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IivnoG0+xvFseLLr5/MJLQvj2fciEFblYm1TMqda9/c=
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CaUheC4o2s1PEPGvQQrpVxKu+VjEVejfZ7KTDAfglEaED0g/x249Qx4HYUIISMwzNh1Fmn83jHGtaspk3ZhCMY9KOMT8IalNKt60xDMqwiZrZRyFyByzMi/lEHuM0720ZAPxDp3ZncQu2tKfYi0O6P/1AGTWPubrVzBOcs8hLS7jov0+CvimZ4mPgpYBx1bxr0fC7jiKr+RWTLCYDHshAfw6/A6JnB5rl/B53nSuClSBl1dBZbnnMNMmsMO26alVMpUlLuQ6NTBgKdLTNtEZFdobWPXYMWrKk6wYAlZFn+g=
26
8(1)
CaUheC4o2s1PEPGvQQrpVxKu+VjEVejfZ7KTDAfglEbWEaArbsCgJO8fEwmTIQRNsNNZpLd7KN2uDWbOvFT9oeRSl2gEqEYw6VjBlsKWqap3Ui0jjgTPVVuUAfmvOS3gjHBRwAMuSUmQprjQHNW2gg==
64
8.3(3)
CaUheC4o2s1PEPGvQQrpVxKu+VjEVejfZ7KTDAfglEbN8e1j/2X4Nu++HUGxaeZTNvDwTKphb9BHmW/1OnTobJPzL7yBP+A40IZc9JCuBPmKNPgkJsKUHVHyVzcXPlCFWZAl+/Jo7oAtgm0ewUVwBQ==
62
8(2)
CaUheC4o2s1PEPGvQQrpVxKu+VjEVejfZ7KTDAfglEb8voBBoparNpusPpfTeFikBbd6iE8PtoOdzQmC5Xf7L15MpPF4H6F/3ygCfqhZdI96JGtNYwQx8N1AJLqyfi9TBgeTzWlZRQF+LH6CZZs3MYJsmj09IW7C2QvIKAnnmL1Xil/8JC5YerG5pnISGyYzlULOeU1uyj1wJx/MDQnMpHglSUzdI8ugzRORaZfBFRw=
6
0(0)
CaUheC4o2s1PEPGvQQrpVxKu+VjEVejfZ7KTDAfglEYH+6wC0sfvZT8BbjSJeDNg5/2J4hj3PGxpqUVQ8bEF7cOkfQUpvZ0F22a+vcUjiwbwwPExCGTTNCuZMmBNL7HyywFJ9WDtsk5wLyGZ1ZtKMJzRcg/WJMdWouh1/njTj0gZ0+16FMKZ3awcAY6hC5Wm9eL+YJ3UGPaWMmgqQeRJNGjrK/o3HhgOikZrL8kM9EHTIqWW3KZwPlK05hPMSEet
56
10(2)
CaUheC4o2s1PEPGvQQrpVxKu+VjEVejfZ7KTDAfglEbiD9YuWqeYzrt3WoojZbwucoUWvYppL15vVWviBOwNqizpQ8oxidJ6kLNVuUqxOQvTTF+xgpGUAEMSB9pS7LZ0ls7yQebEkBVOPbNWrDr9HFNDLF8C52a4ngd4rxO+h3twOIbuxaD/UmLO8UCUDM9ftk5S4BVh3a7wyuwmoBEZXMHlk1cK3Now3MHYfH/1PPk=
37
8(1)
CaUheC4o2s1PEPGvQQrpVxKu+VjEVejfZ7KTDAfglEZp5oKJ46qQoJEjSxbo9cq6WDxx/Rdpguyibyev1SizyGVQlpnzPYQ9Qp7kzN5OvkJyS6bx5h/uLqfnoM16n3VVR1nD9usdCxLAmWWYsDkwMSxEXk0XN4CatS6k1xFD4qAxdXp4IDWyE79IASC439jTUhEsntbgsRW5+Sx1uy2L2pfPJmuSdzEAqt8IPQQQX7I=
18
0(0)
CaUheC4o2s1PEPGvQQrpVxKu+VjEVejfZ7KTDAfglEb0/sMWCPCrtI9/M7UYGwnOYNcaTVvoIblhDbYkZAEafJNRubSiAwnP1KQ+Jt1Tnhl65g1SQDiuO7u1O9h9KFKycTgopOTkA3aCP9DoPAMh3u1GXmw1Pd/OId5SxksGaaU=
22
8(1)
CaUheC4o2s1PEPGvQQrpVxKu+VjEVejfZ7KTDAfglEYqDddZt69exk56G7uoFWEXmX/t0fZ1tPDgfZ5Jn0Baeak7+2DO3nh/hPb6kBVFg0UeTl1mfOhvcIopoFUChp/SsyZW/FJuutlFgwqEPh9a1MJiiYpuUgD4/Rj7KaCqiQd43Oii9D3dHj+98EKzmbB7fTEabi1Y8jtLJz6GCXsiI7yIkFNxqkPCYbo+sLffCH/4r8uCjeQbH27KnbhMnzNttwBm+2XNPkGKR21bQmSyHQ==
39
8(1)
CaUheC4o2s1PEPGvQQrpV/dPIhNAAEnR7zpxSA0LG+dIM2gvhi//J2JKe3GnLLbhB9SC2xk1+jSNQJuEHzjOjh8kRo3EiIBh82QwOd9CudJ82BDL/3Pi2eoYFiS1VeBzf1cts6xkJiPtnuAFFnXcBJmfoOL/CPg0QQG7YFBtGb4=
67
10(2)
CaUheC4o2s1PEPGvQQrpVxKu+VjEVejfZ7KTDAfglEaZAbuWFDRbmt1UMxtJd+8UD2h/0rn7aPg5zHuOCR1CnAPLvOIr9FzxF7H6xz00WXS5+IHExC/NhLQ/ytI67pwQCvaB1wRmAwSR1DerEDrzcxnrpQ1LTIQLJOwAR3W2UG1/Cta/Bs4QcUMjXMSiEpUL
32
8(1)
CaUheC4o2s1PEPGvQQrpVxKu+VjEVejfZ7KTDAfglEaEObTpvOX4fT4urpcZMdADeORos9bf3TmXjDhlWtDuDrwxRKqL/NNqydinAw306K/H8iKGA439yOpo0hMgruz1aQMbjJLXT5rKgmDKICe6JcifjwCFgoyQDHwUsaFj9Gyw2NoOAV2tXs2F3G48ATB85g1x2C3YU/PoqtBYiveY2xkGNg+z1p1mIeGWu+B72GQQPartT2m/UIrP2MNxMbHO
62
9(2)
CaUheC4o2s1PEPGvQQrpVxKu+VjEVejfZ7KTDAfglEYCbHgtAPROmExv0HB3TD7vlDgXxfGH7Jb0fuaYqgbiAB8C+0UdqNvyDIvxFQG5kgVU7nBdcA9BTGiF20zZRpzP1N9Ryq0LYP4FRI/zGr4xmWaN4a2x+/HJksEUCGp2GEwPicpsAmhw8bjjbdh2ZyM0rB8V+w7Pjeamom1FqPk+TVxS2JZue9xGIEdLHaJ6YxNrKBH4aM1m8wiBx7XO9yw5
38
8(1)
CaUheC4o2s1PEPGvQQrpVxKu+VjEVejfZ7KTDAfglEaED0g/x249Qx4HYUIISMwzT6s3I3LoORYu3oz3i1HFp/ZiiRL0UVs5H7jj12Z7csNEfpgA5zyxWol9CtSGYdMkmXVN6n0hBQ5vEocpc49sQGuwFbP8HJBEfDoQ+O13jOhU1CTDYS6aeK6LW6jcPj5VWgFTHiEmCIwie6Vmgpj3eNqmh2CWa0L2XU827EeokoU=
27
9(1)
CaUheC4o2s1PEPGvQQrpVxKu+VjEVejfZ7KTDAfglEaED0g/x249Qx4HYUIISMwzq8Pd9QTSEeWE3xfFitCUbM6SduiysrIgCe5R6jD7U+0w0sR1YSxGdwssWXh8YO6wfP2REtIMVknuQYMHi3Q5rzpQ+BqdOBcRRvMrFQX08c1jZTdtf6nFUgGVA9PDQe9jbz8m3U8/YCZ7lBzPw9yswBcXpAwnWGMC0dx/f06YL0o=
33
9(1)
CaUheC4o2s1PEPGvQQrpVxKu+VjEVejfZ7KTDAfglEau3FJjUmrbAvbmgW7nQgqTGhMjOadNeHBiISbGvjUrO6fF5tdro96YwUpGYQ4wBefhUAEJJv/afjQvX6LPJd1X2QhEt5/Ekft9uhIzYqVAtw==
30
8(1)
CaUheC4o2s1PEPGvQQrpVxKu+VjEVejfZ7KTDAfglEau3FJjUmrbAvbmgW7nQgqTEl4fVuCmcLDOBw9IhvqgcjHv5QB9NdQCMOe7VPP/Bl4Tlr0F9RsJv3gF1qpLKyEjb7XrCT2ieXASKm4v7/9pUw==
19
8(1)
CaUheC4o2s1PEPGvQQrpV7DV35iX8/4WYfI+uA7UFoOMm4LZmmjVXoSgzLDA8pAZw8PXu7ZrOCLxFpdTdgV8e2UGnJMdgz6HPRFu2sB8xK9T0VcsAW9m7pZN39ni+4CubfcG3BIP+wg7ysPAIVvJ0f2BdKfj/120nfYZAiL4nggQHY24Vuq2XMKizrslnsyOjjPlSY0iZFU+1Tu9FYrgnw==
19
0(0)
CaUheC4o2s1PEPGvQQrpVxKu+VjEVejfZ7KTDAfglEb8voBBoparNpusPpfTeFiki3j+8WVSdSkkST9vajvWR7uSSxd/jm2rm3KGNKezr2AZLOkBCMR/pqsEe4z5DTdj4WO3lSqeXE4ZnMboGtVjgfXF6ZHRyLgt3LccimcR9Jl7lvz7iw9Y8JstjBY9NNqo/3avTiyBrhyWY+8dsiqG28k4+CjV622KRDTUWE7LgSE=
79
7.3(4)
CaUheC4o2s1PEPGvQQrpVxVyCpts1BGAfLHAyKay07phG0L9ODZG8sZDv3wOjmH3phfFPXcmvPMiJBpbFb16bMJxi3ZKcwvFJhreTRvsQRtdMtMXhpAE3IKewa/jCWFz
82
9.5(2)
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