Documentação SUAP EDU: mudanças entre as edições

De NTI Ajuda - IFSULDEMINAS Campus Inconfidentes
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Sem resumo de edição
Linha 119: Linha 119:
* [[Lançar Justificativa de Falta - SUAP EDU|Lançar Justificativa de Falta]] <font color='red'>[Revisado em 29-01-2020]</font>
* [[Lançar Justificativa de Falta - SUAP EDU|Lançar Justificativa de Falta]] <font color='red'>[Revisado em 29-01-2020]</font>


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id=\&quot;yPX8Fy7Pxflx0Ll_beTp\&quot; name=\&quot;Cadastrar 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id=\&quot;sireePZIGVau-bx5mn2z\&quot; name=\&quot;Gerenciar Matrículas\&quot;&gt;7V1Zd6LKFv41eTRLRvURp8TbiUln6M7pF1cppdIBygZMML/+VjHJUCJREEg8a500FBSUe3/17aEGLrieZl8ZYLW8RTJUL9imbF9w/QuWZblWE/9DSjZuCcNyrFuyMBTZK9sWPCof0Cv0Ki7WigzNyI0WQqqlrKKFM6TrcGZFyoBhoPfobXOkRt+6AguYKHicATVZ+luRraVb2mZb2/JrqCyW/psZseNe0YB/s/dLzCWQ0XvoqdzggusZCFnukWb3oEqk58vlh9693kyfP1oMnArL5o18t1Eb7sOGn6kS/AQD6la+j/Z0+QbUtScvqX87Go8enx6k/t0DviT1pP5Fj7toS7ej3p0nCWvji9d8VzQV6Pisu7Q0FRcy+NC0gGF5WMDiw9eQoXwg3QLkDlIQCJPcnvH3eXJ4g4YF7SiiDAgsyXxU9IXfsGagIYxtiDRoGRt8p1evzXtKDWDtnb9vMcIEhcsQQPiOVwg8YC6Ch2+Fjw88+X9CF1xCuFDGUPZOkWEt0QLpQB1sS7sGWusylD2hbu+5QWjlCfcvtKyNpwuwtlBUU1jixubFq++c/EdOLgX/tG+HL/Y3R+jPA5uJ1sYMptzHe0oFxgKm4sHrqURM8W4ZUboBVWApb1FGoOnPq3qPFPxDArAwnShYWF6IPsJtqVcrhoKgGYcDg0900mQ3XIIVOdTsBeHxy+lK0y+9wrC6Sd9RMDnegClU75GpWArS8bUpsiyk4RtUcqELZq8LB1o9pCLDeQU3d/4LPUNSlQWpaxGodYF3NsMYgLhKdwUNBf9yctzHPxLzPbzfFnXR2lIVHfYC2m9uC/EZZhBdBoZMoLbRpoj8gAXUoUEYpDtXVDXUNFmAbZl3eMdArzB0pc1OOVE8Dq8JvtnJKq0YTiikIlAoRSiKUXyopyHnBBxTJFf4HLCXLHxd5EcWR6nGb3dINUPwgXsGrqetsJABMbpSy/nLIeKBkT8P0FyrFpDdAhP/vTfQDJqmc/wIVYib7hxjCQP8D7nx8Vm638kY0LYiOmaiuntfKhZ8XAFHCe+YWyi9D8D2fEbrfeKsDafzU/W+BE03haRNp5n0dmH972zSY70v3E2bA3M04tg/w0fJ+t/dpDe5Y3uN3Hsp3aSLXLkm3ZdHqPtfYdtGun9vCTQg43Z8/R7Lldlj0+D3rVwtqGfzsubtGZxRUTNtC7xwJIVkR40oVM3NSjroj4Pew+DJiZuZh9FdcXF0RiEXGDqLbUroLNB6rZhH6HzXHBjy5KU1+LeY3ox/vfywrf8aQp3sLLQV62V7Jz77L3RlW4mc+HVcrkCGDA2/3+nIQUvWXsZntNS8j4uQpabKnCvLn6a2hhH3M/cpMEHVLZOq20NxVEFMMEJZoEhtd43NubFE2nRths35NHgHsdbAgu9gs9/Ke9AIzDyJD1UVqlfvFEs/n7N0Sy+LU1EQU8F3kA/gW9DswV6JuRYq9FmxTjYoo/oOobMjyCeVU/aTTztv8nGqSoYBNqEbViQmNENPjoWWnCBEkClwzRi43Cfuqh3FNd+KBaauvPIITOkwbn0bGKd7XOXBuFVJGPsjwQfCmD0tjH1pny3/l7P8HLcDWmVZ/moMshQSDVB/LyWVm+p9VyRCTKb2pMUaGDJJuooqSalOydGCHPmDKhfbMZXkTXUjlHwGYS1c2aCklPcPwZZNHJWLGPbzBtH/6nSiC2ZhgWkkF3hAljAu7Q4lSVhUZj8tXRWS9gOcwakz4noPZcUdUoX4zy2wDGfYtT9bq2BnLz/JMMzBik9F3P4uU5qaDp3rogF9DdSJBczXqB6oFFcfRfhJ90hnooyS8Ukd+WX5OzxJj+dR0arl9BzDi3s9IDHpAVHvy31+2nH2plOGivIdJUlPPZ3OB86KAJaek/qMQc3fEiY5dhxMM4oBxHKtXEifCRcz7olqiiy70IGm8uF5EkQ7XsYBP1foXgj9bH7uZ1SaivrMzs5ODm5eNjsCGyFizsPBkbNR/MfEnuo/AM3nJiwkTUIbNPPCHD/KiXtDzWdLUbFedZkSEtHiJm5IC53cEtzoaV3DqcLyM9CeqWsTo6mmCRo+5vozlFk9Jw20Wvt9yq/rq3AZLZVYKV+lvV9l9Y2Nhc7+2Jg7ZdCVnIu8TY01e4YSn4scp3MSNsfLqjGNMd+wrb0DGxWKn5lkmrNuhjWfPCXurbLTYGcqo4sQfwEgc1q7eiSW/KvNWP4yaVVppMEVllArxYpuw8ltBBkM5p56shS9B7IZLa6vmcJN7rMJjbvpX9Jz2KYjCLfqYA6ttcPxqU7+riUmpBW4A766D1taFlnRK5FGsEMdd/pLZW6S/9eqDDVFB+YllNeXxEIM35VXpbFaT1Vlhl8wVDAm7MvVcoWPvUZNnCaxAm4UK7jNmmwbNfGbNPHbM2lMyDKXyaD/7LYsnSXZkKQ9sNfOROU1LNKJDvQXmKnHpyEsfsaqJbP338iFpyxxS2Weivjw30pH/qyd/RnBU42K72L9HvHKLW+tEVDJ6g/C/IyhoKI4PXjlxHuhz+vkpZ9k7taZuYNECxObosVVkLrLXgMZdRODa8dNKMydPdp1ZI9rZJyQOsjbjuCN9pk3dvEGX0WXj63Vmq6SeCMYTdzLG3y1XMPzwpyvOj1XZGPkUvb0XK7kFQ21cED8G/cnrU61wm+XA+Jvk/C0NjRQWBbKecvEfcfnHA1XkmdHw0ktcTEuYCroaHC12qSlLH7IGqBUOandVwxogaIoIyVx7b74kzxyDlh2DpizVUx0cF9xAXDePOIrrjp+Rkbl1n9Y/Txfbdfc+l17gZUWsdRqonZZTJJ1PTWX+7YAxyn3vDL5q6Y+mGZ8ik7ZTOIvwf0WQ7Bc1hiFLztGGen4gkJiFEld62SKDdT8lEZR4Yn3zonzxgnU3OTG52IS7hyTbDs7E3cbqhiU8PX3W0vd0LJ0lMU3UinfpFRjKtYhywNlYC4DQsqoMt+AHrLB8WnWhHpVY0vKhJgrkthHKr8NjukwSS4ylG6ex19p41OGFyiMX9xHQ+hyrtUw+SET5fms/h+f+xImetc64edAUn/nt7LpJ/4eSDqn1XbLGTHDvAt/XV2uEspx9Vypn3mgS5VNSPUR4RBMsajjUDu6ahW29U8HTYWXvYkZvNJS9o0pWOBV3B5G/I7fqzrdRxRyMk08XzXbVIonW6hH6huG/YvvqzU9UzxkytwBwo8E5NEde3VZIh//vAjyLbhkqKh+9Bc1k0E4Epy44Qi7Lx7JXeFZ9wXykVEVhSdDisieePHF/RldGh1ZcIfrYrqYYETK0EGI5w2XeHbagWCzoezbEp2GXrl2lF4pU+x5CruKhe2BUo1daiM9/pBtuWMscdgk26TWs+b+jqP53D+ZQk9QxLHXjrvdOzbf/uwW4UwzFoq1O5E9wpMV4l9tiFW4SN9UvMXEEnBc3BnJL/Oy+tm4u9e0W2C8bwZSU3iCnS7162AuNc6R09BtZxL/rZF/oeGSnYRv4MSVvb3o0+kVxEicKZRo0QztlOW+Y8dmWcVu1EY6ss/YwdspQX62LpU5w0rJr3I0n/SAPS52Dc26D9oOv8rAAlh1zlfG2SFGB9tbGdb1Yrz4+TS4fxv2pNmTPntyq/ngeZqDf0j+6CP9vvHaFSVFbXQa4axGcuzUzbp8NnlypLxj4uaT4m7RthRpHSDvLCOYVLFlzlgdI7u9CqPnOHKTTjZRJNNMCVHQXK0wJ5grN3idKzaU4+Z0RyztD3imbqHj3UQ4KhTTNp3/sjLGbv2fRgu7OeFzJM/yNJIfaSsV6Du+6+t+ojeF6otgJC6VkU5qUU6GG394NEJ8FOecmvtgc+G9YmF2HJI4e/EiLZ+ftcZP40G8e3jjr7QMSEpf8/SNkMRQXJZ2TZE00hXPJ/2lyGT9jDQD7l4hkoZ1dTjIBvb05y34MX2yBvbzzVj9+GH3MoBMOIPMAw9lGV2QOagbyiLb0awNZ5exQ4G1uX9pDzete3uu2s0bdTKFT6sMwBLPwPLw0qIAq1lTYB0aVKcizFQMCO//jK5+gXVjaguazn5kQFj6pkXfCGG0LYqoidA6IOwW6usL76MxY/AGF/R9cqkoS4VL+jTrLw0XNpbj+0p4uQG6C5AinKr++NdCbo4EG4yn3Qm8Xt+MWhmg1vm+UIsxEy0IbNUUadIMaSugL4sA2u01+1tEf//8ZkYN0EObzofezAA0Jj3/+Y2QRps2zNFyWHVA2hDOCkHZP6nx8+GKs0cde3M37N1tmDHMgjLmjDLvjBYk1pXPBmOpPzgcTC3+2kYb7emfsW7Pr26uJ+9/1SxgYs9g8s4ogSFTXmBoYtt2hHGcumsvH6CO3pLpeNonIAPguW/ODLzXRr9n37ZRf371WxA/Wtd/l2wW4J0z8x7wRIr/X6KtPA544YzEwLTcvVMXCjocX/x4dTN/Wiw22p/BuCso4kjJEl8y53y9jy+a188Uhi9cZCBkhW6/ItOfb5FMkDb4Pw==&lt;/diagram&gt;&lt;diagram id=\&quot;DNVgd0I5xaNbB_eHuLI7\&quot; name=\&quot;Lançar Vida Acadêmica\&quot;&gt;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&lt;/diagram&gt;&lt;diagram id=\&quot;MH2W6ojZW1I-aCoy9zn0\&quot; name=\&quot;Acompanhar Vida Acadêmica\&quot;&gt;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&lt;/diagram&gt;&lt;diagram id=\&quot;qA-QRG3xI9xyOFCOy1Ne\&quot; name=\&quot;Fechar Vida Acadêmica\&quot;&gt;7V1Zd6LKFv41Weveh7goZh+NmmGdzEN3n37pVUKpJEDZgInm158qoZBJLUcgsR/SUAzC3t+edxUnUtuZXHhwNLzBJrJPRMGcnEidE1GUVA2Q/+jINBwBsqaHIwPPMqOx+cCT9YmiQSEaHVsm8lMnBhjbgTVKDxrYdZERpMag5+GP9Gl9bKd/dQQHKDfwZEA7P/rTMoNhOKqL2nz8ElmDIftloDbDIw5kJ0dv4g+hiT8Sd5W6J1LbwzgIt5xJG9mUeowub5936s3AMZxrX+o1/xqirLVPw5udr3NJ/AoecoONb303eQrOtNPHYdd4mQwvu5qg2tElwju0xxG9nrrtx+7zSVs60cHj1R052Gq3OrP91s1V+y6iRTBlBPY/LMeGLtk7GwaOTQYB2fQD6AURGggByTHsWZ/YDSA9gw7E5KQ7nG8YUeIdeQGapDHlIRi0/CfLHbAHE2IeEXQj7KDAm5Izo+tOhYYkCfN/shDxnQFdi2jzMUcNUNngMAEZvRkNwgiqg/jH5uwgGxFH1uAOyBEbmQTc0S72giEeYBfa3fnomYfHronMiK7zc64xHkW8eUVBMI14A8cBTnOOcMCb/oqun+38S3caCtvtTJIHO9OFLFyGOB+PPQMtOU+M+Aq9AVp2PxAJMqVMVjZTfPeQDQPrPa0WilgWXXqPLfIiMV4A43KED0lqpm8RPml0VYbx8WNsjgUxJ6l5SRzCEd10JgOqzBu9keM2osEkh6n4WERDXsMesu+xbwUWdsmxHg4C7JATbHrgDBpvgxma2tjG3uwnpP7sX+IeLdsa0GsDiq4zGO0ZBAOIXHI2Qp5F3pxud8hLEqWP7udDZ3gc2JaL2rHuF+aDZI8oEdeEnkm1xdTpYfoCA+QijyqRs75l24lHMxWkm/JM9Xj4DSWO6GJPUtW1IZrTMgt1iZaBBpBzqkMpUBzKvvSGqNZJcaCJFfyan0n2/k0cmV9Ed/akbJgSWaltRHnX2mYrRsvqaq1wAM6Xxg29UtxQtHLFbi5psQCtLXagkmKnVEvs2HPX2Bh7Q+z0xn7SGPfi36BmFgboA05X22gXz1z/2D4b2BnZaHLxkbfQ5GFFwyiy0KbaUxU1PsICNZB86KcRNIh3Hz0AIappkRdjN4keY18WHuhVM/EcEKTMHG1JkTgwh71UXLVBxCVmaCg2mzkaArEowNoXESUOp7o65pOxfHXopHOqVQlUSq2y506w4xEZqEe0kyg8YdsyrADSTERLm/2VME1MIfKHaIHiAxceHC9UzWgSpNgH0mz5GFoBolqHnvtBlHhBzAGR3i/UaKqho15/feZyqKTyxAXk+PODaOc+MT2UQx1oYv+rEZvpLqEgG3RQ4ovNDX0OB7pjaP8JoP+WJnmhYa8QzfWUtVDy9Jfz5Gdju8f+MaRez7eXJF4jpBQaoXUcjN1zO+9dPVlODgFBqNQSDMv53FnX3LFMM8QG8q3PyKmi5B/RxOHsPZSzE6XD5/hz8oyBl9u7W5o1b8qRKto0o8pOwf2+j/aSLGW52TpL60EjcX5pLU65lCqtcr6KdRv7gXUVWWbudyGygijLKWMqg+0keJK+DburmL7BHuVbKnCGVJtytkc2BnTjGc/cUWH2J/JNo1M8dk7XD+YBwzV0wxii+Nw29jwUQIfC5EQ6ZyeQ549/ks8h+wZJIDQx7LFPgLVhGmg97cbvUqpVq9RIchmGatfGg5mAlcZDKjQepVVPSsn2bJqv3zXTFE6mydVKErHnTqh+mv3x6pTsWVtv6UJab8Xp6NLSEbJUJdkBB5Yd3gRr1WQnn2ClXo01sOqVv9tafmSxdPnJq7Ev4AnIvJ6AXK2CrpzPbB99+Yr78kCQss58Pkd8UGdezqvXryDTMq9M77wTcztuyDludB0ijNTUXVph4H8meZZBY/9zi1D4a9o+ANSMnJRey1LELyko3N1M1fIK5WM303frZpKyKqF008lR3a5YO5OUmRCglq1VxbzBe0QDYum8sD0D+ZHVa7Vcw4K1sHbyojJIhdpixKJixBbYXfjOuwBveVTiCHgrbmV2M4HFQb4/m7O4x14baQGCluJBKoCDtDcXUMhx//vk3sWahlRK/dMk68swcvnmn/V1AxX7gz1dkZX1YbSGPydnJyeW7c+ptZoKs2PxZp7gSvFW1UqJN3vuhHifw89Z9/WzB12/TzYT7qPQnRABcuvhSK4/p1NMi5Qil+3fKzv2Mw8QIwFW5mAxUulBklIUJLE5BvfItMx47kAR5muAdGUj5+/AXNg0GKhIM/saNK5iM7tacvH+pG7N7ApvwZ/ptyq1x2p5u7HIctelO1ZdJH9rd8cKDVHStZRwRqpoy95YtmBH+qb7b41VS+korMiiMfxyWlyCKVdOxZycdmaTG8eeX99GdobH3cw9kTV5J9KpH0wclVLEcYMZJbUTYbGCIpxPkF1RYTSgMxrne+tqI8PMXd+BuRUENR0TSjsRaCnjK+9PopWiLp/M3JOHMe0mEWgoGVgjFlFmZ5QE+QDzOK/k5PuV4+XMwhiqVnL2VuGoxtevP0fhrboo1VpWStW/sUfPHPXa5dLznsDSXLq52NOvYpJx63R6+Zlgts5vNUpUB57Bwpzn2olVPkZeKlbLvO8vKVda6TPD2BTb7ylXKqdcVayzQ+VYSPQYdHyloAMISsWijlhNHVZzmNAfxnofuWaLfnRgTn8ycm7ZbNH6HasLAGq6VB/gWQJ1g2aERZ0Hu1jxXxVAo6Dwyqo/qcqrsDeQg3z66In6/kFyuRIP/R1bRHHOdmahASEMnYaXWd7QCAMGASXXMTHGzsizyN3+12q1yVO2qXPENkzLN6wR0XTQbzQa/8/xLC1ORb5PQnQy2rA9+7dYlbHhjuURHodGAUE/yOlPdr4NfT96EqKELeOE68sRKwDLrSElsSHKQNKaEhAkWdbZqupJ8ChyQ1N0VRRUvakqCjgwljjyNMlvcmQMeN/GH8YQekEDui4OIGXJHzFhZ23UD5i9ThhyL3y5jOpNcWUh67J2Mvz4xvpYwtR2BtR06XtCQYLNqtwg7E8w+pBc1vIdS63rl9vdfYglT7vSv70Sf2wjKWuFYYy8t4+vaOVU7vabdmNgWumZaLyBTHPnjklxgSf7/RWRtRYe6PsrWv0jpNp8gEVb1DOwOA2SAUfB+h6HjWWEUiomFWyx49Y4Td5Mf7Naq4gR57BOrC6PbdXKJAOh3EY5uiynoGd4p+urBJXuJRT4vteP3QMMmpWCQTNfp6ubWf/eic/1fQVRqpiz0MwXtXIYXCeXtpAkO5zZo2SnR5Vddmrmu9zZJ0O8k6/whZAYJRWe19PM5yr4tGlF5vWsQeMqzutpckyrqpoiyS6jIgoFRDwsiPOR/pXbx55T32VUmosaeKukO+q/DFVtFgjZDA8HXSCkybGYYtV0mZxZZlYqvcmNRVsLvKKaTnGOsVFhdRYXhGrrC/ETuYq+EAAc9K9OEzt3ogUIvJkWIOy8j724NJNdXfvQpZmYJDV2HY5JnPV0TfZLLqUncYBQcr14L32v/PnfJrdWqlgnm1CrLzvunG+8df7q8e0rLjHGzzfeD/ZVj28cgV3FjXUdFhFc36TqStVMKuDw6zbJAeyzy1gHaSoWrMQYLxWdCoTA/sgo5sgYf019ZWVEgIEH32eHmnE3somNMf0Q4uxcyx/h8MuJnXdEnwY59N2CYETepEWfXTwfYNwYkGPnb29g0PnMcfHrth0vaptcnESSG6leU6UAQEBpAC3RnKweFk8cCxEe2443REGCzXqzMespZ4wGh+Vyuf0x8U7oF4urHOPUNJ5de1uxCq1dcxooJSpdwYxl/eW7i1jYKtv7Tn+datmvM4KsSxS+1P4SYKDkGLah6FIq+9AQgLRCYAtb2dKT8XbSlbod2HjDLHE/udaW58HkSlXRKk8LsajoWShGvu35ggskZfkFZCN8hk0B+/snNAxl9PHvacfGzd/YmL6Lp0V+fbjsUR/Pnm4OZPXvGLMDp/4MisSnFCR1NJkfZAslnSPqWJDDPyyT+rYtA5phbYv4AjCxtFL4MwtWV9rvslxUjsL3SGjHgsiDD8ML3chVc2wK1gmIy5e7LvDeAOX1b/Py1Pvx+vB+/fnw2vkzPOUozyRiuzXKttsSLlvOKKCUVlQK1/ZGqvXC4A1JtZhJS53UA5MiH8rmSLEieoT+KMzQ9K0JMpMRBFicMGJVlVw5JBk/RCdR3VIUanBJ+mL+H4YLLz7y7nqvlEKiMCPGZvpZlIv085UzsqEb5PMN9M/TS+t+qYq2LfctfBoTkntIrRFtkxHPCWDE9sgLLge3g4fn7v37ebtlPLvGc3jZUjxJCdJG+CvLEhwMN8xXSGm5ghmXhdk+cX1Mkd0ErA4As+2QJE0Gv1rDlxfn9MF7VO8e3+ULhwNJ8hFJ0T0LesH1miLpyrUMa0OPcinIupPeww38p/ccdCcv17f25z+TNgfIlCPIIvCAAn1VlFevA8rakMS90WcaZ2sA+psDa3r/Sz+faveTvj0Rru0/PfQ84gCWegRWhBetAFhFgVEdgHWBCGUiBXYDg7DPs2OMbbgFwnzLQ+j+99XFDzg+7U0UxxU/ORCmHREW7klSAcLkmiLsBrm0SDirCt7CdzTI+vZLULYULvr3hYuYKSF/Jbxcw7BUrO3Dqerc/hiYwpUygbe9sz/ocnx9pXFArfl9oZbRTEVBoFZTpLVo5yt0N80HLwXazaX4U8Wvv3+Cq1PYxtPmpytwAA0IR6SFe3JBjCgV5bDqgLQtqg5LUfa3dfrweCFNrpqT6d15+24KbhEPysARZdFeUZBYV33WvW11upuDSZMvJ3jqPP/1xnr/4vryz8erzQMm8QimaK8gMATlBYY+sW1bGMeeZ1GN9Yhc/F7c/peOFxPAC3+ZG3hvp5325EbHnf7FT0X91C5fhyIP8I6ZebYwc4H/X6Kt3A54yYxEN5pHDwYW3hxf8u3ouv88GEyd393bM8VSryye+BIc8/UMX0VeP9gbvsiQh3GQOP2CtoXeYJMirfsf&lt;/diagram&gt;&lt;diagram id=\&quot;74HxoymTqru8fGLH_wjl\&quot; name=\&quot;ENADE\&quot;&gt;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&lt;/diagram&gt;&lt;diagram id=\&quot;k-DCxM8oDfGW56z7Hjh2\&quot; name=\&quot;Abrir Renovação de Matrícula\&quot;&gt;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&lt;/diagram&gt;&lt;diagram id=\&quot;4NpLfTggymZENB5i6IiB\&quot; name=\&quot;Gerenciar 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Edição das 17h23min de 7 de fevereiro de 2020

BPMN do SUAP-EDU (Fluxo dos Processos)

BPMN da Migração do SUAP-EDU (Fluxo da Migração)

Manual da Migração do SUAP-EDU

Secretário Acadêmico

Procedimentos necessários antes de começar as Matrículas e Rematrículas

Cadastros Gerais

Configurar Calendário e Horário

Procedimentos de Matrícula (Alunos Ingressantes)

Procedimentos de Rematrícula (Alunos Aprovados, Reprovados, Dependência)

Procedimentos de Final de Período Letivo

Coordenador de Curso

Aluno

Professor

Relatórios

Responsável

Outros