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14
0(0)
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5
0(0)
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4
0(0)
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9
0(0)
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10
0(0)
kDwd0HF5/Y9Rl4V5SxkzLgkQCGEz4SjFqRmY9CAnHPG4QevP3Ulk8klskTcURI05nxUy9OYA2/ujAxbSnh3gLOgpe3/TGy3qbPRyd11nf7enyxId6NcM5zCOz8NZGvKFKb10vixvWA9AsThNj79g4VWq31af1GUJoyfI7u+poKh9XyUX874AQ7VWazIHYXrYEv2yXEa3fftAMeHRkNrqoKoxzQMAxTQ0dAZ2VCpzU2s=
9
0(0)
kDwd0HF5/Y9Rl4V5SxkzLgkQCGEz4SjFqRmY9CAnHPG4QevP3Ulk8klskTcURI05nxUy9OYA2/ujAxbSnh3gLOgpe3/TGy3qbPRyd11nf7enyxId6NcM5zCOz8NZGvKFKb10vixvWA9AsThNj79g4VWq31af1GUJoyfI7u+poKh9XyUX874AQ7VWazIHYXrYEv2yXEa3fftAMeHRkNrqoKoxzQMAxTQ0dAZ2VCpzU2s=
2
0(0)
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22
0(0)
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11
0(0)
kDwd0HF5/Y9Rl4V5SxkzLgnuJv6fNC6zsKoC15b/N4TPMqaf/iHSc2z2hf8nmBnWc/hONmTL5JB95/as7g9fR890m+62Bc9Odm/fEQPxpWDWhT2K9/1nKr7SoL4gf0xu
10
0(0)
kDwd0HF5/Y9Rl4V5SxkzLgkQCGEz4SjFqRmY9CAnHPHCCalmLjSGY1PZvG6pG3hnsHI+XHt3Y7a5Q1PXZTFDBxCwXNtERMBvQ9XsSC68opPJ3VvvN/zZNAFxSY95EbZb
16
0(0)
kDwd0HF5/Y9Rl4V5SxkzLgkQCGEz4SjFqRmY9CAnHPGWcP4fQ8PaoQM52dpWPwZnR1Goni+21z2/9a7UxDUgtBz8e2Dzc38o3zzYJMApeow=
28
0(0)
kDwd0HF5/Y9Rl4V5SxkzLgkQCGEz4SjFqRmY9CAnHPHCCalmLjSGY1PZvG6pG3hnsHI+XHt3Y7a5Q1PXZTFDB0b+CLcgcfeKDklA50TEx8SfBxx5bn6naH2DLYB1mvE1Fph0y+XTvga5i42kA1/WN08V5032Iwj/x/bv+/oY2T8=
23
1(2)
kDwd0HF5/Y9Rl4V5SxkzLgkQCGEz4SjFqRmY9CAnHPHCCalmLjSGY1PZvG6pG3hnsHI+XHt3Y7a5Q1PXZTFDByjGmYH/R2HombOnD7+u7vV+QoVGaE37hOwTNTOwc0oacAR3l0xf7Y6eiBsU2gOeO/VVe78QS0wra6ZFIjlvsI4=
20
1(2)
kDwd0HF5/Y9Rl4V5SxkzLgkQCGEz4SjFqRmY9CAnHPHCCalmLjSGY1PZvG6pG3hnsHI+XHt3Y7a5Q1PXZTFDBwWcU3VB/Cj6OCnKRvScg7Qb8aifhvbrEjEXul0Askbbx8G9o4aA1wG9mLxXeAUYLLydvviGmSm9zI46OBdgu1c=
21
3(2)
kDwd0HF5/Y9Rl4V5SxkzLgkQCGEz4SjFqRmY9CAnHPFTOo3iFEhZN461zM8ER7YprMUqHQgnjgcjcdPYOP+keavVOGfQ6cHt2B776btbDGY+itdRZTTPzdIHkdr35woNzxrkgBex5IkaQGQ/u8hxMQ==
15
1(1)
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13
1(2)
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10
1(1)
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10
5.5(2)
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13
5.5(2)
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