Er was een aankondiging van HR over dat de Out-Of-Office/Working-From-Home etc nu kunnen worden gesynct met de outlook calender. tot nu toe werd dit met de hand erin gezet. nu kan dat automatisch. Ik heb de stappen hiervoor gevolgd en nu synct het met zoho-people.

Ik heb met Curtis overlegd over of ik deze sprint review / demo moet presenteren of beter de volgende. We zijn het eens geworden dat dit beter volgende review kan, omdat ik nu nog niet weet of het ai deel gaat lukken ja of nee. Over 2 weken ga ik dit laten zien in de review / demo.

Ik heb gevraagd of curtis wil meekijken met het maken van tickets, maar hij gaf aan dat ik me beter kan focussen op het ai deel van de applicatie.

Ik heb gevraagd of melvin had gereageerd op de vraag van curtis over welke birthdate en username nodig zijn bij het maken van een vaultn twitch account.

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/4KbX/wCN1j1u+FvCepeLL9oLJVSCEBrm6lOI4F55Y/gcD2+poAi/4SW//wCeGlf+Cm1/+N0h8Q3Eo23FlpcseeUGnwxZ/wCBRqrD8CK1PFfgS98M28GoRXMGo6Pcn9xfW5+Vs5wGHY8HuR71ylAF/UbWGNLe7tdwtblSVVjkxsDhkJ744OfRh3qhWxc/8idpn/YQu/8A0Xb1j0ARTfw1FUs38NRUgCpYf4qiqWH+KgCWti2/5E7Uv+whaf8Aou4rHrXtSD4S1OMH5xe2smP9kJOCfzZR+IpgdF8MdSl0fUdd1KEAyWukSTKpPDbZIjg+x6V29hBp/hrUTbaVKjp4jW5vk28eXZrbSNGhHb52P/fFeH0UAe0aEt8Lfw3Hp8Ns3g+TTw2rs6p5XmYbzzKx5DDjHPpjvUeg6xcxan4I0KPy20u/09luYZIlPnKzyjDHHbGcepPrXjmTjGTg9qSgD1nSr7V77wt4DEU0s1jb6sIbzbgrHiaLyg3pwTiq3iHVrzXtA8bR6i6TJpepRfYh5ar5AaWRCAQOhAHWvL8nGM8GigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACun8KeH9b1601ePRrsIyW4821E+17oZztC556E+nQd65irFle3Wm3sV5ZTyQXMLbo5I2wVNAHR6r4X8QaP4Ls7vU5zb2c1wWh0+Wba+SozJ5ZP0HqO+Aa5StDWNc1PxBftfareSXNwwxubAAHoAMAD6Cs+gDYuf+RO03/sIXf8A6Lt6Lb/kTtS/7CFp/wCi7ikuiB4S0yMn5ze3UmP9kpAAfzVh+BotSD4S1OMH5xe2smP9kJOCfzZR+IoA3vhzaz303iW1tYmlnm0K4SONRksxePAFbGm6JdaPoum6BrE1vaX+oa3BPBbXG2XyUVSpkdAcfMSq7WIzivMqKAPdPFGp3OjaLpWuXsGotc2WuqobUIYUkaExv5ioEGBG2OMk1xnj+0tPDGk2vhyxkSRLq6l1N2Xn92SUgG7/AHASR6muGtLv7NfQ3TwRXPlMG8q4BZHx2YAgkfjU+taxda9q02o3mzzpcDbGu1EUABVUdgAAKAKFFFFAHT+FPD+t69aavHo12EZLcebaifa90M52hc89CfToO9Sar4X8QaP4Ls7vU5zb2c1wWh0+Wba+SozJ5ZP0HqO+Aa5yyvbrTb2K8sp5ILmFt0ckbYKmrGsa5qfiC/a+1W8kubhhjc2AAPQAYAH0FAGfWxc/8idpv/YQu/8A0Xb1j1r3RA8JaZGT85vbqTH+yUgAP5qw/A0ALbf8idqX/YQtP/RdxUOgaxc6DrlpqVoR5sL5Kt0dTwyn2IJH41LakHwlqcYPzi9tZMf7IScE/myj8RWRQB7RbTWrfFfU9MMPlxaVp8lvo9tAE3JINp/dh/lMhBc85z+AqeWGS98XaVP5N9Z6tBplxO8l3BbyXlyAcIFjBwJAC2CwBIHfBrxCl3tv37juznOec0Ae9ag89hdNq/lXEWpjwzdyGS+SMzbklTYzhRt3DPp6A8ivC7y8uNQvZry7laW4mcvJI3ViepqAkk5JyTRQAV0/hTw/revWmrx6NdhGS3Hm2on2vdDOdoXPPQn06DvXMVYsr26029ivLKeSC5hbdHJG2CpoA6PVfC/iDR/Bdnd6nObezmuC0OnyzbXyVGZPLJ+g9R3wDXKVoaxrmp+IL9r7VbyS5uGGNzYAA9ABgAfQVn0AbFz/AMidpv8A2ELv/wBF29Y9a90QPCWmRk/Ob26kx/slIAD+asPwNZFAEU38NRVLN/DUVIAqWH+Koqlh/ioAlq1Y3rWUrnYskUqeXLE+dsi5Bwce4BB7EA1Vopga4i8Oyje15qlsSf8AVC0jm2/8D8xM/wDfIpfs3hz/AKCuq/8Agsj/APj9Y9FAGx9m8Of9BXVf/BZH/wDH6Ps3hz/oK6r/AOCyP/4/WPRyDg0AbH2bw5/0FdV/8Fkf/wAfo+zeHP8AoK6r/wCCyP8A+P1j0cg4NAGx9m8Of9BXVf8AwWR//H6Ps3hz/oK6r/4LI/8A4/WPRQBsfZvDn/QV1X/wWR//AB+j7N4c/wCgrqv/AILI/wD4/WPRQBsfZvDn/QV1X/wWR/8Ax+j7N4c/6Cuq/wDgsj/+P1j0UAbH2bw5/wBBXVf/AAWR/wDx+j7N4c/6Cuq/+CyP/wCP1j0UAbH2bw5/0FdV/wDBZH/8fo+zeHP+grqv/gsj/wDj9Y9FAGx9m8Of9BXVf/BZH/8AH6Ps3hz/AKCuq/8Agsj/APj9Y9FAGx9m8Of9BXVf/BZH/wDH6Ps3hz/oK6r/AOCyP/4/WPRQBsfZvDn/AEFdV/8ABZH/APH6Ps3hz/oK6r/4LI//AI/WPRQBsfZvDn/QV1X/AMFkf/x+j7N4c/6Cuq/+CyP/AOP1j0delAGx9m8Of9BXVf8AwWR//H6Ps3hz/oK6r/4LI/8A4/WPRQBsfZvDn/QV1X/wWR//AB+j7N4c/wCgrqv/AILI/wD4/WPRQBsfZvDn/QV1X/wWR/8Ax+j7N4c/6Cuq/wDgsj/+P1j0UAbH2bw5/wBBXVf/AAWR/wDx+j7N4c/6Cuq/+CyP/wCP1j8/nRQBsfZvDn/QV1X/AMFkf/x+j7N4c/6Cuq/+CyP/AOP1j0UAbH2bw5/0FdV/8Fkf/wAfo+zeHP8AoK6r/wCCyP8A+P1j0UAbH2bw5/0FdV/8Fkf/AMfpDF4diG9bzVLkg/6o2kcO7/gfmPj/AL5NZFFAFq+vWvZUOxY4ok8uKJM7Y1yTgZ9yST3JJosb1rKVzsWSKVPLlifO2Rcg4OPcAg9iAaq0UAa4i8Oyje15qlsSf9ULSObb/wAD8xM/98il+zeHP+grqv8A4LI//j9ZDKyHDKQcZ5FJQBsfZvDn/QV1X/wWR/8Ax+j7N4c/6Cuq/wDgsj/+P1j0UAbH2bw5/wBBXVf/AAWR/wDx+j7N4c/6Cuq/+CyP/wCP1j0UAbH2bw5/0FdV/wDBZH/8fo+zeHP+grqv/gsj/wDj9Y9FAGuYvDsQ3reapckH/VG0jh3f8D8x8f8AfJqlfXrXsqHYscUSeXFEmdsa5JwM+5JJ7kk1VooAtWN61lK52LJFKnlyxPnbIuQcHHuAQexANXRF4dlG9rzVLYk/6oWkc23/AIH5iZ/75FZFFAGx9m8Of9BXVf8AwWR//H6Ps3hz/oK6r/4LI/8A4/WPRQBsfZvDn/QV1X/wWR//AB+j7N4c/wCgrqv/AILI/wD4/WPRQBsfZvDn/QV1X/wWR/8Ax+j7N4c/6Cuq/wDgsj/+P1j0UAbH2bw5/wBBXVf/AAWR/wDx+kMXh2Ib1vNUuSD/AKo2kcO7/gfmPj/vk1kc/nRQBavr1r2VDsWOKJPLiiTO2Nck4Gfckk9ySaq0UUARTfw1FUs38NRUgCpYf4qiqWH+KgCWus8C3BtJdcnW6uLUppjETW6B5E/fRdASM/mK5OrNlqF7pszTWF5cWsrLtLwSsjEdcZB6cD8qYHoesaRB4l1FIIkZ9Su9Jhns7iYeVJM6ORJ5iYxuK5x14QEE5rnYtG0rUfiIuj2hePTfP8kMHy0mxeSCe7lTj/eFUNN8T3lhqUuqSl7zUjEUgubiZ2aEkFdw5+Y4JxnisaOR4pFkjdkdCGVlOCCOhBoA7zTVspLbVbmz0S50xX0e7UiSRpI5CrJypYZyM4b8OlXdf0rTbXVbq6u9LvtYkutQ+yDbcPuixFGRg9Wc7zgHIwtcHca3q13I0lzqd5M7RGFmknZiUPVTk9D6UsWvaxBLPLDqt9HJPjznW4cGTHA3HPPHrQB2Oo6NaN4OtdSaJrm6tdOES2ZYq0Kmeb984HJAPGB368Vp6npOiDXP+JjYz3017rC2Ale6cMiGKH5vcgvxn6emPNE1G+iKmO8uEKxGFdsrDEZJJQc/dJJ46cmnSarqMsiySX907rL5ys0zEiTAG8HP3sKvPXgelAHf6N4T0n7dpunXOkXN8LxpzJfrKyrF5buoUAcfwDOf7/Fcz4OvG0+8v7ryLooloytc2iq0tqCy/vFDf98npwx5FTaN43n0WwaKK0L3e53FwbqUKzN/E8edrsM8E+g64rnbO+u9OuBcWV1NbTAYEkLlGx6ZFAHpM2mTambtb7UmmjvrbT9t0kRgaSN7kJulToXHPJzwAaZa+F9EvriBH0G6sFXWBYt5k7nzYxHIxPPRsquccdMd68+fV7+aeSW5u57kzFfPWaVmEwUggPzkgY/DtW7rHji71Gzgt7SKWy8uYT+aLyWWQOFKgKzHKqAzcD1oAra/b6Y+i6Vqmm2L2X2l54pYTMZBmMphgTzkh+e3FdEtnPP4z8EywwO8ZtLF96rkYTG859sHPpXANPM8EcDSu0MZLJGWJVScZIHbOBn6CrUOtarb2DWMGpXkdo4IaBJ2CEHr8oOOe9AHbadoWjX1toUUulTyzaybgNepMwEOyRwGC9DgYJz2FefbWiaNpIztb5gGBAYZ/lwa1pPE2pf2JaaVb3M9tbQRPFIkUzKswZ2Y7gOP4sVU1LVJtT+xiVEVbS2S2jCD+FcnJ9yST+NAHcjwbop1C2UmQW2r3aNp/wAxDLbiLzHA9SSyxjPcGq1voGkatprahDpU1jI1verHaGZ33yRIrK655PLEEdMj6iuX1fXZdSnszBCLKCyjEdrDFIx8sAls7ic7iTnP09Khk13V5r2K9l1S9e6hGI52nYug9A2cjqfzoAua/pKaamirHC8ct1p6Tyhicl2dxnnpwFrtG8IaG9xZwfY0ikh1SCzukiupZdwcHcrsVVd4I/g4GfpXm95f3mozCa9u57mULtDzyFyBknGT2ySfxq3L4j1ycRCXWNQcRMHj3XLnYw6Ec8EetAHX6NpPhrUbBdSmsBDDc3v2NITcTs0YCqcrsRt0jbicHA44HXGFoOj2lx4jv4Jo1ubKxjmlZp5WgXYpwGfCl8cj5QM8/Wsax1bUtMEgsNQurUSffEEzJu9M4PNR2d/eadci5srqa3nAx5kTlWwevIoA72/8NaRpst5fRaTNqUQhtHjsopZFWPzlYsxOA5AKYGcH5uRRrnh3QtIGqKLBi326GygaW4YC38yAOXbH3iDk46fhxXN6T4subK+nu78XOoTSxhPOa+ljlUA5wHVs7T3B9ulUta1691u+ubi4kKJPKJTAjHywQu1TjPULxnrQB3N14P8ADs2px6XC5tpYdQjtXdGmdpFOchy8YRHOAV2kg5PXANNGk6Olte3Wm7raQWF7HLFbyXBjbagIy0iLyCcMvI6HArgrjWdUu4IYbnUruaKAgxJJOzBCOhAJ4xTrjXdXu23XOq3szeW0WZLhmOxvvLyeh7jvQB2l/wCHvD8s+oaZb2b2c9kLN/thuGYMJWjVtyngAeZnj0/CqniHRNMt9D1aW30O5sJbC+S1jnlmdhOvz5ODxngE445GPfkG1G8kkleW6ml84KsweVj5qrjAbnkDaMemB6Vua54xk1jSV0+O0NvE0iySFrqSbJUEBV3k7FG48D254oA19I07TdZ0PwxYS2KxNcXtykt1G53ttCNt9MsCFGemOOprF16ysG0Sx1az06TTDNcS27WzytIHCBTvUsM/xFT2yO1YsOo31vam2hvLiO3Mgl8pJSF3jo2OmRgc+1Lfalf6nKst/e3F1Iq7VaeUuQPQZNAHYw+JdYj+G/m/2jckpqa2/wDrCP3Xkn5M+nFbI8BaFIw2TACScaimZD/yDflyOvX5jz1+WvMPtM/2X7L50n2cv5nlbjs3Yxux0zjjNS/2nqH/AD/XPEH2b/Wt/qv+efX7v+z0oA7y3ax/suV5NNF0h8PtPFHLM7eSPtbLheeBgrz/ALPuaqtpemafqFpYQaRdyXEIs7j+00kZkfeUJLLjaE+YqCOcgcnmuOg1XUbWWOS3v7mKSOMxI0czKVQkkqMHgZJOPen/ANs6p9jjs/7SvPssTBo4fPbYhByCBnAweaAO11u7sLHUdQ13TdMEOo6frTwEyStIkxcSneV4wQyZAHHPOaz/ABdoml2Wlx3ek2ZSCO4Fs8rzOJQ2zO2WJ1G1+CcqcY/CuSkvLqZZVluZnWaTzZAzkh35+Y+rcnnryfWprzV9S1GKOK91C6uY4v8AVpNMzhfoCeKANvT9c1SLwpf+Xf3C+RNbxxYc/IpEmQPQcD8q07rw5osM/wBiU7poJ7dGdDKWkDsobflAiggkgg9u9czFq8MVt9n/ALJs2RtpfMs43kZwSBKBnk9u5q0fFErQQwNYQGGEhokNzdbUI6EDzeMdq6Y1I2tJ3+8tNdTQW20QS3btpTNHFfxWaJ9pYcHzMsT6/KOPp75kk0XRjdRgWtzHBb6jJZzCNmkeVVUneQBx0Odo6fSsX+3Y/m/4lNn80glb99c8uM4Y/vevJ59zTx4jKvvGm2wbzfO3C4uc+Z/f/wBb97360KcOtvu/4AXRHr9jDa3lubeKKKCeESI0UzSIwyRkFgGA46Hng1vjSdLg1C4jGnSr/Zl3DGXllJFyGfbyO2fvDHasK619b6bzrvSrSeXGN8s1yxx6ZMtSSeJpJooYpdPt3jhIMSNc3JCEdMDzeMUlKCben9fIWhNqd0934+klFqbkpe7Vt2ct5gV8bfmz1x06c9K2Htm8SSWYm1CeWye/MTLdQBJ4WKltisMgg7cYHQ44rmm1mBpjM2jWJlLby5luNxbrnPm9asXPiiW8aNrqwgnaI5jMlzcsUPqMy8U1OOt3v6jujW/snQ3dblIN8aW9zI8MMk2xjGARh3RTnkggZxx61Tg0vTrvSzrQg8u1gjnFxCHYgS5HlAEnOD5i/wDfBqrP4pluZPMnsIJX2GPc9zdE7T1X/W9D6VXXW4VgeBdHshC5DPGJrjaxHQkebzihzhfp/XyC6Ny8srOJWvrm0n1FibS3WLzmBXdArZyOSSeAOlOsvD+kfY7f7WsiPdyTKBJ5pmh2MVACohBYYyQfXtWTB4oltpWlgsIIpGUIzpc3QJUDABIl6AcD0pIfEz20EsEGn28UUufMRLi5CvnrkCXmnz073dgujF8qQFAUYeYMpkY3DOMj8a9Nbwhob3FnB9jSKSHVILO6SK6ll3BwdyuxVV3gj+DgZ+lefapqsuqtamSKOJLW3W2iSMHAVcnuSc5JP41JL4j1ycRCXWNQcRMHj3XLnYw6Ec8EetcpB1+jaT4a1GwXUprAQw3N79jSE3E7NGAqnK7EbdI24nBwOOB1xgaFo1tdeJ7u2eNbqys1mkdppWgXYmfmbClgOmQBnmsix1bUtMEgsNQurUSffEEzJu9M4PNR2l9d2F0tzZ3M1vOucSROVYZ68igDvdS8N6HpgutVWwe8tksrW4SzSaRUBlZlLbiA+0bOM4PzDNTroVhceHg7WNypspryaDSJ2KTS5WAkE8HCj5iB8xGMVwg8QayL77aNWvvtezy/P+0Pv25zt3ZzjPOKhGq6iJ0nF/dedHI0qSec25XbG5gc8E4GT3xQB2H9j6EdMgtTp0gvZtDfURdi4b5ZFDnbs6YOzB+varE2g+H7S5u7SfTp/K0uK3uZr/zm23Ks0e5dvQBg7bcHPy9+a4U6jfMwZry4LCIwgmVsiM5ynX7pyeOnJp8urajPYR2M1/dSWceNkDzMUXHTC5wKAPRJvAuj6dE7XKySvppmub5fNx5kB83yQCDwT5S9Of3lQnSdLuY/7S1JIpEtdM06NY5ZJUQb4uWYxIzfw4HbJ57Z8/fUr+XzvMvbl/ORUl3Ssd6rjaG55AwMA9MVJb6zqlpcCe21K7hmEYiEkczK2wcBcg9BgYHTigDurXQtF0nV4Hi0671FZ9XFrC7s8RtgFjYZUqCXy5+8MEJVn/hH9Ln8QIbnSLjUm1TWLqKWWKVkFqqy4xhfYljnt09a89t9c1a0knkttUvYXuDumaOdlMh9WIPJ5PX1rZ0LxpNokMhNo1xdNMZxM13Kodz3kUNiTkZ596ANybT9Mh0Y3t/aS3yWOmxtFC1y6jLXcsfUdBjHA9KS48N6PYte3UOkXWpRvdW8MVokzBoFlhWXOVGScttXPHHOa4Z9SvpYnie8uGjdQjIZDtKhiwGOmNxJx6nNa+h+KX0qS4kubeW8eYIDJ9slifCjAUlT8y44wfQUAVfFFjb6Z4p1KxtUKW8FwyRqSTgA+prIq1qWoTarql1qFxt865laVwowASc4HtVWgCKb+Goqlm/hqKkAVLD/ABVFUsP8VAEtbOg6XZ3kWoX2oyTrZWESySLbhfMcs4RQM8Dk5J56VjVd03VbzSZ3ls5FUyIY5FeNXR0PVWVgQRwOopgbureF7Wx0u81C3uJ5IQlpNbBwA3lzhzhwP4gUxwcfnVjXvDGj6FY6hJJNfSTx30lnbKpQL8scb7n4/wBsjA9ulZEXi7XIby5ulvQZLlUWUPDGyEJ9zCFdo29sAYqrqOu6lqyut9c+aHna4b5FXMhVVJ4A7KvHTigDd0KFB4egn2aQM30iTPfqmSgSM4BPzcZP3fWn2+laN/aOmS27Tt9vvXWBWVWjWJZdoyGBJyvY1hQ39h/ZkVndWt5KI5Gk/d3SIu5sAkAxE9FUdT0q3FrlhCbIx2uoqbJi1v8A6ZF8hJ3H/ljzz65rpjOFlcu6Fi0K3m01NTM0gtRaSSSnjImVtoQccAloz9CavyeD4ZIIVhlnhufPghkW4eMn95xnYpLJg9m61mLrGnJpr6ctrqQtJJBK0X26PBYDGf8AU5//AFCrs/iyG4iMb29+MusjOlzCjs6/dYsIASR65oi6NtQ90rQ6Zo2o3X2XT573z2jlEaTKo3SKMryOzYIx1Bxyaz9WsI9NuYLYO7TeQjzhv4HYbto+gI/HNbDeJ7Se+tLma2vB9mn+0BVniUO/XJCxLySBljk4rOuNR0u9uZLq7sb57mZi8rJeoqljycAxHAz0GTipl7NrR6idjp9R0awm1rUruxto1gt47qG4t9oIhkWJ9jgdgcZHowPtWM+g6fGk9uZ7lr61tkup+FEbKQpZVPUEBhgngkdKYPEFot3eXS2+pCa8R0uGF7Fh1b7wx5OPypZPEdpLYfY3tb8w7FjJ+1xB2Reil/I3ED0JrSUqTux3ial3oVlcapqthpymCMT2sI81VbaXYgkHGQPYHmsq10jSNU1BILG5u0jRZHn88Ip2oucqcgDPTB6dSafL4mtpmZmg1EO4j3Ot3ErMYzlCSIM5Hr1p8niqCSeKY298rxMzr5dzCgLMMMWAgAYkcHOc0OVJv+u4e6Zuu6ba6fNAbS4Ekcse4xmaORomBIwShIPYj611jeAbAx2gEt7DMLu1guUnkh3lZjgkIhLRkHoH6/hXIazqcWpyQvFBLD5SlArPGVC5yAqpGgXkn1zmrsnjbX5Qu68jDCWOdnW2iDPJGQUZmC5YjA65rnny83u7EvfQ1x4S0a8ENxZXl8lnFcXEF2ZkUufJj8wtGB6qCAD0PrVPxNaaTF4Y8P3OkwyrHcNc7nnVfNbayjDFeGxzj2NZFr4i1ax8v7NeNH5dy10uEXiRl2k9OQRxjp7U3VNe1HWYraK9ljMNtuEEcUCRLHuxnAQD0FQI7ldJ8NJdYWznWA+G/tc27a7bjsIZMjh+vPTnoKoxeCdLleS+W6uTpn2OC5jjeWGKXMpZQpdyE4MbfXjiuYPiTVjbJbm5XYlq1mD5KbvJOMoWxkjgYyeO2M06DxPq9uFVblHjW3W18qWBHjaNWLKpVgQcEkgkZ560AWv7KtLHx7a6dFcRX1mLyEBwVdXVipwcEg4zg44yDWhbLBeeIrW2kbSLmMif93aWmzBEbY3ZRc84x15Fc+usTy68ur3zyz3AkEpaNlRtw+7jKlQAQONuMDFaUviOylmim+w3UUsT+YkkE0ETBvqtuM/jW9KUUtX1KTVjPtoYz4Y1Cdo1Mi3UCo5HIBWTIB/AfkKt+FIoZLnUXlW1/dWLujXUXmIjBl+YjB9T2NTT+KIJ57NzZzGO3uBOYWliEbtjqVSJcnOOTnjI71V03WLHTS0kVneGaSLy5j9oiZHBwT8rQsACR05+tCcFJO+waXNew8mWLWLh5dFZ4YoRHP8AY/3KZfB+Xy85PTO2jw7p6XusX+oz21pf29qqL5cCCOJ2chflVgvRdx6DkVTTxPZxvKyWE6iZVSRA9tsYA5GV+z4zk9cZqC51vTrqBoJLG9ELS+cY47mGNd+3bnCwDsP5+prTnhprsO6K1zo81n4obSDEZnW5ESoTtMgJ+XntkEfnW3400+3VILvTreBrJWZTd26Kkb7mbagAPJUKQT1PU9qy5NY06S6gumtNS8+BUWORb2MFQmAvSHkjA5PPFWbzxPa31k1nPZ3f2dpPNMaTwIN/975YBzz1qU6ajJX3DSzKWoW8a6FockcSiSZZd7KvLkSEDPrxiur/ALC0y5k1Bmghzb6rOsVtGAj3G1AViU9h1/kOTXP2PiS006BYbe0vvLR/MQSXMMmxvVd0B2n6VD/bViYhGbfVMCc3IP2+Pd5pxlt3k5zwO9OMqa312BNEekJFq3iZTc2ybG8yU28K7FO1GYIAOgO0D/69WLZj4lkhsjpttbu1yii7tofLWJWzlWA4bpkZOeDyc1DJrGnSakdQNpqK3Zk8zzEvY0O71wIQM1auPE9vc+Vvt9QTypfOUQ3UMY8z++dsAy3uamLglZv/AIItB1poOlai1vcW1xeJZs80UvmqvmKUiMgIxwQQOnb170kOhaTPNaTLdTx2tzbPJHHM6I7SK23ZvPyjPUE/Skl8T200schtb5TGHCiO5hRfnG1ztEABJB69ajt/ENlaxxRx2l8Y4o2jWN7qF1Ks24ggwEHnnmqvS/r5f8Efui3HhyKFkGbpC2orabJVUMFKqc8ZGeeucEc1dj8MaUJIree6vFmna5CMiqVUQluo6nIX86hi8XRwzTTLDqBeV1kYtcwsAyjClQYMKQOOMVAfEdqZo5Tb6jvj83YftcXHmZ3/APLDvuP0zxReig90ng8N2F1ILqKecWBtBc7ZJI0kyZDHt3MQo5BOfwxmorzRNKsba+uHu5p443iSAQPG3zOjNhyMjKlcHHXHvwy38QWVsYvLtL/bHEYAj3cTKYyxYqQYMMMknnNMutcsL1JUntNQZJXR2UXkSjKKVXAEHAAJGBxSvSt5hoXPDVobjRrhoV0wXLXkUSvfopUgq/yjcDySB09KtXejWF1LcpCfs9rHfyiQJCNyiOHe4XPzdQwCk46cVhrqWlLZtaCy1EQNIspX7dH94AgHPk56Maut4oje8hn2aghW48+RhcxbidmzIxEOcY65B5yOc04zp8qiwTVi7ZaPooszfL9pe1nsrhysyqXjMbIPlPTPJ596gTSNHt1vpHW6mgfTFu7fLKHjzIFIPGCc9/TPtTb7xXBcmKERXbWyW8kJIeOJ33spPAQqo+UcAZ75qvF4hs4XRltL87bf7MA11CymLOdpBgweeeablS2/QLoo6XYWk1peX188wt7YopSADezOTjk8AfKf0rauLSw0fw/qixiSWaSaFI5mRM+XJEZFGCCVOOuCDkDms+x1nTdOMn2ayvgsq7ZEku4nRwDkZVoCDg+1Lc63Y3izrcW2pSCeUTSZvY+XAIB/1PGASMDioi4Rjvr/AMOJWsW/D9laX2n29zNCjLp108l1hB88PllwG9RmNl/4FWoNJsodShEcMQXU78SWxaFWCweXvwoYEYzKB/wH2rnbbV9OtLe5gt7TUkiuUCTKL6P5gDnH+p/lUy+IrVZbKQQalusl2W5N7Edg/wC/PP41cZ00knv/AF+g00Xrex0bzNNHkSqJdJnmnZtr8hZRuA/vArkfQd+aqnQtM8gamJrv+zfsonKfL527zfK256YyM5x07VEuv2KW0UC2l/sijeJD9qiLBHBDLu8jOPmPfjPFLbeIbO1WJYrS/wBkUTQqj3UTKUZixUgwYYZOec0uam9/62C6NDUdI0cRPeH7QltBY2rosSqryGTPLds8DJqu3huxi0f7ZPJdQyQrDLOrvHlkdgDtQEsuNwwW6+lQ3fiS1vlmW5ttQdZlRXAu4VBCZ2jiDjGT0p0/ie2uLGSzltb0xSoiSYuYQ0gTG3cwg3HGB1NNyotv+v66B7pdPgmGLHn3Ug8u4kM+APltl8zEn4+U35iqQ8N27+H3u91xHdJa/agJXjAddwGAgO/GDkMeD+NNfxNbyebvi1Q+bbrav/psfMY6L/qf169fWnf8JRbfYTZ/Zb3ymhEDH7RDvMY6KX8jdgfWi9APdJksrU/EqWzNvF9mFzIoh2DZgA4GOlQDQtNNhGvn3QvpNPa+XhfLG3cSvryFPP8AOohrtiNWOqC11H7YXLmT7ZF1PU48nHf0pBrlgCh+y6jlLdrVf9Mi4iIIK/6n/aPPXmp5qet+7DQ1dUs9KmhikKTw2NhYwSMkSx+ZI0oXHOB9STnnoBms+60TTbGzu7qae6kjHkG1CBQWEsbON/XGMc49PfhsXiKzhmMq2l+xMKwMr3ULK0agBVKmDBxgdR2pl1rljeiYXFrqUgmkWWTN7Hyygqv/ACx4ABIwOKcpU3r1/r/gA2jQuvD+g2ZvPMuNRP2KWKOXaE+fzASNvpjBznr7U608HW8s9xazS3Cyi4mghmLRojbM4IVjufJHO0cVnT67Y3P2nzrXUW+0ujzf6ZENxQEKeIeMZPSrkfjFInZ1gvTIZHkDtPAzKz/e2kwfKD3A4pqVG+v9f0g90PsWmhLD7LDIksmkTzymQK4ZlWXnBHByvX0x35qC58P2MQurSO4uDqFnEk0xZV8pgSoIXuMbxyeuD0qNdfsUtooFtL/ZFG8SH7VEWCOCGXd5GcfMe/GeKfL4ltZrP7LJbX5jwqsRdwhnC/dDMIMsB2BJqb0mtf60DQZrOjabaQXxsJrppLG8FtMJwuGzvwVx6FCPfrx0rnq3n8QRI89xZxXcd3LcpdGSaeKRTKrEhivlD+83GQOe+Kw5JGlleR8bnYscAAZPsOlZVHFv3SXboNooorMRFN/DUVSzfw1FSAKlh/iqKpYf4qAJaKKKYBRRViPT72Vd0dpcOvqsRI/lTjGUtIq4JNleirf9laj/AM+F1/35b/Cj+ytR/wCfC6/78t/hV+xqfyv7h8r7FSirf9laj/z4XX/flv8ACj+ytR/58Lr/AL8t/hR7Gp/K/uDlfYqUVb/srUf+fC6/78t/hR/ZWo/8+F1/35b/AAo9jU/lf3ByvsVKKt/2VqP/AD4XX/flv8KP7K1H/nwuv+/Lf4Uexqfyv7g5X2KlFW/7K1H/AJ8Lr/vy3+FH9laj/wA+F1/35b/Cj2NT+V/cHK+xUoq3/ZWo/wDPhdf9+W/wo/srUf8Anwuv+/Lf4Uexqfyv7g5X2KlFW/7K1H/nwuv+/Lf4Uf2VqP8Az4XX/flv8KPY1P5X9wcr7FSirf8AZWo/8+F1/wB+W/wo/srUf+fC6/78t/hR7Gp/K/uDlfYqUVb/ALK1H/nwuv8Avy3+FH9laj/z4XX/AH5b/Cj2NT+V/cHK+xUoq3/ZWo/8+F1/35b/AAo/srUf+fC6/wC/Lf4Uexqfyv7g5X2KlFW/7K1H/nwuv+/Lf4Uf2VqP/Phdf9+W/wAKPY1P5X9wcr7FSirf9laj/wA+F1/35b/Cj+ytR/58Lr/vy3+FHsan8r+4OV9ipRVv+ytR/wCfC6/78t/hR/ZWo/8APhdf9+W/wo9jU/lf3ByvsVKKt/2VqP8Az4XX/flv8KP7K1H/AJ8Lr/vy3+FHsan8r+4OV9ipRVv+ytR/58Lr/vy3+FH9laj/AM+F1/35b/Cj2NT+V/cHK+xUoq3/AGVqP/Phdf8Aflv8KP7K1H/nwuv+/Lf4Uexqfyv7g5X2KlFW/wCytR/58Lr/AL8t/hR/ZWo/8+F1/wB+W/wo9jU/lf3ByvsVKKt/2VqP/Phdf9+W/wAKP7K1H/nwuv8Avy3+FHsan8r+4OV9ipRVv+ytR/58Lr/vy3+FH9laj/z4XX/flv8ACj2NT+V/cHK+xUoq3/ZWo/8APhdf9+W/wo/srUf+fC6/78t/hR7Gp/K/uDlfYqUVb/srUf8Anwuv+/Lf4Uf2VqP/AD4XX/flv8KPY1P5X9wcr7FSirf9laj/AM+F1/35b/Cj+ytR/wCfC6/78t/hR7Gp/K/uDlfYqUVb/srUf+fC6/78t/hR/ZWo/wDPhdf9+W/wo9jU/lf3ByvsVKKt/wBlaj/z4XX/AH5b/Cj+ytR/58Lr/vy3+FHsan8r+4OV9ipRVv8AsrUf+fC6/wC/Lf4Uf2VqP/Phdf8Aflv8KPY1P5X9wcr7FSirf9laj/z4XX/flv8ACj+ytR/58Lr/AL8t/hR7Gp/K/uDlfYqUVb/srUf+fC6/78t/hR/ZWo/8+F1/35b/AAo9jU/lf3ByvsVKKt/2VqP/AD4XX/flv8KP7K1H/nwuv+/Lf4Uexqfyv7g5X2KlFWJNPvYl3SWlwi+rRED+VV6iUZR0krCs0FFFFICKb+Goqlm/hqKkAVLD/FUVSw/xUAS06ON5ZVjjUs7kKoHcmm10fg61WXUZbhhnyU+X2J/+sDXRhqDr1o011KhHmkkbejeHbfT41lnVZbojOWGQnsP8a3KKK+4o0KdGHJTVkejGKirIKKKK1GFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUVa02ybUtStrJHVGnkCBm6DJroNS8N6VamSG31SV7uCZIpbeWLy3ky2Mx56/wCeaxqYiFOahLd+QnJJ2OVoroJ/CmoT6zfWml2VxJHbMAfOZAwyM8kHBP0qFfCWuvcS266e5liCM671yofO3v7H6Y5pLFUbX5l33XUXPHuYtFWtQ0280q7NrfQNDMADtJByD3BHBrcuPC8MHjSHQhcyGJyuZdozyuelOWIpxV79G/kv+HG5JHM0V0H/AAh2szzTfYrNp7dZZI0k3qN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this is the exact data we need to fill-in"

dot heb ik gestuurd en daar had hij wat meer aan.

Verder heb ik gewerkt aan het eind document en daar binnen het theoretisch kader van het document. Ik heb uitgedacht welke tussenkopjes ik wil gaan gebruiken voor het theoretisch kader. Dit is de basis van de technische beantwoording in het document.