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standards-overview-v2.drawio
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standards-overview-v2.drawio
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slDZBL2ymmNWJJYW1nUxPL5ldqE0zwHs2NDGR5tYKpbBCsrYLpNciZkhr1zfdUlyXAIg3aMP1xlTDmjo0cVG6w5ss2cihJS410Rx/qzLWRBmHd0g4hyAWyTNMoJEI+8oWUYrLlhiuxV1Rla1GHsGFLq11lQjKv4ZBWuoirNlsLhBwfWcJPIWHKN7wthQYUQEscbuqaIw6PwjDbJOyP1EZW2/4Wg/v769P+zz/6tyf3k27era5/y6/NSta5IJKcpNa2JhT4sJOhF1+B2DQfc0VVGuI6E9w7yU4/K1Yb6bZ0nTGl9OTq82ykMDtMI68mtncVtkZNCOwGYUgG9pZorvw+RddgOZwRxXx8dKF21dDz+FonBlrVxtxMWryK6Mn2qqGDJywUtzuWUicwlMvmoJR26BPOJEU7vF6EuFHk+16hGSpD4Bltwldg7uwl25IZO8DjhlFqNME4+zNAYnFtqD+Xua3amHoh9VdeeLcl4LfN1616tzABcW61pBUnVqBLpGJWEiQ+gLn3JequDUpltfCCF8e1YNJJah8zHmfa5Ofjv0vHx7NNf8NbdD8FDrWyApgRxx0GyjcwjJdhvKvSo+ffv11s8G6WBJWaHzcawLMIDYzRLXveLB5kfjqTyXPFcdHAD/GOClZWbxoRmqpzZUUyQh2ghKUibBQXGvW+Rs4iu01KdLC3ox21riqkgsxCa7xVxHUzEWFXsonmgMnue4QXvh8xWwBiSmlXFaogbar21l3fCqSFoNrEqtIF27DVPW0cXe3qUxaAMs4WoevL1y+9qEOwWZxp7cIZxGIiYHWLSn0oK2d1vKYdaCpJA+UbAl8SS9xKKDvjGckG3o1F8/iaEyYzY4jlyrr3rkNgrO40JbS1qIA5vzDEV1XIIN55pS3Z0SOVwvBscQzyridct3+QTWNDyWjPWBZzQU2E2Ui93zbxuLMNsD6BvU69SBVPty5NzoVh6qbJWeIrTswd0VxUxSWSVFD0WoLrDJ1xBKvLwIA1j6l2eVeCvmI+OEpz7oviaunXLupmPLhHvrqNuoXMLJG1eaQlodmszyADbh5CygFOQ0mtA00bYsYX5LY/uV0t8D5bpL/+IKYgSTzuoGnQ6JgB5bTbOIO4z9RBl8QBtn0cvowLKgAbMhmYrQfxZBsXAZCx22tWBzK+PvU6wMuRN1/N2gcuiMQgcB0UUSgJMH7DRX6fnEg00HHxwfsSC5LIutUqH7VL4+Y1ZTU+LC1/5FjzYOosTnYH0qrclqgCCMrcNm0qAMKj1sBBBo+0mwkWGPtC6An0lUJlPWD4PTGEwnfWyVAke11NU7meLDBX224fIn76OeLNQwkyMVBqR1YOO2h3CYbyf0TjWt4XoQsmPywDiSZE6hWZhFs3KLy56jJyH8JjS/InmQFgvGnTRH7rIyGzaFzRTgi2Kx0vINlkRS2wYWYTIL31nTkNTOwGabu2IBV0xA/AAbc8bAKqn2nLRAmYtqwnRePypEen03KKLt2tDdB0Yy8Ka27AqP1deukBIYjigEQGi0hfPEVgS4+nerBDDib/1koyvumb1ZMZbPMT0PR6VeLAGeF4why94X7tRcH62qiOgWssgnvrW8VziBswYBi8sgVxcMiw4zIcB0KtkR7VxrcsTJPPtXcw6HIHZf/yJEEHxemZPyN//4rKATSdCZDsmmK564IX511h/oUyCLGknqJUSA9Ci4gJf+QEaSOjR3jywcGPFCCuR4t4xVvv8jqiacu+zwj7zV0qFPUBESK0dFjuq5tPtxEf0MwXLGrodx67EW1PiSbAc46pOA1SgUjiE5YaYARoUFTggNpRDum/rj+Gp+rFxfTb9HP/Tu6Nb+5+vZ5pv5l8olT9REwQNsBsusLU2/EzgUVfu+WBHoXtTNSANm0JCnlyTWiVQa5EgHNAxIIV9/C8p0iPyu7Bq0F1nnUHeUZ45jzlLVEQj+0aXMNtDam2JOpzOhicSKcl4Nmuyn4enlI74Pnxx6AEMNtVd6+y+8irmtkKYMYRXfEyCJbW3KYtk/kdSQth3K6QGuJHV0kib/gdv2fo7K5/+SMPTlcfXDyfPd4+oz+mMJia4y/m75bJUyjoe2SJypkTINiaGT91wMCOjG3NbIKxq/g1+nSNfYcAkZop5S1uEGIJcrIWN3hekudrbGMbyjhkpXvDxMW2/6j2cI/C1qMilI5vzBbY6E1zD+C2HJV9zH2cU/KhOi7QSnJBYwWoRd+6yO0MptaCvrWXvrs69S37nv6+XUSf55AqWICvt5ENXh9DsyIMuYISMxB8fIXZYIFtWk8WnLBDPNaBtnBKDaN8uO2tuqCCwvqgSFSgWeuQHWVUEDIA0YZKlIYk2uLW89yh9/S+AgcCF+dBEgJ3IK6raBhGG18B+5UwE4HX+VvGhcpV6wA5sZoHUJSwmFBL6nRSH5kjYRUYUQjCbU3Vx7CYmhm11hrnIR2Ud3zv4aCsINFnbJZPMxiyqGROLL7sd5nAVAH8WsN1vKNiigY077sFrgqfcklCK+LUovYa4RlJHFJbzRuP8XqQxJtUMqrIos1AENrqMtPCh/nwfPJF+D2UBwsHi4/ut88FmZ3/ypoO14usOaEiDZpoVVGhUzlM/1eqDceg0yEEG+cJGM9fdwaPQ0X/09VgOyIO2GDVmY9WwtShrZnnQ9cjNzxXzLE90g3DkEeyMSRfxrRN1VIwGiFVNDVTN3V7PLbojxnhgCKHvLmfBcmL8KB0ZqO8/gQpr11xPsQmdkxgs+m04CmXcpCrUJyt2zkXRFm7/Axd3+xnkmFTQHUec+9cEHAl+iHfo5TVdRHCoPKfoK1S0LYru6sbOodzU+dRXp+s5VgW3ra5kRFor31X7LQoNhtU2E6UlQcVuKiBybZHmiIjNQ7emrqc5E8FV9bXfbJmCxe/4eniHNCPHzYdYJesUcKRxJET2K4XRFWIWWlp/nV/Pgw+zLvP36Q/wxG6+PoBtawtQ9U3LuIm+1Z2wkOtFUe/sE/DNJ/m3mOk5U6ikiM6Q38njKV2wZiLV8Pj13UJMiPZ/UGqCpz9ub67+jE5N4TvXVVXPlriBxcsVWYNF0L3k7TXILJKxCvaghC+twpcbqtKFRyPK1U0VGAbl/SmxOmiAUxxMw0pONiKLOnVIVER7PjBgs0+tnhyS7s6QfldElURzIYef3+yzfyaPFhBxm1ZRTAb6zDAFDM0g6ZemA7sKZ5ZkeDSiI1EpUr0/wm/XV8huNsVWuLADQ1wOz6wb/CDZ1slIdquyA8PUaAZ5vgQLdK9OyHcrmyixsa/2yIibv1lEEb6lJa6U+EbWzXBwpqfQHkpOzZTaE7KnwytfwhiyPNE5uV/sZSJklhja+a4q/iSmTf3ghjQ6+ObJJeY5LhEajYJiQXUjb6G5Ydg+utEUiOIE6RNr7wR+Vlk4SxaJcZzuPmUUoEa0Q1Z6dP3lK5UCkiVkteOc9H63JQYim+ThbmaQn19SZa61fgG59G7NY2nD8t+Byld5r9qjKv1mSmJ0wX6zXNkThcjQqfr8fj/9WmbByf0XQYAiPteGyZQKRusz4xYIb3NarOeskR6KGaL9WE9cyhhj/UxJXOMJrzT9UnmK7DIiT6uoZddzKEteyBPUMkNOMpbewUxC2Udg0KB1a6wosbGHNqhZDfi6nu0wU8pa7FlNjgH2aMqWz5ae/vp/hMSnr9I+Jfn3n93VOM74Bl/7XVzZiMfbjt+Ix5rtciARoUcmUMmbGyjyB94SMHg0WLyINZ+g8sPeaoEQdyuoA0/r8RUNKhu5phjIEG4KRzhHXmcuKRkY/+C2KHTdeoqNQRBAGx7f5wR4dGlB2z8wM1U3LGLqcB1SKCXbWO6VZ98+UoWzrqDwWUJlm1bIyIfaDXAEkWQZ2ufQEeIndjts8V6Z8VC2LYrxqCJTI+npgC6ReKhKm0QUH+YQbzCRJKNSkC3Xd6wym3sAiW0IBOo1n7krm3jIHCGjuuEqxJAbZfFjkyRm/JXfo5zXUPHfi/s5fi597iYTmStf/d8e/rQS/XS69gRpJSaHtzfX5/2f/7Rvz25n3TzbnX9W4YG+Gyno8bVNGcAEp0rFWpp/gpFLtbrkoKKr6hKr6fVX+INJlTjcypoO75aw88qbzWZ5XRQvS54bheSK2vujImaLwHddvk7Ml8FoLQkE9bt9Xvx/bdlNB+de6cT0lAInSTnLDqeP6FVbE6wcCnPn198vTqjrBTdKQroGd1lOKVos8nCOol62rdCiy5485Au+fRUYvmc3lrBPXk596iEy2tCSKC3i3N0bt4JnOWERnQoNVvFv2xrsQO5si3Y9qSTpK0dj6w9k6sEcBQqiI52sZquc9v2EISAjkqdGClnmkD9G6ytAk0mBQcGiJVXIOa36ZNP4FmqpUwW8OeX7U3cgbN07YXVhrLOdo3IJTev422VdBeHTFFSuXGrhxshXDHRheeONik2vnCokDIrdJCz5UaEIkcWNsY2RKuabeDhuBoxoLBJZoLMVujb75eDq67Q+/rly1nvllz35ez2clAso4lsJjfoTPw5Dsn/ZIU6jmOBLEa16WPfIrBc2nRS42/i7Zw/OMHMSnfhJp8Hg8ur3wvfo9/md7CczSyf9Ti3smdrBDuPUQnajq3O4FM5oQ61i2wX6okQbUyil5PeULW4Bnmc7RfzKuLoCHH00WZBf+3jgCArjcqdPdlTaz5hDGfQKWpXRFkzZM5SkzWlAwzo2mzTkWPrqqKf5fjaLMHXzQWWNqEkOLC05xT85Iz8CPxU4qCsvNkxLayUfAGrWYFmlO1UXUK8VBXQ2i4MOMFiHCxYdMS7MdwemZWLlngsEHnAJJq9JZdx/1C7ymORygMOAXuQwqZfPe0AMNx4efJvR00zQY2G9jUWggYwAFsHJpEcsInrVjs5qrixhm7cmpJTeTf473IdBtwnsvGwEPz42n3iG2KrCNxA7EhLWdY6hsEjSAYIfHNmTVN257a/WsRFU3G4T/xuLd1wR9cEvDMPHj3sg6d2xQUlNuZryv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</diagram><diagram 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</diagram><diagram 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</diagram></mxfile>