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0
0(0)
2h/BIP4y7EctA6BUppc9ewbR+fCmJmfBn7W7yA9Bv4FhaS2OrIZT+TPzUd8OWGJVF0/RZV8j8bUyiSq8rNygKYDrKM/kKj/eULi0XZEy+nz6CMF40KIOA0+EcikG26n8xte/xbo6dFAai8Lp8gxIVsqp9RsN6kGlX0bbqviDHDgteMqmJa8ZxJ+WoYuFgz2BHaPdpfbF3/fLePCJLkx/sg==
28
10(1)
2h/BIP4y7EctA6BUppc9e2Pn3+bKWZF6+7Zy3Bv16Flm/sXnCqbBhz1mHRxM9++/+FDcwy5qLFy8NWbwZgF9TvEaBFHLnW4SoTnTnIrUA/l1EW6hrBqS2Vt/UB6ETnZK7R4nwXADcI4jkAxny+G6B9aCCbDdIrs5VutbWJ2NFwR4Vi+7ziARdh8g7k+1ZtqT
20
10(1)
2h/BIP4y7EctA6BUppc9e9B8yIIAxV8RgQdbhcUmzzjwpfNiV8lp5YsGtpCTkiuZpIc+siKY7w3L3H+VUymVX9qusDp5E+PnX8m0EmxNFaen9KdnBeal7d/N5n0eYJ/H
28
9(1)
2h/BIP4y7EctA6BUppc9e9B8yIIAxV8RgQdbhcUmzzjCEDELNMG41DsuIv/QzIVHaP/7h3bWVdRV+D5CWeUN8Od+pV11WrYcSQSVoVIjL2F5NqPY/GhcRj9mKikWROmjnhxZeZLPpUr3/YdMYxyz6tbXgUYJ1xsaEd7ohp5NBbrt4ZKIUF0yeVcuiO5ZpTvrE7B2J8JhonKU3lUpsdtveIR/PJXPpkJWlpXcMgZWu7c=
30
8.5(2)
2h/BIP4y7EctA6BUppc9e9B8yIIAxV8RgQdbhcUmzzhzvQ5lSQSW0Rox7EIAsAvOiY9wTqZ6hxMCbJHFWhFb21cf3Sv3eTOE1zaCI9b12vV28QqkLM9QVz47QivwQH6gu0nYvis1EMZB6b1Cj5gUbw5c5qsKOe7Wcwl3wZGJn6ht0xo44ipda8k0QBFr8fFajX3cC2OkanVZ1i2u/Qm73YwsGoy18tm7bF0LV+wbI18=
25
0(0)
2h/BIP4y7EctA6BUppc9e9B8yIIAxV8RgQdbhcUmzzjVU/Qc6WfMW9QeenT3DlyTae5Ch1kxU9ZA4QCuyii2dPw5EL2n9SlK7moU3xkHByCh0wCg4pDihuLqy8kn35lSjO0nVZI7wjqBr9wnXkAMso1H20d7Cg+n4DqZZUph/ecAIZdtwabd4zY1sCL4+w23
34
9(2)
2h/BIP4y7EctA6BUppc9e9B8yIIAxV8RgQdbhcUmzzgLZCCaLlu4Hp/WtLwPEPrvg8ldQn9gHD1ClJxfNSI3h18W6VY1tALLzkGkxmT2QXGfl6PvUJ0MTdTWLkfMECMS7/b1c1A8h2cbo0pKMsF2BZoazWDMeZoiwcKhmHEhokh7G+3/paWFuWHsBd5K80brKGY8E28u0+LH2hRIcKkn0XW6cy0tSbg6U38Q7VkTFdQZjzyhCwiyWy2pfSkQASCj
20
3(3)
2h/BIP4y7EctA6BUppc9e9B8yIIAxV8RgQdbhcUmzzi2hqS1jjAHMMjKzCN3kHj4GFkEJJgfsB5LrHn4nHV3rbhWli5t7r0JM7pjEc3XVXeOskKBuno9T3rIerst5BdNGKIeFxTJukt633xHPWoAWw==
38
0(0)
2h/BIP4y7EctA6BUppc9e9B8yIIAxV8RgQdbhcUmzzgx9SRoh28Iwir/dxPKGhLl351W6HQcU/guJsijO4Dw7ZSWpwCFrbzlPBYrSbhIk66SAOOc9zNnPUFJ2VT7Cq259JHFYd4uLsLkalWStCYig5YT9iuVNJxeVRZCWN5fpBrWHzqUcytxCDMf4eIR3Sxf
40
0(0)
2h/BIP4y7EctA6BUppc9e9B8yIIAxV8RgQdbhcUmzzgxM1YbLgb1TNo+AYxRwHhkvrNOr/iqvd02i+Y8tDKK99DOYPCkj8vGjLa4dGNLFyXs6R3AGAvuwzdHVMkJV6+w
17
8(1)
2h/BIP4y7EctA6BUppc9e9B8yIIAxV8RgQdbhcUmzziJDVIVifV+e8bE6oAMWSY+nHnAN0o1qwFfU5eseb6fNFnByZgLB4m0wI5U5xKEgHA7gYgoo8MP10HdcyqUlUh7/ArGdsO2H6Qf61es1178SBCeQMbrwKleB6MpVKKHdzMstKdIIehYeu5YUorFl8kl
53
7.5(2)
2h/BIP4y7EctA6BUppc9e9B8yIIAxV8RgQdbhcUmzzgoa5TagbRh7fjOPCxnSZ762zD+FE+COB2uYthPBDs2VKyrKi6bFwF09MkRMD077gC+MCpjXaPzCbMf5ddgMFiPh0pdRYLxqLB287Oa4iC3oVUIcEyB5Paiwb9PlGkXvCrhWTELwFQi2idOGS2r325H
32
0(0)
2h/BIP4y7EctA6BUppc9e9B8yIIAxV8RgQdbhcUmzziMeqQjnr224xCtNe6aivpn+E/llGTMxOWMnZp9W5j/A4cu7lURiU8fiLDJTFO4DGDSfnX+vAcdF0iBf0VBniPPLTqb69Q10m352ygRkHwIU25lZf9Jk0XNPBGFkW0+u31ejFjGc2Et9F/Py9S5kBtmFiNPRa2wqlmB5jf/VjreUSj132J1vLcoNMa+7xthvH5Tq8OHpN91tJQ0/YTDDTn1GElIIZX7/+Sw1t6atb6TqTeD45Q1W59vZB1pIk1FgwY=
26
8(1)
2h/BIP4y7EctA6BUppc9e9B8yIIAxV8RgQdbhcUmzzi2hqS1jjAHMMjKzCN3kHj4GFkEJJgfsB5LrHn4nHV3rbhWli5t7r0JM7pjEc3XVXeOskKBuno9T3rIerst5BdNGKIeFxTJukt633xHPWoAWw==
64
8.3(3)
2h/BIP4y7EctA6BUppc9e9B8yIIAxV8RgQdbhcUmzzgCObdgJBk7r4ov+/6Fh7SrTVcF4i9zocQBuVm1TSMBRGniCU67CKfW/zjg1MP5p1UICTWHXE9WX7lMkGkN2ZBdK1zsSGzaKibFIhmBgQprKQ==
63
8(2)
2h/BIP4y7EctA6BUppc9e9B8yIIAxV8RgQdbhcUmzzibWP+3aYyzhLk3Z11QsTan/D9MelXEkkgToE5gP31Yrpw+MZiVxgtbjUMeg0gMI5139gXIBrcvXGrkEgBwDRHeEvqNYrQmW53jN0CTF8OyzzHNKCHv0J1qHRBlMwhGFnS2fn3fmMWxctuIniX/GYiUxw85gP++nHVg6GS5eXQbQEF2N/4FaM5qzQfcpt4ovKo=
5
0(0)
2h/BIP4y7EctA6BUppc9e9B8yIIAxV8RgQdbhcUmzzjYx0Gif6ImsdMghOllWkeQX5xPG4XKJxm8e3lvCup5twYl4OVYzKb31icJ12zmfc7Pcir5zdKFqqlW3Puus2EszrKXkePXCo/wYGqiTrh9Xczu0/0zc8h6XDZm0uzppL7amZGT3R2dIAJyVdnk4oI5lFyxlAzco3JTH6GOqng9NOpJys0uISBMZCy/ZiaVpLuDSY15fvOEBD1mvZowO3mX
54
10(2)
2h/BIP4y7EctA6BUppc9e9B8yIIAxV8RgQdbhcUmzzhzvQ5lSQSW0Rox7EIAsAvOwiGYxhxEttKtA6DlZFVLhXmgRh6VdASPU4hbm1jmPzume23BWhLg13Ai5qCEeaSNtm89zG0VyUEiuUQN45gS5Zf2NXZtl81RBr62PvHDCh3UL5W6AUmrG8P5xVhppWcOZiI2qqHO9dxB1ciOB3audx7ucdMNB9eme4xPuo16rJE=
37
8(1)
2h/BIP4y7EctA6BUppc9e9B8yIIAxV8RgQdbhcUmzzicQd0Sqbw8nEPiPjm7ajQVvQ+yEKsWOPkMC6+m/Ns3rv2ZimfKxCG+JBOeYOENrujX94wSHwK2xyOTE5JDV6QcnJy20LDSzmAYCHE50agmiPAA2wY9K8dQmLkhGGHD6ZS6deWAjixPVORFaVrFizRBoQ/+LuZtUHRuhLwz2etZ39rT5ZUU4ATN44naVgmw814=
18
0(0)
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