{"product_id":11432,"v_id":11432,"product_name":"Enveil ZeroReveal® Compute Fabric Server v4.6.3","certification_status":"Certified","certification_date":"2024-05-24T00:00:00Z","tech_type":"Application Software","vendor_id":{"name":"Enveil","website":"www.enveil.com"},"vendor_poc":"Ryan Carr","vendor_phone":"n/a","vendor_email":"ryan@enveil.com","assigned_lab":{"cctl_name":"Acumen Security"},"product_description":"<p style=\"text-align: justify; margin: 6.7pt 0in .0001pt 0in;\"><a name=\"_Hlk156717102\"></a><a name=\"_Hlk68520097\"></a>The TOE is the Enveil ZeroReveal Compute Fabric Server (otherwise referred to as the ZeroReveal Server, or the TOE) software application which communicates to one or more instances of the Enveil ZeroReveal Compute Fabric Client software application via REST API over mutually authenticated HTTPS over TLS.</p>\r\n<p>The TOE is a homomorphic encryption engine for database queries.&nbsp; In normal database operation, a query is submitted in plain text, and a plain text answer retrieved for the querier.&nbsp; While the communication between the querier and the database engine itself may be transmitted through a tunnel such as IPsec, TLS, or SSH, the contents of the query are always in plaintext.&nbsp; The ZeroReveal Compute Fabric Client (evaluated separately) takes an authenticated user&rsquo;s database query and encrypts it using Enveil&rsquo;s proprietary homomorphic encryption process.&nbsp; This encrypted query is passed via a mutually authenticated TLS trusted channel from ZeroReveal Client to ZeroReveal Server.&nbsp; The encrypted query is never decrypted during this process, which prevents ZeroReveal Server and its owners/administrators from being able to tell what the query was searching for and what items in the database (if any) matched the query. The output of this process is an encrypted response that is sent back to ZeroReveal Client.&nbsp; In this way, the database itself is not strictly aware of what the query was and no individual point in the chain between the user and the information know what was requested.</p>\r\n<p>The ZeroReveal Server (the TOE) and ZeroReveal Client are evaluated as software applications only and the homomorphic encryption techniques used for the ZeroReveal Client and ZeroReveal Server operations are outside the scope this evaluation.</p>\r\n<p><a name=\"_Hlk68520138\"></a>The diagram below depicts a representative TOE deployment.</p>\r\n<p class=\"MsoNormalCxSpFirst\" style=\"text-align: justify; line-height: normal; page-break-after: avoid;\"><a name=\"_Toc159317905\"></a><a name=\"_Toc150341552\"></a><strong>Figure </strong><!-- [if supportFields]><span style='mso-bookmark:_Toc150341552'><span\r\nstyle='mso-bookmark:_Toc159317905'></span></span><span style='mso-element:field-begin'></span><span\r\nstyle='mso-bookmark:_Toc150341552'><span style='mso-bookmark:_Toc159317905'><b><span\r\nstyle='mso-fareast-font-family:\"Times New Roman\";mso-bidi-font-family:Calibri;\r\nmso-bidi-theme-font:minor-latin'><span style='mso-spacerun:yes'> </span>SEQ\r\nFigure \\* ARABIC </span></b><span style='mso-element:field-separator'></span></span></span><![endif]--><strong>1</strong><!-- [if supportFields]><span\r\nstyle='mso-bookmark:_Toc150341552'><span style='mso-bookmark:_Toc159317905'></span></span><span\r\nstyle='mso-element:field-end'></span><![endif]--><strong>: Representative TOE Deployment</strong></p>\r\n<p class=\"MsoNormalCxSpFirst\" style=\"text-align: justify; line-height: normal; page-break-after: avoid;\"><img src=\"data:image/png;base64,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\" alt=\"\" /></p>\r\n<p class=\"MsoNormalCxSpFirst\" style=\"text-align: justify; line-height: normal; page-break-after: avoid;\">&nbsp;</p>\r\n<p class=\"MsoNormal\" style=\"line-height: normal; margin: 6.0pt 0in 6.0pt 0in;\"><span style=\"mso-ascii-font-family: Calibri; mso-fareast-font-family: 'Times New Roman'; mso-fareast-theme-font: minor-fareast; mso-hansi-font-family: Calibri; mso-bidi-font-family: 'Times New Roman';\">The TOE has been evaluated on the following host platform:</span></p>\r\n<p class=\"MsoListParagraph\" style=\"mso-add-space: auto; text-indent: -.25in; mso-list: l0 level1 lfo1; margin: 6.0pt 0in 6.0pt .5in;\"><!-- [if !supportLists]--><span style=\"font-size: 11.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;\"><span style=\"mso-list: Ignore;\">&middot;<span style=\"font: 7.0pt 'Times New Roman';\">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span></span></span><!--[endif]-->Rocky Linux 8.7 OS on Intel Core i7-10710U (Comet Lake)</p>\r\n<p class=\"MsoNormal\" style=\"line-height: normal; margin: 6.0pt 0in 6.0pt 0in;\"><span style=\"mso-ascii-font-family: Calibri; mso-fareast-font-family: 'Times New Roman'; mso-fareast-theme-font: minor-fareast; mso-hansi-font-family: Calibri; mso-bidi-font-family: 'Times New Roman';\">Note: The TOE is the application software and required libraries only. The host platforms are not part of the evaluation.</span></p>\r\n<p class=\"MsoNormal\" style=\"line-height: normal; margin: 6.0pt 0in 6.0pt 0in;\"><span style=\"mso-ascii-font-family: Calibri; mso-fareast-font-family: 'Times New Roman'; mso-fareast-theme-font: minor-fareast; mso-hansi-font-family: Calibri; mso-bidi-font-family: 'Times New Roman';\">The TOE supports secure connectivity with several other IT environment devices as described below.</span></p>\r\n<table class=\"MsoTableGrid\" style=\"width: 471.25pt; border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-yfti-tbllook: 1184; mso-padding-alt: 0in 5.4pt 0in 5.4pt;\" border=\"1\" width=\"628\" cellspacing=\"0\" cellpadding=\"0\">\r\n<thead>\r\n<tr style=\"mso-yfti-irow: 0; mso-yfti-firstrow: yes; page-break-inside: avoid; height: .3in;\">\r\n<td style=\"width: 109.35pt; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; background: #FFDD71; padding: 0in 5.4pt 0in 5.4pt; height: .3in;\" width=\"146\">\r\n<p class=\"ASTableHeaders\" style=\"text-align: left; page-break-after: avoid;\" align=\"left\">Components</p>\r\n</td>\r\n<td style=\"width: 63.65pt; border: solid windowtext 1.0pt; border-left: none; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #FFDD71; padding: 0in 5.4pt 0in 5.4pt; height: .3in;\" width=\"85\">\r\n<p class=\"ASTableHeaders\" style=\"margin-right: -5.1pt; text-align: left;\" align=\"left\">Mandatory/</p>\r\n<p class=\"ASTableHeaders\" style=\"margin-right: -5.1pt; text-align: left;\" align=\"left\">Optional</p>\r\n</td>\r\n<td style=\"width: 298.25pt; border: solid windowtext 1.0pt; border-left: none; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #FFDD71; padding: 0in 5.4pt 0in 5.4pt; height: .3in;\" width=\"398\">\r\n<p class=\"ASTableHeaders\" style=\"margin-right: -5.1pt; text-align: left;\" align=\"left\">Description</p>\r\n</td>\r\n</tr>\r\n</thead>\r\n<tbody>\r\n<tr style=\"mso-yfti-irow: 1; page-break-inside: avoid;\">\r\n<td style=\"width: 471.25pt; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #FFE89F; padding: 0in 5.4pt 0in 5.4pt;\" colspan=\"3\" valign=\"top\" width=\"628\">\r\n<p class=\"TableNormal1\">Hardware</p>\r\n</td>\r\n</tr>\r\n<tr style=\"mso-yfti-irow: 2; page-break-inside: avoid;\">\r\n<td style=\"width: 109.35pt; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt;\" valign=\"top\" width=\"146\">\r\n<p class=\"ASTableText\">Enveil ZeroReveal&reg; Compute Fabric Server v4.6.3 Host</p>\r\n</td>\r\n<td style=\"width: 63.65pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt;\" valign=\"top\" width=\"85\">\r\n<p class=\"ASTableText\">Mandatory</p>\r\n</td>\r\n<td style=\"width: 298.25pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt;\" valign=\"top\" width=\"398\">\r\n<p class=\"TableNormal1\">The hardware running the TOE. The Server platform must include OpenJDK and Rocky Linux operating system installed.</p>\r\n</td>\r\n</tr>\r\n<tr style=\"mso-yfti-irow: 3; page-break-inside: avoid;\">\r\n<td style=\"width: 109.35pt; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt;\" valign=\"top\" width=\"146\">\r\n<p class=\"ASTableText\">Local Access</p>\r\n</td>\r\n<td style=\"width: 63.65pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt;\" valign=\"top\" width=\"85\">\r\n<p class=\"ASTableText\">Mandatory</p>\r\n<p class=\"ASTableText\">&nbsp;</p>\r\n</td>\r\n<td style=\"width: 298.25pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt;\" valign=\"top\" width=\"398\">\r\n<p class=\"TableNormal1\">Local access to the ZeroReveal Server platform that enables an administrator to modify configuration files using a text editor and read log files. Access is via the local keyboard.</p>\r\n</td>\r\n</tr>\r\n<tr style=\"mso-yfti-irow: 4; page-break-inside: avoid;\">\r\n<td style=\"width: 109.35pt; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt;\" valign=\"top\" width=\"146\">\r\n<p class=\"ASTableText\">Enveil ZeroReveal&reg; Compute Fabric Client v4.6.3 software and host platform</p>\r\n</td>\r\n<td style=\"width: 63.65pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt;\" valign=\"top\" width=\"85\">\r\n<p class=\"ASTableText\">Mandatory</p>\r\n</td>\r\n<td style=\"width: 298.25pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt;\" valign=\"top\" width=\"398\">\r\n<p class=\"ASTableText\">The Enveil ZeroReveal Client application which communicates with the ZeroReveal Server to process data queries in a way that does not disclose the nature of the query to any observer. The TOE communicates with the ZeroReveal Client by receiving REST API commands sent using HTTPS over TLS.</p>\r\n</td>\r\n</tr>\r\n<tr style=\"mso-yfti-irow: 5; page-break-inside: avoid;\">\r\n<td style=\"width: 109.35pt; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt;\" valign=\"top\" width=\"146\">\r\n<p class=\"ASTableText\">Remote Data Repository</p>\r\n</td>\r\n<td style=\"width: 63.65pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt;\" valign=\"top\" width=\"85\">\r\n<p class=\"ASTableText\">Mandatory</p>\r\n</td>\r\n<td style=\"width: 298.25pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt;\" valign=\"top\" width=\"398\">\r\n<p class=\"ASTableText\">A remotely installed and configured database containing information against which ZeroReveal queries are executed. The TOE communicates with the remote database using TLS.</p>\r\n</td>\r\n</tr>\r\n<tr style=\"mso-yfti-irow: 6; page-break-inside: avoid;\">\r\n<td style=\"width: 471.25pt; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; background: #FFE89F; padding: 0in 5.4pt 0in 5.4pt;\" colspan=\"3\" valign=\"top\" width=\"628\">\r\n<p class=\"ASTableText\">Software</p>\r\n</td>\r\n</tr>\r\n<tr style=\"mso-yfti-irow: 7; page-break-inside: avoid;\">\r\n<td style=\"width: 109.35pt; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt;\" valign=\"top\" width=\"146\">\r\n<p class=\"ASTableText\">Rocky Linux OS 8.7</p>\r\n</td>\r\n<td style=\"width: 63.65pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt;\" valign=\"top\" width=\"85\">\r\n<p class=\"ASTableText\">Mandatory</p>\r\n</td>\r\n<td style=\"width: 298.25pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt;\" valign=\"top\" width=\"398\">\r\n<p class=\"ASTableText\">The operating system installed on the TOE&rsquo;s host.</p>\r\n</td>\r\n</tr>\r\n<tr style=\"mso-yfti-irow: 8; mso-yfti-lastrow: yes; page-break-inside: avoid;\">\r\n<td style=\"width: 109.35pt; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt;\" valign=\"top\" width=\"146\">\r\n<p class=\"ASTableText\">OpenJDK 8</p>\r\n</td>\r\n<td style=\"width: 63.65pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt;\" valign=\"top\" width=\"85\">\r\n<p class=\"ASTableText\">Mandatory</p>\r\n</td>\r\n<td style=\"width: 298.25pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt;\" valign=\"top\" width=\"398\">\r\n<p class=\"ASTableText\">Java Platform that includes the Java Runtime Environment (JRE)</p>\r\n</td>\r\n</tr>\r\n</tbody>\r\n</table>\r\n<p class=\"MsoNormalCxSpMiddle\" style=\"mso-add-space: auto; text-align: justify; line-height: normal; margin: 6.0pt 0in 6.0pt 0in;\"><strong><span style=\"font-size: 9.0pt; font-family: 'Times New Roman',serif; mso-fareast-font-family: 'Times New Roman';\">&nbsp;</span></strong></p>\r\n<p class=\"MsoNormal\" style=\"line-height: normal; border: none; mso-padding-alt: 31.0pt 31.0pt 31.0pt 31.0pt; mso-border-shadow: yes; margin: 6.0pt 0in 6.0pt 0in;\"><strong style=\"mso-bidi-font-weight: normal;\"><span style=\"font-size: 10.0pt; mso-ascii-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri; color: black;\">Table 1 IT Environment Components</span></strong></p>","evaluation_configuration":"","security_evaluation_summary":"<p class=\"MsoNormal\" style=\"margin-bottom: 6.0pt; text-align: justify;\">The evaluation was carried out in accordance with the Common Criteria Evaluation and Validation Scheme (CCEVS) process and scheme. The criteria against which the Enveil ZeroReveal&reg; Compute Fabric Server v4.6.3 was evaluated are described in the Common Criteria for Information Technology Security Evaluation, Version 3.1 rev 5.<span style=\"mso-spacerun: yes;\">&nbsp; </span>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.<span style=\"mso-spacerun: yes;\">&nbsp; </span>Acumen Security determined that the evaluation assurance level (EAL) for the product is EAL 1.<span style=\"mso-spacerun: yes;\">&nbsp; </span>The product, when delivered and configured as identified in the <em>Enveil ZeroReveal&reg; Compute Fabric Configuration Guide for Common Criteria v3.1</em>, Version 4.6.3 satisfies all of the security functional requirements stated in the <em>Enveil ZeroReveal&reg; Compute Fabric Server v4.6.3 Security Target</em>, v2.1. The project underwent CCEVS Validator review.<span style=\"mso-spacerun: yes;\">&nbsp; </span>The evaluation was completed in May 2024.<span style=\"mso-spacerun: yes;\">&nbsp; </span>Results of the evaluation can be found in the <em>Common Criteria Evaluation and Validation Scheme Validation Report</em> prepared by CCEVS.</p>\r\n<p class=\"MsoNormal\" style=\"margin: 6.0pt 0in .0001pt 0in;\"><span style=\"mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;\">The TOE is the ZeroReveal Compute Fabric Server software that includes the following libraries:</span></p>\r\n<p class=\"MsoListParagraphCxSpFirst\" style=\"margin-top: 3pt; text-indent: -0.25in; padding-left: 40px;\"><!-- [if !supportLists]--><span style=\"font-size: 11.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;\"><span style=\"mso-list: Ignore;\">&middot;<span style=\"font: 7.0pt 'Times New Roman';\">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span></span></span><!--[endif]--><span style=\"font-size: 11.0pt; font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-theme-font: minor-latin;\">Java JSSE Library 8</span></p>\r\n<p class=\"MsoListParagraphCxSpMiddle\" style=\"margin-top: 6pt; text-indent: -0.25in; padding-left: 40px;\"><!-- [if !supportLists]--><span style=\"font-size: 11.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;\"><span style=\"mso-list: Ignore;\">&middot;<span style=\"font: 7.0pt 'Times New Roman';\">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span></span></span><!--[endif]--><span style=\"font-size: 11.0pt; font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-theme-font: minor-latin;\">Bouncy Castle FIPS Provider v1.0.2.3 </span></p>\r\n<p class=\"MsoListParagraphCxSpMiddle\" style=\"margin-top: 6pt; text-indent: -0.25in; padding-left: 40px;\"><!-- [if !supportLists]--><span style=\"font-size: 11.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;\"><span style=\"mso-list: Ignore;\">&middot;<span style=\"font: 7.0pt 'Times New Roman';\">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span></span></span><!--[endif]--><span style=\"font-size: 11.0pt; font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-theme-font: minor-latin;\">Bouncy Castle FIPS TLS Provider v1.0.12.3</span></p>\r\n<p class=\"MsoListParagraphCxSpMiddle\" style=\"margin-top: 6pt; text-indent: -0.25in; padding-left: 40px;\"><!-- [if !supportLists]--><span style=\"font-size: 11.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;\"><span style=\"mso-list: Ignore;\">&middot;<span style=\"font: 7.0pt 'Times New Roman';\">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span></span></span><!--[endif]--><span style=\"font-size: 11.0pt; font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-theme-font: minor-latin;\">GMP Library v6.2.0</span></p>\r\n<p class=\"MsoListParagraphCxSpMiddle\" style=\"margin-top: 6pt; text-indent: -0.25in; padding-left: 40px;\"><span style=\"font-size: 11pt; font-family: Symbol;\">&middot;<span style=\"font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-kerning: auto; font-optical-sizing: auto; font-feature-settings: normal; font-variation-settings: normal; font-variant-position: normal; font-stretch: normal; font-size: 7pt; line-height: normal; font-family: 'Times New Roman';\">&nbsp; &nbsp; &nbsp; &nbsp; </span></span><span style=\"font-family: Calibri, sans-serif; font-size: 14.6667px;\">SEAL Homomorphic Encryption Library v3.7.2.0</span></p>\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt; text-align: justify;\"><span style=\"mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;\">Additionally, the TOE boundary includes configuration files that include key strings that must be completed to configure the TOE in the evaluated configuration. The configuration files are modified by administrators and are accessed using the local keyboard. </span></p>\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt; text-align: justify;\"><span style=\"mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;\">The TOE&rsquo;s operational environment requires the TOE platform to have:</span></p>\r\n<p class=\"MsoListParagraphCxSpFirst\" style=\"margin-top: 3pt; text-align: justify; text-indent: -0.25in; padding-left: 40px;\"><!-- [if !supportLists]--><span style=\"font-size: 11.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;\"><span style=\"mso-list: Ignore;\">&middot;<span style=\"font: 7.0pt 'Times New Roman';\">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span></span></span><!--[endif]--><span style=\"font-size: 11.0pt; font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-theme-font: minor-latin;\">Rocky Linux 8.7 with SELinux installed and running and </span></p>\r\n<p class=\"MsoListParagraphCxSpLast\" style=\"margin-top: 6pt; text-align: justify; text-indent: -0.25in; padding-left: 40px;\"><!-- [if !supportLists]--><span style=\"font-size: 11.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;\"><span style=\"mso-list: Ignore;\">&middot;<span style=\"font: 7.0pt 'Times New Roman';\">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span></span></span><!--[endif]--><span style=\"font-size: 11.0pt; font-family: 'Calibri',sans-serif; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-theme-font: minor-latin;\">OpenJDK 8 JRE installed. </span></p>\r\n<p class=\"MsoNormal\" style=\"text-align: justify; margin: 6.0pt 0in .0001pt 0in;\"><span style=\"mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;\">The following diagram depicts the TOE and the Operational Environment of the ZeroReveal Compute Fabric Server Host.</span></p>\r\n<p class=\"MsoCaption\" style=\"page-break-after: avoid;\"><a name=\"_Toc156748456\"></a><strong>Figure <!-- [if supportFields]><span style='mso-bookmark:_Toc156748456'></span><span\r\nstyle='mso-element:field-begin'></span><span style='mso-bookmark:_Toc156748456'><span\r\nstyle='mso-spacerun:yes'> </span>SEQ Figure \\* ARABIC <span style='mso-element:\r\nfield-separator'></span></span><![endif]--><span style=\"mso-bookmark: _Toc156748456;\"><span style=\"mso-no-proof: yes;\">2</span></span><!-- [if supportFields]><span\r\nstyle='mso-bookmark:_Toc156748456'></span><span style='mso-element:field-end'></span><![endif]--><span style=\"mso-bookmark: _Toc156748456;\">: ZeroReveal Server Host</span></strong></p>\r\n<p><img src=\"data:image/png;base64,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\" alt=\"\" width=\"724\" height=\"438\" /></p>","environmental_strengths":"<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">The TOE provides the security functionality required by [AppPP] and [TLSPkg].</p>\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\"><a name=\"_Toc143742250\"></a><a name=\"_Toc143700925\"></a><span style=\"mso-bookmark: _Toc143742250;\"><strong>Cryptographic Support</strong></span></p>\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt; text-align: justify;\">The TOE performs two kinds of cryptographic functions: those necessary to the operation of the TOEs homomorphic encrypted search function, and those necessary to the operation of the trusted path and trusted channels.<span style=\"mso-spacerun: yes;\">&nbsp; </span>Because the homomorphic encryption functionality is outside the scope of this evaluation, only those cryptographic functions necessary to support the trusted path and trusted channels are described below.</p>\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">&nbsp;</p>\r\n<div align=\"center\">\r\n<table class=\"MsoNormalTable\" style=\"border-collapse: collapse; mso-table-layout-alt: fixed; border: none; mso-border-alt: solid black .5pt; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-border-insideh: .5pt solid black; mso-border-insidev: .5pt solid black;\" border=\"1\" width=\"623\" cellspacing=\"0\" cellpadding=\"0\">\r\n<thead>\r\n<tr style=\"mso-yfti-irow: 0; mso-yfti-firstrow: yes; height: 5.85pt;\">\r\n<td style=\"width: 116.75pt; border: solid black 1.0pt; mso-border-alt: solid black .5pt; background: #D9D9D9; padding: 0in 5.4pt 0in 5.4pt; height: 5.85pt;\" valign=\"bottom\" width=\"156\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\"><strong style=\"mso-bidi-font-weight: normal;\">Cryptographic Method</strong></p>\r\n</td>\r\n<td style=\"width: 350.75pt; border: solid black 1.0pt; border-left: none; mso-border-left-alt: solid black .5pt; mso-border-alt: solid black .5pt; background: #D9D9D9; padding: 0in 5.4pt 0in 5.4pt; height: 5.85pt;\" valign=\"top\" width=\"468\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\"><strong style=\"mso-bidi-font-weight: normal;\">Use within the TOE</strong></p>\r\n</td>\r\n</tr>\r\n</thead>\r\n<tbody>\r\n<tr style=\"mso-yfti-irow: 1; height: 6.8pt;\">\r\n<td style=\"width: 116.75pt; border: solid black 1.0pt; border-top: none; mso-border-top-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" valign=\"top\" width=\"156\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">AES-GCM</p>\r\n</td>\r\n<td style=\"width: 350.75pt; border-top: none; border-left: none; border-bottom: solid black 1.0pt; border-right: solid black 1.0pt; mso-border-top-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" valign=\"top\" width=\"468\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">TLS encryption</p>\r\n</td>\r\n</tr>\r\n<tr style=\"mso-yfti-irow: 2; height: 6.8pt;\">\r\n<td style=\"width: 116.75pt; border: solid black 1.0pt; border-top: none; mso-border-top-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" valign=\"top\" width=\"156\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">ECDSA</p>\r\n</td>\r\n<td style=\"width: 350.75pt; border-top: none; border-left: none; border-bottom: solid black 1.0pt; border-right: solid black 1.0pt; mso-border-top-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" valign=\"top\" width=\"468\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">TLS key generation, signature generation and verification</p>\r\n</td>\r\n</tr>\r\n<tr style=\"mso-yfti-irow: 3; height: 6.8pt;\">\r\n<td style=\"width: 116.75pt; border: solid black 1.0pt; border-top: none; mso-border-top-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" valign=\"top\" width=\"156\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">RSA</p>\r\n</td>\r\n<td style=\"width: 350.75pt; border-top: none; border-left: none; border-bottom: solid black 1.0pt; border-right: solid black 1.0pt; mso-border-top-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" valign=\"top\" width=\"468\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">TLS key generation, signature generation and verification</p>\r\n</td>\r\n</tr>\r\n<tr style=\"mso-yfti-irow: 4; height: 6.8pt;\">\r\n<td style=\"width: 116.75pt; border: solid black 1.0pt; border-top: none; mso-border-top-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" valign=\"top\" width=\"156\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">HMAC</p>\r\n</td>\r\n<td style=\"width: 350.75pt; border-top: none; border-left: none; border-bottom: solid black 1.0pt; border-right: solid black 1.0pt; mso-border-top-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" valign=\"top\" width=\"468\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">Message integrity and authentication for TLS</p>\r\n</td>\r\n</tr>\r\n<tr style=\"mso-yfti-irow: 5; height: 6.8pt;\">\r\n<td style=\"width: 116.75pt; border: solid black 1.0pt; border-top: none; mso-border-top-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" valign=\"top\" width=\"156\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: 0.0001pt;\">AES-CCM</p>\r\n</td>\r\n<td style=\"width: 350.75pt; border-top: none; border-left: none; border-bottom: solid black 1.0pt; border-right: solid black 1.0pt; mso-border-top-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" valign=\"top\" width=\"468\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">Storage of credentials</p>\r\n</td>\r\n</tr>\r\n<tr style=\"mso-yfti-irow: 6; mso-yfti-lastrow: yes; height: 6.8pt;\">\r\n<td style=\"width: 116.75pt; border: solid black 1.0pt; border-top: none; mso-border-top-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" valign=\"top\" width=\"156\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">DRBG</p>\r\n</td>\r\n<td style=\"width: 350.75pt; border-top: none; border-left: none; border-bottom: solid black 1.0pt; border-right: solid black 1.0pt; mso-border-top-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" valign=\"top\" width=\"468\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">Random bit generation for all cryptographic functions</p>\r\n</td>\r\n</tr>\r\n</tbody>\r\n</table>\r\n</div>\r\n<p class=\"MsoNormal\" style=\"margin-bottom: 0.0001pt; text-align: center;\"><strong style=\"mso-bidi-font-weight: normal;\">Table 2 TOE Provided Cryptography</strong></p>\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">Each of these cryptographic algorithms have been validated for conformance to the requirements specified in their respective standards, as identified below.</p>\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">&nbsp;</p>\r\n<div align=\"center\">\r\n<table class=\"MsoNormalTable\" style=\"border-collapse: collapse; mso-table-layout-alt: fixed; border: none; mso-border-alt: solid black .5pt; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-border-insideh: .5pt solid black; mso-border-insidev: .5pt solid black;\" border=\"1\" width=\"623\" cellspacing=\"0\" cellpadding=\"0\">\r\n<thead>\r\n<tr style=\"mso-yfti-irow: 0; mso-yfti-firstrow: yes; height: 5.85pt;\">\r\n<td style=\"width: 76.25pt; border: solid black 1.0pt; mso-border-alt: solid black .5pt; background: #BFBFBF; mso-background-themecolor: background1; mso-background-themeshade: 191; padding: 0in 5.4pt 0in 5.4pt; height: 5.85pt;\" valign=\"bottom\" width=\"102\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\"><strong style=\"mso-bidi-font-weight: normal;\">Algorithm</strong></p>\r\n</td>\r\n<td style=\"width: 148.5pt; border: solid black 1.0pt; border-left: none; mso-border-left-alt: solid black .5pt; mso-border-alt: solid black .5pt; background: #BFBFBF; mso-background-themecolor: background1; mso-background-themeshade: 191; padding: 0in 5.4pt 0in 5.4pt; height: 5.85pt;\" valign=\"top\" width=\"198\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\"><strong style=\"mso-bidi-font-weight: normal;\">Standard</strong></p>\r\n</td>\r\n<td style=\"width: 175.5pt; border: solid black 1.0pt; border-left: none; mso-border-left-alt: solid black .5pt; mso-border-alt: solid black .5pt; background: #BFBFBF; mso-background-themecolor: background1; mso-background-themeshade: 191; padding: 0in 5.4pt 0in 5.4pt; height: 5.85pt;\" valign=\"top\" width=\"234\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\"><strong style=\"mso-bidi-font-weight: normal;\">Mode/Keysize</strong></p>\r\n</td>\r\n<td style=\"width: 67.25pt; border: solid black 1.0pt; border-left: none; mso-border-left-alt: solid black .5pt; mso-border-alt: solid black .5pt; background: #BFBFBF; mso-background-themecolor: background1; mso-background-themeshade: 191; padding: 0in 5.4pt 0in 5.4pt; height: 5.85pt;\" valign=\"top\" width=\"90\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\"><strong style=\"mso-bidi-font-weight: normal;\">CAVP Cert. #</strong></p>\r\n</td>\r\n</tr>\r\n</thead>\r\n<tbody>\r\n<tr style=\"mso-yfti-irow: 1; height: 6.8pt;\">\r\n<td style=\"width: 467.5pt; border: solid black 1.0pt; border-top: none; mso-border-top-alt: solid black .5pt; mso-border-alt: solid black .5pt; background: #D9D9D9; mso-background-themecolor: background1; mso-background-themeshade: 217; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" colspan=\"4\" width=\"623\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\"><strong>Cryptographic Asymmetric Key Generation (FCS_CKM.1/AK)</strong></p>\r\n</td>\r\n</tr>\r\n<tr style=\"mso-yfti-irow: 2; height: 6.8pt;\">\r\n<td style=\"width: 76.25pt; border: solid black 1.0pt; border-top: none; mso-border-top-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" width=\"102\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">RSA KeyGen</p>\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">&nbsp;</p>\r\n</td>\r\n<td style=\"width: 148.5pt; border-top: none; border-left: none; border-bottom: solid black 1.0pt; border-right: solid black 1.0pt; mso-border-top-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" width=\"198\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">FIPS PUB 186-4, \"Digital Signature Standard (DSS)&rdquo;, Appendix B.3</p>\r\n</td>\r\n<td style=\"width: 175.5pt; border-top: none; border-left: none; border-bottom: solid black 1.0pt; border-right: solid black 1.0pt; mso-border-top-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" width=\"234\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">2048 and 3072 bits</p>\r\n</td>\r\n<td style=\"width: 67.25pt; border-top: none; border-left: none; border-bottom: solid black 1.0pt; border-right: solid black 1.0pt; mso-border-top-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" valign=\"top\" width=\"90\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">A4651</p>\r\n</td>\r\n</tr>\r\n<tr style=\"mso-yfti-irow: 3; height: 6.8pt;\">\r\n<td style=\"width: 76.25pt; border: solid black 1.0pt; border-top: none; mso-border-top-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" width=\"102\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">ECDSA KeyGen</p>\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">&nbsp;</p>\r\n</td>\r\n<td style=\"width: 148.5pt; border-top: none; border-left: none; border-bottom: solid black 1.0pt; border-right: solid black 1.0pt; mso-border-top-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" width=\"198\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">FIPS PUB 186-4, &ldquo;Digital Signature Standard (DSS)&rdquo;, Appendix B.4</p>\r\n</td>\r\n<td style=\"width: 175.5pt; border-top: none; border-left: none; border-bottom: solid black 1.0pt; border-right: solid black 1.0pt; mso-border-top-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" width=\"234\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">Curves P-256 and P-384</p>\r\n</td>\r\n<td style=\"width: 67.25pt; border-top: none; border-left: none; border-bottom: solid black 1.0pt; border-right: solid black 1.0pt; mso-border-top-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" valign=\"top\" width=\"90\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">A4651</p>\r\n</td>\r\n</tr>\r\n<tr style=\"mso-yfti-irow: 4; height: 6.8pt;\">\r\n<td style=\"width: 467.5pt; border: solid black 1.0pt; border-top: none; mso-border-top-alt: solid black .5pt; mso-border-alt: solid black .5pt; background: #D9D9D9; mso-background-themecolor: background1; mso-background-themeshade: 217; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" colspan=\"4\" width=\"623\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\"><strong>Cryptographic Key Establishment (FCS_CKM.2)</strong></p>\r\n</td>\r\n</tr>\r\n<tr style=\"mso-yfti-irow: 5; height: 6.8pt;\">\r\n<td style=\"width: 76.25pt; border: solid black 1.0pt; border-top: none; mso-border-top-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" width=\"102\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">ECDH Key Establishment</p>\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">&nbsp;</p>\r\n</td>\r\n<td style=\"width: 148.5pt; border-top: none; border-left: none; border-bottom: solid black 1.0pt; border-right: solid black 1.0pt; mso-border-top-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" width=\"198\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">NIST SP 800-56A, &ldquo;Recommendation for Pair-Wise Key Establishment Schemes Using Discrete Logarithm Cryptography&rdquo;</p>\r\n</td>\r\n<td style=\"width: 175.5pt; border-top: none; border-left: none; border-bottom: solid black 1.0pt; border-right: solid black 1.0pt; mso-border-top-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" width=\"234\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">Curves P-256 and P-384</p>\r\n</td>\r\n<td style=\"width: 67.25pt; border-top: none; border-left: none; border-bottom: solid black 1.0pt; border-right: solid black 1.0pt; mso-border-top-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" valign=\"top\" width=\"90\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">A4651</p>\r\n</td>\r\n</tr>\r\n<tr style=\"mso-yfti-irow: 6; height: 6.8pt;\">\r\n<td style=\"width: 467.5pt; border: solid black 1.0pt; border-top: none; mso-border-top-alt: solid black .5pt; mso-border-alt: solid black .5pt; background: #D9D9D9; mso-background-themecolor: background1; mso-background-themeshade: 217; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" colspan=\"4\" valign=\"top\" width=\"623\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\"><strong>Cryptographic Operation &ndash; Hashing (FCS_COP.1/Hash)</strong></p>\r\n</td>\r\n</tr>\r\n<tr style=\"mso-yfti-irow: 7; height: 6.8pt;\">\r\n<td style=\"width: 76.25pt; border: solid black 1.0pt; border-top: none; mso-border-top-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" valign=\"top\" width=\"102\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">SHA2-256</p>\r\n</td>\r\n<td style=\"width: 148.5pt; border-top: none; border-left: none; border-bottom: solid black 1.0pt; border-right: solid black 1.0pt; mso-border-top-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" valign=\"top\" width=\"198\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">FIPS Pub 180-4</p>\r\n</td>\r\n<td style=\"width: 175.5pt; border-top: none; border-left: none; border-bottom: solid black 1.0pt; border-right: solid black 1.0pt; mso-border-top-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" valign=\"top\" width=\"234\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">Digest size 256 bits</p>\r\n</td>\r\n<td style=\"width: 67.25pt; border-top: none; border-left: none; border-bottom: solid black 1.0pt; border-right: solid black 1.0pt; mso-border-top-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" valign=\"top\" width=\"90\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">A4651</p>\r\n</td>\r\n</tr>\r\n<tr style=\"mso-yfti-irow: 8; height: 6.8pt;\">\r\n<td style=\"width: 76.25pt; border: solid black 1.0pt; border-top: none; mso-border-top-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" valign=\"top\" width=\"102\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">SHA2-384</p>\r\n</td>\r\n<td style=\"width: 148.5pt; border-top: none; border-left: none; border-bottom: solid black 1.0pt; border-right: solid black 1.0pt; mso-border-top-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" valign=\"top\" width=\"198\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">FIPS Pub 180-4</p>\r\n</td>\r\n<td style=\"width: 175.5pt; border-top: none; border-left: none; border-bottom: solid black 1.0pt; border-right: solid black 1.0pt; mso-border-top-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" valign=\"top\" width=\"234\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">Digest size 384 bits</p>\r\n</td>\r\n<td style=\"width: 67.25pt; border-top: none; border-left: none; border-bottom: solid black 1.0pt; border-right: solid black 1.0pt; mso-border-top-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" valign=\"top\" width=\"90\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">A4651</p>\r\n</td>\r\n</tr>\r\n<tr style=\"mso-yfti-irow: 9; height: 6.8pt;\">\r\n<td style=\"width: 76.25pt; border: solid black 1.0pt; border-top: none; mso-border-top-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" valign=\"top\" width=\"102\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">SHA2-512</p>\r\n</td>\r\n<td style=\"width: 148.5pt; border-top: none; border-left: none; border-bottom: solid black 1.0pt; border-right: solid black 1.0pt; mso-border-top-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" valign=\"top\" width=\"198\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">FIPS Pub 180-4</p>\r\n</td>\r\n<td style=\"width: 175.5pt; border-top: none; border-left: none; border-bottom: solid black 1.0pt; border-right: solid black 1.0pt; mso-border-top-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" valign=\"top\" width=\"234\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">Digest size 512 bits</p>\r\n</td>\r\n<td style=\"width: 67.25pt; border-top: none; border-left: none; border-bottom: solid black 1.0pt; border-right: solid black 1.0pt; mso-border-top-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" valign=\"top\" width=\"90\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">A4651</p>\r\n</td>\r\n</tr>\r\n<tr style=\"mso-yfti-irow: 10; height: 6.8pt;\">\r\n<td style=\"width: 467.5pt; border: solid black 1.0pt; border-top: none; mso-border-top-alt: solid black .5pt; mso-border-alt: solid black .5pt; background: #D9D9D9; mso-background-themecolor: background1; mso-background-themeshade: 217; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" colspan=\"4\" valign=\"top\" width=\"623\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\"><strong>Cryptographic Operation - Keyed-Hash Message Authentication (FCS_COP.1/KeyedHash)</strong></p>\r\n</td>\r\n</tr>\r\n<tr style=\"mso-yfti-irow: 11; height: 6.8pt;\">\r\n<td style=\"width: 76.25pt; border: solid black 1.0pt; border-top: none; mso-border-top-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" valign=\"top\" width=\"102\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">HMAC-SHA2-256</p>\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">&nbsp;</p>\r\n</td>\r\n<td style=\"width: 148.5pt; border-top: none; border-left: none; border-bottom: solid black 1.0pt; border-right: solid black 1.0pt; mso-border-top-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" rowspan=\"3\" valign=\"top\" width=\"198\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">FIPS Pub 198-1, &lsquo;The Keyed-Hash Message Authentication Code&rsquo; and FIPS Pub 180-4 &lsquo;Secure Hash Standard&rsquo;</p>\r\n</td>\r\n<td style=\"width: 175.5pt; border-top: none; border-left: none; border-bottom: solid black 1.0pt; border-right: solid black 1.0pt; mso-border-top-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" valign=\"top\" width=\"234\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">Key size 256 bits, block size 512 bits, digest size 256 bits</p>\r\n</td>\r\n<td style=\"width: 67.25pt; border-top: none; border-left: none; border-bottom: solid black 1.0pt; border-right: solid black 1.0pt; mso-border-top-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" valign=\"top\" width=\"90\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">A4651</p>\r\n</td>\r\n</tr>\r\n<tr style=\"mso-yfti-irow: 12; height: 6.8pt;\">\r\n<td style=\"width: 76.25pt; border: solid black 1.0pt; border-top: none; mso-border-top-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" valign=\"top\" width=\"102\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">HMAC-SHA2-384</p>\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">&nbsp;</p>\r\n</td>\r\n<td style=\"width: 175.5pt; border-top: none; border-left: none; border-bottom: solid black 1.0pt; border-right: solid black 1.0pt; mso-border-top-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" valign=\"top\" width=\"234\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">Key size 384 bits, block size 1024 bits, digest size 384 bits</p>\r\n</td>\r\n<td style=\"width: 67.25pt; border-top: none; border-left: none; border-bottom: solid black 1.0pt; border-right: solid black 1.0pt; mso-border-top-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" valign=\"top\" width=\"90\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">A4651</p>\r\n</td>\r\n</tr>\r\n<tr style=\"mso-yfti-irow: 13; height: 6.8pt;\">\r\n<td style=\"width: 76.25pt; border: solid black 1.0pt; border-top: none; mso-border-top-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" valign=\"top\" width=\"102\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">HMAC-SHA-512</p>\r\n</td>\r\n<td style=\"width: 175.5pt; border-top: none; border-left: none; border-bottom: solid black 1.0pt; border-right: solid black 1.0pt; mso-border-top-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" valign=\"top\" width=\"234\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">Key size 512 bits, block size 1024 bits, digest size 512 bits</p>\r\n</td>\r\n<td style=\"width: 67.25pt; border-top: none; border-left: none; border-bottom: solid black 1.0pt; border-right: solid black 1.0pt; mso-border-top-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" valign=\"top\" width=\"90\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">A4651</p>\r\n</td>\r\n</tr>\r\n<tr style=\"mso-yfti-irow: 14; height: 6.8pt;\">\r\n<td style=\"width: 467.5pt; border: solid black 1.0pt; border-top: none; mso-border-top-alt: solid black .5pt; mso-border-alt: solid black .5pt; background: #D9D9D9; mso-background-themecolor: background1; mso-background-themeshade: 217; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" colspan=\"4\" valign=\"top\" width=\"623\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\"><strong>Cryptographic Operation &ndash; Signing (FCS_COP.1/Sig)</strong></p>\r\n</td>\r\n</tr>\r\n<tr style=\"mso-yfti-irow: 15; height: 6.8pt;\">\r\n<td style=\"width: 76.25pt; border: solid black 1.0pt; border-top: none; mso-border-top-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" valign=\"top\" width=\"102\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">RSA Digital Signature Algorithm (rDSA)</p>\r\n</td>\r\n<td style=\"width: 148.5pt; border-top: none; border-left: none; border-bottom: solid black 1.0pt; border-right: solid black 1.0pt; mso-border-top-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" valign=\"top\" width=\"198\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">FIPS PUB 186-4, &ldquo;Digital Signature Standard (DSS)&rdquo;, Section 5.</p>\r\n</td>\r\n<td style=\"width: 175.5pt; border-top: none; border-left: none; border-bottom: solid black 1.0pt; border-right: solid black 1.0pt; mso-border-top-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" valign=\"top\" width=\"234\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">2048-bit and 3072 bits or greater</p>\r\n</td>\r\n<td style=\"width: 67.25pt; border-top: none; border-left: none; border-bottom: solid black 1.0pt; border-right: solid black 1.0pt; mso-border-top-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" valign=\"top\" width=\"90\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">A4651</p>\r\n</td>\r\n</tr>\r\n<tr style=\"mso-yfti-irow: 16; height: 6.8pt;\">\r\n<td style=\"width: 76.25pt; border: solid black 1.0pt; border-top: none; mso-border-top-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" valign=\"top\" width=\"102\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">ECDSA schemes</p>\r\n</td>\r\n<td style=\"width: 148.5pt; border-top: none; border-left: none; border-bottom: solid black 1.0pt; border-right: solid black 1.0pt; mso-border-top-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" valign=\"top\" width=\"198\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">FIPS PUB 186-4, &ldquo;Digital Signature Standard (DSS)&rdquo;, Section 6.</p>\r\n</td>\r\n<td style=\"width: 175.5pt; border-top: none; border-left: none; border-bottom: solid black 1.0pt; border-right: solid black 1.0pt; mso-border-top-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" valign=\"top\" width=\"234\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">P-256 and P-384 curves</p>\r\n</td>\r\n<td style=\"width: 67.25pt; border-top: none; border-left: none; border-bottom: solid black 1.0pt; border-right: solid black 1.0pt; mso-border-top-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" valign=\"top\" width=\"90\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">A4651</p>\r\n</td>\r\n</tr>\r\n<tr style=\"mso-yfti-irow: 17; height: 6.8pt;\">\r\n<td style=\"width: 467.5pt; border: solid black 1.0pt; border-top: none; mso-border-top-alt: solid black .5pt; mso-border-alt: solid black .5pt; background: #D9D9D9; mso-background-themecolor: background1; mso-background-themeshade: 217; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" colspan=\"4\" width=\"623\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\"><strong>SKC Cryptographic Operation &ndash; Encryption/Decryption (FCS_COP.1/SKC)</strong></p>\r\n</td>\r\n</tr>\r\n<tr style=\"mso-yfti-irow: 18; height: 6.8pt;\">\r\n<td style=\"width: 76.25pt; border: solid black 1.0pt; border-top: none; mso-border-top-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" valign=\"top\" width=\"102\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">AES-CCM</p>\r\n</td>\r\n<td style=\"width: 148.5pt; border-top: none; border-left: none; border-bottom: solid black 1.0pt; border-right: solid black 1.0pt; mso-border-top-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" valign=\"top\" width=\"198\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">NIST SP 800-38C</p>\r\n</td>\r\n<td style=\"width: 175.5pt; border-top: none; border-left: none; border-bottom: solid black 1.0pt; border-right: solid black 1.0pt; mso-border-top-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" valign=\"top\" width=\"234\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">256 bits</p>\r\n</td>\r\n<td style=\"width: 67.25pt; border-top: none; border-left: none; border-bottom: solid black 1.0pt; border-right: solid black 1.0pt; mso-border-top-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" valign=\"top\" width=\"90\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">A4651</p>\r\n</td>\r\n</tr>\r\n<tr style=\"mso-yfti-irow: 19; height: 6.8pt;\">\r\n<td style=\"width: 76.25pt; border: solid black 1.0pt; border-top: none; mso-border-top-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" valign=\"top\" width=\"102\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">AES-CCM</p>\r\n</td>\r\n<td style=\"width: 148.5pt; border-top: none; border-left: none; border-bottom: solid black 1.0pt; border-right: solid black 1.0pt; mso-border-top-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" valign=\"top\" width=\"198\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">NIST SP 800-38D</p>\r\n</td>\r\n<td style=\"width: 175.5pt; border-top: none; border-left: none; border-bottom: solid black 1.0pt; border-right: solid black 1.0pt; mso-border-top-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" valign=\"top\" width=\"234\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">256 bits</p>\r\n</td>\r\n<td style=\"width: 67.25pt; border-top: none; border-left: none; border-bottom: solid black 1.0pt; border-right: solid black 1.0pt; mso-border-top-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" valign=\"top\" width=\"90\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">A4651</p>\r\n</td>\r\n</tr>\r\n<tr style=\"mso-yfti-irow: 20; height: 6.8pt;\">\r\n<td style=\"width: 467.5pt; border: solid black 1.0pt; border-top: none; mso-border-top-alt: solid black .5pt; mso-border-alt: solid black .5pt; background: #D9D9D9; mso-background-themecolor: background1; mso-background-themeshade: 217; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" colspan=\"4\" valign=\"top\" width=\"623\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\"><strong>Random Bit Generation from Application (FCS_RBG_EXT.2)</strong></p>\r\n</td>\r\n</tr>\r\n<tr style=\"mso-yfti-irow: 21; mso-yfti-lastrow: yes; height: 6.8pt;\">\r\n<td style=\"width: 76.25pt; border: solid black 1.0pt; border-top: none; mso-border-top-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" valign=\"top\" width=\"102\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">HMAC_DRBG</p>\r\n</td>\r\n<td style=\"width: 148.5pt; border-top: none; border-left: none; border-bottom: solid black 1.0pt; border-right: solid black 1.0pt; mso-border-top-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" valign=\"top\" width=\"198\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">NIST SP 800-90A</p>\r\n</td>\r\n<td style=\"width: 175.5pt; border-top: none; border-left: none; border-bottom: solid black 1.0pt; border-right: solid black 1.0pt; mso-border-top-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" valign=\"top\" width=\"234\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">SHA2-512</p>\r\n</td>\r\n<td style=\"width: 67.25pt; border-top: none; border-left: none; border-bottom: solid black 1.0pt; border-right: solid black 1.0pt; mso-border-top-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; height: 6.8pt;\" valign=\"top\" width=\"90\">\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\">A4651</p>\r\n</td>\r\n</tr>\r\n</tbody>\r\n</table>\r\n</div>\r\n<p class=\"MsoNormal\" style=\"margin-bottom: 0.0001pt; text-align: center;\"><strong style=\"mso-bidi-font-weight: normal;\">Table 3 CAVP Algorithm Testing References</strong></p>\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\"><strong style=\"mso-bidi-font-weight: normal;\">&nbsp;</strong></p>\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\"><a name=\"_Toc143742251\"></a><a name=\"_Toc143700926\"></a><span style=\"mso-bookmark: _Toc143742251;\"><strong style=\"mso-bidi-font-weight: normal;\"><span style=\"mso-bidi-font-style: italic;\">User Data Protection</span></strong></span></p>\r\n<p class=\"MsoNormal\" style=\"text-align: justify;\"><a name=\"_Toc143742252\"></a><a name=\"_Toc143700927\"></a><span style=\"mso-bookmark: _Toc143742252;\">The ZeroReveal Server network communication is restricted to user-initiated communication for responses to API requests from ZeroReveal Clients and accessing the remote database using TLS. Credentials are stored locally, encrypted using AES algorithm in CCM mode.</span></p>\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\"><span style=\"mso-bookmark: _Toc143700927;\"><span style=\"mso-bookmark: _Toc143742252;\"><strong style=\"mso-bidi-font-weight: normal;\"><span style=\"mso-bidi-font-style: italic;\">Identification and Authentication</span></strong></span></span></p>\r\n<p class=\"MsoNormal\" style=\"text-align: justify;\">The ZeroReveal server performs X.509v3 certificate validation functions to authenticate the certificate(s) during the establishment of the TLS trusted channels.</p>\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\"><a name=\"_Toc143742253\"></a><a name=\"_Toc143700928\"></a><span style=\"mso-bookmark: _Toc143742253;\"><strong style=\"mso-bidi-font-weight: normal;\"><span style=\"mso-bidi-font-style: italic;\">Security Management</span></strong></span></p>\r\n<p class=\"MsoNormal\" style=\"text-align: justify;\"><a name=\"_Toc143742254\"></a><a name=\"_Toc143700929\"></a><span style=\"mso-bookmark: _Toc143742254;\">Administrators manages the TOE via configuration files on each installation platform.<span style=\"mso-spacerun: yes;\">&nbsp; </span>The access interface and file editor used to modify the files is outside the scope of the TOE. </span></p>\r\n<p class=\"MsoNormal\" style=\"text-align: justify;\"><span style=\"mso-bookmark: _Toc143700929;\"><span style=\"mso-bookmark: _Toc143742254;\">The TOE does not include any predefined or default credentials and utilizes the platform recommended storage process for configuration files.</span></span></p>\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt;\"><span style=\"mso-bookmark: _Toc143700929;\"><span style=\"mso-bookmark: _Toc143742254;\"><strong style=\"mso-bidi-font-weight: normal;\"><span style=\"mso-bidi-font-style: italic;\">Privac</span></strong></span></span><strong style=\"mso-bidi-font-weight: normal;\"><span style=\"mso-bidi-font-style: italic;\">y</span></strong></p>\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt; text-align: justify;\">The TOE does not collect or transmit Personally Identifiable Information (PII) over the network.</p>\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt; text-align: justify;\"><span style=\"mso-bookmark: _Toc143700930;\"><span style=\"mso-bookmark: _Toc143742255;\"><strong style=\"mso-bidi-font-weight: normal;\"><span style=\"mso-bidi-font-style: italic;\">Protection of the TSF</span></strong></span></span></p>\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt; text-align: justify;\">The TOE leverages platform provided package management for secure installation and updates.<span style=\"mso-spacerun: yes;\">&nbsp; </span>The TOE installation package includes only those third-party libraries necessary for its intended operation.<span style=\"mso-spacerun: yes;\">&nbsp; </span>The TOE utilizes compiler-provided anti-exploitation capabilities.</p>\r\n<p class=\"MsoNormal\" style=\"margin-bottom: .0001pt; text-align: justify;\"><strong>Trusted Path/Channels</strong></p>\r\n<p class=\"MsoNormal\" style=\"text-align: justify;\">The TOE communicates to the ZeroReveal&reg; Compute Fabric Client via REST API over mutually authenticated HTTPS over TLS and stores data in a remote database using TLS.<span style=\"mso-spacerun: yes;\">&nbsp; </span>Administrators configure the TOE via local access only, making changes to configuration files.</p>","features":[{"id":1790,"feature_name":"Certificate Authentication"},{"id":1792,"feature_name":"Certificate Validation"},{"id":1793,"feature_name":"Credential Storage"},{"id":1795,"feature_name":"DRBG"},{"id":1796,"feature_name":"DTLS 1.0"},{"id":1797,"feature_name":"DTLS Server with Mutual Authentication"},{"id":1798,"feature_name":"HTTPS Client"},{"id":1799,"feature_name":"HTTPS Server with Mutual Authentication"},{"id":1801,"feature_name":"PBKDF"},{"id":1802,"feature_name":"TLS 1.1"}]}