figures/candidate_architecture_1.drawio.svg

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name=&quot;planB&quot; id=&quot;HVn2BKW2lvcdKSxJHOAJ&quot;&gt;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&lt;/diagram&gt;&lt;diagram name=&quot;planB-Eng&quot; id=&quot;rEqWPADrETi1XSaFOZhk&quot;&gt;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&lt;/diagram&gt;&lt;diagram name=&quot;planBprime-Eng&quot; id=&quot;TsboqNQ0KULGR0G8Qhzu&quot;&gt;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&lt;/diagram&gt;&lt;diagram name=&quot;planB-whole&quot; id=&quot;a-RQ_RPw4EUPYolCY5tV&quot;&gt;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&lt;/diagram&gt;&lt;diagram name=&quot;planC&quot; id=&quot;vCwI88Spob3FintHyYc4&quot;&gt;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&lt;/diagram&gt;&lt;diagram name=&quot;planC-whole&quot; id=&quot;DWf7BBM9Gi48GnLf5aP8&quot;&gt;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&lt;/diagram&gt;&lt;diagram name=&quot;planC-Eng&quot; id=&quot;aOLtIMGBkDjVPNMsxhn2&quot;&gt;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&lt;/diagram&gt;&lt;diagram name=&quot;planD&quot; id=&quot;4YGdUTZJRlznwZ05fN_w&quot;&gt;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&lt;/diagram&gt;&lt;diagram name=&quot;planD Eng&quot; id=&quot;pK9LEfBkKzh9cfVLbw8T&quot;&gt;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&lt;/diagram&gt;&lt;diagram id=&quot;kgpKYQtTHZ0yAKxKKP6v&quot; name=&quot;Page-1&quot;&gt;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&lt;/diagram&gt;&lt;diagram id=&quot;0Ws2-CRIaIExI_C1znKq&quot; name=&quot;Page-2&quot;&gt;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&lt;/diagram&gt;&lt;diagram id=&quot;EhoQhyDf0rUA80OXE6FE&quot; name=&quot;Page-11&quot;&gt;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&lt;/diagram&gt;&lt;diagram id=&quot;NkBrSV8gUuU6F7pcFpVR&quot; name=&quot;all arch1&quot;&gt;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&lt;/diagram&gt;&lt;diagram id=&quot;7J-fkWsYf9xoeuPZzFwV&quot; name=&quot;all 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