShQtf5jSXz8taZyYDs/wR2StY3LjgPfflN8TgJaGkrVy7X5enF9FUvyOLqWZDwKQ6dpITSX7xgKzWlw4NZyLjhV5VkcrI61YrHZFf9dFjAmQLAXeThAdmMbE3Q6TtgCW4V+ZWeE0t
55
7.5(2)
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33
0(0)
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27
8(1)
14WuAHEThKwuLbVjWTa0A2onu9trEJPYTGD0h9WG0y/KGgxdZfZZ7u/Tnw5F39sCdcSU1+yQse09E+C6+YbJmgBCjLvNYzi1JseA/j3imNWZXD+HMeWcTnyxrPHdtJLu81feIgtAq/RzjZYlLdqUNg==
64
8.3(3)
14WuAHEThKwuLbVjWTa0A2onu9trEJPYTGD0h9WG0y/TcjfB2A41I0WwIzVJa5T7vQuLOGZO7Sop/je8GrCO61S4iXulV5/smDjfdY65Pq8OnXGA9RVW5MttS4ns3bn0RhEnJV+YYrE8n8F5SarDjg==
63
8(2)
14WuAHEThKwuLbVjWTa0A2onu9trEJPYTGD0h9WG0y/2a81Q5s2nvSr7cI3qGqVRHu1Jr1Zar7r0c4D/Bfn67G4gLccai8dWeFg7B+HJ0loK1K4Qd/R/1IOOGkEr3nBaPRw9HE8nsNPNDQOIVomR28Dd2Z/5JWYC62XCeCjATSaEi5L6gVylsgnSFIL3gZqLfGoRulabvkqzrgpuZFRJXP0YcZ8KCDxKsBvmKtpmzpI=
6
0(0)
14WuAHEThKwuLbVjWTa0A2onu9trEJPYTGD0h9WG0y9Hxzxs9LUPq8xZYokNwygyPx58iBJJE9+v0+v8NBxDTxQy97iSsc1RO3ICywXBn/jLIluKlZ3lssA99LoL312o3I7cpmz2KzKUWW5nmi9JZotRYQw319Ell82LtwCWsk6Vv2WuMWwGsjplUxUE6JRj2fUmsJmrYmuWJJkHWFpGJZkFhntbyvpoqGkojJZQOq3LeOspxTNMfuUA6ujFc8BN
59
10(2)
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40
8(1)
14WuAHEThKwuLbVjWTa0A2onu9trEJPYTGD0h9WG0y9guzfiGvmpnSs/1kMcbVaO/N5Wr3rXflqsRsTYEiOQvXoZVoICSUUDuT6rFEMZ9QjwqzTmN1Gd9xkW338BdqhfJmPL4yOXWRTBuQ4v2iKPZ7SVV7YsL1SKTV9H428OhKtOUrACoS1nuToqLPUggiCBDwsCua4jnLdWN72YXqsMulk7hEDipx97ooW+CS9qMuU=
18
0(0)
14WuAHEThKwuLbVjWTa0A2onu9trEJPYTGD0h9WG0y9D1bcgNzksu4/xk8OBUaskKtFMYhOiDV5zwZdA5GfdKi240rInUXfx19mWem9AaqGzfn8VYGCtwHEo8ayqm09jFvaGMDNr8CJV0FPq8+vJ0GVvKKBwGuRSVdc35qnbDF8=
23
8(1)
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39
8(1)
14WuAHEThKwuLbVjWTa0A2onu9trEJPYTGD0h9WG0y8L8luEUQjeg1H+2P44kyfD7evd9Tt00cv4vExr20I2epzoS/rMm5t0KCO0UgjLvuaVIcjC54rQib9VHDcJALuE4n1IweIGRn/LCOabBE+G+FvCN4iXp+4AhOXCVcVK4L0SdOSmV1sj9Pme49juDDjP
33
8(1)
14WuAHEThKwuLbVjWTa0A2onu9trEJPYTGD0h9WG0y/eD+2+YzVggQC7YovzYBNtMO8TdAc2+lFoti4Qh0JWxlbYAeUPw4HYGrX4U2ZSbRjcgAKcQdnPf30VvRm+TgWwSkN1HB98NLUGxdOMDzP7zRgSO84O003zfRzzjzZTYtgIS9C2X/MgBOp8faBuVB0/x+zK99rLdgZmGhVEFeG8+Lg9oARBPQh1AAMhgzgeAJYgjaKEFU1d9SCd4aE6wa86
62
9(2)
14WuAHEThKwuLbVjWTa0A2onu9trEJPYTGD0h9WG0y/id1scWim4rZ5LWJLFFbp+yaXh3cYeaxJrdyMsW1f0pPCIVjKY49G+/0rAHuzDjSMHNuU5YLex9HA7xMn93yY2c+dZ1yQEms/cnghfLpzpc+fEMvVzFtEGV33eaBXQQvKf0BPcX+O3A2ChUmjfwfWJIMBTqutbzp+IC6TiCekRm3dHCkmkl5cHp+STwMVu2N2Y3hWTP9sPof2Y/HxosgG4
38
8(1)
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28
9(1)
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33
9(1)
14WuAHEThKwuLbVjWTa0A2onu9trEJPYTGD0h9WG0y+rev5Ss2ruDT/yOdKbvPywjcrRL3fJspgli6Taao8jBr3HHCe1UY97yobplMQ2pefrWRq16Pm28nJndAkeabL/+X3Rbb2NjW/gmrZdjulk9A==
31
8(1)
14WuAHEThKwuLbVjWTa0A2onu9trEJPYTGD0h9WG0y+rev5Ss2ruDT/yOdKbvPywfegX4PxUuhzEmTuHJci0t02KHxOzTDqaIcMDPW6yTLHP7SEFiJgcV6B+cfCYGgtDMENizIPO3wjqMxR9g+mUZQ==
20
8(1)
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79
7.3(4)
14WuAHEThKwuLbVjWTa0A2onu9trEJPYTGD0h9WG0y/id1scWim4rZ5LWJLFFbp+gJnOvCVwJoONAT02SWrRsYu9AS1XpVLXhKrKudS94adHHokaMhCH6LY+ilPTx/VTNf4KANG9kKzYE+tfi6kfIo0J7o4/DtEkK7EYOEBr3AVLIxAC208MDoq1m7SAul8JN2TAuHQR/ar4eG5ioAWoZMEfbFMyHnHxQffdflDKmcDJ11FjP5Z+Y0s9nnuGIkgQ
35
8(1)
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