Z-1.co.jp


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Domain Informations

Administrator
  • role : Japan Network Information Center
  • address : Uchikanda OS Bldg 4F, 2-12-6 Uchi-Kanda,Chiyoda-ku, Tokyo 101-0047, Japan
  • country : JP
  • phone : +81-3-5297-2311
  • fax : +81-3-5297-2312
  • email : [email protected]
  • admin-c : JI13-AP
  • tech-c : JE53-AP
  • handle : JNIC1-AP
  • mnt-by : MAINT-JPNIC
  • last-modified : 2022-01-05T03:04:02Z
  • source : APNIC
Technical support
  • role : Japan Network Information Center
  • address : Uchikanda OS Bldg 4F, 2-12-6 Uchi-Kanda,Chiyoda-ku, Tokyo 101-0047, Japan
  • country : JP
  • phone : +81-3-5297-2311
  • fax : +81-3-5297-2312
  • email : [email protected]
  • admin-c : JI13-AP
  • tech-c : JE53-AP
  • handle : JNIC1-AP
  • mnt-by : MAINT-JPNIC
  • last-modified : 2022-01-05T03:04:02Z
  • source : APNIC
Network
  • inetnum : 153.122.0.0 - 153.123.255.255
  • name : DIX
  • country : JP
  • status : ALLOCATED PORTABLE
  • remarks : Email address for spam or abuse complaints : [email protected]
  • mnt-irt : IRT-JPNIC-JP
  • mnt-by : MAINT-JPNIC
  • mnt-lower : MAINT-JPNIC
  • last-modified : 2018-06-21T07:52:03Z
  • source : APNIC
Owner
  • organization : DIX Co., Ltd.
  • address : 10F CERULEAN TOWER, 26-1, Sakuragaoka-cho, Shibuya-ku, Tokyo 150-8512, Japan
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Host Informations

  • IP address: 153.122.57.188
  • Location: Japan
  • Latitude: 35.69
  • Longitude: 139.69
  • Timezone: Asia/Tokyo

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Port Scanner (IP: 153.122.57.188)

 › Ftp: 21
 › Ssh: 22
 › Telnet: 23
 › Smtp: 25
 › Dns: 53
 › Http: 80
 › Pop3: 110
 › Portmapper, rpcbind: 111
 › Microsoft RPC services: 135
 › Netbios: 139
 › Imap: 143
 › Ldap: 389
 › Https: 443
 › SMB directly over IP: 445
 › Msa-outlook: 587
 › IIS, NFS, or listener RFS remote_file_sharing: 1025
 › Lotus notes: 1352
 › Sql server: 1433
 › Point-to-point tunnelling protocol: 1723
 › My sql: 3306
 › Remote desktop: 3389
 › Session Initiation Protocol (SIP): 5060
 › Virtual Network Computer display: 5900
 › X Window server: 6001
 › Webcache: 8080


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Web Apr 8, 2013  · There are not only infinitely many complex numbers on the unit circle, there are infinitely many Gaussian numbers (both real and imaginary parts being rational) there.

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