oklahomer/go-sarah

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doc/uml/go-sarah-components.drawio

Summary

Maintainability
Test Coverage
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kbz6Ks0FYUSW3ForzIpuoABTrdnE4SWYqR5Hghz5yw+XmSYt5D3LiBGXdFpFN5kX+w4be9+pCSXY049IKXoJvv2Hesm+7CgjowfMNjy1hFs1+WrmeOP7tA9/PQb4qO6CKBFh8HX183fPzwEORDjXai7V0gc2dusHekuoZlzo1OQUCdjnfAo7rTRLicQYHTcO8MSA5z3kWrM9zZZdNtiiOsJVMAcNsIYM/hznxnaAZ8XeAEsD5WM7ruwtDMMYr3h91XXPgAAt9LYQi/inux5xCJ8FVMjVknExaq5IprEhzwOQzhXNsafzi8hdnCMmYAn8g0odZcrngz4gdJXsWbM/AN8fn96m70L4muQuwD317bjhKQ5raHXAihBBNI9R1sLhJhBlH45SsUODkT8nov1G1R/4IKtNtVslrUK5bPJ16wuEzYbNlDPZlGRyFbLb/Rw1jOg9asyGP9burIw4xEnKFqU/DXqQ0fxQjiZGJ3keyBjeahwxt2lVdnEPTzkbtYLwh2u110U068MJhzzZ6Fvnb107JVPV4PFqrrIvkZ/RQTai1zFUoH33ZeDacBSca6A3/ivvj+ybtJIsnKE7PbKMkKdcD2ijg5k8XC0piqEAGTnlu3hCtDkgTWRM2/VJ6mw0cSJNU7BV0P+lZEydQfZ+Bz+AnuulU9yDVkqrN00YJXS2iYjgbsBk55mWDgbifnxt+ia0RJ/WMzM7rCTKzjOPTS7Apv4FMLU1j0+rckLKq3NVbLWFRQGZxuhr1Lv9+UD5YE9Ic3WTof9M2kPLJijf6sIlI8BvrO+Ry1l/rvP+Ukod8H/vP904WiuCQTIsUGKkEICLU29xHT96RTVBsSBRfSW7YJi2T0mDgWV6Qe1RS0ENhsVRKHsesYTspzhZWLWbG71gMsCypsMbkOl0N/4H/enn9YCkMyOlpsYMzHEZc74lKJAmVRME3CBNNkjASvt8Aj8K6pFvxpzpqiSqE38P353R1/wZIUzknlkbW/MiC8bbeBnavIYVyissolOtutilEUbNmSgOs4wNeJ53IEn58NfHb5pPZelHsSBDfQOmOz+UmkGbtxIKrJgUs1T5jNtZ/B+Wv3MM9osxGY4DeXuD1HsbcSSuTA33cfxIQSXrkRxlOXj4oW1j+fD/zXi1dXon2VhAQNBB22r39eq3TskxSBUlEF+MVsPRkj4wtFo7HgKRswEov7ELldIHKnPe7lwZiQTCSSiB3D1aTjyBzPyFIhBjZMya0tO6eaVBoCj1lBRkFL0nBlMR2yA4tCSX+utV9XxAwxSHNwZTlDR5rLLDJVptxuR7wbIOad0fvkgT2bkBCvXj96zcQrJUgFDneaUqR0KRavFA3X26SUm5y7a93iErFbvOGh5ZhkeDrfOSZKY28PgfqAQM+j20/fHZC0aZaamC7RagIRDNxhxRSJquiGUCWFSCtpUzrxPhgk5PrkCHsfqSPlBz7c2DAhBWzTHDN4X5ATKmbo9V/VTkAqCObs2k6AyWCgysK7yEUY+ApPLGudE3s0GPju08L6Yv/QSMTn0Yl9CE7srA9GYLBmKM6RzXPxoY24YqrNVc+5bMJ5Dy4VZqz3Tcf1rlGTLRTg2cIzw10OfO0nZ7k/9RsCysgNeGbqcsG0nUoN+DOVtAosRMboQbkzs9wgZV3O7blDyQiMrMJRpddBpnyKfLu5SumbgW/2xt1R/94lIWQDWY1NEJJtISGDta186FdVnU1XA4aiSi2OcI2rm5xlYH2jB/7Hv8ZXU/xJtHr8jYmTTDTgfZU3WejHSY2FTxdFVjQWfm1GZYW2bRwEWGvcsn/4yPhNyyuIaiuKCyvWVFXgSypK6im4U2wlBW5h3LmYApUm4M4ctuCmTVSWBs8D7UzaHsOPzmQJi6jgLlSPMFqalt6BsOIYOr0U71CNcHyNm77Ggoo73CVTI+2qqHMpRBJEjdOppsRw299ZVGlcx689sqB1wgzVg3lTAz2EzwaKpSh24H/5Pn98Gf4iyTuWG8g7PhZLMbnZT5h2J6yIyRs+YK8Wjg53BpAZMN+IBrqoGyYheQnJuGN/P9+E856Blgj1AqQ1zJPJTeTW+Yk88JVX+/H+SjwloJHSijnB9WQs7ccaLzZpcpGYpHthFc3BdTskiPNUwHaOzfRjoznMoAmsG7uBfGxUhVwG/etfQ99mH8Te8zeSJkcK2wbo7zsrO+2SSDMtxrkdX1rY0pwna/qVz/GGCtfX9NXTnhIGStU8RSv1fGVTu2XM5CdOwozazvUzbNL1xdwNffVRPXn9MSRJMlRal9fdZJo2OaQrjXfEReWRT5VpQ/p2ytBdU//yrzj0H0/Ovp6d3pJ0a1FaEZ7bt9AtRBtG3BXL1JToxktFjOBOyttdK21yQldRqhO6mexuhcEIXQbrcmX3J3S/SUNf6crDmX7hkNCBON5wFLpI6GYAXQnQxEzhFi0IVBvE8AbFsRB2lKF/XqrRLZXDjjgt85hXtF1eEUaQV4BVRc5CVcJBdQ8ls+XwfJWHPn1leuJL1M+zHJ6NTpc8SkWs4y8jFRVBbIFIXJdftg6Ej0/a5JoxWBIQHnMva5aRGdTWIzIZOpO2omB6DLC4muz6O19k8rPKwPsEwPvtWTy9uP02JgBvmHZwRO+hrfC5LCuGwc2ixy3w3B57CEB4srfP32eP3JAIng2EHY4rfDnSWCEzZxdgrwVLfDnQfnWHft9iF5Px+4gIaA1knx6BtgZokUMmcp/jVuCW4UwBOLtYWMPX+wHJcG+GPjpy9o4zQeIyFbQKZu1sI9IeZf/y6WVI4kBn6AZ8N0ekbYy0aCxQi5H29jz0XzzBHkhjnghpxG6YHYq3Wz3vL250kGxzADPfSWbOcjtPCNw8wJNjgYj+xLCvJms+GtmzvqtCSv36A9Pmy+jm/R76zENPdV5Ekr5qDN3E4M1DoBvkzoYjnjNNi8EZBGZjumW4RMC+huhG3KmIbltD5AbptlSvfGPojCa/icoSGYY90g2zugHq8GTFX9mR6hvzrciz1tJlTyFf9doyt3cPNPwJaPibXwgSbxMpmQxx2llDNKyuqDIoj9xgEduVUGWzJg6eVKl03TaQKt+AiBEVimaEoiHUNCNSSiaotP+OXhQg7L06Ui675iURYYkz+P6qdRMuiYQL585V04fO5VR+Rxuo3CDdDOPK10/sK/lFJ2k0zDBN9H5tcn1MeEh21iAxne8IuLGmrV8RU7B+xGo6zEYOlfW24L7HNTOSnG1TqXCZNa2JmTblJPsCSNY/cSeDO/OFiGRN9HndjxJK5kg5cIYR+FAkUi62kWFK5izNaI0tH7la/WTVbceSXi8tz1xY6Nb2PhQalUnWOhJ6i4GvwTZzDgAw1+DY7npvMK7IbqR9xHHUMMlrmSEd3FnCU5jwf6jCHY4cBoBYhwgCcFVzlw00uvg+ufJpauKcfFt+EiknDQT8j50uGI5Lz0GQWRpXWqFgZp/zSvEif5x9XotACpag3frcBOdAZ3xQHdPwIBxQty7wwMbmZOmo4Vz0mTpXJwbs3wUv9OmihwEOQxcewSfhOYbqwcHpx7WnhWsPsI6M+M11WMA++gswXMye7SzQJPuePXeXVrDn6uLmPNgInRGoPfuZPZmpwV7D0yiqgVXCer3yqTf77tp9F4hWiWM/pCZWCUGWs1M6uGiIZbIwOUoHSyXo11pQcmFZQAbEIgvJsYndRUYBgvO1+oKayvXs2QLoXpELtBCB2vzKv+lbw6enjw8SBLKtKDkpb1ByWK2E1pXrj2zPs2fVIJtns3UnmLIThufysBZrTmlsuNPXj4WOZnGE3b1oN+yDuF03riXtT8bd50d99oWIQwdSmL1fDmG5kuBV6Cwt7pzRTDstIVt5GNkJ++2m1Xolswpd8hpp7HkWu7HqhlXRj7p47br449Rsiae0wk6+hb8WtYJ2gr6RqGJdhxsmKnSFdoIu0UvAU3iv88XSC2yM/T+aypv/bvaAkH9QTdBWR8Cdzw2nAdNL92lf6N+c//59Q1SRwx5NrwZMr26mOaWoYPpB8XJ+NZXFw15NN18JErRv91pwbwEdDN5H0AQh9LB0Z6qZ8MXk9qc8MMSett3u9GT+mRDMZlpangRj4BI3YK6uTpuzhYV8h5Fp7tvOq9uAHBN7tK+KA374bvZI5BjXgAHfSjkWdQIMu7k361GShKzhjWt0h8s4EBRqjz2dxn3a5z6dt2Fv6BOhi7jlQ4U5Nu0cuENTDM11UjUXQjQDtqTESWYymaPMKpWUPKGnkbk6Ud1124bGtioVtC+NLJX6NqV51yJiEEvKoGPld1UdemUhHRVm6Giib4sLvRkALOGrrGn8fEQErCZqcA57Sncnl0WZTOlnubRgFlilrYKZJRXMHJ4XjQtmfJakwosZrSl0pK6oFZyyvsTIxiIS4+Vc+++p7X3/XEQmEMCu8w/4x//ulwvDeTddYFmcmQ64V/jEt4lUMMrIkvwv6jt/KRHJjFY08v6Tx3pWsHpJXMa2oFfh69QAn3hrKgxRQtrdlzCE6sB+voCuz38iXJfj1P6pWd3XX/MfxqlBhNN2RdSS/Q4zZifeCu0Umbphr/bU2houcHmskuFuq2rtKpQsNt1rlsMFykQMQiOX4G4IjXGxBkmh4veuWssQPT+Q655NQ8peetDr1rPnc3SJdPktnXiVV5ANt7ZrIsdQIp6Pf9e5gQUJ8EZ+ldnHBIBvSqm+y1EospB7+WfsWYA/cKRuGqu3GqGntF9nYoBCOj2hAleIzKVdvLyUl1UyBgYMs3kCJulLV44vveSlV+MCk7lsxYus5NtpNfzmI7dc4s1nNL/tNTrK0KZ2qZqWgJbqLgJIjc0PiKZTpBsbzvk7yuGKoaCjpSuHuyRecIuFlcFjDLSqAJtF6czVVINCexeO6RrUUh8/Q20gOH9RckZ4u5o9g2NLA1fcq+FpyYWraLVl1iG8poWNAf9RaUOFxzRZFUQKky64RV4VKbSFGqHtG6o3TQVDGkL3HwvkfPAhkcSEmxaI5fkickSk9dlW0IRhhBbSRCymyahIko8Sgb+ftt2d2vZ//pMDPc5aKFnXR6prapQN7uMZoNQCukaWExVBDeN1LTAcCtSI/IhLy1x86eDTV+Ng3dR2zH/BrajxA1gkJlB1pTJYVgE/MZOox+NyXwUM9iSpLuwpSg40pX7OtDPiZTlbRIeqDpzyveqCcmUHc706aW+uuvTsNApLfJ+Frsq1vYwKuhOV43cj5RQno4jcvXm3c6YePWOgt6Y/oEQabEtNG0vwoGZXrZRmlyjs5KklJJDErtFxAjHdm5qWDg57tJ1XcqUlzbb10rwSQb2OAQkJjuNAXrYTy3CMikA4DbCqLAkhMwyQjzoipKoT2LyE3iKVmhRgHAZghTihW4aTone4PUqwSmcVq7PAZL0DDB9NFEimyCj5t8/VphtG4afE2w8NH+rFhVlelUyFzwGqNcYR1t+11mKyx2NTMyjNnmvGwnMp3daWqKq2rCRjJV/KDSNahv8VIXFuX4WxB3ino/hCX4MfgiNTsYFVqzaKwTsn5x2hPK5wpDZ9NNJ0E3jXHHtO9RwI9p1QWhjCSLxbgYb/tRbHWhgvalhqxwHNnAGVYH426pQmQgWA5UQ2g1dRzq/OHMZ7y22+OBMG5bcRuaSR/C3TiotkvDZFJ0Dh0H/WZ/+SR/Q/Hs99ZXn6cHb+gyT9t4FBSRGNtE/AOSBVIRz1IGsBcRWYOhAucVYw4uJcA+hGJsVZ4lAkxAPt6mqUSNipPV+g6bS3YoW+RnWbyxQDcyymEwqPUbiEzReg7TNvyDhXH3OD5AV4sz1YwvEBMGI7qEyhOhJ//jr33yeTLx/6DVEqX6pLcp7GeXyVuB0hydEtUbrqqbDqpIRgROvXGqMhie7izP6kb5CBvhTMJMbNO+QWGrVZ47fGkfeMkElqo9m8FxzbgUiqpBCA1DeZt3xP9Jk5N1H7iSiB5xgcryUyzjCYSVMNh8ajJuYFzml8x+0aPdSRG3ozDzXFS/GMmOCbihSn7Rb4qbEpvUfndQGuiRqzhtAlaMxaMNyG2Hu9E+hZOu/xybHg6O+rwv/BCzn/RzRKYX/+vnwsWLVUZ0Z9zqwd/R9NJ+i02XU3wp0liDgvwAIB27QBHQM83Ts7LKct9+cliVOv0y4PWlYRMLnWFbntikyky6UetD2ZooZ3BvhV5qqvYbA1zLKGhQSo/QWtG8D4gHvM1UGojTA9NwwddmgAKy9EuL2gys0VS9Ws6feze+/F/0VirnANeh22LDneMC37ADopSHQ6zRaYGbh8BwljZnCtM+/xYZOKLPzKTuSj8LJL3RlQjKUCzZsV/5N7Dq7v+r61/D2Wbi66BFTkykcgbBTx3tUfkC37TPneiv1hzYels34ybFhawEn8Ju11aV0m8zEV4pBTIXDCu6JUiCYdsa31qZYLxj16VDkcQivxqLbRGSpyxP3Yq/GGFoJfOO0IZ9g+aWWo+/mj7xv2+/ir0r8mWY+Jp0HXWbfI4m3D+Myr+H3DTR8KqiFTSMaF7jKIHTG6Ps4nIVSc387KaYVbFvMimxUwIpuJCuIa0RPEfK3bWgUY38OySNJXs17EOfbIA5PpUDhauzQULCQZveZvq7rKiXJJPpN209KIYu5VaOEyQ6W7tCiY/MDKqkeq7QuRSgIJPTNb6DRub+CPhyx9fS6SWHsScTOuY7ZHS7M9aDoRi9mt/D6yFiL2sBgrFmtRVNIggjD+whDEXxKhMs1SXdfUwmBZAtAEka/dA3oFMRfcG46japuG8PDRT0aROqXxT1yPubLKokxPpOpCfwQDvXGuE2Gr/kL5MYs0zVMsn143ZEWEQeD4D9lg09y5ZTGzHGWbgRXMb9y0siZ3HWanyprtmo11zwb+tMe9PBgTimDlATot6dLTxmZj6/uJpQVPrqNYcf+vUhKGXIfNxjIjXWVW3pjwFbJ4PYnrnZZK02l3mMRkzrE9acmGru5KWjnduCx/fJRMHR3PVt3ojHQB5nML8I0NO1h3Vo2RV92YNccMBgazya5OmYyhMBM9uTznDJlCt5VjAM1RHaHz0ZGBhl4CctDsoAruPiREC4Lr4d114m6QSYYRiMe8rkZTUQe/EA5dphIedbnUWbONlezx2DU2nDW83XLymx3645PPV+Hh9J1gORGIe+9Xs5qMNY3niq2AHVpX4rPmKupfSVNKB5cjV0F3ynwmXyLFLq77/hneU1lyXYWrUuzLWptWJgt4vrWkz6XIprNKlJD+RatF9nhpzerCsJnqbKmsj2bu6wIjU5LMrzTm9M0KwM6lV3/Y7Vbm/D1mvTbNzEMvE1vfnwf+Dfv89HY5nJJowcR5LxU2Q2+rcFrTXHfV5DxzALHwwnhV5MDXUyzW5vblEs6HLZBxVcoq4v4NbEH/hpbIqmyjBz6cFljE61xjiFAzJhM94GhKlNPSjpeBfiQLK3GUSawrkDi1tAc+zg3bOosKO4GlC/bcGZqBGhy3YETWRTCvq8aZM3mjauu0seNcu0bw2UcRsGCkG5q5Cx4MmiU6duxZYBbCh4N2pNJajq/4EF4xkjs0fNEXY/QrljB9GjVkD2bXdaLs6Xn0lo0FWp+9abxrAgQYvIeU/Di+/wN8/3M7nNc4NlEaffB+NdtxDHdhz3UYNISfwymT4Fc7RxQcPgrg+++pyGTbpxZyanvUPbCproPZeGt7R+wM/aAGxEBQtpfeeu2HEKVlZvXZ14FvfZnRxmz8RmBWM2wyHJG3q9Mu4lOaUqD/sEdTPCyW7dHQbYw8x20oPPkTKk2YtIUncGEQP1nHF9Uppy3WWmdPtF40ViEBHwOtY+HYCzRgOKpBifL7oTY6NidLJ5xLierBOrAa7N2wwu9oSGZY5sz0VrrNcjZCO1FJGSwIXDoIEODp2KNYGQpmXSKhob7bJpQa7idQiKAeDDll2aqOmeL5bWksUekaZEJ0A6rlwvOM4BZVh+8ATQRGG4ObAgy1wwU3HBbqxt820asyoffK+oxOA96A7aCz+FO0EgfneQsvH7E+NaezrgnCLNPAkJKjNOqKmSBXlF2blEYSzn+WjSlvJ43AJse2vaTPCaZmXts6lEvn/w8=</diagram></mxfile>