20080708210501 105.27.216.in-addr.arpa. 41700 ZSK RSASHA1 AwEAAdga3T/mWKXzM59BQy2BTcbyZ9UQoew68W05SD3K1h68vsEKkHskvaCxAK7+9FDSdUIZ08hf51b+ag/koW05CwPKYLpqjEdARP/cmaz7pHGVebRvMUULbAlUVLnghdPPepKnhuCJEGi0edbCfhBe3jw3jLgJ5hlNmbvwXV2a4AbL TPHqhejxMM0G1k65dqxZo0JbtGQrCRLvAmVMFuirqw7yl3lDCmohOGRo6ZpHM+fGDSZ9VUFMbH21Mgx5W/pF/QC9DLz8m8MEZFoioq3R9tPQJcBOFJn8vCgekfH9zP8eeUhuRdq+RZTAvCikYZW1z8fGX/SapEZ6DwJwJkhyZIuHxm7KTKcLa6/RfN2KBlZthbY8n0BZcjBjglzSt9Bw15lRiHr+0N6KL+adgGRipciP+yiQy6hDhDmvN7jLeyBq8TMqRNi7Uj6PTwqYMEInEk3BqJP6lLUa8TjQ8hlQXevR69lvii6THkzkWszXeQLk9QYTgIOfTIKdl4I/goGSGA==,RTRMV+eENXYpJLq3zOQvGW1ZXs9YdPg2BqR4KvQhAz2sJ+7+LGDuqfX6cu6dwN/QKkHsoQLZG3nUcAhS1K+dx3IMi96SGPq3075pTrfGKH2HT5uoV/+OZOCilvqiFBREscL3tjbKpSs+Eds/rq52c0EFAuPvBlGpdrLFdoYTrjU= 4/6 0,1,2,3 105.27.216.in-addr.arpa. 49801 KSK RSASHA1 AwEAAbbLQn5LDGWbu5znPJT0RBxeqI/6ygWpW8qNK+yug7yuWEaA8eKOK2uYhmpjB/0hvgLs/m19tF/cIRInBnCP4wi4wIgvZMV9psv6YXfAbcsqiI8yNn1yLaxsZgxxOTNIyNCHaIVXau00Xu1SMz6bPrW1/O4vwjRtm2GawSwfiXs+LIOEBCo9gJ8ZHX/ZIV9SOS+FV4KlntpmlNvmgaH5fjtqxE9WndJwbP2jHkgieV65x00ANy+BhjcdDd07irQqKQsGJdQDuLY5XSjyvL9xe0QA/9vOFN16UShcbMkp4J8a04uB0Ly0AOc5TW/6f85mgFYmjsdefWzNRdEqawLGJv0= TPHqhejxMM0G1k65dqxZo0JbtGQrCRLvAmVMFuirqw7yl3lDCmohOGRo6ZpHM+fGDSZ9VUFMbH21Mgx5W/pF/QC9DLz8m8MEZFoioq3R9tPQJcBOFJn8vCgekfH9zP8eeUhuRdq+RZTAvCikYZW1z8fGX/SapEZ6DwJwJkhyZIuHxm7KTKcLa6/RfN2KBlZthbY8n0BZcjBjglzSt9Bw15lRiHr+0N6KL+adgGRipciP+yiQy6hDhDmvN7jLeyBq8TMqRNi7Uj6PTwqYMEInEk3BqJP6lLUa8TjQ8hlQXevR69lvii6THkzkWszXeQLk9QYTgIOfTIKdl4I/goGSGA==,RTRMV+eENXYpJLq3zOQvGW1ZXs9YdPg2BqR4KvQhAz2sJ+7+LGDuqfX6cu6dwN/QKkHsoQLZG3nUcAhS1K+dx3IMi96SGPq3075pTrfGKH2HT5uoV/+OZOCilvqiFBREscL3tjbKpSs+Eds/rq52c0EFAuPvBlGpdrLFdoYTrjU= 4/6 0,1,2,3 105.27.216.in-addr.arpa. 55380 ZSK RSASHA1 AwEAAet1jOsGarMK1GxVOWvohcgjJZaSZOwAkJiDqzYT/PAk+Q5nXllTbY7F03VIvmofoRMsYWSv6Ppr95xiu/mbOHUTCiTOv9D2YJHTgW1HuAZPZndaQxO23K7TDhDc4WPSrkwvkYQlv/MOV2W4+v8FSMA05lhLFTFsXTv2xKsgsBoh TPHqhejxMM0G1k65dqxZo0JbtGQrCRLvAmVMFuirqw7yl3lDCmohOGRo6ZpHM+fGDSZ9VUFMbH21Mgx5W/pF/QC9DLz8m8MEZFoioq3R9tPQJcBOFJn8vCgekfH9zP8eeUhuRdq+RZTAvCikYZW1z8fGX/SapEZ6DwJwJkhyZIuHxm7KTKcLa6/RfN2KBlZthbY8n0BZcjBjglzSt9Bw15lRiHr+0N6KL+adgGRipciP+yiQy6hDhDmvN7jLeyBq8TMqRNi7Uj6PTwqYMEInEk3BqJP6lLUa8TjQ8hlQXevR69lvii6THkzkWszXeQLk9QYTgIOfTIKdl4I/goGSGA==,RTRMV+eENXYpJLq3zOQvGW1ZXs9YdPg2BqR4KvQhAz2sJ+7+LGDuqfX6cu6dwN/QKkHsoQLZG3nUcAhS1K+dx3IMi96SGPq3075pTrfGKH2HT5uoV/+OZOCilvqiFBREscL3tjbKpSs+Eds/rq52c0EFAuPvBlGpdrLFdoYTrjU= 4/6 0,1,2,3