U20xp/n575fW8bqMGmlPQlMSc52SecIdsso9MItfB2XS6MdVrLrBGGNPfQrxs/ng

Oe0TsGTJeitXELzuURCKfhBHexYHDMH+X+EQoNHEGEE=

bPpyXzpx3bYip/+RLj4P8qcPw2xsZHtTzFGhcS3xkW0fO+XQhc11j56aRfmbfa1/A4dzWAKzqeKL7iRkXcts1wB7a3qS0zJhK64mSq206Ae+yuwo1B/5P94yRaYtXLKbbPXkLQcR5t9zhCLiLH2fi+x0OE77Xl3jLI2E5gf3c4g=

0

1(1)

bPpyXzpx3bYip/+RLj4P8qcPw2xsZHtTzFGhcS3xkW0fO+XQhc11j56aRfmbfa1/A4dzWAKzqeKL7iRkXcts1wB7a3qS0zJhK64mSq206Ae+yuwo1B/5P94yRaYtXLKbbPXkLQcR5t9zhCLiLH2fi6a3eVuZkJ06Wop4vVFQJJgTZZv3lcdWi/ZrBblJ9a+WFllLewKMqARgNI+I4MJT0A==

0

0(0)

bPpyXzpx3bYip/+RLj4P8qcPw2xsZHtTzFGhcS3xkW0fO+XQhc11j56aRfmbfa1/A4dzWAKzqeKL7iRkXcts1wB7a3qS0zJhK64mSq206Ae+yuwo1B/5P94yRaYtXLKbbPXkLQcR5t9zhCLiLH2fizKTcs5cqWbGE1X0BmhWLAE=

2

0(0)

bPpyXzpx3bYip/+RLj4P8qcPw2xsZHtTzFGhcS3xkW0fO+XQhc11j56aRfmbfa1/A4dzWAKzqeKL7iRkXcts16mw5O0Q+2yUtOcQIXNbo4Rk1eRMd85M77K53+vhkSJUk25acMkm6u2o4gYordzNiMoYAxcmEAEd2Y/zFxz3MjY=

3

0(0)

bPpyXzpx3bYip/+RLj4P8qcPw2xsZHtTzFGhcS3xkW0fO+XQhc11j56aRfmbfa1/A4dzWAKzqeKL7iRkXcts1wLmIXYP8zlHmlKAc1+6dlvZlXjR9Vx4SD+D2w1CT+3X9ZBb18+e3au8X50zftU1OaUMtmhSvvB5ju6n+bzR+9znpxi7R6iunzErhgPB9XRm

3

10(2)

oqe+VGv1yIqomnRlU2ODQ1pybvmfubC0aQJxC6vDu3UBFbyBj0BV2pg4lSXIWrUxoRI4Wy26Q7MXTwKvyrEKRQ==

bPpyXzpx3bYip/+RLj4P8qcPw2xsZHtTzFGhcS3xkW0fO+XQhc11j56aRfmbfa1/A4dzWAKzqeKL7iRkXcts1wB7a3qS0zJhK64mSq206Ae+yuwo1B/5P94yRaYtXLKbbPXkLQcR5t9zhCLiLH2fi9kAJhStH4/YAeA4Q7Qeg2E=

6

5.5(4)

bPpyXzpx3bYip/+RLj4P8qcPw2xsZHtTzFGhcS3xkW0fO+XQhc11j56aRfmbfa1/A4dzWAKzqeKL7iRkXcts1wB7a3qS0zJhK64mSq206Ae+yuwo1B/5P94yRaYtXLKbbPXkLQcR5t9zhCLiLH2fiw6WtXwE5bpNuRu+oqFUptqfgBpR7eqTFxdB+HHm//b4

8

5.5(4)

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