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Structurizr - offline documentation example
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structurizr-offline-documentation.html
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<title>Structurizr - Financial Risk System</title></head>
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<div id="documentationHeader">
<h1><img id="brandingLogo" src="" width="100px" class="hidden" style="margin-right: 20px"><span id="softwareSystemName">Financial Risk System</span></h1>
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<div id="documentationContent"><div class="section"><div class="container"><h2 class="documentationSectionHeading">1. Context</h2><div class="documentationSectionContent"><div class="sect1">
<div class="sectionbody">
<div class="paragraph">
<p>A global investment bank based in London, New York and Singapore trades (buys and sells) financial products with other banks (counterparties). When share prices on the stock markets move up or down, the bank either makes money or loses it. At the end of the working day, the bank needs to gain a view of how much risk they are exposed to (e.g. of losing money) by running some calculations on the data held about their trades. The bank has an existing Trade Data System (TDS) and Reference Data System (RDS) but need a new Risk System.</p>
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<p></p><div style="text-align: center"><div class="img-thumbnail"><svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" version="1.1" viewBox="0 0 3508 2480"><g id="v-3" class="joint-viewport" transform="matrix(1,0,0,1,0,0)"><g id="j_21" model-id="44beb794-ff28-451c-b1ac-037436a3bf54" class="joint-theme-default joint-cell joint-type-structurizr joint-type-structurizr-diagrammetadata joint-element" data-type="structurizr.diagramMetadata" transform="translate(40,2435)"><g id="v-342"><text class="structurizrDiagramMetadata structurizrMetadata" id="v-343" font-size="22px" y="0.8em" xml:space="preserve" font-weight="normal" text-anchor="start" fill="#777777" pointer-events="none" font-family="Open Sans" transform="matrix(1,0,0,1,0,0)"><tspan id="v-344" class="v-line" dy="0em" x="0">Last&nbsp;modified:&nbsp;Saturday&nbsp;19&nbsp;August&nbsp;2017&nbsp;09:00&nbsp;UTC</tspan></text></g></g><g id="j_20" model-id="7bc98801-40e7-4730-8bbb-e369117a333d" class="joint-theme-default joint-cell joint-type-structurizr joint-type-structurizr-diagramdescription joint-element" data-type="structurizr.diagramDescription" transform="translate(40,2406)"><g id="v-338"><text class="structurizrDiagramDescription structurizrMetadata" id="v-339" font-size="22px" y="0.8em" xml:space="preserve" font-weight="normal" text-anchor="start" fill="#777777" pointer-events="none" font-family="Open Sans" transform="matrix(1,0,0,1,0,0)"><tspan id="v-340" class="v-line" dy="0em" x="0">An&nbsp;example&nbsp;System&nbsp;Context&nbsp;diagram&nbsp;for&nbsp;the&nbsp;Financial&nbsp;Risk&nbsp;System&nbsp;architecture&nbsp;kata.</tspan></text></g></g><g id="j_19" model-id="76ad752d-2741-4241-80d2-70c8aeb3eca7" class="joint-theme-default joint-cell joint-type-structurizr joint-type-structurizr-diagramtitle joint-element" data-type="structurizr.diagramTitle" transform="translate(40,2360)"><g id="v-334"><text class="structurizrDiagramTitle structurizrMetadata" id="v-335" 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id="v-16" class="v-line" dy="0em" x="0">Financial&nbsp;Risk&nbsp;System</tspan></text><text class="structurizrMetaData" id="v-13" font-size="29" y="0.8em" xml:space="preserve" text-anchor="middle" font-family="Open Sans" fill="#ffffff" transform="matrix(1,0,0,1,325,146.3)"><tspan id="v-17" class="v-line" dy="0em" x="0">[Software&nbsp;System]</tspan></text><text class="structurizrDescription" id="v-14" font-size="34" y="0.8em" xml:space="preserve" text-anchor="middle" font-family="Open Sans" fill="#ffffff" transform="matrix(1,0,0,1,325,221.3)"><tspan id="v-18" class="v-line" dy="0em" x="0">Calculates&nbsp;the&nbsp;bank's&nbsp;exposure&nbsp;to&nbsp;risk</tspan><tspan id="v-19" class="v-line" dy="1.2em" x="0">for&nbsp;product&nbsp;X.</tspan></text><text class="structurizrNavigation" id="v-15" font-weight="bold" text-anchor="middle" display="none" font-family="Open Sans" fill="#804040" font-size="34" transform="matrix(1,0,0,1,325,360)"></text></g></g><g id="j_2" 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x="0">[Software&nbsp;System]</tspan></text><text class="structurizrDescription" id="v-27" font-size="34" y="0.8em" xml:space="preserve" text-anchor="middle" font-family="Open Sans" fill="#ffffff" transform="matrix(1,0,0,1,325,221.3)"><tspan id="v-31" class="v-line" dy="0em" x="0">The&nbsp;bank's&nbsp;Microsoft&nbsp;Exchange</tspan><tspan id="v-32" class="v-line" dy="1.2em" x="0">system.</tspan></text><text class="structurizrNavigation" id="v-28" font-weight="bold" text-anchor="middle" display="none" font-family="Open Sans" fill="#a05050" font-size="34" transform="matrix(1,0,0,1,325,360)"></text></g></g><g id="j_3" model-id="98a87964-cc12-4f68-9862-100f7dc61fe1" class="joint-theme-default joint-cell joint-type-structurizr joint-type-structurizr-person joint-element" data-type="structurizr.person" transform="translate(116,32)"><g id="v-36"><rect class="structurizrPersonBody structurizrHighlightableElement" x="0" y="220" width="550" height="330" rx="70" id="v-38" stroke="#bf5f5f" 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text-anchor="middle" font-family="Open Sans" fill="#ffffff" transform="matrix(1,0,0,1,275,352.5)"><tspan id="v-46" class="v-line" dy="0em" x="0">[Person]</tspan></text><text class="structurizrDescription" id="v-41" font-size="34px" y="0.8em" xml:space="preserve" text-anchor="middle" font-family="Open Sans" fill="#ffffff" transform="matrix(1,0,0,1,275,427.5)"><tspan id="v-47" class="v-line" dy="0em" x="0">A&nbsp;regular&nbsp;business&nbsp;user.</tspan></text><text class="structurizrNavigation" id="v-42" font-weight="bold" text-anchor="middle" display="none" font-family="Open Sans" fill="#df8f8f" font-size="34" transform="matrix(1,0,0,1,275,510.4)"></text></g></g><g id="j_4" model-id="7d3f09bb-5747-437c-bea4-eb71006882fb" class="joint-theme-default joint-cell joint-type-structurizr joint-type-structurizr-box joint-element" data-type="structurizr.box" transform="translate(66,1637)"><g id="v-53"><rect class="structurizrBox structurizrHighlightableElement" id="v-54" rx="20" ry="20" stroke="#731313" stroke-width="2" pointer-events="visiblePainted" fill="#801515" width="650" height="400"></rect><text class="structurizrName" id="v-55" font-size="44" y="0.8em" xml:space="preserve" font-weight="bold" text-anchor="middle" pointer-events="visible" font-family="Open Sans" fill="#ffffff" transform="matrix(1,0,0,1,325,93.8)"><tspan id="v-59" class="v-line" dy="0em" x="0">Central&nbsp;Monitoring&nbsp;Service</tspan></text><text class="structurizrMetaData" id="v-56" font-size="29" y="0.8em" xml:space="preserve" text-anchor="middle" font-family="Open Sans" fill="#ffffff" transform="matrix(1,0,0,1,325,146.3)"><tspan id="v-60" class="v-line" dy="0em" x="0">[Software&nbsp;System]</tspan></text><text class="structurizrDescription" id="v-57" font-size="34" y="0.8em" xml:space="preserve" text-anchor="middle" font-family="Open Sans" fill="#ffffff" transform="matrix(1,0,0,1,325,221.3)"><tspan id="v-61" class="v-line" dy="0em" x="0">The&nbsp;bank's&nbsp;central&nbsp;monitoring&nbsp;and</tspan><tspan id="v-62" class="v-line" dy="1.2em" x="0">alerting&nbsp;dashboard.</tspan></text><text class="structurizrNavigation" id="v-58" font-weight="bold" text-anchor="middle" display="none" font-family="Open Sans" fill="#a05050" font-size="34" transform="matrix(1,0,0,1,325,360)"></text></g></g><g id="j_5" model-id="0abca672-d84f-4701-bdf4-19141a5d3dcb" class="joint-theme-default joint-cell joint-type-structurizr joint-type-structurizr-person joint-element" data-type="structurizr.person" transform="translate(2841,32)"><g id="v-68"><rect class="structurizrPersonBody structurizrHighlightableElement" x="0" y="220" width="550" height="330" rx="70" id="v-70" stroke="#bf5f5f" stroke-width="2" pointer-events="visiblePainted" fill="#d46a6a"></rect><circle class="structurizrPersonHead structurizrHighlightableElement" cx="275" cy="122.22222222222223" r="122.22222222222223" id="v-69" stroke="#bf5f5f" stroke-width="2" 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y="0.8em" xml:space="preserve" text-anchor="middle" font-family="Open Sans" fill="#ffffff" transform="matrix(1,0,0,1,275,363.8)"><tspan id="v-79" class="v-line" dy="0em" x="0">A&nbsp;regular&nbsp;business&nbsp;user&nbsp;who</tspan><tspan id="v-80" class="v-line" dy="1.2em" x="0">can&nbsp;also&nbsp;configure&nbsp;the</tspan><tspan id="v-81" class="v-line" dy="1.2em" x="0">parameters&nbsp;used&nbsp;in&nbsp;the&nbsp;risk</tspan><tspan id="v-82" class="v-line" dy="1.2em" x="0">calculations.</tspan></text><text class="structurizrNavigation" id="v-74" font-weight="bold" text-anchor="middle" display="none" font-family="Open Sans" fill="#df8f8f" font-size="34" transform="matrix(1,0,0,1,275,510.4)"></text></g></g><g id="j_6" model-id="e6c81924-4c0c-4fc2-90df-19d06f83503d" class="joint-theme-default joint-cell joint-type-structurizr joint-type-structurizr-box joint-element" data-type="structurizr.box" transform="translate(1075,1927)"><g id="v-86"><rect class="structurizrBox 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x="0">The&nbsp;system&nbsp;of&nbsp;record&nbsp;for&nbsp;trades&nbsp;of</tspan><tspan id="v-95" class="v-line" dy="1.2em" x="0">type&nbsp;X.</tspan></text><text class="structurizrNavigation" id="v-91" font-weight="bold" text-anchor="middle" display="none" font-family="Open Sans" fill="#a05050" font-size="34" transform="matrix(1,0,0,1,325,360)"></text></g></g><g id="j_7" model-id="de37aaf3-be72-429c-90f2-6af0d52aecc1" class="joint-theme-default joint-cell joint-type-structurizr joint-type-structurizr-box joint-element" data-type="structurizr.box" transform="translate(2791,909)"><g id="v-99"><rect class="structurizrBox structurizrHighlightableElement" id="v-100" rx="20" ry="20" stroke="#731313" stroke-width="2" pointer-events="visiblePainted" fill="#801515" width="650" height="400"></rect><text class="structurizrName" id="v-101" font-size="44" y="0.8em" xml:space="preserve" font-weight="bold" text-anchor="middle" pointer-events="visible" font-family="Open Sans" fill="#ffffff" 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translate(29, -16)" 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style="text-decoration: none">System Context diagram for Financial Risk System <span class="glyphicon glyphicon-new-window" aria-hidden="true"></span></a></div></div><p></p>
</div>
<div class="sect2">
<h3 id="_trade_data_system">1.1 Trade Data System</h3>
<div class="paragraph">
<p>The Trade Data System maintains a store of all trades made by the bank. It is already configured to generate a file-based XML export of trade data at the close of business (5pm) in New York. The export includes the following information for every trade made by the bank:</p>
</div>
<div class="ulist">
<ul>
<li>
<p>Trade ID</p>
</li>
<li>
<p>Date</p>
</li>
<li>
<p>Current trade value in US dollars</p>
</li>
<li>
<p>Counterparty ID</p>
</li>
</ul>
</div>
</div>
<div class="sect2">
<h3 id="_reference_data_system">1.2 Reference Data System</h3>
<div class="paragraph">
<p>The Reference Data System maintains all of the reference data needed by the bank. This includes information about counterparties; each of which represents an individual, a bank, etc. A file-based XML export is also available and includes basic information about each counterparty. A new organisation-wide reference data system is due for completion in the next 3 months, with the current system eventually being decommissioned.</p>
</div>
</div>
</div>
</div></div></div></div><div class="section"><div class="container"><h2 class="documentationSectionHeading">2. Functional Overview</h2><div class="documentationSectionContent">
<p>The high-level functional requirements for the new Risk System are as follows.</p>
<p></p><div style="text-align: center"><img 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" alt="Functional overview" class="img-thumbnail" width="924"><div class="imageTitle">Functional overview</div></div><p></p>
<ol>
<li>Import trade data from the Trade Data System.</li>
<li>Import counterparty data from the Reference Data System.</li>
<li>Join the two sets of data together, enriching the trade data with information about the counterparty.</li>
<li>For each counterparty, calculate the risk that the bank is exposed to.</li>
<li>Generate a report that can be imported into Microsoft Excel containing the risk figures for all counterparties known by the bank.</li>
<li>Distribute the report to the business users before the start of the next trading day (9am) in Singapore.</li>
<li>Provide a way for a subset of the business users to configure and maintain the external parameters used by the risk calculations.</li>
</ol>
</div></div></div><div class="section"><div class="container"><h2 class="documentationSectionHeading">3. Quality Attributes</h2><div class="documentationSectionContent">
<p>The quality attributes for the new Financial Risk System are as follows.</p>
<h3>3.1 Performance</h3>
<ul>
<li>Risk reports must be generated before 9am the following business day in Singapore.</li>
</ul>
<h3>3.2 Scalability</h3>
<ul>
<li>The system must be able to cope with trade volumes for the next 5 years.</li>
<li>The Trade Data System export includes approximately 5000 trades now and it is anticipated that there will be an additional 10 trades per day.</li>
<li>The Reference Data System counterparty export includes approximately 20,000 counterparties and growth will be negligible.</li>
<li>There are 40-50 business users around the world that need access to the report.</li>
</ul>
<h3>3.3 Availability</h3>
<ul>
<li>Risk reports should be available to users 24x7, but a small amount of downtime (less than 30 minutes per day) can be tolerated.</li>
</ul>
<h3>3.4 Failover</h3>
<ul>
<li>Manual failover is sufficient for all system components, provided that the availability targets can be met.</li>
</ul>
<h3>3.5 Security</h3>
<ul>
<li>This system must follow bank policy that states system access is restricted to authenticated and authorised users only.</li>
<li>Reports must only be distributed to authorised users.</li>
<li>Only a subset of the authorised users are permitted to modify the parameters used in the risk calculations.</li>
<li>Although desirable, there are no single sign-on requirements (e.g. integration with Active Directory, LDAP, etc).</li>
<li>All access to the system and reports will be within the confines of the bank's global network.</li>
</ul>
<h3>3.6 Audit</h3>
<ul>
<li>The following events must be recorded in the system audit logs:
<ul>
<li>Report generation.</li>
<li>Modification of risk calculation parameters.</li>
</ul>
</li>
<li>It must be possible to understand the input data that was used in calculating risk.</li>
</ul>
<h3>3.7 Fault Tolerance and Resilience</h3>
<ul>
<li>The system should take appropriate steps to recover from an error if possible, but all errors should be logged.</li>
<li>Errors preventing a counterparty risk calculation being completed should be logged and the process should continue.</li>
</ul>
<h3>3.8 Internationalization and Localization</h3>
<ul>
<li>All user interfaces will be presented in English only.</li>
<li>All reports will be presented in English only.</li>
<li>All trading values and risk figures will be presented in US dollars only.</li>
</ul>
<h3>3.9 Monitoring and Management</h3>
<ul>
<li>A Simple Network Management Protocol (SNMP) trap should be sent to the bank's Central Monitoring Service in the following circumstances:
<ul>
<li>When there is a fatal error with a system component.</li>
<li>When reports have not been generated before 9am Singapore time.</li>
</ul>
</li>
</ul>
<h3>3.10 Data Retention and Archiving</h3>
<ul>
<li>Input files used in the risk calculation process must be retained for 1 year.</li>
</ul>
<h3>3.11 Interoperability</h3>
<ul>
<li>Interfaces with existing data systems should conform to and use existing data formats.</li>
</ul>
</div></div></div></div>
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