{"product_id":11556,"v_id":11556,"product_name":"Klas VoyagerVM 4.0 running KlasOS Keel 5.4.3","certification_status":"Certified","certification_date":"2025-05-30T00:00:00Z","tech_type":"Network Device,Remote Access","vendor_id":{"name":"Anduril","website":"https://www.klasgroup.com"},"vendor_poc":"Toby Stidham","vendor_phone":"657-791-0983","vendor_email":"tstidham@anduril.com","assigned_lab":{"cctl_name":"Acumen Security"},"product_description":"<p>The TOE is Klas VoyagerVM 4.0 running KlasOS Keel 5.4.3 (herein referred to as the TOE). It runs the 5.4.3 firmware combining both connectivity and local compute capabilities. This provides users with cloud connectivity when necessary and local processing power for analytics when there is no backhaul. Administration can be performed locally or over a trusted SSH channel. All TOE models below run the same Klas Keel 5.4.3 binary file. The TOE supports SSH functionality for both management and export of logging information.</p>\r\n<p style=\"margin: 0in; text-align: center; break-after: avoid; font-size: 9pt; font-family: Cambria, serif; font-weight: bold;\"><a name=\"_Ref182817601\"></a>Table 1 &ndash; TOE Model</p>\r\n<p style=\"text-align: center; margin: 0in; font-size: 11pt; font-family: Calibri, sans-serif;\">&nbsp;</p>\r\n<table class=\"MsoTableGrid\" style=\"border-collapse: collapse; border: none;\" border=\"1\" cellspacing=\"0\" cellpadding=\"0\">\r\n<thead>\r\n<tr style=\"page-break-inside: avoid;\">\r\n<td style=\"width: 233.75pt; border: solid windowtext 1.0pt; background: #FFC000; padding: 0in 5.4pt 0in 5.4pt;\" valign=\"top\">\r\n<p style=\"margin: 0in; text-align: center; font-size: 10pt; font-family: Calibri, sans-serif; font-weight: bold;\"><a name=\"_Hlk164865203\"></a><span style=\"color: black;\">TOE Model</span></p>\r\n</td>\r\n<td style=\"width: 233.75pt; border: solid windowtext 1.0pt; border-left: none; background: #FFC000; padding: 0in 5.4pt 0in 5.4pt;\" valign=\"top\">\r\n<p style=\"margin: 0in; font-size: 10pt; font-family: Calibri, sans-serif; font-weight: bold; text-align: center;\"><span style=\"color: black;\">Specifications</span></p>\r\n</td>\r\n</tr>\r\n</thead>\r\n<tbody>\r\n<tr style=\"height: 106.4pt;\">\r\n<td style=\"width: 233.75pt; border: solid windowtext 1.0pt; border-top: none; padding: 0in 5.4pt 0in 5.4pt;\" valign=\"top\">\r\n<p style=\"margin: 1pt 0.05in 3pt 0in; font-size: 10pt; font-family: Calibri, sans-serif;\">VoyagerVM 4.0</p>\r\n<p style=\"margin: 1pt 0.05in 3pt 0in; font-size: 10pt; font-family: Calibri, sans-serif;\"><img 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\" width=\"298\" height=\"96\"></p>\r\n<p style=\"margin: 1pt 0.05in 3pt 0in; font-size: 10pt; font-family: Calibri, sans-serif;\">&nbsp;</p>\r\n</td>\r\n<td style=\"width: 233.75pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; padding: 0in 5.4pt 0in 5.4pt;\" valign=\"top\">\r\n<p style=\"margin: 1pt 0.05in 3pt 0in; font-size: 10pt; font-family: Calibri, sans-serif;\">Xeon D-1746TER</p>\r\n<p style=\"margin: 1pt 0.05in 3pt 0in; font-size: 10pt; font-family: Calibri, sans-serif;\">Intel(R) Xeon(R) Ice Lake D-1746TER 10-Core CPU @ 2.00GHz with 128GB RAM or</p>\r\n<p style=\"margin: 1pt 0.05in 3pt 0in; font-size: 10pt; font-family: Calibri, sans-serif;\">Xeon D-1712TR</p>\r\n<p style=\"margin: 1pt 0.05in 3pt 0in; font-size: 10pt; font-family: Calibri, sans-serif;\">Intel&reg; Xeon&reg; D-1712TR Processor 4-Core CPU @ 2.00GHz with 128GB RAM</p>\r\n<p style=\"margin: 1pt 0.05in 3pt 0in; font-size: 10pt; font-family: Calibri, sans-serif;\">Network Ports:</p>\r\n<p style=\"margin: 1pt 0.05in 3pt 0in; font-size: 10pt; font-family: Calibri, sans-serif;\"><span style=\"font-family: 'Nirmala UI', sans-serif;\">॰</span> 4 x 25 Gbps SFP28 interfaces</p>\r\n<p style=\"margin: 1pt 0.05in 3pt 0in; font-size: 10pt; font-family: Calibri, sans-serif;\"><span style=\"font-family: 'Nirmala UI', sans-serif;\">॰</span> 2 x 2.5 Gbps RJ45 Ethernet ports</p>\r\n<p style=\"margin: 1pt 0.05in 3pt 0in; font-size: 10pt; font-family: Calibri, sans-serif;\"><span style=\"font-family: 'Nirmala UI', sans-serif;\">॰</span> 1 x RJ45 Ethernet for management</p>\r\n<p style=\"margin: 1pt 0.05in 3pt 0in; font-size: 10pt; font-family: Calibri, sans-serif;\"><span style=\"font-family: 'Nirmala UI', sans-serif;\">॰</span> 1 x RJ45 Serial console port</p>\r\n<p style=\"margin: 1pt 0.05in 3pt 0in; font-size: 10pt; font-family: Calibri, sans-serif;\">Network Ports:&nbsp; 1 x console, 2 x 10 GB SFP, 2 x 1GB ethernet</p>\r\n<p style=\"margin: 1pt 0.05in 3pt 0in; font-size: 10pt; font-family: Calibri, sans-serif;\">Storage:</p>\r\n<p style=\"margin: 1pt 0.05in 3pt 0in; font-size: 10pt; font-family: Calibri, sans-serif;\">&bull; 2 x E1.S 9.5mm NVMe SED SSDs</p>\r\n<p style=\"margin: 1pt 0.05in 3pt 0in; font-size: 10pt; font-family: Calibri, sans-serif;\">&bull; 1 x VIK+ NVMe boot or write-cache device</p>\r\n<p style=\"margin: 1pt 0.05in 3pt 0in; font-size: 10pt; font-family: Calibri, sans-serif;\">&bull; 1 x 256 GB NVMe internal boot device</p>\r\n<p style=\"margin: 1pt 0.05in 3pt 0in; font-size: 10pt; font-family: Calibri, sans-serif;\">(optional)</p>\r\n</td>\r\n</tr>\r\n</tbody>\r\n</table>","evaluation_configuration":"<p style=\"margin: 0in; font-size: 11pt; font-family: Calibri, sans-serif;\">The TOE boundary is the hardware appliance which is comprised of hardware and the KlasOS Keel software component. The TOE hardware model is provided in Table 2 &ndash; TOE Model of the ST.</p>\r\n<p style=\"margin: 0in; font-size: 11pt; font-family: Calibri, sans-serif;\">&nbsp;</p>\r\n<p style=\"margin: 0in; font-size: 11pt; font-family: Calibri, sans-serif;\">The TOE also supports secure connectivity with several other IT environment devices, including the ones identified in the following table.</p>\r\n<p style=\"margin: 0in; font-size: 11pt; font-family: Calibri, sans-serif;\">&nbsp;</p>\r\n<p style=\"margin: 0in; font-size: 11pt; font-family: Calibri, sans-serif;\">The TOE implements SSHv2 to protect the remote management interface for administrators.</p>\r\n<p style=\"margin: 0in; font-size: 11pt; font-family: Calibri, sans-serif;\">&nbsp;</p>\r\n<p style=\"margin: 0in; break-after: avoid; font-size: 9pt; font-family: Cambria, serif; font-weight: bold; text-align: left;\">TOE Physical Boundary Components</p>\r\n<table class=\"MsoTableGrid\" style=\"width: 472.3pt; border-collapse: collapse; border: none;\" border=\"1\" cellspacing=\"0\" cellpadding=\"0\">\r\n<thead>\r\n<tr style=\"page-break-inside: avoid;\">\r\n<td style=\"width: 183.7pt; border: solid windowtext 1.0pt; background: #FFC000; padding: 0in 5.4pt 0in 5.4pt;\" valign=\"top\">\r\n<p style=\"break-after: avoid; margin: 0in; text-align: center; font-size: 10pt; font-family: Calibri, sans-serif; font-weight: bold;\"><span style=\"color: black;\">Component</span></p>\r\n</td>\r\n<td style=\"width: 68.5pt; border: solid windowtext 1.0pt; border-left: none; background: #FFC000; padding: 0in 5.4pt 0in 5.4pt;\" valign=\"top\">\r\n<p style=\"margin: 0in; text-align: center; font-size: 10pt; font-family: Calibri, sans-serif; font-weight: bold;\"><span style=\"color: black;\">Required</span></p>\r\n</td>\r\n<td style=\"width: 220.1pt; border: solid windowtext 1.0pt; border-left: none; background: #FFC000; padding: 0in 5.4pt 0in 5.4pt;\" valign=\"top\">\r\n<p style=\"margin: 0in; text-align: center; font-size: 10pt; font-family: Calibri, sans-serif; font-weight: bold;\"><span style=\"color: black;\">Purpose/Description</span></p>\r\n</td>\r\n</tr>\r\n</thead>\r\n<tbody>\r\n<tr>\r\n<td style=\"width: 183.7pt; border: solid windowtext 1.0pt; border-top: none; padding: 0in 5.4pt 0in 5.4pt;\" valign=\"top\">\r\n<p style=\"margin: 1pt 0.05in 3pt 0in; font-size: 10pt; font-family: Calibri, sans-serif;\">Management Workstation</p>\r\n</td>\r\n<td style=\"width: 68.5pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; padding: 0in 5.4pt 0in 5.4pt;\" valign=\"top\">\r\n<p style=\"margin: 1pt 0.05in 3pt 0in; font-size: 10pt; font-family: Calibri, sans-serif;\">Yes</p>\r\n</td>\r\n<td style=\"width: 220.1pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; padding: 0in 5.4pt 0in 5.4pt;\" valign=\"top\">\r\n<p style=\"margin: 1pt 0.05in 3pt 0in; font-size: 10pt; font-family: Calibri, sans-serif;\">A management workstation that is directly connected to the TOE&rsquo;s console port may be used by the TOE administrator to support TOE administration.</p>\r\n<p style=\"margin: 1pt 0.05in 3pt 0in; font-size: 10pt; font-family: Calibri, sans-serif;\">Note: Either a remote or local management workstation, or both can be used.</p>\r\n</td>\r\n</tr>\r\n<tr>\r\n<td style=\"width: 183.7pt; border: solid windowtext 1.0pt; border-top: none; padding: 0in 5.4pt 0in 5.4pt;\" valign=\"top\">\r\n<p style=\"margin: 1pt 0.05in 3pt 0in; font-size: 10pt; font-family: Calibri, sans-serif;\">Remote (Management) Workstation / Remote SSH CLI</p>\r\n</td>\r\n<td style=\"width: 68.5pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; padding: 0in 5.4pt 0in 5.4pt;\" valign=\"top\">\r\n<p style=\"margin: 1pt 0.05in 3pt 0in; font-size: 10pt; font-family: Calibri, sans-serif;\">Yes</p>\r\n</td>\r\n<td style=\"width: 220.1pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; padding: 0in 5.4pt 0in 5.4pt;\" valign=\"top\">\r\n<p style=\"margin: 1pt 0.05in 3pt 0in; font-size: 10pt; font-family: Calibri, sans-serif;\">This includes any IT Environment Management workstation with a SSH client installed that is used by the TOE administrator to support TOE administration through SSH protected channel. Any SSH client that supports SSHv2 may be used.</p>\r\n<p style=\"margin: 1pt 0.05in 3pt 0in; font-size: 10pt; font-family: Calibri, sans-serif;\">Note: Either a remote or local management workstation, or both can be used.</p>\r\n</td>\r\n</tr>\r\n<tr>\r\n<td style=\"width: 183.7pt; border: solid windowtext 1.0pt; border-top: none; padding: 0in 5.4pt 0in 5.4pt;\" valign=\"top\">\r\n<p style=\"margin: 1pt 0.05in 3pt 0in; font-size: 10pt; font-family: Calibri, sans-serif;\">Syslog Server</p>\r\n</td>\r\n<td style=\"width: 68.5pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; padding: 0in 5.4pt 0in 5.4pt;\" valign=\"top\">\r\n<p style=\"margin: 1pt 0.05in 3pt 0in; font-size: 10pt; font-family: Calibri, sans-serif;\">Yes</p>\r\n</td>\r\n<td style=\"width: 220.1pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; padding: 0in 5.4pt 0in 5.4pt;\" valign=\"top\">\r\n<p style=\"margin: 1pt 0.05in 3pt 0in; font-size: 10pt; font-family: Calibri, sans-serif;\">The syslog audit server is used for remote storage of audit records that have been generated by and transmitted from the TOE. An SSH tunnel is established by the TOE and logs are transmitted using this encrypted method.</p>\r\n</td>\r\n</tr>\r\n<tr>\r\n<td style=\"width: 183.7pt; border: solid windowtext 1.0pt; border-top: none; padding: 0in 5.4pt 0in 5.4pt;\" valign=\"top\">\r\n<p style=\"margin: 1pt 0.05in 3pt 0in; font-size: 10pt; font-family: Calibri, sans-serif;\">NTP Server</p>\r\n</td>\r\n<td style=\"width: 68.5pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; padding: 0in 5.4pt 0in 5.4pt;\" valign=\"top\">\r\n<p style=\"margin: 1pt 0.05in 3pt 0in; font-size: 10pt; font-family: Calibri, sans-serif;\">No</p>\r\n</td>\r\n<td style=\"width: 220.1pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; padding: 0in 5.4pt 0in 5.4pt;\" valign=\"top\">\r\n<p style=\"margin: 1pt 0.05in 3pt 0in; font-size: 10pt; font-family: Calibri, sans-serif;\">The NTP server is used to send reliable timestamps to the TOE using NTPv3 and SHA1 as the message digest algorithm.</p>\r\n</td>\r\n</tr>\r\n</tbody>\r\n</table>","security_evaluation_summary":"<p>The evaluation was carried out in accordance with the Common Criteria Evaluation and Validation Scheme (CCEVS) process and scheme. The criteria against which the Klas VoyagerVM 4.0 running KlasOS Keel 5.4.3 was evaluated is described in the Common Criteria for Information Technology Security Evaluation, Version 3.1 rev 5.&nbsp; The evaluation methodology used by the evaluation team to conduct the evaluation is the Common Methodology for Information Technology Security Evaluation, Version 3.1 rev 5.&nbsp; The product, when delivered and configured as identified in the Common Criteria Administrator Guidance, satisfies all of the security functional requirements stated in the Klas VoyagerVM 4.0 running KlasOS Keel 5.4.3 Security Target. The project underwent CCEVS Validator review.&nbsp; The evaluation was completed in June 2025.&nbsp; Results of the evaluation can be found in the Common Criteria Evaluation and Validation Scheme Validation Report prepared by CCEVS.</p>","environmental_strengths":"<h4 style=\"margin: 12pt 0in 0in 0.6in; text-indent: -0.6in; break-after: avoid; font-size: 11pt; font-family: Cambria, serif; color: rgb(33, 182, 215); font-weight: normal;\">1.1.1.1<span style=\"font: 7.0pt 'Times New Roman';\">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span>Security Audit</h4>\r\n<p style=\"margin: 0in; font-size: 11pt; font-family: Calibri, sans-serif;\">The TOE generates audit events for all start-up and shutdown functions as well as all auditable events specified in Table 12 &ndash; Security Functional Requirements and Auditable Events. Audit events are also generated for management actions specified in FAU_GEN.1. The TOE stores audit records locally and will export them to an external syslog server using SSHv2 as a tunnel. Each audit record contains the date and time of the event, type of event, subject identity, and other relevant data for the event. Only a security administrator can enable logging to a syslog server.</p>\r\n<h4 style=\"margin: 12pt 0in 0in 0.6in; text-indent: -0.6in; break-after: avoid; font-size: 11pt; font-family: Cambria, serif; color: rgb(33, 182, 215); font-weight: normal;\">1.1.1.2<span style=\"font: 7.0pt 'Times New Roman';\">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span>Cryptographic Support</h4>\r\n<p style=\"margin: 0in; font-size: 11pt; font-family: Calibri, sans-serif;\">The cryptographic used in the TOE are presented in the following table.</p>\r\n<p style=\"margin: 0in; font-size: 11pt; font-family: Calibri, sans-serif;\">&nbsp;</p>\r\n<p style=\"text-align: center; margin: 0in; font-size: 11pt; font-family: Calibri, sans-serif;\">Table 2 &ndash;TOE Cryptography Implementation</p>\r\n<table class=\"MsoTableGrid\" style=\"border-collapse: collapse; border: none;\" border=\"1\" cellspacing=\"0\" cellpadding=\"0\">\r\n<thead>\r\n<tr style=\"page-break-inside: avoid; height: 11.55pt;\">\r\n<td style=\"width: 211.25pt; border: solid windowtext 1.0pt; background: #FFC000; padding: 0in 5.4pt 0in 5.4pt;\" valign=\"top\">\r\n<p style=\"margin: 0in; text-align: center; font-size: 10pt; font-family: Calibri, sans-serif; font-weight: bold;\"><span style=\"color: black;\">Cryptographic Methods</span></p>\r\n</td>\r\n<td style=\"width: 232.3pt; border: solid windowtext 1.0pt; border-left: none; background: #FFC000; padding: 0in 5.4pt 0in 5.4pt;\" valign=\"top\">\r\n<p style=\"margin: 0in; text-align: center; font-size: 10pt; font-family: Calibri, sans-serif; font-weight: bold;\"><span style=\"color: black;\">Usage</span></p>\r\n</td>\r\n</tr>\r\n</thead>\r\n<tbody>\r\n<tr style=\"height: 16.3pt;\">\r\n<td style=\"width: 211.25pt; border: solid windowtext 1.0pt; border-top: none; padding: 0in 5.4pt 0in 5.4pt;\" valign=\"top\">\r\n<p style=\"margin: 1pt 0.05in 3pt 0in; font-size: 10pt; font-family: Calibri, sans-serif;\">FCS_CKM.1 Cryptographic Key Generation</p>\r\n</td>\r\n<td style=\"width: 232.3pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; padding: 0in 5.4pt 0in 5.4pt;\" valign=\"top\">\r\n<ul style=\"margin-bottom: 0in; margin-top: 1.33333px;\">\r\n<li style=\"margin: 1pt 0.05in 3pt 0px; font-size: 10pt; font-family: Calibri, sans-serif;\">Cryptographic key generation conforming to FIPS PUB 186-4 &ldquo;Digital Signature Standard (DSS)&rdquo;, Appendix B.3.</li>\r\n<li style=\"margin: 1pt 0.05in 3pt 0px; font-size: 10pt; font-family: Calibri, sans-serif;\">RSA Key sizes supported are 2048, 3072 and 4096 bits.</li>\r\n<li style=\"margin: 1pt 0.05in 3pt 0px; font-size: 10pt; font-family: Calibri, sans-serif;\">Cryptographic key generation conforming to FIPS PUB 186-4 &ldquo;Digital Signature Standard (DSS)&rdquo;, Appendix B.4.</li>\r\n<li style=\"margin: 0in 0in 0in 0px; font-size: 11pt; font-family: Calibri, sans-serif;\"><span style=\"font-size: 10.0pt;\">Elliptic NIST curves supported are: P-256, P-384, and P-521.</span></li>\r\n</ul>\r\n</td>\r\n</tr>\r\n<tr style=\"height: 15.6pt;\">\r\n<td style=\"width: 211.25pt; border: solid windowtext 1.0pt; border-top: none; padding: 0in 5.4pt 0in 5.4pt;\" valign=\"top\">\r\n<p style=\"margin: 1pt 0.05in 3pt 0in; font-size: 10pt; font-family: Calibri, sans-serif;\">FCS_CKM.2 Cryptographic Key Establishment</p>\r\n</td>\r\n<td style=\"width: 232.3pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; padding: 0in 5.4pt 0in 5.4pt;\" valign=\"top\">\r\n<ul style=\"margin-bottom: 0in; margin-top: 0px;\">\r\n<li style=\"margin: 0in 0in 0in 0px; font-size: 11pt; font-family: Calibri, sans-serif;\"><span style=\"font-size: 10.0pt;\">Elliptical curve-based establishment conforming to NIST Special Publication 800-56A Revision 3, &ldquo;Recommendation for Pair-Wise Key Establishment Schemes Using Discrete Logarithm Cryptography&rdquo; </span></li>\r\n</ul>\r\n</td>\r\n</tr>\r\n<tr style=\"height: 15.6pt;\">\r\n<td style=\"width: 211.25pt; border: solid windowtext 1.0pt; border-top: none; padding: 0in 5.4pt 0in 5.4pt;\" valign=\"top\">\r\n<p style=\"margin: 1pt 0.05in 3pt 0in; font-size: 10pt; font-family: Calibri, sans-serif;\">FCS_CKM.4 Cryptographic Key Destruction</p>\r\n</td>\r\n<td style=\"width: 232.3pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; padding: 0in 5.4pt 0in 5.4pt;\" valign=\"top\">\r\n<ul style=\"margin-bottom: 0in; margin-top: 1.33333px;\">\r\n<li style=\"margin: 1pt 0.05in 3pt 0px; font-size: 10pt; font-family: Calibri, sans-serif;\">Refer to Table 17 &ndash; Cryptographic Key Destruction for Key Zeroization in the ST for details.</li>\r\n</ul>\r\n</td>\r\n</tr>\r\n<tr style=\"height: 15.6pt;\">\r\n<td style=\"width: 211.25pt; border: solid windowtext 1.0pt; border-top: none; padding: 0in 5.4pt 0in 5.4pt;\" valign=\"top\">\r\n<p style=\"margin: 1pt 0.05in 3pt 0in; font-size: 10pt; font-family: Calibri, sans-serif;\">FCS_COP.1/DataEncryption Cryptographic Operations (AES Data Encryption/Decryption)</p>\r\n</td>\r\n<td style=\"width: 232.3pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; padding: 0in 5.4pt 0in 5.4pt;\" valign=\"top\">\r\n<ul style=\"margin-bottom: 0in; margin-top: 1.33333px;\">\r\n<li style=\"margin: 1pt 0.05in 3pt 0px; font-size: 10pt; font-family: Calibri, sans-serif;\">AES encryption and decryption conforming to CBC and CTR as specified in ISO 10116.</li>\r\n<li style=\"margin: 1pt 0.05in 3pt 0px; font-size: 10pt; font-family: Calibri, sans-serif;\">AES key size supported is 128 and 256 bits</li>\r\n<li style=\"margin: 1pt 0.05in 3pt 0px; font-size: 10pt; font-family: Calibri, sans-serif;\">AES mode supported is CBC and CTR .</li>\r\n</ul>\r\n</td>\r\n</tr>\r\n<tr style=\"height: 15.6pt;\">\r\n<td style=\"width: 211.25pt; border: solid windowtext 1.0pt; border-top: none; padding: 0in 5.4pt 0in 5.4pt;\" valign=\"top\">\r\n<p style=\"margin: 1pt 0.05in 3pt 0in; font-size: 10pt; font-family: Calibri, sans-serif;\">FCS_COP.1/Hash Cryptographic Operations (Hash Algorithm)</p>\r\n</td>\r\n<td style=\"width: 232.3pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; padding: 0in 5.4pt 0in 5.4pt;\" valign=\"top\">\r\n<ul style=\"margin-bottom: 0in; margin-top: 1.33333px;\">\r\n<li style=\"margin: 1pt 0.05in 3pt 0px; font-size: 10pt; font-family: Calibri, sans-serif;\">Cryptographic hashing services conforming to ISO/IEC 10118-3:2004.</li>\r\n<li style=\"margin: 1pt 0.05in 3pt 0px; font-size: 10pt; font-family: Calibri, sans-serif;\">Hashing algorithms supported are: SHA-1, SHA-256, SHA-384, and SHA-512.</li>\r\n<li style=\"margin: 1pt 0.05in 3pt 0px; font-size: 10pt; font-family: Calibri, sans-serif;\">Message digest sizes supported are: 160, 256, 384, and 512 bits.</li>\r\n</ul>\r\n</td>\r\n</tr>\r\n<tr style=\"height: 15.6pt;\">\r\n<td style=\"width: 211.25pt; border: solid windowtext 1.0pt; border-top: none; padding: 0in 5.4pt 0in 5.4pt;\" valign=\"top\">\r\n<p style=\"margin: 1pt 0.05in 3pt 0in; font-size: 10pt; font-family: Calibri, sans-serif;\">FCS_COP.1/KeyedHash Cryptographic Operation (Keyed Hash Algorithm)</p>\r\n</td>\r\n<td style=\"width: 232.3pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; padding: 0in 5.4pt 0in 5.4pt;\" valign=\"top\">\r\n<ul style=\"margin-bottom: 0in; margin-top: 1.33333px;\">\r\n<li style=\"margin: 1pt 0.05in 3pt 0px; font-size: 10pt; font-family: Calibri, sans-serif;\">Keyed-hash message authentication conforming to ISO/IEC 9797-2:2011, Section 7 &ldquo;MAC Algorithm2&rdquo;.</li>\r\n<li style=\"margin: 1pt 0.05in 3pt 0px; font-size: 10pt; font-family: Calibri, sans-serif;\">Keyed hash algorithm supported are: HMAC-SHA1, HMAC-SHA-256, HMAC-SHA384, and HMAC-SHA-512</li>\r\n<li style=\"margin: 1pt 0.05in 3pt 0px; font-size: 10pt; font-family: Calibri, sans-serif;\">Key sizes supported are: 160, 256, 384 and 512 bits.</li>\r\n<li style=\"margin: 1pt 0.05in 3pt 0px; font-size: 10pt; font-family: Calibri, sans-serif;\">Message digest sizes supported are: 160, 256, 384, and 512 bits.</li>\r\n</ul>\r\n</td>\r\n</tr>\r\n<tr style=\"height: 15.6pt;\">\r\n<td style=\"width: 211.25pt; border: solid windowtext 1.0pt; border-top: none; padding: 0in 5.4pt 0in 5.4pt;\" valign=\"top\">\r\n<p style=\"margin: 1pt 0.05in 3pt 0in; font-size: 10pt; font-family: Calibri, sans-serif;\">FCS_COP.1/SigGen Cryptographic Operation (Signature Generation and Verification)</p>\r\n</td>\r\n<td style=\"width: 232.3pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; padding: 0in 5.4pt 0in 5.4pt;\" valign=\"top\">\r\n<ul style=\"margin-bottom: 0in; margin-top: 1.33333px;\">\r\n<li style=\"margin: 1pt 0.05in 3pt 0px; font-size: 10pt; font-family: Calibri, sans-serif;\">RSA digital signature algorithm conforming to FIPS PUB 186-4, &ldquo;Digital Signature Standard (DSS)&rdquo;, Section 5.5, using PKCS #1 v2.1 Signature Schemes RSASSA-PSS and/or RSASSA-PKCS1v1_5; ISO/IEC 9796-2, Digital signature scheme 2 or Digital Signature scheme 3.</li>\r\n<li style=\"margin: 1pt 0.05in 3pt 0px; font-size: 10pt; font-family: Calibri, sans-serif;\">RSA key sizes supported are: 2048, 3072 and 4096 bits.</li>\r\n<li style=\"margin: 0in 0in 0in 0px; font-size: 11pt; font-family: Calibri, sans-serif;\"><span style=\"font-size: 10.0pt;\">Elliptical curve digital signature algorithm conforming to FIPS PUB 186-4, &ldquo;Digital Signature Standard (DSS)&rdquo;, Section 6 and Appendix D, Implementing NIST curves ISO/IEC 14888-3, Section 6.4.</span></li>\r\n<li style=\"margin: 1pt 0.05in 3pt 0px; font-size: 10pt; font-family: Calibri, sans-serif;\">Elliptical curve key sizes supported are 256 and 384 bits</li>\r\n</ul>\r\n</td>\r\n</tr>\r\n<tr style=\"height: 15.6pt;\">\r\n<td style=\"width: 211.25pt; border: solid windowtext 1.0pt; border-top: none; padding: 0in 5.4pt 0in 5.4pt;\" valign=\"top\">\r\n<p style=\"margin: 1pt 0.05in 3pt 0in; font-size: 10pt; font-family: Calibri, sans-serif;\">FCS_NTP_EXT.1 NTP Protocol</p>\r\n</td>\r\n<td style=\"width: 232.3pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; padding: 0in 5.4pt 0in 5.4pt;\" valign=\"top\">\r\n<ul style=\"margin-bottom: 0in; margin-top: 1.33333px;\">\r\n<li style=\"margin: 1pt 0.05in 3pt 0px; font-size: 10pt; font-family: Calibri, sans-serif;\">The TOE supports NTP v3 and adheres to RFC 1305.</li>\r\n<li style=\"margin: 1pt 0.05in 3pt 0px; font-size: 10pt; font-family: Calibri, sans-serif;\">Authentication is performed using SHA-1 as the message digest algorithm.</li>\r\n</ul>\r\n</td>\r\n</tr>\r\n<tr style=\"height: 15.6pt;\">\r\n<td style=\"width: 211.25pt; border: solid windowtext 1.0pt; border-top: none; padding: 0in 5.4pt 0in 5.4pt;\" valign=\"top\">\r\n<p style=\"margin: 1pt 0.05in 3pt 0in; font-size: 10pt; font-family: Calibri, sans-serif;\">FCS_RBG_EXT.1 Random Bit Generation</p>\r\n</td>\r\n<td style=\"width: 232.3pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; padding: 0in 5.4pt 0in 5.4pt;\" valign=\"top\">\r\n<ul style=\"margin-bottom: 0in; margin-top: 1.33333px;\">\r\n<li style=\"margin: 1pt 0.05in 3pt 0px; font-size: 10pt; font-family: Calibri, sans-serif;\">Random number generation conforming to ISO/IEC 18031:2011 Table C.1 &ldquo;Security Strength Table for Hash Functions&rdquo;</li>\r\n<li style=\"margin: 1pt 0.05in 3pt 0px; font-size: 10pt; font-family: Calibri, sans-serif;\">The TOE leverages CTR_DRBG(AES)</li>\r\n<li style=\"margin: 1pt 0.05in 3pt 0px; font-size: 10pt; font-family: Calibri, sans-serif;\">CTR_DRBG seeded with a minimum of 256 bits of entropy.</li>\r\n</ul>\r\n</td>\r\n</tr>\r\n<tr style=\"height: 15.6pt;\">\r\n<td style=\"width: 211.25pt; border: solid windowtext 1.0pt; border-top: none; padding: 0in 5.4pt 0in 5.4pt;\" valign=\"top\">\r\n<p style=\"margin: 1pt 0.05in 3pt 0in; font-size: 10pt; font-family: Calibri, sans-serif;\">FCS_SSHS_EXT.1 SSH Server Protocol</p>\r\n</td>\r\n<td style=\"width: 232.3pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; padding: 0in 5.4pt 0in 5.4pt;\" valign=\"top\">\r\n<ul style=\"margin-bottom: 0in; margin-top: 1.33333px;\">\r\n<li style=\"margin: 1pt 0.05in 3pt 0px; font-size: 10pt; font-family: Calibri, sans-serif;\">The TOE supports SSH v2 protocol compliant to the following RFCs:4251, 4252, 4253, 4254, 5656, and 6668.</li>\r\n<li style=\"margin: 1pt 0.05in 3pt 0px; font-size: 10pt; font-family: Calibri, sans-serif;\">The TOE supports password-based and public-key-based authentication.</li>\r\n<li style=\"margin: 1pt 0.05in 3pt 0px; font-size: 10pt; font-family: Calibri, sans-serif;\">SSH public-key authentication uses ssh-rsa, ecdsa-sha2-nistp256 and ecdsa-sha2-nistp384.</li>\r\n<li style=\"margin: 1pt 0.05in 3pt 0px; font-size: 10pt; font-family: Calibri, sans-serif;\">SSH transport uses the following encryption algorithms: aes128-cbc, and aes256-cbc.</li>\r\n<li style=\"margin: 1pt 0.05in 3pt 0px; font-size: 10pt; font-family: Calibri, sans-serif;\">Packets greater than 262155 bytes in an SSH transport connection are dropped.</li>\r\n<li style=\"margin: 1pt 0.05in 3pt 0px; font-size: 10pt; font-family: Calibri, sans-serif;\">SSH transport uses the following data integrity MAC algorithms: hmac-sha2-256 and hmac-sha2-512</li>\r\n<li style=\"margin: 1pt 0.05in 3pt 0px; font-size: 10pt; font-family: Calibri, sans-serif;\">Key exchange algorithms supported are: ecdh-sha2-nistp256 and ecdh-sha2-nistp384.</li>\r\n<li style=\"margin: 1pt 0.05in 3pt 0px; font-size: 10pt; font-family: Calibri, sans-serif;\">The TOE ensures that during SSH connections, the same session keys are used for a threshold of no longer than one hour and no more than one gigabyte of transmitted data.</li>\r\n</ul>\r\n</td>\r\n</tr>\r\n<tr style=\"height: 15.6pt;\">\r\n<td style=\"width: 211.25pt; border: solid windowtext 1.0pt; border-top: none; padding: 0in 5.4pt 0in 5.4pt;\" valign=\"top\">\r\n<p style=\"margin: 1pt 0.05in 3pt 0in; font-size: 10pt; font-family: Calibri, sans-serif;\">FCS_SSHC_EXT.1 SSH Client Protocol</p>\r\n</td>\r\n<td style=\"width: 232.3pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; padding: 0in 5.4pt 0in 5.4pt;\" valign=\"top\">\r\n<ul style=\"margin-bottom: 0in; margin-top: 1.33333px;\">\r\n<li style=\"margin: 1pt 0.05in 3pt 0px; font-size: 10pt; font-family: Calibri, sans-serif;\">The TOE supports SSH v2 protocol compliant to the following RFCs:4251, 4252, 4253, 4254, 5656, and 6668.</li>\r\n<li style=\"margin: 1pt 0.05in 3pt 0px; font-size: 10pt; font-family: Calibri, sans-serif;\">The TOE supports public-key-based authentication.</li>\r\n<li style=\"margin: 1pt 0.05in 3pt 0px; font-size: 10pt; font-family: Calibri, sans-serif;\">SSH public-key authentication uses ssh-rsa, ecdsa-sha2-nistp256 and ecdsa-sha2-nistp384.</li>\r\n<li style=\"margin: 1pt 0.05in 3pt 0px; font-size: 10pt; font-family: Calibri, sans-serif;\">SSH transport uses the following encryption algorithms: aes128-cbc, aes 128-ctr, aes128-cbc and aes256-ctr.</li>\r\n<li style=\"margin: 1pt 0.05in 3pt 0px; font-size: 10pt; font-family: Calibri, sans-serif;\">Packets greater than 262155 bytes in an SSH transport connection are dropped.</li>\r\n<li style=\"margin: 1pt 0.05in 3pt 0px; font-size: 10pt; font-family: Calibri, sans-serif;\">SSH transport uses the following data integrity MAC algorithms: hmac-sha2-256 and hmac-sha2-512</li>\r\n<li style=\"margin: 1pt 0.05in 3pt 0px; font-size: 10pt; font-family: Calibri, sans-serif;\">Key exchange algorithms supported are: ecdh-sha2-nistp256 and ecdh-sha2-nistp384.</li>\r\n<li style=\"margin: 1pt 0.05in 3pt 0px; font-size: 10pt; font-family: Calibri, sans-serif;\">The TOE ensures that during SSH connections, the same session keys are used for a threshold of no longer than one hour and no more than one gigabyte of transmitted data</li>\r\n</ul>\r\n</td>\r\n</tr>\r\n</tbody>\r\n</table>\r\n<p style=\"text-align: center; margin: 0in; font-size: 11pt; font-family: Calibri, sans-serif;\">&nbsp;</p>\r\n<p style=\"margin: 0in; font-size: 11pt; font-family: Calibri, sans-serif;\">&nbsp;</p>\r\n<h4 style=\"margin: 12pt 0in 0in 0.6in; text-indent: -0.6in; break-after: avoid; font-size: 11pt; font-family: Cambria, serif; color: rgb(33, 182, 215); font-weight: normal;\">1.1.1.3<span style=\"font: 7.0pt 'Times New Roman';\">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span>Identification and Authentication</h4>\r\n<p style=\"margin: 0in; font-size: 11pt; font-family: Calibri, sans-serif;\">All users must be authenticated by the TOE prior to carrying out any administrative actions. The TOE supports password-based and public-key based authentication. An administrator can set a minimum password length on the TOE which must be at least 15 characters. This is true of users accessing the TOE via the local console, or through protected paths using the remote CLI via SSH. Users can authenticate to the TOE using a username and password. In addition, when authenticating by the remote CLI, users can instead use SSH public-key authentication. Passwords can consist of upper-case letters, lower-case letters, numbers, and a set of selected special characters. Password information is never revealed during the authentication process including during login failures. Before a user authenticates the device, a customizable warning banner is configured to be displayed.&nbsp;</p>\r\n<h4 style=\"margin: 12pt 0in 0in 0.6in; text-indent: -0.6in; break-after: avoid; font-size: 11pt; font-family: Cambria, serif; color: rgb(33, 182, 215); font-weight: normal;\">1.1.1.4<span style=\"font: 7.0pt 'Times New Roman';\">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span>Security Management</h4>\r\n<p style=\"margin: 0in; font-size: 11pt; font-family: Calibri, sans-serif;\">The TOE supports local and remote management of its security functions including:</p>\r\n<p style=\"margin: 0in; font-size: 11pt; font-family: Calibri, sans-serif;\">&bull;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Local console CLI administration</p>\r\n<p style=\"margin: 0in; font-size: 11pt; font-family: Calibri, sans-serif;\">&bull;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Remote CLI administration via SSHv2</p>\r\n<p style=\"margin: 0in; font-size: 11pt; font-family: Calibri, sans-serif;\">&bull;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Configurable banner displayable at login</p>\r\n<p style=\"margin: 0in; font-size: 11pt; font-family: Calibri, sans-serif;\">&bull;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Timeouts to terminate administrative sessions after a set period of inactivity</p>\r\n<p style=\"margin: 0in; font-size: 11pt; font-family: Calibri, sans-serif;\">&bull;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Timed user lockout after multiple failed authentication attempts</p>\r\n<p style=\"margin: 0in; font-size: 11pt; font-family: Calibri, sans-serif;\">&bull;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Configurable authentication failure parameters</p>\r\n<p style=\"margin: 0in; font-size: 11pt; font-family: Calibri, sans-serif;\">&bull;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Re-enabling locked accounts</p>\r\n<p style=\"margin: 0in; font-size: 11pt; font-family: Calibri, sans-serif;\">&bull;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Configurable cryptographic parameters</p>\r\n<p style=\"margin: 0in; font-size: 11pt; font-family: Calibri, sans-serif;\">The administrative user can perform all the above security-related management functions.</p>\r\n<h4 style=\"margin: 12pt 0in 0in 0.6in; text-indent: -0.6in; break-after: avoid; font-size: 11pt; font-family: Cambria, serif; color: rgb(33, 182, 215); font-weight: normal;\">1.1.1.5<span style=\"font: 7.0pt 'Times New Roman';\">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span>Protection of the TSF</h4>\r\n<p style=\"margin: 0in; font-size: 11pt; font-family: Calibri, sans-serif;\">The TOE protects all passwords, pre-shared keys, symmetric keys, and private keys from unauthorized disclosure. Passwords are stored as SHA 512 hashes. The TOE executes self-tests during initial start-up to ensure correct operation and enforcement of its security functions. The TOE internally maintains the date and time. An administrator can install software updates to the TOE after they are verified using a digital signature mechanism.</p>\r\n<h4 style=\"margin: 12pt 0in 0in 0.6in; text-indent: -0.6in; break-after: avoid; font-size: 11pt; font-family: Cambria, serif; color: rgb(33, 182, 215); font-weight: normal;\">1.1.1.6<span style=\"font: 7.0pt 'Times New Roman';\">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span>TOE Access</h4>\r\n<p style=\"margin: 0in; font-size: 11pt; font-family: Calibri, sans-serif;\">The TOE displays a customizable banner before any administrative session can be established with it. The TOE will terminate local or remote interactive sessions after a specified period of session inactivity configured by an administrator. An administrator can terminate their own interactive local or remote sessions.</p>\r\n<p style=\"margin: 0in; font-size: 11pt; font-family: Calibri, sans-serif;\">&nbsp;</p>\r\n<p style=\"margin: 0in; font-size: 11pt; font-family: Calibri, sans-serif;\">The local and remote CLI interfaces display the default security banner prior to authentication that is also configurable. The TOE can terminate local CLI and remote CLI sessions after a specified time-period of inactivity. Administrative users have the capability to terminate their own sessions.</p>\r\n<h4 style=\"margin: 12pt 0in 0in 0.6in; text-indent: -0.6in; break-after: avoid; font-size: 11pt; font-family: Cambria, serif; color: rgb(33, 182, 215); font-weight: normal;\">1.1.1.7<span style=\"font: 7.0pt 'Times New Roman';\">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span>Trusted Path/Channels</h4>\r\n<p style=\"margin: 0in 0in 12pt; font-size: 11pt; font-family: Calibri, sans-serif;\">The TOE supports SSH for secure communications with authorized IT entities such as syslog servers. The TOE supports SSHv2 (remote CLI) for secure remote administration.</p>","features":[{"id":3255,"feature_name":"Asymmetric Key Generation"},{"id":3338,"feature_name":"Auditing"},{"id":3256,"feature_name":"Cryptographic Hashing"},{"id":3257,"feature_name":"Cryptographic Key Establishment"},{"id":3258,"feature_name":"Cryptographic Signature Verification"},{"id":3337,"feature_name":"Flaw Remediation"},{"id":3259,"feature_name":"Keyed-hash message authentication"},{"id":3253,"feature_name":"SSH Client"},{"id":3254,"feature_name":"SSH Server"}]}