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51
8(1)
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23
0(0)
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29
9(1)
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29
10(1)
TEXSBhRBAPGhD02FJ8gwqu9KJjnmO4x3QBkd2qp01o8JwfE1+HLiEr3I9pBLfvQbI4JA5RT5IqIhP2Ak5O1YnDiUBE+KxgC9WWa7u9Fq/hPGTWNaOeZHonfmkjOfiUBy2wLtAT0llAXxhU2d4ES9VA==
44
0(0)
TEXSBhRBAPGhD02FJ8gwqu9KJjnmO4x3QBkd2qp01o8JwfE1+HLiEr3I9pBLfvQbgdpre/8LCx8TLtPiZVvCecr3KTD52bhYfv3cj3baaLHB9Q6D4AL4eSkzntw2LTvLAGPo0T+hNFg7YkzM6p7b2Q==
22
7(1)
TEXSBhRBAPGhD02FJ8gwqu9KJjnmO4x3QBkd2qp01o8JwfE1+HLiEr3I9pBLfvQbCmMTWupJx6ZGJYrx2dOxXl2miHcyeX5NGdl6tGfXXVPmeEFYZD1Z1sjWs4mnZPkD
37
9(2)
TEXSBhRBAPGhD02FJ8gwqu9KJjnmO4x3QBkd2qp01o8JwfE1+HLiEr3I9pBLfvQb8Zn5BYv161c1XkdHaMMou8RfPyLvXYp+e3Jgr5ChRxrTss75ZI4k4j7YhF7ct6y7H3VzkJe4IMb2any9LRnExd7iAaQkMak7rhS2So+kNNgA8ISArOAwMRtegDef42b7
58
0(0)
TEXSBhRBAPGhD02FJ8gwqu9KJjnmO4x3QBkd2qp01o8JwfE1+HLiEr3I9pBLfvQbkIY1pg8I9nRZM2wOIEZR0TAsEGH0LR3K3jGlsqKLtVp1RvWfetYqQDccejperBLp1IASSB8eKF3YecisxkewLH2TfMc9+zg6oO6QJbz7bQVWcNuprm1z+bVS1P83Mpn1
27
9(1)
TEXSBhRBAPGhD02FJ8gwqu9KJjnmO4x3QBkd2qp01o8JwfE1+HLiEr3I9pBLfvQbR2stuoHTkBZbzVoWyiFxiew20lHSspNZzbx4OceNmi28mSdv8B0t/XNugiNcckmuUqROIZgIjgPQb00gu4TaYAyXnJpMNet7oCkNhbA9RDfV4Uk8uBJHnFasV8R+V9Li
32
6(1)
TEXSBhRBAPGhD02FJ8gwqu9KJjnmO4x3QBkd2qp01o8JwfE1+HLiEr3I9pBLfvQbDwxWM29grggj+ITy1h8S9JAhfeyberFbWG9tJETvT2ZZalfBMYl2+daHJNK4gma0+Z6k2Z+3IiOn8zWZJM/oTDrdCMZUsikb4VfIJsRhzCiyGkZNJpK/89SQvy4wiM6o
29
0(0)
TEXSBhRBAPGhD02FJ8gwqu9KJjnmO4x3QBkd2qp01o8JwfE1+HLiEr3I9pBLfvQb30VrxxQa7RsEu8J2lTe4AjLBBuB/5mWNBFYFUoyBOU+zNBjCwGiUVYMc2VQbcl/XFpwLUurCVVJWbWm8JRHtQKfW6lkxw8BQQL9ZmTyaIsmEIu3NZFRfBSk3UHrhamff
24
1(1)
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20
10(1)
TEXSBhRBAPGhD02FJ8gwqu9KJjnmO4x3QBkd2qp01o8JwfE1+HLiEr3I9pBLfvQb0sC3l/MdQPplcVhXDzYXZt1ZnvL6hxjKW/UuvxeoqiU+zoXkUYLZwZK5LzqGUsWJHnXnwPhmgldhodqbVfysEY++EmlzQ9OYee8V4BzAn81MNql9jeAVVZbjwNfBs8ci
19
0(0)
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16
0(0)
TEXSBhRBAPGhD02FJ8gwqu9KJjnmO4x3QBkd2qp01o8JwfE1+HLiEr3I9pBLfvQbSSSyRD7YtN9vqkwR0nM14XjJNP6nwM02YLhtk9eF1tpisjUQfw52/CTb6XhYKwDREyaklXXnBowi54378sfzWEHyIHU/Q/tRSzzZjh3MCKqmI1FlHRjyKj2ckKoWIvI1
16
0(0)
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51
7(2)
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38
0(0)
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48
7.3(8)
TEXSBhRBAPGhD02FJ8gwqu9KJjnmO4x3QBkd2qp01o/8p+tdo7LIegUY0Tu8BzSWZIyo6z3+1b251VCFX/AARA==
30
7(1)
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