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Another update to the IA diagram
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catrobson authored and mindreeper2420 committed Nov 29, 2017
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2 changes: 1 addition & 1 deletion src/docs/resources/ia.md
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name=\&quot;Change Planning\&quot;&gt;7V1bc5s4FP41fmwHEBfzGLtJd2a7206zO2kfZVAMDUYeITtJf/1KgGxA4BBb3DaJpynIQsD3nSOdi6TMwHLz9JnAbfAX9lE0M7QkgD5+nIFPM8PQ2D9WdI8jPyvQs4INpEGpxhau0a0HI1SqtoLew5rgXZxffax7F/qiBcM0C438gcJ1QPNvNC39BlzPwJJgTLOjzdMSRfxJQ7/4DDcN3+qicYJi2uYC23GB57q278wtew7Rh7yFPYx2+fstAxivESv7FsE4DuN1ViOhzwIBip7YzRYB3USsQGeHCSX4AS1xhAkriXHMai7uwyiqFMEoXMfsNEL3vIU9IjRkyF7lxZvQ9/lNFo9BSNHtFnr8jo+MQd4cjult+JuXAIbbIn9w1gR6akRDP2DMJAHhDaLkmVXJL/hgmFrOz7OgJTt9PHJoCQqDAn1WXgaT7Hx9aPsIPjvI8W/JhSFx8U+AEk4FeyP228OQpKcR2qfi7KVUJfx5eTF62iKPsgOKUzl+QOL46xbFt0F4Tz+G7HTJxXdHD+3GmB97O8Jxizg+cA/DCK4i/m0Yc0wJ9nceDXH8cXzioBviPH8oLT8Xt5sZYK7xT1di4wBJbGy9RmwMBWJjrYAL0cpkHx1onlejwke6PbyR+KpDs0CeBGyBNwbkvcU/EsnsGzv9UQUxMMsQ6zUY63UY211gLKvmF7zOlWOS8OrumOAFErxXnsfGVtYv2RHvGvxwzw7XNH19G244qPEq4f99gkmwYj2jL+qyu5eqK+UH6b6FnDp+XNsBUBk/mmGNiB9TthIIgpQPDxmS0wRZd8pKALQhQbYkkCeMre7q1oiwtSVsJViRz8z8/BQTGuA1jmF0fSxdpNY+8nMDowD5L0Tpc4453DGLCyyOLXzBeNtADXoK6Q/e3EcrP/uZ18yejj/SaQLYG+Ad8dDpfpVCska0oY5ZTyRBEaThvnz/Ok7SS68Igc+FClscxjQptPyNF5Tko6J7hj0vMixfwaTFOnUFO8ie4ighh9c5T2icd6FpEhprIkKjz+2TV6gXmrkkNP8miHDMGd/Mm04m2p/bVn8GI0fs6+pX5swyPxRFuVHINOP5dz4iRmH8kBUHlG5Z41e8OeOGID+AzNGN92HC/FW43WZe0E0SpO7ujXm30O9+fP7TzdppZNItIJKzPnkz3zS7Y42dFog7SeRX9lr7ED32xKSl/w+oNMzy8GfZvVLZIg6hjXK8VDQq6i1GRePCUfH8EJA+BqQZnuT5R95eevLzYKcoYsFowQJQYZvU2J9a1ZQQHo1oJHuq/Lojm81mTonvC+0OXQ5RjUEmmsKwnVuxVgtJcS+UlPP1VQ548WyLYtOwp5FJcvW7NDJaYGuqlPtmOT1HI0xZI65t/uEhTpgE6RPIGRRWbZn+HL4ROUb9BOuqBr42mgQudQjPp1sOm4nY5CSVydZGpUz2mAeRHocK/VKr4nwK5DDUAnoPEZYT89OQcNexSxLepSPTAl45YLPIskmTBHdujQpc9w10H3qbgGmmxUP0H2LOgSJ76ODjZQbRwcubOj/zwfipmYKFfbSCCVIdK+7NhnH6C1W1AFj2jL+FWxSF8WQBNoExIoBNt1GCFePrW2jum3X4zo0V6E6AbYHbMAJcMz1mu41CD/IJeVNNKAERtByFDBtqowYTHCXbeEFNpPYwSlpT5afzSGc75owLmTszY29V0sYWAEU5qLkCOM6pK9Rn7I1RxziaxeeUEPcqWkoSLn2IllF1jjsXLee912qAplXQbaBpRtVJQ6b2kmRVZbFyRQeSJYet8tmiXU006sm3qU7xGjb+bYw6gCWUVC+oqNJ0e6vu/9LISZNOOa5ZkgQAKvn27NFfkW9vuJM0VbnrYQHIM2WuCIIT1VhdqyzVGdaTA3I8bcw6rEhTxXhwOkur1TPZvfsm4lWlEFEUwRUmkGJykeSbr5H8Qx69THAp+d6UoS+n3g1VA56Qz3FoD1CpLBOMg7RTpEu96fP5kZdifUY0JQwyKfQnoUhi3a/HmEGkM83STXdMi+iAPFPlOt6HBMcbJCYEjp25joiqTlMfuA+UZ1x8Rz5KuNCy9+LbItQo2jDL4F/g8MTEM6Ur4ufV1dq6nDA5rH4vEqh3QqDsHEt0lYF7QdeaUyGyQjSlU9rSUZEGJezMK/2gmCxcYAf0Ro6cLbwL00tWKB1CN3j/rl4VAgVogkAxlgyiXqbsvipWr4bZrqd83DPVq0RpJ7omRpMhdM2UfeE7TB4SzoTqaENfuXnLKoeFBp770Ju/lBr4V4Sk+1flXVtadsN7T7Hoxhc1vAgmSehlhXmV18QvauaZt5zIPlPjiLXKPZmDJaRN2RH7B8HNRLVqLtYyjUOp1Cb7z8qgvjV1axX3MC/dLOJ8kWixg8dlNsdBn160OQ46OSaT3h7QpDdlf+tvvrg73fVwlmYkZ/lOdKmND33/3cJ/wcKv4bM/C99qYeFf0CO/ub61zeJxc7DVqJbxzrZCtt0WZFsd2a0nd05JO8Wsye633ChOClO95UZPRrGhG/25mmdtuWH1tNb53VB+pXoPtlrU6sh1cooioZVFwnnzMtHGdxpsgZklu063CBIvYGXfUbKLLss9DhgKBD3uSdYCZzlteNtFoLWvBTrVWbADZ8+VztI/tVXRW+u8Wu332NHyZW5yHv74QTa18vj3GsD1fw==&lt;/diagram&gt;&lt;/mxfile&gt;&quot;}"></div>
<div class="mxgraph" style="max-width:100%;border:1px solid transparent;" data-mxgraph="{&quot;highlight&quot;:&quot;#0000ff&quot;,&quot;nav&quot;:true,&quot;resize&quot;:true,&quot;page&quot;:2,&quot;toolbar&quot;:&quot;pages zoom layers lightbox&quot;,&quot;edit&quot;:&quot;_blank&quot;,&quot;xml&quot;:&quot;&lt;mxfile userAgent=\&quot;Mozilla/5.0 (Macintosh; Intel Mac OS X 10_13_1) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/62.0.3202.94 Safari/537.36\&quot; version=\&quot;7.7.8\&quot; editor=\&quot;www.draw.io\&quot; type=\&quot;google\&quot;&gt;&lt;diagram id=\&quot;a8094fbd-ea28-15ba-b259-eb8b51bc30bc\&quot; name=\&quot;High Level Site Map\&quot;&gt;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&lt;/diagram&gt;&lt;diagram id=\&quot;14a445a5-00c0-86a0-8c7b-75e0ab2642a0\&quot; name=\&quot;Object Relationship Model\&quot;&gt;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&lt;/diagram&gt;&lt;diagram id=\&quot;de3804f8-7d1d-8c33-81ec-4beccead64c4\&quot; name=\&quot;Change Planning\&quot;&gt;7V1tc5s4EP41nrn70AwgwOajnSa9mWuvmaY3aT/KoBgajDjAjt1ffxJINiBwqC3emsQfCsubeJ5daXe1ohNwvd59iGDofsIO8iea4uwm4P1E03TdUsg/VLLPJKoynWaSVeQ5THYU3Hs/ET+RSTeeg+LCiQnGfuKFRaGNgwDZSUEGowg/F097xH7xqSFcIUFwb0NflD54TuJmUvJmyvHAX8hbuezRmqKwI2vIz2aC2IUOfs6JwM0EXEcYJ9nWeneNfAofBya77rbm6KFlEQqSJheYUwvYlmU605lhziB6x+6whf6Gve21CwOCh6bc+TAIvGDFWp7sOR4J2pGHLdxk7ROBSjbjJMJP6Br7OCKSAAfkzMWj5/slEfS9VUB2ffRI77BFUeIRnOdMvPYchz5k8ex6CboPoU2f+EzUit4OBwnTDUBwW7CGk1ugXS0a6gFjop4Ir1ES7ckp7IJ3ms6Z2nPqst3nI88Gp9nNUWwwGWSqtTrc+wg+2WD4N+RCE7j46qIYpVqMUv2GUbrro21qY3ZKVUzbS8VoF1L1p9aR6t4T4tufQxTcu95jcuWRXdIyZblJDvcNMN22NxHFzaf4wC30fLj06VEvoJhG2NnYiYeDq+Gpg6rxfdYohe3zx000MFPory21mQJBbUy1Qm00CWpjLIEF0VInPxUotl1hwke6bbwW+KpCM0eeAGyONwIkUh0DTQWSyRHLnAJoyoIY6EWI1QqM1SqMzTYwFk3zI14x45AK76NBf1XwmumfLHhVa0jwAgHeT7S172HsLkmn50w006c9hONtyeYqSVHIRBTPAgHmfxvMD7yLU6Tn5IRZuDseSztTjuxRCKz0Ly/KHvbHM6S9LLRtvEkf55KX/pM3gbxu1opiy4i40N5RmqGiGQPSE130ViIEEzpMZUiOE2R1WjRGoPQJsiGAPGJsVUs1BoStKWArwIocEnywXRwlLl7hAPo3R+kiIp2Qgxzm6OQg/4GSZM8whxvi+YHF8Q4fMQ5rqEE7L/lGb3dlsL3v7MysdbRJpwkgb4A3kY1O9+8JjFYoqTlHryYyQj5MvG3x+VWcpJfOowjucyeE2AuSOHfnOyoo6EfJ9jRzlmdYvIJoi3HqCrKRteKoIYfXOU9ppm9KU6c0xkiURp2ZJ6+QrzQzQWn+jVFEMSd8k6g+PuFTxSEM+vSzWEvvIkwGjSZ+VlWDfwf3SzWN7tx0ivrn5Y8shUCif+Rnl85JP7D/ycZ/3wueMrGbJDT/Nqe3024j5LgwufKCrRd7pOcIwyz2vI3dNMlwqz8s1IdvH/62svvU6q2VQ4Tp+OiDK11vjzWymyPuJJGfyWttPfTcEZOG+htQqenFwd4wO6WyQfZHGaR3IMkH4On+Uz6AdqEPcH7iTR0C0gTPaP+N3S/d+X7wyiSxoDVgAcjwxCq8baXsOPH4jd8kaxW77shmvVNX4PtCL0sVE4ND0Im65HfrPrvRQFOsCzXlfHsV04x0jkuya9jRyCQkNtp0Mhpgq8vU+3o9PccidNEibkz6o9EPjN20BeK8FTntOv07HOGzv+oJ1mUNfE0sCVwa/p5Pt5gk5JnYURqTqQzKmMwhDyIdDhXqpV7F+RSISbcFtJ98LJZDjEPDralZ0PA2A5kG8IrpqUU20TdKcGfGoMC1XkH3oTZJD2dW3Ef/cSj4kuMPHWK8zCE6RHlj52fWGz8VhW/YQUsYo1hyJ9RZrnjaXaqqAcBiZHznhcj3AukAd9XL60AbEMC6VavBkvEl6jtz9Cp8Z9oSSHTCSwpsctz6UWAxW/AehT7er1GaSBpERdI8DH3PhrQwM34N9Ugq4EnXQdigJjfrMcJRvkkUV0dqB6O8MVZ+Ws/UNmNOu5C5M+srjNK0twFAXg8qrgB8TUn1FfLrK7RB52jq1eeUEneqWlImjLpQLa0c3LeuWtO3XqsGmkZJw56KwsolXrrykmaVdbF0RQuaJabdWG1vrixsjLFZuSCv3/y9NugEHDdSNWeiUssFGnX/l2Z+6mxqaukFTQCgVC+QNf0X6gVqniQUlrc9LACx0mceIThSi1WV0gKvfiM5IOYDh2zDkiyVjwenZ5mVaibbD994vq2Q4vJ9uMQRTHDUneYf6gCKBBeKB+oqDIqlA5qsAY/r5zCsB8g0lhHmQZoZ0qXR9Pn8iAvnPqAsSQmJFjqjMCS+WtwmzKCoNctSdWtISx6BWGlzE2y9CAcsDz0C5loiqlxm33MfKFaMfEEOiqnSkveiH9OoMLR+Pp7wAocnCuekfkdhVl7jr4oTPodvJuQJVFshUAyOBbqKwL1ga/VTIaJB1E2nNKWjpA1S2JmV+kFe7JxjB3RGjjjb+eCllyxROoSu8fbNvEoEctA4gXws6cW8dDF8lWxeNdW6p4a5M82rQGkrtsZHkz5sTRdj4QccPcWUCdkOR1e1BYZRTAv1XLvRWbyUOvhz+hG0Y9eWym5p78kXDTn8DNuHcezZmZCd8iv5i4o6+YaF+BM5gVijuSe9twlpXQzEviK4HqlVzfharGEYldzJ/rNmUF+buTXKe+iXftrjfJVo8L2Vy3yOgz296HMcbHJILr3Zo0uvi/HWP3RxevY9znRGcsK+X5j6+NBx3jz8Fzz8Cj678/CNBh7+BT3yq+tbmyx+13tbTWtob2xLZNtqQLbRkt86jC+/GPmKMNnfC+nII9ZUrbs486zvhRgdLdR+85J/0bZ7W+pqtBQ3TfMqoRRVYvrqdaJJ4NTb6jhDjJvuEYxsl8i+oHjjS5947CoPCDr8oFoDnMU5w3uWZR3E8iKYDcJpk17F8qJyDW/Pc/9S1xic+lDUa+t9G31btKXF49RnPvyHH1lh6PE/TgE3/wM=&lt;/diagram&gt;&lt;/mxfile&gt;&quot;}"></div>
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