figures/candidate_architecture_3.drawio.svg

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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;planC&quot; id=&quot;vCwI88Spob3FintHyYc4&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 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;7ZpRb9owEMc/DY+gJA4heWxp103TtGqduu1pspKDWDMxckyBffo5xIHYRiulEIKgUqXcxTnjuz8/fJgOGk4WDxxP0y8sAdrxnDEnSQfddTzPlf/K8UT+gnI6yjsjCeTaQMEYFWSqO2OWZRALzYc5Z3N92BSPQXOMGE2sEU8xpmB5f5BEpKU39AYb/0cg47Sa2Q2i8s4EV4PVSvIUJ2xec6H7DhpyxkR5NVkMgRaZqfJyT56/fsPLhyhi4WgEj93p77xbBvvwlkfWS+CQicOG9srQL5jOVL7UWsWySiBnsyyBIojTQbfzlAh4muK4uDuXepC+VEyotFx5qcIBF7Aw8v/Ki3fXGZU6AzYBwZfyORWlG6kiLEvb85U939TUQ8qX1uqJKidWOhqvY29yJS9Uut6QOnQmqUP9HVLXbzR1/pmkLnRbl7rB66mDLLkpwCmtmOI8J7GeLT21sCDip7pTXP8q/D3PCZR9t6gNvFvWjEfgRC4KeOXL5AKLUF2n5zh+5akCosqxibiylnXLjFkuDpKxSfP96lqr27ayVT4OFAvyos+5rZRqhkdG5KtZy8b1DdmEYS8K9Sg5m/EY1IN1ahuxkB8ZsQa9KNJjCczHIKxYK32tF7+/5EJLcjmIT9l0Jr6vJrYEKN+FQpdcLjj7A0NGWVHYjGVy5O2IUGq4MCXjrNCtrG6hgdviPU3kh/mNujEhSVJMs5UIurCPBQXPhELgWlAItjHhWEiIrPpwmLAXuNDquFp1EApOW51KLVdit5rYhmqCwKLszsQ29lsyVqO4dvuW4GIOWMAzWwD9nAgOcHFQ0Eviu/Y+rlkoBFconAEUDNX4zv5QMLZxvm9I69hQsPuGahM3pGyWXBgQgoGxh+uHJwaCvcm+AqFtQAicLX3dnkAIHbOvMxrEIwPBs7elZddwxUHRNPRPi4NqXVccnBEOUNA/GA5krGZx4FmCK5uGi+wXTB6cvF/wdjhsuPKgZTx4T79g8qDpfsHb4YjmVIJLcJ6uwrrnqhTrSO4dG0l7U9rs6YBnf93UGqWs0eTqVEKDaB8qHU54nlNW5T/jUJsEan2Hua86UTDoOW6zAj2HI9O2CbQtwvNR1IvQYbTno4KytT//QDqU5uZXQOXwzQ+l0P0/&lt;/diagram&gt;&lt;diagram id=&quot;NkBrSV8gUuU6F7pcFpVR&quot; name=&quot;all arch1&quot;&gt;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&lt;/diagram&gt;&lt;diagram name=&quot;all arch2&quot; id=&quot;zN9Am_bZnYyR0gIVx7bN&quot;&gt;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&lt;/diagram&gt;&lt;diagram name=&quot;all arch3&quot; id=&quot;52gBLF-4SNJRWcIts2l0&quot;&gt;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&lt;/diagram&gt;&lt;diagram id=&quot;GFquPBRnOotbOxFG6Hgj&quot; name=&quot;all arch4&quot;&gt;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&lt;/diagram&gt;&lt;diagram id=&quot;7J-fkWsYf9xoeuPZzFwV&quot; name=&quot;all arch5&quot;&gt;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&lt;/diagram&gt;&lt;diagram name=&quot;all arch6&quot; id=&quot;YSUqNJB5bOKGEhQWMfH3&quot;&gt;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&lt;/diagram&gt;&lt;diagram name=&quot;arch6sub&quot; id=&quot;vM1qUX1t0uSS7e5109lu&quot;&gt;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&lt;/diagram&gt;&lt;diagram name=&quot;all arch7&quot; 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