rYGu40ce58ISHWpmplTPVdwSlXZ/vqFLr/IejK3DKLBZu3+1az1UIfPnMNWCU0qi

6t9c/LunQo3gm4uyQVCTKxrigY7Sf/fjGGSvYkNmgk4=

/S5kj7CiG9d09HfN8JcP0T8ZgaNqtq7/8iwfgm9PCElavr5rhcbAPj+/0krf4Myfg4vRh9+ghHuRBshBYc5f5Kazmbg3nFN9pjfGt0znBTjKKjfRfJPMYyLztVEwOW5esiv9GuujYpPnYmT1XkB10wMa2+r0kOchhY3B+q62cAth5UbqiHGhLhqD3DwnT3nZ

21

0(0)

/S5kj7CiG9d09HfN8JcP0T8ZgaNqtq7/8iwfgm9PCEkKsRqw5aeYag8xvEKWnZ9R9caZpk94c7Kft8GlRuZzj+n9A59vs7EIym2icNtbTXJrN5d2kz1fImpO8CmeYACL

12

10(2)

/S5kj7CiG9d09HfN8JcP0T8ZgaNqtq7/8iwfgm9PCElDQ+JEyYtzfN4NgYzWnFgZjqqWlmbni4S5P4zdcSRFJxob4iNf/buFJz0ZoTJ50WA=

10

10(1)

/S5kj7CiG9d09HfN8JcP0T8ZgaNqtq7/8iwfgm9PCElDQ+JEyYtzfN4NgYzWnFgZjqqWlmbni4S5P4zdcSRFJ6lrGiT5i2Faq/fXeWpuDHw=

3

10(1)

/S5kj7CiG9d09HfN8JcP0T8ZgaNqtq7/8iwfgm9PCElDQ+JEyYtzfN4NgYzWnFgZjqqWlmbni4S5P4zdcSRFJ/MXGb78VEnOCgVEF6n1+WE=

3

9(1)

/S5kj7CiG9d09HfN8JcP0T8ZgaNqtq7/8iwfgm9PCElYoHKx0oDu6MBFvxt5RyOHNgBzKi/sSX3MHX0kapmG+qBnIZeFCokHRsUqPUEdKwsSQ1UrdThBYjPX8gV6CUWl

8

9(1)

/S5kj7CiG9d09HfN8JcP0T8ZgaNqtq7/8iwfgm9PCElDQ+JEyYtzfN4NgYzWnFgZjqqWlmbni4S5P4zdcSRFJ6lrGiT5i2Faq/fXeWpuDHw=

4

10(1)

/S5kj7CiG9d09HfN8JcP0T8ZgaNqtq7/8iwfgm9PCElDQ+JEyYtzfN4NgYzWnFgZjqqWlmbni4S5P4zdcSRFJ/MXGb78VEnOCgVEF6n1+WE=

3

9(1)

/S5kj7CiG9d09HfN8JcP0T8ZgaNqtq7/8iwfgm9PCEmCqrBE1lIqyoiVVFc/gJ4OGG8zOzhZE8+QAIKy0b+JaO5DVw1KdHDscP3vY/+bvZM=

7

10(1)

/S5kj7CiG9d09HfN8JcP0T8ZgaNqtq7/8iwfgm9PCElDQ+JEyYtzfN4NgYzWnFgZjqqWlmbni4S5P4zdcSRFJx0hAM/0ZOATcNq46V/6Ypw=

8

10(1)

/S5kj7CiG9d09HfN8JcP0T8ZgaNqtq7/8iwfgm9PCEkKsRqw5aeYag8xvEKWnZ9R1L5iMjIIdoMbXbPXAqzWzSpmXN+nLIO/Sg6BbUivaYN35xcNVIXIN5xR6gmuxsoQnTowiLWZ6FG/QQVw2PVpw6C6KZQQIHcVLMIHiPkI8AE=

17

9.3(3)

sY2ovRfOl0ngx9CyT8yk3VwGVgYpyUXdclnGTHdjOHMBVGNP10yvAvbWNUxonpej

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