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    "name": "Microtec Infomática",
    "type": "matriz",
    "email": "microtec.informatica.cursos@gmail.com",
    "phone": "(85) 9 8114-5217",
    "state": "CE",
    "address": "Tv. Vila Antonio Justa, 557"
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78ybZ/PJVqpQrIVfVbqRUnr1/OF4sG3mcGTt44ykTRITtpGMfJ23n4YsdUX1KX3kf1+DHLkI2QAcvULtweyIBrAMD5NKnCOE1vM45h4+vPnBn/3Rqnc8PrXDL48GjDizm/hFtjcNMusU5H/ZZQq1aHOVgmIJivzO/WcWLIJsa6PWAIP4Ly4ZhsqDECzkCAo57UVz5LqgThvbobQIb5NXJU3b8Mpdo4YGIZ5Iuu1zBgdIMSOLYFbqaezA931mG62nM7uEezvVsKq0siiuTie26+paj6q6LGZ9U936QgUKw2zDUDG3K2wBzPFJzjXtclV7o3sDhwO0q8NBSRVRWGMt1i4xE39m8K9nXDUXJoZ4ndP1hySQ1n+CuHX1w1vzcQnKS/aAKBFfNwZ6WXEIvqQ01m0nygv0JXXai1af9qmq4p8rloy4PsUuFamfVu8wGswopMCCZOY2IIkktdjc5wEL7/ugkM7a0zaMC+0RBAqClkzvv3L7XuYb+8oakgiGkwRiIKsmb0tFhgGRktB3wa0Ahbr0fjgX3ZG14EtwOHWlf/XWOaP8tBw+3quRw9dNUkcCAQGxtP1ghN8SYndiXmEUclM/vI7OT2PWzWBbFPFKMaIuCWLilLu04Gi99W9PqFcLTSDMsi8rrgBO3fjH59IcIJmIPzosCZHUOTK+4TDR7Xr07f4g/JxsOg1vWu6xyjKuqmXJhvC5pFhYOiVmQ3cX1Nbu1xriT04nLxxuKyFItFT5kj5riO6FdMoUl3mcYptqmJQ1eBq0J1W1eTwifC9oMfgkebc/cAss3KoMaMxIRml5iHLG8x/D1ydtBMQb8rGG8TylweazS1y0smg7ZFT/bjDycQerQv7XH1DF/jRY97Eex0eD4GL3OMNxivm193YqPx+2ARWmRT8HFm0xQJSQvBXX3p5I2GmJAbjjXj42lXIUWhnFWgETshtCAAAAB+3y3K5UIWVa7GQxzM8BLaTLSpPgMZ+FshbbHQBn04X95I7ztmZ0H+IwOYW+2fXGAx3HblXOHCmII/f/P128Labcli0Dju5Bqirp9SQszF6Q8ArxJESEw7Lu7qVLkh2I0VL3AseRywqPx5bykRyVk4w6YQDwNGDv4u06jTRYwg2/ITQghb9Pa4/uQ61b21WaNfp+2BBLfSW3LoFB/8FakvS5b3QTsWDafmJBEkSHWmZNKjNV7lOyxvU5+3FP3tNkLNfWssz2TxIePCu9wNTfhuv61vJ0EOeDeKbVtoklADv9fB7MI+Y5c8wbkACOFU6NeB7qHIUFKtxGqOHScLAud0ElPXgxbZM61RtD8fssW7zuiYnWITlVSwATUV/s6E84cFFZ+kzsgGuFHwq/G4LQAv17Ggeoa8qGS5UTao2Olr9WXMdGUlH8+mdUOsun4jiq4AAABaNu1iIUnw8cEPs8sqhNHmnhpXLq/V/3zbPTDHQ2wPbLg5zq2Ej4sZ9of8gKI7hzZxbN+GgLJI6ANrNwISRRlphXcVHAb2Tnl3xGeSWq5diG+Nv154f9ndGA2OXXXtUVqF/2djImPJVq+rcm5KCsluy1m2ubMcFsbwPH0EdeoOHoMc8/8KxnhiLeFQM5Uol1G+fi1w+LBRI4fw0wIAMO55jahs5pKpABhCR6BQFFuY4Q24Uma9qgnZNA0cECrtHLOBDZMI0xb2NAwIHH3GkIDZERDrSwYkkTk3fjHpuqIH2345AZxeN8Nz337MCuA4mvZdL1pySU5DpZM4+SfaomFyBzHF5X+EHaQStC8OpeA6KmNpdckhlDFjU2ZyqKN1IiCiBQGBQPzV0WSPBtEyA2onipMEJQzmD2iVRiuYmKfOGjV2K6fkqZNXU5RnF6O1pYm9KT6A94qsbj2LxGxptNTconVyytgUPXMbsL8JJ6V8L+FmvqU6syI/zXnG3BOs/DV2xMrHRxCmB5dPh0s5KtZOx4XlPgfo+6gALl6+oDvPDsFTyxZE0KYIADonak3COtFs7+nTKDzuxraEhulg5ZMWl01Y8HhwQ5TjytvR952FCQq/bfudVCeokhXOJjl6DM4Jq6ag/FGqbJvqtxDt0LG9vei/KT8xYYIo+SaUtOtRS82Wzm6haJ+mkO70qPUbbjS8AAAEOmH0jq2eaj1txbABV7ZBEDbiz2t9OOWrnT999Tp+hBYLNi377Ucv3qfTyeSy4SreV45EJQ0W+5j8MbadTpqSBYUXKmyxI4ZI/BeVjhxFmOVP+N4yR+9RwqnLVzNn5FwA/3SYpWZgouXuTkRwBv1Wt2VFl7INvsg9g85KLe66FPREbCTSaqeiOjV1HCu4qjvMtXXooHcwxggj/1bAsGECJKcD54OZsC6oCjOGWU17UGy8JjyJWi8H3OYnYJDGg93TyzV5jcWeKxjlK23SK8OA21mA7I7+fLhYfYw3zcqTNBcUT6tGR7H37Z6+FD1TuR4BsGeb00RCv5WoeCDXsvpOPdqzRxe1hvN/vrh4ViwmbLwO89CpWWb4yN5Y0cks6pMbJFYtwy4blNOcPxXAu9FnSROA9HrAgmsbVIegGDt9Dikd4k17MXJw2+VP6Fm0if4vfod6yeRgCD0GCEWuIESr6CKPvYBnS0dP53j5qEJ2CWgFnzkWJWQCL4bnZD25cWSRWRbBrJ3BgKWYTRqwmZEodtD2ws7JHX5cqV0qVUstu1LssCx5YIC4aR3LhSl+9p227Fz6JPNi/itsXfzKom7pBcZvoxuvQofFIpfoNqALHaxiXcs9ExQley/4pq141H8aajDRqG9ZohALZgkX2xpZKBKcvgm+Spanpqi+LQke9ULGKxAKXY6hWotF92cGboO7oGtj1ll6iTh0QXlOevY9/mbYQRsWAAkGkVS9lmxTRD46E7tvQrfl1LKDS+Dtq/X7fP42cEkhHfcvq40ZcgxBiLDZJUpudn7KVbdonDYMenTDKE7Ki3vKuZrdihDSs05A+pAYyh4cgPOKF3fHp0OC6KEigLs2F2n/dtqWwMYhzRcxF8lJzJzuxila+7rW6Xi0a8i9BKyeKihsY4D0Lir3d/sca7E7aPrnuz85lifqWn7rjqkqSypzKh6Kqjetv/nfZH5o6hgZg6cjnmx+6YZ2Nm3VvyYKHF6tsCCC/j1ZWR2x4m7+E3bFWKWyZEtP5LAT3akJp2SDt4sfs68S+lHMb1bocQ42AZqQaoSxvrscOX2GWNnqG6IeE6vdbBDu9BNWds2pbI//NxvV9aoK9uKLNklWJ9A4XV33I3rVR/o9+423oLwEnW2MQ++m2t8jR2KYy8VI6c71pScAZMqUz7RBH1ltFWOU6nhCZc3zldriKEVoa7F9vX3nJwMtK/N+gC9VEnuTawn5LzVXct9gTnoU3gCfkj+MJEMgQpCKDErqWMf8B5DCZVwCVeTUwGtGm+3+CsKcbpRBpAm5v/5te2ti8AktMK8QIhiZUChIWNortKoIkppC2x+lU/r6LmuIYMYsYY6Zyd/53TtPb9lHGwIm+ZvtVFh1sbVBrYU1JAfy+EF/EGif268Vqbn4dFGO5o8AU2JYqQnlQAfkUU6fhGfxsB+t7G+iz764X5nT9YkArR01NinI1IdDos9ME6Frn4W2GINgwd6RFhvA3GxIFqToDw/sMDemQ7PxuPURr7v3677bHFgUi35OZPCLfvLUKX6kLUlN7vu1R3NeyA58b8sxOeEN8cnZW4WoT+Bs8Lz8nEL95YYVgG9dOvfhwE0LqCVUcMOG3bGLNU1/LFVaYNHvA2AmCULYrkNjH1lXhAScLUdIwpXd/1ZE/W7BUXeLj21CXQ/S5aVxOua1eI22rR4ZdhHO4gLZEv+AolcpHeKK81xn90tr1uW4UOyzT131X8O9iazBdevjHO4crjKqRu3EuYqRBrbieoDwp4JrYAzueypxEcBsKNhNJDYVi4BQpaNQevwHadCOfchco5mJ6EFyjf7pgA9m2qzhFMvBK9aIgG3JjOAdull4Ini40gJvX3f0Bi9AkwCWwIjUUrUJNMl4lDSyINXVvvoVd5DjK8pDgK7R3Oj2hmZR7gypXnVz+RbpmyDE+n2kxOqPAQ71WmQ0uJcsbBalfLLn5yG3U0xS0vp/4N0QFkgyORPeqs0N2fvYCp5coax/r/5lJAfwvIrn3g4vfA0wEju5Lf6PVchCDUoM2lEpHond48nI3j7XbfTGD+nrzbhu0v7tZgJo5JUxaIOGCGI5W2znK5y6xhNJgPEBotCRZkbKZ4HHzeQGMB05ZqTs7lQnSb4RoHA9sRH7L+o5GwzabF4sJobbGmelDgz7zhvrow3EAx5jS3LpqIdNYoYZw+RhSJ9WOZPHI09YXWq8R7icZZTS4GtAAUI8o+g4zWJasRRgD6r4vi8mQp9Gnhckk1+V7/VJUJpBj4UWi5cEY64enGMpuVXNrtEfDdSjn0IW/5kIz6IwelmoI1b1SWuBAEJXvDufZ5rxJRfB4qAQudyC5nVhDfz0dPqQQOaJZRsasOlBya17P1FzfJANPzLQ0dVTUvidQCr85wbVJ8nwrEaPkpGVJu7kTrXwMobbhLmP6fvma377A+sWj+XnwhDYGeVMEZzZBIYd4ex9L2PNaDF7panJo9nBPga6aGwcVmZbSlmTvWM8X5AhNHU2BPc6yp5kdsig6Kufk7yevP7kc/DbfV88C/TckjtxwzssttP3rCccpFtRw6pPzlvbuMrv+nFGYVctXlK9ipxzzJLUQlI5JDdXkvnqa4b2PxgmredsCCGQcMheBMCU/9kRrQ1AmmxHiAAO1fO3CXy2OKpXKgf1fBnIJfGyS/hNT2yKeMeCQ8NaNzBjIgsrn9eGtEeKfpbV+ZeRSrn/lOQSlmg0f3sHTtwADqvX5HV35Ui8sPF9K6NMgWqOiIS0VU3vEZBVdRb/h0Ae1kxSkkeNxv77s5wIALPOIepqGOrAA0vHFfGWsK1RBpLeimo+F37aqWxu5fpvmqToDx0NhrR3Mf3ZAer5Q3lcyjpBLqJhKvBNm2u65epwdNeq0mmnrJxd93dRSyigF0YTkFtu/v0DehIgdWMG0h2L8KSwYWgmYApTHzgnn2Gj+7bYQ4j6LL/BB/DK89VedhANNTxLaSDUOfqi4MEPC62QBcdmetQJxe84QjgXUnFOuUT0jbEjJ+aP6evrST82ERwAByD3biVg4KR/a+PzgYnD1w5BGU0E3PPRmB+t0w759DKrFJ8X38thEWr4EtnJsJK6x3PI+f+C+dCIUaq5KVFXZGQR8ofzj7nOjfMGh0+DY53IsQOhzfX/Tj7KhF/ZxtGZ8rMUpAPwZhdXEbWoJr5YDl1gz448McFx+Fx5o1VJ/+UpYL7vldKyKG4qLgYGk9AH+aUK7AFK+gr0IJY8gYRs99Hr99pO8Kq0UBmLYRJJ/Mx1OTYG2amb8kTn4jhW539wWmTbLCTKJ46UwG1jbGm9D2jJ4jp7/j83hA+niJDdccbrEL3kzV+UoNJONROQMsGQhslYM20XL7ZcMWLu6knfchnwHTbNyZbW8N0wZ1BJYICW0l7ukAefYFR1fRQ9PqJFnJciFxrF/clQsjA9ndEjWGYdlyGUQn/jsPyhMSMuy2eo/VbXnKS2M6pRo8IO2rX2bbmYHwwDGV2xJdIym5LtsT1Mm8YiiVxMWP2Fq81BeDOAJG18xUw+WU6WpBULvYZlQBtlwLgUC9E/i/2QD2FGcKKLnNtsLPj+OVN86zrS93kxVwxCXC8di/6zD69C10rHR3qXR1+FzGdNvZslsjJRUZSSJfELQY9lcNzgsG9nRzt+dgwekejbqnwxrrcLMfHQIx8tNFwTN2VfmkJEYozzY8httJKAslI/Ye27Y+dM9eKjAhPFvDp11kxZ5mGimPAJqG+oFYWbyOcuUmv6hlLFDUQxeo40YLirQWJlLgyqhrbzbri5G2sB4F0wgCDU9wYE4r66bVkTIoNHBWZOYy24fOQOrjEeOhQvKRnT2FOyS5xKRYPCwboNHgyDX28o6dMPr6BGjATiHha78p74YFjcuokEB5AIejAjFmzkeuEhGz5jNhZ5o5/TD4KFJvnYB/Gy07uKYtOKwtLTzlqgqIzJ2GL2ddnG4Z16bKfmjhz9ZeWrl3uYyecaer6JG5K/PYVmnriAEeicdLeYBJ1Ep30vIA0FAAsERnQn2/iwuKKqbpdweMGM1EkPpK1JE4AgzNU/15iUQTUdpBBPNGeWd7gQqhGLTdx+yn1WQvqNulxg+8OJ58Krpb8UO3FA+oRjB78LD0g4LMJhSlzwx8uqMPWhupZBbTP3GAROhtwg/gIOvJpfPXijPl+lzH+1DnpJzWDGBxCfKURO1peUBnoFgBPz/w4W2bg69QOdj6b3IMEQPolQaM6CAxgKz4j5MNk6eOGD56hEkj928HkhIQEJMijoWtwF+sI35y+U54dDm8dzvZbGiAngieiq56dIUKpkdjPfRB9TgwLwwnlO8nGn0QF6cSK2iCSgiYcLbQ1b6J5DmKEYpVy4oZ/Dfmi0aRQAc8M5yk5scuYn/w220+Ul43H9V4Qbg/NAh1CRyQ+RNHfmAXiXP7PYLY+AaHiRYxQMqxtE1op9B4O0yP0r2RiLNbA6xmdKNeFnru+42LDbMlD4ZAtW8BR28tWJTtGwy7sn0ODfSAQR8c3IF+6z845Tv19uYWgqFNri9lN/47jGFijO1KMMI96D2JLd4LVHwf4BBP1SlEHwbmoAW0/AOqFQdkC8Or6/PUZWFIUm4Lhu0PoVaUgY0BBHN7OkB2424lisdx98BlUBSMXP8QLALB1ShaqchIXQigQvxbhxSH3eu/pgEt4HxkRFDe86rDFNvkdRjXj9BlWXnlZPNU9C0J0gc6SCrpVcCSyZHRaghLvfmY423EvCYK6iyG9CiG0iltQyXYVM2YRwTJXTT/2IMHZlSFFeSHkUU/M94bRs/3VTWssTsJ4SyAZvKOeStvuN8A2P6RTSjsAYJyAByKbhoGBKEoWxH6Nyq/sTcBKJz6l/LHXQ+kwzwAfFJId/l9hu+irxhp0Uv8v42YGDKw5nSQ1MSc3txKkVawdbeg6IzO4rIIiBK7bbMNd+J65FnOEhQKTPuE2VRrjnttSVtvmMoQyezLEwOHBsBRR9eqHmBcupdl1ac2V80uVZqvefbkMnGk64pPOaeraExYm7irFwpGAvS2LyxbD+WaBc670hbcaCCPRQ4m1pN653ZDzxH9JLClv6fnLh+kbFMIEK5rVkqi1QoBipK3t784sal3SAkGEELGI7Q+xogvd0YYZBQijR0hlaTJdkpTaNZII6wdZoTADmdidXF7k1MDsfkVIn1kILaMkOg/XjpAREL/BkP00Dn7n75Em+gXkKu8x2h6NmB6gcM26+3CQSVcxnAu0c4k3jKJsSxmVZL5jIrn3LBZWPRRNKQpwDiyosLy99v6FwjVpEqpLAD61MFkMRL8ve+MhrEny678JyFm6Avebx74afirq9PRgArvO8jsClXY441Z1qwuL2kUz3AIHBPoqEwu7K7EITq0FPI+k1kQvSzJf0HELVvPXKQ5AJ20xJR7UUTyhANxOsfgwu11bSz+PkDe7WXf8YjbgI0famblW/6e+rk8YQcAzlwbQ06Fw0w8AJDvE2/AvM3nIZUWniRHfXKEKqk0Ui7ZeI1wL/z4D0Rbm7+bA0OUgN8OJbU4NHotNGKEMNbsgI891Xo9YIhAdUJSdOhZnZHoqGo+R3/OQqXGp4Ax5nUpz2rfhaTjqUU2SqhPUDk5jbB1J+G1qx4jrE+RGsLJPNYr2cgIOOvCamBDiPDXUS/bxsoCLEMhZyHw1D8Xfo3CbpY7I+ZOMfytzwek47fVZV/XPxczKNyh10lj9ILQta0psqNTlhONKZPZPg3FYMaVkGn7l4XtIB/a7ZyUdsPcwQ2LshzHrs9DCfsP7Cxb1jbQ5+P4ei/CPqK7xvQ3taLiR1txRTsHVHEktk293eKDDWCDnh6Go/IQ48HXAkFGRFw6YFmcfIZdoF0gkZI8a3N3CNMVPubo5LjdTmC3bYURqHTDeoqOqXMcDxiKkbS3v+l9yGKT9nkkDHTls542tPy0sj45XVex4KM5orpf25VZrHYArbPCYEmA6xXawB6rLFZkYbuYme/Qno9qVzIO3gXvo/l0MmkywnQmmHxem5uFXkPSoLbeLrscCkgHs1+7MlJVeAfBFZd/KYvGcKlClkWGQw/5Q/Ox3ciAlA16pf8ekuHle6Uy+S9b9HRzmZxnD0duTH+AZB1ANv9nAbw0TjyiuzM5zdwoNXcQ6O6zN8KAOHqjqhEcDKfpH1vz1+tOES8FWzX9QnftEHYmrvUE0sUvC3YlN4X9i6YpxtNv26DryT7cOCzs4XtXFeb+SQ62HTWzyPk7aQliQKZeTjqCDwqKAt5aW6XD1xGx2q9OWwmcc4yP5OWNnaBI1SfExTzkGk/zGVwZ8sRpQhESFSQOWAOMNCScaLoJ+SDe4DItlFBOVsBr/BKZyZ6HcOoFum8nXDheLDu00a9YWf54SpiksDJyNlr0XwyX5apQM5/3MhoTwEaPOYQTDmKBQzrFbft+pNTTxVMoZ78eJX+VBZy5W/RSaiGmB7iTjZJOUbNoLcEr/BD19mfTNLf9n5JSjABy9ElXXeaMumbMrz9gS6MJ98wBXhxCZ51SGfmaitm2d3LWa3VwlZ39i702cL7HtNBc/ZNYSSxWlEpzGo0nfUx77bX0OTy3H7Y9Nmv2ipgp7SQnX+3d56mi/ORixs8nN40DdenTohW3wMy2fwlCqYG/UsztleKC8dzO17Squnb+wxijWt0WZujODrov4FCrC+WyybJ2l5tJV9FrnUumhEbG8RzXTPpwwTQArIh8FuNCZb/W4Iqw3ndvwV0bG2u7TocKeXEtrBVBDjeqnO5ABopcYEhct2quMzDkBZrF8A69txbovP+AAAAADT1wBZ52O55qunxeRaBQmBCLKyMZcAjRHwqP8KRx5v9fDf7dnRdEMqoy9DUW3kkZJmmwc3IUOhbKvAXyUkzFYJ70EEgfolAjFn7smHiRrHT9faLPI6LpuTqlyiuubs4ilPf39OVWJVorky3CrYXsorj2p1tDDiJdvmsEedwzZiDq//7CwTJzcetPj8XXBnBIxryB7oUkLAAjBqKWDC1vYqRHjpoNDdYk4vZ8fehO3WaUM5aVSQAFm9nkSbsOnlJEAPLdFgsL+6oVV1N1XMn2fyO5YfsYwXKPJMcPlvtP+Q5YgzrgJlWAEJO9SzPFVW+Au/81edJflSTuaFIH7Qm4a+mAwGb+l2xXTwqjrXUcuJAUnJnWX8rDUZPYzfNLpctoqQWRslBFNAq6n8cAEqYhCStgHnMchZUgoY0+6zP1kjb7OtgVLxpXDYn8YQIWjzDFhb4xx+KIqaXYuH6B+YmVZBK4N4wte0HsT54Nw0o4IjhLfPDsPZJqqmifPmPPeYfjwbktvRqQFQaj7tGtNXSCOGUUbm3r0EClu+p3y2iiL3H3Kh5uo4YaROZRTGXBeADhWJz3WVZdeubGw4hVz96vOgbODK17dztv4TlhdkGh/YRG5LxMC8xYcbkbYDaDRHwxrjCBtmohJXkgL9UpRwgoM1umdo3wOa68QRf6Y5v3fKJmubnLvGH4igZrPurGiRLPLxextudfwL26qfQSzmyBGbQO/3sfiY9sGrHvpEOV3xLdggfGoKFaEHGLwp6m77mhp2NN/VcjJp2j124wu3mN8jKPu7fjIdfhbI6zJEk2A8rI5xLpjc5pQY4HcS4EQas1rzIrABpmgVsEKG49vXvCXPP1uY/wPNjx88w1AClGstD7t851jklOtc8ap8rFAAxRaH2RBmkK93OMisyCDV8JK6NTcp3Hj5D8ojOpmMBI5gknnITBR6E53nDWemTd+mWpsA0pRO2fmvmZqAc101HH8ie62QW2C2RUYQy3DhIMhtY+Gw0WCtANWP0zvBqRX1gNWjtVfcinQmmeMSOOr/8su46v8/6jKHSpMzvfADTVR8SEHRQqr0Wi7IRUxmbqCG0mzVT3DCmQ6hrVF8vZT9QCihAMKh0kAvqoCWb6alN2CJyJkHjpJcjuF9u1YW+mzePcZKRmKGWQVUHp6dUvQ2+uZ+M/0EeSoyBiPzKwvWgGfpR/0Hf+iZy7ctoSVXNRJWnbLlBKkd/TLR3KsE/0yztfUzRRjvWwfebTt/Dw/zrvauJKIQpt1W8RVJ1XsPB9ZI99sy7imfyXFG3ydO4VkGWuZGNTBTXL2o8zSCqIOqkDwQDzWrJ9PK0XqhN0kcxjqeaxdGie5WmI4a3fGXafAGY3+nc7Q3qAoWRlX6zlivtMIAFmFhYiytumhUDQgtWJ5lNY9PD9NoaL0PxuSUZTTugO52VoBJOUcsIi/JGow7W0UGf9QMdV+nJsyh7kdNfDWy3YC6jUm9uevY2SFGCdnm+tOqvA17yVs53PhlNKp0mi0CYTKMns0HgfwRztO0b2vO33BxoD6fi2SlKCwnF0w1mGJ5PPFMTAbvwxc4u3vzBq/4kDWZ3ppo/j+35pIsNqYUcPIrEvokjZi9lB3n0uzKQK7CA/26w5zwMubyvIPHZMrsS0r81cpvL7sCCXVTTyOG8Bpnb3N3HK5yLPhWaknDwjyP7cm+YFU113a44P/FrrBiX+lLskUzSIjde7Elks+Eo/1pIDUvy4rtyFMy5IMWNTg3Um/+hxWM2r5ycDapeJfe2/hZDKMw1X1CSjJoVgHJMKCkxEUeaIimXUKSrykYPmKZkL+CLGnQKxenNRFqQo+2Za0EFuvlCEks1+ZGWxD4AjS8mV2lrL06P7tITq8wYTMhg+zhifeT1bJ757I8Hfnck88fgf9XhYXBoSZmAmjcoQqH55gFQKwAGPHuzW6Sc56ibBRPfmj2AZlV/F2H7tF63gCM26IormhUwjsYM7cKwQmT9Q/cHgQOzOQRWSX4AjlTNPbXlbClD3a3nkExeENWza/jihwTAIh73SxuXKmTgbWiu039Wrq5+nCtcFXesovWLrtkT8Gok45rS/oi2F5319xpVhLoCXGxQlflCcWhj7OVnc8Pa6k+wUEswgKkMxeJio4kWy3oaoGEIvDZZ0rAipuP1cPxDfiRdu0FpXVwUdjgE0+0V7l18HC1i7tncXPdlmHB7WXAHQZKgwUikEtZkVRETCWhYf+ND7W7RPIhOQ+nN/c8/BuWdvswKrM9MJyaBwRku64OhgnGwEM3KdYWRYgUBw/BS9dxIC5ELaCsUhiOgvrWs7xdLbqNJRuzAf05126e0z8YJzkdfTZUmRYIr9llQa2OtxcsuaKyDcXSf7FE7971rqDnVmeRhZyvjPP0pFMUvQXg/Dc5sQNPq62B0ABKbOaGKDb7MoI8Sy8F5a6l1ktc718XZj+NmWxPtO1DkdhY7G1Ptz10ZU9yRiI3DKLG9qzJmpakLyXtFgt+Rrs5XqxRb030PEikXqC+Pj/t8k8f6VpKA2xgU51kMtpKSYBLPkrAwAhpl0wxj0HiBIIn7sg10Q6V5jWoOwcM3MxjKsLOKBaFbi2FlTVFLT6psUIXc9bHHf/HwjQ/EeAlXrjp/Ppg23bcXc2s1zLSY8fQ93C32obx/QD5KA350G0+CgjJXqi+j7ArCFhcCyA0qfJ+Hs8gQyxziFAOxQxzZCSZUhYUyOC9ch+XhZYVWeHIZ7DQPbpS4qhHLJ3Qq7dAdzY+/Ol2PWsQmPkMBGjk6YExvxKCg1R8/iDcj+mH6h9V8RDZTfeu0zu6/Ck+H/Xpbd6wVW0RIlbJsMMkOCEigH0LU8HX4pe/kRcuu/bu0B7vtEqx8YuF4Qc6VNmvirKyYfhsdCi63gLeoNzSk+74cvYmhwYnd33gzkMyfG5iqYDbO2oOof6l6vH+GDmBQ6kgJsDU1KhysYCGHBiM1HoH62RMe9oo6qGCHOC8uMx9j6e+FGg96Uu4OXA8NTFk1MvhyTbXGlZt1BNLwH2LxN4Mjb3CYo1vvQzWAzpxY7VjLjlUcYH6snZn0b0cvbRVKGXQB6+cB4yZUKOkecKcRniL9qLTjLhsunpMTzuqIBwVcVwBbA6LPQNmH3PCkXkpEfuxW+huKIq9O+2lCNBJYZ6XtvsxLQhcHaI7nbXRAR8Y/kdXM3kWkhCBNr9RDRR+qDqezxXyTR+2HI7uDYx+2f+syiFuDUIcwPSn+mEfdJLHbs6VTOcMDPSs+0BJ1DOVYYsLywXAr9rOaxiu09Z0DSIilW48XExxiGevWgK6PbIWW4ZbXhZaAN8tfh1a8q5M1+s0/3NAjiz8im8T/VHfqHZU/K2NJhXVl2v2HMyd1UE6Z52LDTH2/jA1oamXCP1iVUAMaaYqvCCi+tzuvSTJQ/P0gW/SKecRZzclSuyrDZxkTZsK7pS9t4R0HSNVwK7EKxFGshFBuA4n9ny6FmjzyXG5s8AApkYt0QG9fx8qD8Jrb4+ucpe+hr/HMVho6hozz9w2nxjoUf+xeAPklGlJ+8qZzNcBcZkKUmoZGf97XT3tkZriijkfWjusyvTtNXh/5lj35oVfQ66JoDJw5cbSDNc5qOIDRm5MM79GnRuylZDNzzx3NtIvjKJB9Rc0jL5TOzuY0m32MaY1YKOzRYguHRvCrTf4ubDcBD5XeDgXdFsoDAnOhhvDiXPdBABCwwPwMIp17myEt00lhq4Cib/Y13BzEpCPINtxaIF5DGhah3c775zMUoiH8ma7fyaTo4zrpNKi09ly235xpnhpoKdmoN2rpKRHhTK/Brged9jzvnV6A+c/VGKOi10e7FP/aBwHJa3Wfo/yfEikyf5q8k2IM9GjqTeXzHPiDGWmQ/5PzWE5MSodMyhgr7LTP80eB8ioA/1VDzEJnccKQJqFX7ieo75n0m1bcJRq4SNx19ujf+GKCrfd32LS3vTK4cZRSTIsMYYKYmADBurFizaeUSZ4gDi/5gfrdwuBj+ySkSWL0RraKLS739NIdKjoWMQHBoox3p21DQnCqBaPjOYECpJFDNtivGn2HBggpH/jQELjizq9JwKVKqHvLpttt9K9c25+mrILorhnAhT1vJhvZXzMFuBi9qfvyzf9VGT7hWqc3rexopeoxqWDFg++vGdeNjuCfRYK8OKTJEZtGmE/oD4QN9H4IDGn+PrHWhlw0uPzFogoJRA8aXzXJI2Z8u147UrMMEhh+xZBjn17jOZMqEM+Y2jKqatxLyqedk/Xjg8iNcSuzDr9jkVUdHvKiHU2gFlnfv7Ml7UvH9e8WhIWxGjheBKhq1sbpL4rNb5+6o3WgSKOMTLY8Ssw9oMUuqZ6aZ5+loXzsEjWFJ/dx3/GkS4m27RIEFsW4K9d8MzYCFIJhXgM5JETWzxez3DiZf8ADX4s8zlCgOLYdb8z+kyYdMaBcjYNQhO6/L/2qUa4OvaA2oIsdpsyCOWt17rb58DPcCfb80beTSRS8cGL6cN5VJfNZVscC3qReWLLrMnSqGj1EnnSCgF4gACAmY9Wbxo2tp5HQCG8bIx7mgRzrZQiZIikVsoR9Bmy0x72yzfc2COgAqVPfdx3MYAFaOBIiI0QRpl3ol3tugt4E2u5M02O4G98UmVpV0U7RsyfMZj2/EYSXHpVjuCyyDOym5HP25iqIaoCrbY0ossRPsIDsdWa3WwFWjdkGsKmN9n9yW8LXkBeJ3K7Lf/qJno/Gbd/SA0YAghXJxR16vb4O93GCqg6G3s4dVrZaMxYy/C9Qa+fi1eil/yHXgIA5C1WH1DG67EuM240Zu8fkl5mZgAiCo1tsYuszA9m4IxO46mYEqqHeBt/ILUJFmH5FBdowo2hItKO5A7o5aMhxvnB1vhcZHE7vdwuDcSOg5tW+TId+UoMVB5Tubgi8KP1gQ0UqF1a7KAwUpX6MSKUFfqh35CMyxnpvt5fJITFq1ALfwlZHWi7DS4umwEraLfM7TpPgIAjodH51OUhTEC7AsPVBPclMUfgSLLrczYpwUn8nvlkdwVx/e4FAW+VkWfzcwIOSihQkJ/lMf34/6wj7v4t7uyZRsVFe2rYC3LaZCQphhGJcjm6YvFgPRdmYbBbD0QrOx4fpQ6oKDGUjvik22jdck2pxSmYwcCYz1/HXsoR5pl6ej4wqittSmPPLd1Lz7EU62EbluP9jBY2Hs06vDCc6F8ZeZuCIR1tlVoAwl3T3Fs5oUi07sc2eCchuE96jHhnrcjBnTU4VDl1rE3Gb6LTOW0goXO2avsnVgP+OKoFEHgXgTv91jj66Lbviz33TT2f3yhODtr2hX0whWCHOk+kkfk5heNNhqvJjOT/N8uagvCij0rUUwBLJUtXaBBpqJduY1jK3qBItYVvGD3GywpIosAC3/N9BvOKUQPUsBmdYizDu+1+mBIooX9SVnNql89igMSPorMD2tcY4rTwV09LwNlynVtQ2LucLOiiQY93TR3oNqyj5kSZAenf3tJV2hqWsfbDsXzyJXKKtl1Ek1sACk6YFw5W7GP+W0SQhtv0R9lpfbfwNHebbkdQW9JmRygAEgT39d181cgx3nf5tbfh4B3pGm3EqtFd36e9NomyuGQEYz+zAQiAiYVRU+OsuuDbGh7uGBP59gQJ5nwPxHqVPhdswQwXvMxOHpLkDhr6pvmZYngix4oUYT8Wwdr3LYALTASnweDeHWuFJ1pMknGLLwwE7a6vl+7LLUUN4eizyP4Lu4XssLyR2LA9qhon5nqJ7Eii/zfVMkXdCuBChxOSrrgtvHApB31IQ8v08EbYkF1bRustxybpqy7vwdDjPCg7gX0KRbHrc2pZjQvORZjqKSsKHFMOzoNwz8jrjiEM/kbt7VWmYrOicrsdKfrgoiIUW01pR/5KPe2Lcl7O2ZZA1NcXgaARnQ/uXK/FBgkJ5YEhSx2PZM3R61gumJwg7d8Ke1qgyBvNw1cBRSKwUIzv9JvIhfDCEIxj0Y0zaUrL8eXz+n80OLyOuY0pKSz+pZA1zM4CLeTSMveH4MSMoREhkDbMxe3sr6aE0ifGi1+5SrGGQVYZrxQ4Y34cBzyN90ORsxxxlBJjUqrOTGtYdGji1z+WOxsyYStrCqTcBlF881aozD1fAc5f9wlDA0t3lneq2LrNe96CbesjeLe5N0zx4MgrJXX6gIxVcyoOIH+5YTTMEIrmTMw5lronErk+ClhZvnL+xLEmxQRJsctrknSKSnpvvZ0JYbUGapVHEIB90fM4GJoMrUfK4ZKRPCTTq9cTHEDuxgReGpcPdPa4lpJdCJcx/4kR1UYWGEAnhbBMaI26sKfO3zHDnRaVtnCh1oueRzcJhSt5D2c74jbCZojfHQxuhQc8Sj0mSfIiYomlZiC+0ogntrkgOJJSmUI11FzeJZgsQYCFPTWy4AAUTBh/91Q43wgQNcYUDsdE2I06ModTmRfGZOr3iJi66IyqXhRBx4xg94LqkJal6Lfk8Mcq8g2Hr3ClkVvUKvdXIbCNtce/2lYVBf7KGqAokMiT82cgJGTGvmlLeks47/uZHMWK7A/QpB7HBy+3WurGbfGdTO54EF8RzxpolG2DICc7Pi26FHNYS71kp1I5BvB9lWez2czZ3exRmtvrO2qgsVaiz/SRUlNBDMaapzc5yxhvY2w77/o9HDfT9Vd9G+PVTuoqMxl1tZSc5trCROQeMP7/7F1VnXbtFp7u/fGtjh/zQyLQSkibrKxKtak2k3iLcb4NgUvpVTfjkudbUk1dWm3+8o1s/LGCIHDZdja458TxAIcSd/2x120Fy2z+FNHCiqW2sIKlZU1F8fSZ0cFAsg5h9Gdc7uefGGrKJaiKcSedZwA1LdHsXm4d5OiiI68GbX38EjfygWePqhdHSNZIyijrox3ucVhykqeR+3aSK43AKfMvGvMtgAhMD/z9lTdksUVtbp/lAbLqcHs+IZvF4mFBEEHSOeLGXIPYcRTzMHcl2pKPLnLpZc2+7i71EcNpF+hJVvZLBgEusrF45S5waXIYLtkug6Bv92HJ64XTJ54o9ocS/6DWxLtAiOeOci2+ruRXRw9/s8u00apjP26IFuBHDYueZdYbxMryI+4u1wD3vDQIvoFyz8bTpOiytzwuNQlVJqmFCf1UDFWaenkcyzZrc4UBsG3+g+y3kI/OQltMYa8tu6A0Qti4DZEgQXaZc5MzBXO4usZrPV5cqIGSYaKcTY5nmK7MFxPspupVgI9yvSoro+AAAEASyQQ+GROfcqnp7lMgvNRLUNOSVbEiiwyl0WUsL6ZNFoSsrMifkHJU2nm+2RD7UibBaNgeGzMKGuSbCWrgg6VW0F2KSzZ7c9LzJuX7VpAqIV8XJveQs66oTPYmWjDkThEX9ns0UWWV4nL3J0hANbenRYY72zlBC0rqDcTmth2bvYdNoD5oRQ05+mUgQ46aHyiEaTW15RMy/j0ntK71kRu+KRF/aOvnuN8upxSYyxCGzCFMMOuE75Y11wGZGQlUkSj3f6H77UsMSVP18fzs8jXwGtFrw+DkgB8Ul39XPbAt8MSu7cnmfqbkpDKFoNVj3Ck9xrESFUEweXUxKB2/0yg+CAWuQARZmNBalNQGElcI7yDitYgMgrpWLk+Yxqoh/xKCvQPXySi7TJPZHI+X5MO869kraftcYc9CZBEZn1wxSzbN6rdvEG0mtLJje1F4x1dk4+ptHwVnxkzRVMUrgmWtWkUrHLuS+1uELSXK8OzKkr5BFdclaAdenyC/ueULCwhn1lpi2dUZemqdvXA2AsSjHIjBvn6cihbY+DH7z7Dk8turQUaG/5v6rRWKvclX7jifEDwcLMe/WsaChn0Uv5eJx6IGOSph3lz55xDfLLaC6RI3/fCjQ92AXDaNpvh6oLez392QLATpsjH0TGEcov7EGI+YvwApDKBoEtmIkUaYwsnZeOxyk3Dk5FGmIzFA+kwJQH31Rbp8RaiwzqGeNDRMAmHf9Cj+qbqSZhJJQAAI5m7DX/6oov4tn9zuNlKAOCOiWZv7tB0SV1Wa3AROGIetVDZUleHeZ4Yp8ADJNwVaLGvfKPouXkAVQ3wrAAA7TPzid+uaYzsFejk3gXiiKUwvA9FGHNHqry1gxiaDDkEXWRZCRMp+LOm0/N3WbXqrIy1mjRPA8CX5Bjuyc70po8qz6fPQRMNi50Ei/mKiwJJhiiKDtaEAXQqXsdc1IuY9PCUJwFOa5Xt3uZB9UDOrX9nzJOkCLHCQE9vKC94HS3qg3trTC5lQP73065TTZq174/xzB4XNNz5SiwCJ1EJWvxC6+y7V0AAABplu26bpECrRKes9qdUqbT/YgduI9ge1c9fpcAQtbYGTwGQ9AWcKd8RbdDv3xfmMeA2DjsBHgYiG698PXXqAroHgEsSR1yktLwAADYyh9I7/7cLZq0M+skqFBYJiDX9H+X7mlGNmIvm4xhvPHsrGvYDboEvNZbEtouCB8CHRakeYUatjEA57kgl8n8lNU4A4LDEYdIiREytTdGIuBycDJw2qFSupMaWHUmgbwOaewYWS+mdh4YQ61ySJWCWrF8ANPOaSwgaDbuFGQHwQlHo/tyzmxs/H2xH4C8UweJeAOtwsB7VCO70sl3EWvyBNf+QSawaqc5bpdq12r17F4ccsnPnbgAAAdVsudeBgi0j7xW9wlAde0yQNrmU3lsan+a7x7GxRZeqhyn6tu1a7UAwS/c2SXJurWkCseOfiivC3avIpmdtkYBXEat4dLiDtQeDIOOpGIMMpT3JsCIwYsM7u4GnmQvJt+jSkX31CHTYL3wF8gNqNBm5sZFYGJhuwPDWTR/vxL4v9MrMxT6GnOWXcDf2+KMQB9r/mkccbk6Xx1pK6lKaNcxhFYRm6XCaenpx/i564C9OO7UopQu+1zqX16CJbRUc3GpwzvPDlpgXnTLOnQeIJcwLu2cYkbN4jIf6GnGixs8YIk89X0IN7l3439M+md46srW3P6V69IAxLf9NYkZT/fEKfrnxiDtm1TD4sID8KNcAainrdO1UsUqnpt7Fxj8DR74knPT7qH4QO/AMMS3rMCbZNK+fzLRH4FmzFOOQjVoulSm31WvcKMer3SP2/pFndjw3dKtp9t6+h2P5zs/Vr3oVzZjwH82V+IH/lMfSua4qn3Ss51/KgEA6/ekgFwt8DUHl7FID0aGmf45gwr3YCTDbhFNhdgVNX1CfXdNszK0hUAD0tWsBhJv4wPmPzWZFG/f5l1fIPhi13gLzU8QmRllAOfhBP+2LraIAF6153xJ72Hxx2TvpNc3owkSzisbcjC3PX05EaTpIwiPeosHEZrK5lC8dOADynfs/OxLjXaxLmexmxuOA8+wRazcfZY+7Wvkn2/h/KE2jvyFf+sTZlByclquQ6lZKAUjzQpJ6JPSduRhaJHezd7gWxScw6kat3Pz753c45A/6Bk/ttK8Z5eYWMAyYDaxD9t7q0UBGy1pQqRyVD28JTA/LjKCnrOmvGDkLRnHDohUvMExcNX9JHmWJAwc2qBFtqcM4Y+W8nYBfyO8TbM+bCYtV3NM91xFpzqO6zqzMGpaJbVtt4p72OjK7xl3dLvSW2eVbV4gslICzhSIWktlElvme0YDWBSj0CgeWUFhIQTL+gd0PUIFoTjBi8lsLgBq/cI/47h+29oPLF9cUUq2TgmP0ftMOln/8bzEF03oFm+NK+8XKYUo0MnOYEYWv995CRbtQCfCOCEf+lmAqzaMuLMVk9rVXESUf8CJSW5bIB/GPrfNqDd6ZwDHNEQfEeRZeKsRdACjf5e8ywOAS+UM7P0aV+WpHWhowdBJg+pSJZbdHev7HDocdui8vGVl/l9A7EQwDu9WCayY/cPiopYOWJrdh1s0ddxMgNEplhhEnj9a9SEVa0GuQKL3cjcEB+YyjPIyoDEoHPw9aZ52CfNmIUPgKeO0ySPS26Vo9eJOqt3Vgc0Ua1xqebEn8ExyaJYGmr3Z2r2SzEjIFsSlDuDPlIYHBMeRGwMWud0Cyd1f1HBxxgpamWpVGYqG770fhvLq05CtN9OzEB7BvA51yxAtMneWRlXqs6IcR6leYBtMAxWgTAjAdkXHX8USRM/ccrNj+5OFlTQcEKuJiJJHad2OiXnkuhrPyzAYxMHg2IfI0ThnsvolUvPpdufjZGiTmlfabsFkK8glrcbW/VB4pF/xJZF4Yc+j9MrytU//LXu3BD1Lf0f9Mn19/WH0YXWMDCHuJiJOrGlly2AbrX44NphqJor6URrrDqCB7FCUeptSRRPleiHx0/K4v+gte3RdgOm31UA6uxs/bQENSuvejUW4ZUVBmN51PFQEqVKQaIw0i3jiLSZAf3l9ZiKKg629nRvqp5gwpZXewPHaKADb5xHKRsjH3q6cjd/DM5yHpOGqB/nfn5LKqm+ErWOOZb2EjtJtenexE03vTjkiOqCI5zb3Iu8NYIdWHFqQrM/SOyvM4SFU8tg3A5YpBec9CxJTJLSnN00jfPbQz9rDq8+uqQvR6sdkHmNmW9Z430mt9FGs5OxMsYTUwh/2/UTn0ozQG+rgijEpCoKezC1/7mqEfqU7r5CWfjtiMQglM2UZjsVFul6DBlVgJHi8bkyKSDdWR9R8q4YTWyXxtTrjK2lZ4tZtjYGkDpIDyX7nUHdlIAdEjuDvb76oT364VZZjsNXgZ7ApVYYOIQZAUGmG9WBOZ0VjfO8pyDzAUzp26Wa6M/Uc0gmhaib6XZyfwHn973WZVdDjrwQ2h0ymoDZgvbTOzsZuOlRJcKLi1/cZB0BDKN/IcdSgJMAkAeHQ2l2QcEUZaLFH+MC9ISl3hXTJkr4p+leacCzVgf4eLPb7gagjBuJZ5ySEIHGf8A9tsI6bfQG8Ax1Wo2UC02Vt9noFZZN6zbbig4TBrTeDaJQOFMzoAHagiZ9QjUHe07ADM1Xhtpx2QRAjml1+DX++UTuQ7atQRe+ye2MdOKEKFHa5g5in5VdQjDNiANbxQuWJcqI2CuDTpteQ3QApimHK0ve/f1ob6mNmNFs9cNBhNhMBZIfJOoQ3a1/6yfrhbI5pPmXbTT3ZsGZ9Puc5mwctOP0wDxveAAODbNhgxvSv2jQp3GNFow0fN1DXAnRNPNXgQTXAFahadGPlApkjWZ2UAEwvtB0UZyE3Baf5kmD/w6OmRLtkVI8SI6H9g4GVwSXseHvHtXeLFjAmbYUBLuRIXDuBm4OKpfIjCCxEjnfin1nDXNneRn0v2lEegPxfTADPXITvxAUazr11INxTIuVsHiiyCYgSCorBFRfcCBr4OM6tJsECnjmaG8xG2S8xOxqThgbx1hFb8ePZh6T+A0lHFvQv66YS0vopCHnfXG+MbJgeb+nDfs/+Y9xQhT+Obr0Kgcu5Rd6CwjgOvWyj1OWczDBvuR5ueAjpYCCb/NFZ1C76NEoRs9deP7+n8Nc/MpTlfy8rLTalBIXduIx8X6Wxvj3ygERdf72naRHc7cevEP2us9JFnvvSbRudKPjL4PF/1EDaTgsHSIWOAfj1EIhOXEFwlfnBEMRYaXtF37MAnEaojIvjL/N3/CMsRbJHLLCYCV8aSnPuOKfzzdivJ0gHGAmCE14aZohYfG+Ebu4mEYDTWK4Z6gvPaa2HhEZrMLNXfgLmYhyC359eXy9kSehZaem997IEQysudRDOYR057O/ngBvMkfVO0YRnzwP4bIKTlFTKabgwdkfl/dbBuQCx8rTQ5Edc2w8LEH76aenqjLwcSFJh4r+Trc9GE0g1Yf9vaXr3YvebqmLQ0Ld9mjTfhYSrYyzgPZ6zuBjjgMsLuAtMKfhoP8lcy4xgvPvovnco8N8fGSP53xTZNO/cwqytzLoyKYzfwnuDGF778z3UQva169RWW0S72IdORVX9hFMt0UQtgVEjF1r9Jjf9fvu3eHR2kWIVj0uAuiaxvydq2+sVV1UL0hAl7Ts5MksALrwVVLLup2lbaznoNsulgssEV3OBcn18FZt5Uc6n8PrNAexC1M6L2dHXpeUu7WckuX950SiQad6k0SeTCpawyK/Fnq7UMtCakUXX1zL8F1tyHBEvyWzBz+Ihk457pts1lB2xWN5efCFLbJNZIu2y0y7DBs/kmM2twwpztHGZITWgLxIgu2wZrRqa3dp2LCf2uncj0jIjVlWbOYvMF1zcDt8Jz8AjIBjAG8b0wbDFY6YLSi5kb/0hCD0eYei457QxlBr59GaOEp6SvnvfbifWtWpprNVALGO6AXAjpt76LLURUhC0nIFqE2Ye7p2GxeiU1QHXfwNeGSCPZ+z5eALOr5xxs/EGSVs8607yatIGKH6NaFpxjMZgBZ3Z2//WiSJ0r99OoR3vqTKkYXqDee4EmSCeeUIZ5YiI7EKH5By4kK3IUpgaOdHMyIMtLqeB2LObxUg8UPNRMMiruBk2opOvH48MkuxeugZSza7W7rItQ9Jt2d8jvmypL25dytdHhYAffpVq+to2RwjHeOscFj/zE971uaSQLfhCrRYGyEEViLJRC0znt/Zo0swExKYzz7QPqxrP+6ZR93lJS24hGvwHy6GiZPU9EkjEBG6fdSkyUj8z8G/utO7EJXXvpQH2AkBGP4aR9hpH7mQ6bvs+e+64zY1UlXov+2YoYvdO/zni5KyeTUrbivIXRPt/QDZepTW3mVWNexiCyuTy/Q/B3FSNHNQjBQcH5mgD8oy2hS9YziICSvy3zoTbtC5yfzsN0vQSxc1+iXo/2z2iwfwFRzSCFntNgw229dwZ2mkMLzbr44ZQSN9DQz6q42EBxMiVnftN+8gDh4KoGSTok2Vl2K7mQgxf1cu04/tzW6tQLwXlF1OU7fd30E13BadT2irkyzzuJhjqAH/tx2QyE1OPkLBJCCZIcawpsuxhz7lNgx4gOEIx8dv2Wance8qUtX+/R5AVZwEH8voUyU+O3JGdXcGumhSsQFMFtEfAHW0Nautwh2zcNQReem/LOTnDd5FTq19RXzaY4+625f0vC3x9Qe2C8JkBXBod4jMt1T63xUYG6CSed0N8oeRJ0gpdlGMu2u1bq5c1vplFtuKfpgTdHYhsdKk6dM7a7j1E0+WEF6aFaClAcaJBGYLtBxUNcn2IGxJMT3pykvsRoL5mTUbuZAjUx82AZVZMw/rSTRLpVKI6O3KpZgn6Y427TpCbMf1LrPdmvB+NZ+f6S8jCNuRQfjavL7jTpS1rxtWYC0AjB7d/e46o21ykv6YTKRiuzhv6WiDuLeUHGIaFCH+ST0DuhMKBJLmhc58tZajUvt8EXMCSDt2YJ56pJQxsxKFWJFStWvXjDu1teSaVFTlcLMd0zA3EOyN4P92xa/xuu9a22iM+e0/iwPc+z7MClbbAtFt4NuHXxZhyAKLonNunP03BD58/ea1x4KW93W/FAUt2bFLFUDq+EwvvgXdzUOh0UUDMdxhfo9ppd3UbKPyEcBwptA3ByZLVfEwCBNwZlZi/uKSqRQp04EyE3q+8+EqlhnPDElnRlH0/XKs6Jd21HmoeX/dIFkkmr8ARPKCPpkoElXEKd2XdXaTQmyBmi2SGMkuhBL8X8vvoqUtOiWztIRJo1z+I3SRxo7QmrKiCEq7qIsDrMWTXjJcsrJA9O2jgExJr58A5JDy9beuEUg93g/V0cIizXLLyj0L/ocQDOQlkQynflvWo71FLxkp2Ka2ORTE2AHLqJuxHMM80vEqAdcAjSRMiX5tPuZQ6p80kG4Fl2xykB4mSEApbe1AMt6MvOR6CwRGktgGRppc+sedGZzCw6vW0G+g5nPMD360yVT2FsL6T66Pg6EMGltoYwEigKCY9eVo+m6ekcuJKeNx9cHIVPuJwrptYK4Db9rMLxRfbjCPnAIUbFFKE6ThLM/6Iy1AqqA9xM1lUcx/dfrrHJheN8W8+8X9avpgWBnz1oD61/PPEIeb5rGDo3n4VA2L+MOrc3+eLUOD3xlXNBCdq3CpJODZodoqRAf8X+5bkoK/1HUB8zILDsm2AUf9DEWNaQKXgQ4U9UP10tD5qB9VPIFhsSqbjtrcQi0oT9QeP9sSSJDMWXFWQblmAomeGZ0am3AGdERRWesKOxP7Ta90lA/2+WhuYCq2d9CaLZVsVOXfMDsL/Slt0CCjjYADxigZ9OpZuKRWm2nWonwvFLL/acVE7yKMj5EZmLspckW0V5lwCHMPYoY/k3ST/jz1Fix7NFXO9iLXSq8LFzJs5we44arnmVZsV/RjQO11JFNib6buQbCqoSh+w2sG1w/DIlpSynJ3so89RVy2mU4udJN5TmoH6dYv86sK4FCVeMrLRHGyDF9TIIbRhByZ/k93Zq7efrZLtmjWx6ROD5VAOpUGXVpKR/6WC8KqJmL6JAVI9GO5XmlKGA1ngdgPwF6Iw/R3QbXm7g/gr4QYSq+mA1v42xubW+ppFbWjel0b/N9gVCk7XcN3B+NPqp58c4dWnHAvKUoddC2Ls4sGiF8e4zYkML68unLwJfgOs7uErWh6iG+AX55dxcgV8Fz/A2RClvipS80GPzHP32wMsTRJMTpmz47tCKp833/zBdd6UezhbNtwUsz29B5sYiizBiW6SG8wosnN5BWceu76Ata6AeTxCCMG+I9GgoX+Qo/fcpMnYSodVGRJU85RX3WVYWuCDt0tp8bYbZxuoljYQK9vKrjsXggr6fEenlhRvF33WztvqqGylHHn2bz7VW66jsV0f97+gWUWv73e6Ox0/rTEhfWGKhiB3dFcijs6Uby4BPw/K/5s9+DcuwDFqhfXtaLDZwYxP29ucwy/8G/Xx4udygzD+3foqiQhD7wMYoSzWqeoCqR/ZYOrO5uuxB3k1scE2eo2jxsUKlsCyD8EhmO3RfOA6hel81VRyIWSZKthv1jPdM0b8ORCx6UZJiObNDPPaA9ll+l/YWTPDxaiDmC0VmGLhw2pfXz2mcxyPv3KkybCv6EWTh0BylvW47OqR33UM8Zo1ul2UWiipVn4kgnY1bO3K9g935u7qCr5+m/cfL/Z8iw0fZXkkk0CIn6lluAdWOLUCUZyzHzjSK/2V38Hb9vU6HvlgrKeiqSkZjIGW7BgOFRmS6ddmarYtsMpVqplMIpNRzwsv8HEbfASS9TJsKhxzI0aogDrPDJdrBX7EsRRftnjHK8Gn3DiJ+B4V6AslPo6Vfz0RNv6dNGwZGqI88CF6UYGTb2lc4qcNZUqemtyNRnI5BAZI+CLm244bBwTjE/8ZZ6DCIWaBEQW3HFnqKj49zhbJX/LIMhmKRATtRYlLEug2cdHs4yBtGpYNFfRRdCInjeSZhJWYOAxl+QGC7pSJHcmvOjb/VyTLtDPoJFILu+AEwwVWCW0UN5BjpT3uQSzf6v4M1TIhfDyQ4bhO0tv5aKwhqynkU8cxsnGaH3YWt1H6pl/KO1gPu/fPV0vMAxUmKos5kuBJ/UMIZaE9fFv32mVcFhCzpnEmYrD34jyrRcJ7F5K+W13Dy5Kri6l8kstqr9E6XCxnkBm9jJU5jhBSUDmonOOGMyoM88tbtcvI6mCRSnSbIl+/zjIeGJn/laup/Tc1of9gkp8pZJgk354AfO8ziYtwEsO/BbH0XsCsxp7LfNJzI/ZwQ9hKPdJDHg/ExC5tC2toEpZEicc2YeCcVq5i0nj2uowDJEhwdZsbrHNM836r+jeY4cm34qg/kQIFsBhs44bmuEqbHqJV2sP218zaVts6MBedtMGVm/bvHZGlydPrgno25CYt3jbrhU+jawgSV3LhiVaGJEETFXRz+94iCxMoTkiPpZpr2JprKJdpy/iun22bVw1NJCZ+QckHMtRK3hqwwnhYqLQva4QajlWyjOsG86F/raz7UagPDniAVkkDH4zPSUpTUHb3LFDuYeM4M0aShmxqSIVbtFkR+8WzzJe03+mw/HFwjgDVUXxlNOX9TiI44wXVOA5/RGsHkv52Y/SDB6G5o6ejc4s8DWqKGXgZfSFcH7DtkIQtRQ0a/8B+M3lyJcO8/LwkKDWJ36AdR6Be+oWS7FCAM1TIgBf+QGhXtoriYjut6pUlv3HZ2jkCgQKyFQ2395keGwEy3por1uXTRCEgT06KZbS1dJLn7Wet4fmujvDwjGOH2sJuzdkpAnxpg9cPXTwDay0+xtzZTPWFCf2ekgH3SKyK7uL1Ct25o0848/7lHJ/8QUjaTAJRHBB6+8UUzL4bR71g3zKvKQZgyRGHpVMyRN2j67ix73HIdHp3iH8flE5dzzgcQNRzIscRdGi3Z4OeyndsNIvm5OIAAAAA",
      "name": "Microtec Infomática",
      "type": "matriz",
      "email": "microtec.informatica.cursos@gmail.com",
      "phone": "(85) 9 8114-5217",
      "state": "CE",
      "address": "Tv. Vila Antonio Justa, 557"
    }
  ],
  "students": [
    {
      "id": "5a231b04-b95c-4026-ba37-bc7b8144f646",
      "rg": "",
      "cpf": "035.945.223-00",
      "name": "Sidney Gomes da silva",
      "email": "sidney.gomes1989@gmail.com",
      "phone": "(85) 98218-4888",
      "photo": 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      "status": "active",
      "classId": "bdae2b7d-c40e-4f22-9dc7-13ca3ce2c13a",
      "discount": 0,
      "birthDate": "1989-03-07",
      "addressZip": "62791-000",
      "addressCity": "Redenção",
      "generateFee": false,
      "guardianCpf": "",
      "hasGuardian": false,
      "rgIssueDate": "",
      "addressState": "CE",
      "guardianName": "",
      "addressNumber": "557",
      "addressStreet": "Vila Antonio Justa N 557",
      "guardianPhone": "",
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      "title": "Contrato - CURSO DE INFORMATICA PROFISSINALIZANTE 2026.1",
      "content": "CONTRATO DE PRESTAÇÃO DE SERVIÇOS EDUCACIONAIS\n\nPelo presente instrumento particular, de um lado Microtec Infomática (CNPJ: 13.498.169/0001-65), e de outro lado o(a) aluno(a) Sidney Gomes da silva, celebram o presente contrato:\n\n1. DO OBJETO: Prestação de serviços educacionais no curso de CURSO DE INFORMATICA PROFISSINALIZANTE 2026.1.\n2. DA DURAÇÃO: O curso terá a duração estimada de 12 MESES.\n3. DO INVESTIMENTO: O CONTRATANTE pagará o valor mensal de R$ R$ 170.00.\n4. DAS OBRIGAÇÕES: A CONTRATADA disponibilizará material e instrutores qualificados.\n\nData: 12/04/2026\n\n* Pelo presente Contrato de Prestação de Serviços, de um lado o Aluno ou responsável acima descrito, doravante denominado.\nSimplesmente CONTRATANTE e de outro, doravante denominada simplesmente CONTRATADA, se convencionou e contratou.\nConsoante as seguintes cláusulas:\n\nCLAUSULA 01 – Em caso de atraso será cobrado o valor de R$ 2% (dois por cento) por dia de atraso e R$ 5,00 de Multa.\n\nCLAUSULA 02 – Em caso de falta, não será possivel recuperar a aula em outro horário\nficando livre a contratada de recuperar a mesma salvo se haver outra turma em outro dia e horário que estiver no mesmo conteudo ministrado e houver vagas. e em caso de nao haver aula por motivo de feriados ou força maior a contratada ira recuperar as aulas que nao houver no final do periodo do curso.\n\nCLAUSULA 03 – Em caso de desistência o CONTRATANTE (aluno ou representante legal) deverá comparecer a CONTRADA munido do comprovante do último pagamento efetuado, e solicitar por escrito a sua desistência. Fica estipulado o valor de R$ 90,00 de multa rescisória, estando o aluno em dias com suas parcelas e demais débitos.\n\nCLAUSULA 04 – O não comparecimento do aluno as aulas por mais de 30 (trinta) dias será considerado desistência, e cobrado os valores da clausula 03 (tres).\n\nCLAUSULA 05 – Fica estipulado o prazo máximo de 60 (sessenta dias) para atraso de parcelas e demais débitos, após este prazo será efetuada cobrança via SPC (serviço de proteção ao crédito).\n\nCLAUSULA 06 – Não será tolerado atitudes de insubordinação aos instrutores, tendo em vista que suas ações sejam coerentes.\nCaso haja alguma intolerância por parte do aluno, será o mesmo advertido. No contínuo de seus atos ilícitos ou não condizentes com o ambiente da CONTRADA o mesmo será automaticamente considerado desistente e cobrado os valores da cláusula 03 (tres).\n\nCLAUSULA 07 – O certificado será entregue ao final do curso tendo o aluno concluído o curso, com nota superior a 7,0 (sete) em prova, e estando com as parcelas e demais débitos rigorosamente em dias.\n\nCLAUSULA 8 – A 'ESCOLA' compromete-se a prestar aulas com 01 (um) aluno por microcomputador, e repor aulas que o aluno tenha perdido por problemas internos da instituição ou seja por falta do professor ou motivo de força maior.\n\nCLAUSULA 09 – O certificado será entregue somente se o aluno concluir o curso por completo, e não ter parcelas pendente do devido curso.\n\nCLAUSULA 10 – A 'ESCOLA' compromete-se a presta um curso de alta qualidade didática e informativa, e efetuar restituição de danos que possa ser causado ao aluno.\n\nCLAUSULA 11 - A apostila terá um custo de R$ 100,00 (cem reais) ao aluno para acompanhamento de determinado curso, para que a aprendizagem seja satisfatória, e terar um prazo estipulado para pagamento nao é necessario pagar no ato do recebimento da apostila. (a Apsotila é obrigatoria para a fixação da apredisagem)\n\nSOBRE O CERTIFICADO E RECONHECIMENTOS.\n\nA legislação brasileira regulamentou a categoria Curso Livre, que atende público a partir do nível fundamental, com objetivo de oferecer profissionalização rápida para diversas áreas de atuação no mercado de trabalho (ex: informática, atendimento, secretariado, webdesign ou na áreas do Direito, Medicina, Engenharias, Psicologia etc).\n\nAs Escolas, Faculdades ou Universidades que oferecem este tipo de curso têm direito de emitir certificado ao aluno em conformidade com a lei nº 9394/96; Decreto nº 5.154/04; Deliberação CEE 14/97 (Indicação CEE 14/97). Não há um limite determinado para a carga horária, podendo variar entre algumas horas ou vários meses de duração.\n\nLembrando que Curso livre não tem vínculo nem reconhecimento pelo MEC/CAPES. Esses cursos tem validade legal para diversos fins, porém não podem ser convalidados, validados ou chancelados por escolas reconhecidas pelo MEC/CAPES.\n\nToda Escola ou Faculdade de curso livre é proibida de oferecer cursos de Graduações como OFICIAIS reconhecidos pelo MEC/CAPES e, nem emitir Diplomas como SUPERIOR. Somente diplomas livres conforme entendimento do STF (RTJ, 89:367), seminários ou escolas religiosas, podem emitir certificados de teologia em nível de bacharel, graduação ou superior para os seus alunos, conforme Parecer CES 241/99, CES aprovado em 15/03/99.\n\nNão existe legislação específica que regulamente estes cursos. Os cursos livres não são passíveis de regulação por parte do Ministério da Educação. Desse modo, a oferta desses cursos não depende de atos autorizativos por parte deste Ministério, quais sejam: credenciamento institucional, autorização e reconhecimento de curso. Os cursos livres têm como Base Legal o Decreto Presidencial N° 5.154, de 23 de julho de 2004, Art. 1° e 3° e PORTARIA Nº 008, de 25/06/2002 publicado no DIÁRIO OFICIAL – SC – Nº 16.935 - 27.06.2002.\n\nAs escolas que oferecem este tipo de curso têm direito de emitir certificado ao aluno em conformidade com a lei nº 9394/96; Decreto nº 5.154/04; Deliberação CEE 14/97 (Indicação CEE 14/97). Não há um limite determinado para a carga horária, podendo variar entre algumas horas ou vários meses de duração.\n\n",
      "createdAt": "2026-04-13T02:13:38.676Z",
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      "title": "Contrato de Matrícula - EVILLA PINHEIRO DA SILVA BORGES",
      "content": "CONTRATO DE PRESTAÇÃO DE SERVIÇOS EDUCACIONAIS\n\nPelo presente instrumento particular, de um lado Microtec Infomática (CNPJ: 13.498.169/0001-65), e de outro lado o(a) aluno(a) EVILLA PINHEIRO DA SILVA BORGES, celebram o presente contrato:\n\n1. DO OBJETO: Prestação de serviços educacionais no curso de CURSO DE INFORMATICA PROFISSINALIZANTE 2026.1.\n2. DA DURAÇÃO: O curso terá a duração estimada de 12 MESES.\n3. DO INVESTIMENTO: O CONTRATANTE pagará o valor mensal de R$ R$ 170.00.\n4. DAS OBRIGAÇÕES: A CONTRATADA disponibilizará material e instrutores qualificados.\n\nData: 13/04/2026\n\n* Pelo presente Contrato de Prestação de Serviços, de um lado o Aluno ou responsável acima descrito, doravante denominado.\nSimplesmente CONTRATANTE e de outro, doravante denominada simplesmente CONTRATADA, se convencionou e contratou.\nConsoante as seguintes cláusulas:\n\nCLAUSULA 01 – Em caso de atraso será cobrado o valor de R$ 1,7% (dois por cento) por dia de atraso e 3% de Multa.\n\nCLAUSULA 02 – Em caso de falta, não será possivel recuperar a aula em outro horário\nficando livre a contratada de recuperar a mesma salvo se haver outra turma em outro dia e horário que estiver no mesmo conteudo ministrado e houver vagas. e em caso de nao haver aula por motivo de feriados ou força maior a contratada ira recuperar as aulas que nao houver no final do periodo do curso.\n\nCLAUSULA 03 – Em caso de desistência o CONTRATANTE (aluno ou representante legal) deverá comparecer a CONTRADA munido do comprovante do último pagamento efetuado, e solicitar por escrito a sua desistência. Fica estipulado o valor de R$ 90,00 de multa rescisória, estando o aluno em dias com suas parcelas e demais débitos.\n\nCLAUSULA 04 – O não comparecimento do aluno as aulas por mais de 30 (trinta) dias será considerado desistência, e cobrado os valores da clausula 03 (tres).\n\nCLAUSULA 05 – Fica estipulado o prazo máximo de 60 (sessenta dias) para atraso de parcelas e demais débitos, após este prazo será efetuada cobrança via SPC (serviço de proteção ao crédito).\n\nCLAUSULA 06 – Não será tolerado atitudes de insubordinação aos instrutores, tendo em vista que suas ações sejam coerentes.\nCaso haja alguma intolerância por parte do aluno, será o mesmo advertido. No contínuo de seus atos ilícitos ou não condizentes com o ambiente da CONTRADA o mesmo será automaticamente considerado desistente e cobrado os valores da cláusula 03 (tres).\n\nCLAUSULA 07 – O certificado será entregue ao final do curso tendo o aluno concluído o curso, com nota superior a 7,0 (sete) em prova, e estando com as parcelas e demais débitos rigorosamente em dias.\n\nCLAUSULA 8 – A 'ESCOLA' compromete-se a prestar aulas com 01 (um) aluno por microcomputador, e repor aulas que o aluno tenha perdido por problemas internos da instituição ou seja por falta do professor ou motivo de força maior.\n\nCLAUSULA 09 – O certificado será entregue somente se o aluno concluir o curso por completo, e não ter parcelas pendente do devido curso.\n\nCLAUSULA 10 – A 'ESCOLA' compromete-se a presta um curso de alta qualidade didática e informativa, e efetuar restituição de danos que possa ser causado ao aluno.\n\nCLAUSULA 11 - A apostila terá um custo de R$ 100,00 (cem reais) ao aluno para acompanhamento de determinado curso, para que a aprendizagem seja satisfatória, e terar um prazo estipulado para pagamento nao é necessario pagar no ato do recebimento da apostila. (a Apsotila é obrigatoria para a fixação da apredisagem)\n\nSOBRE O CERTIFICADO E RECONHECIMENTOS.\n\nA legislação brasileira regulamentou a categoria Curso Livre, que atende público a partir do nível fundamental, com objetivo de oferecer profissionalização rápida para diversas áreas de atuação no mercado de trabalho (ex: informática, atendimento, secretariado, webdesign ou na áreas do Direito, Medicina, Engenharias, Psicologia etc).\n\nAs Escolas, Faculdades ou Universidades que oferecem este tipo de curso têm direito de emitir certificado ao aluno em conformidade com a lei nº 9394/96; Decreto nº 5.154/04; Deliberação CEE 14/97 (Indicação CEE 14/97). Não há um limite determinado para a carga horária, podendo variar entre algumas horas ou vários meses de duração.\n\nLembrando que Curso livre não tem vínculo nem reconhecimento pelo MEC/CAPES. Esses cursos tem validade legal para diversos fins, porém não podem ser convalidados, validados ou chancelados por escolas reconhecidas pelo MEC/CAPES.\n\nToda Escola ou Faculdade de curso livre é proibida de oferecer cursos de Graduações como OFICIAIS reconhecidos pelo MEC/CAPES e, nem emitir Diplomas como SUPERIOR. Somente diplomas livres conforme entendimento do STF (RTJ, 89:367), seminários ou escolas religiosas, podem emitir certificados de teologia em nível de bacharel, graduação ou superior para os seus alunos, conforme Parecer CES 241/99, CES aprovado em 15/03/99.\n\nNão existe legislação específica que regulamente estes cursos. Os cursos livres não são passíveis de regulação por parte do Ministério da Educação. Desse modo, a oferta desses cursos não depende de atos autorizativos por parte deste Ministério, quais sejam: credenciamento institucional, autorização e reconhecimento de curso. Os cursos livres têm como Base Legal o Decreto Presidencial N° 5.154, de 23 de julho de 2004, Art. 1° e 3° e PORTARIA Nº 008, de 25/06/2002 publicado no DIÁRIO OFICIAL – SC – Nº 16.935 - 27.06.2002.\n\nAs escolas que oferecem este tipo de curso têm direito de emitir certificado ao aluno em conformidade com a lei nº 9394/96; Decreto nº 5.154/04; Deliberação CEE 14/97 (Indicação CEE 14/97). Não há um limite determinado para a carga horária, podendo variar entre algumas horas ou vários meses de duração.\n\n",
      "createdAt": "2026-04-14T01:36:42.874Z",
      "studentId": "311709fb-68ab-4168-8684-887b5ec2d731"
    },
    {
      "id": "17654e0e-7f52-4e92-93a2-c79e87dbe72d",
      "title": "Contrato - CURSO DE INFORMATICA PROFISSINALIZANTE 2026.1",
      "content": "CONTRATO DE PRESTAÇÃO DE SERVIÇOS EDUCACIONAIS\n\nPelo presente instrumento particular, de um lado Microtec Infomática (CNPJ: 13.498.169/0001-65), e de outro lado o(a) aluno(a) ANA CLARA DA SILVA NASCIMENTO, celebram o presente contrato:\n\n1. DO OBJETO: Prestação de serviços educacionais no curso de CURSO DE INFORMATICA PROFISSINALIZANTE 2026.1.\n2. DA DURAÇÃO: O curso terá a duração estimada de 12 MESES.\n3. DO INVESTIMENTO: O CONTRATANTE pagará o valor mensal de R$ R$ 170.00.\n4. DAS OBRIGAÇÕES: A CONTRATADA disponibilizará material e instrutores qualificados.\n\nData: 14/04/2026\n\n* Pelo presente Contrato de Prestação de Serviços, de um lado o Aluno ou responsável acima descrito, doravante denominado.\nSimplesmente CONTRATANTE e de outro, doravante denominada simplesmente CONTRATADA, se convencionou e contratou.\nConsoante as seguintes cláusulas:\n\nCLAUSULA 01 – Em caso de atraso será cobrado o valor de R$ 1,7% (dois por cento) por dia de atraso e 3% de Multa.\n\nCLAUSULA 02 – Em caso de falta, não será possivel recuperar a aula em outro horário\nficando livre a contratada de recuperar a mesma salvo se haver outra turma em outro dia e horário que estiver no mesmo conteudo ministrado e houver vagas. e em caso de nao haver aula por motivo de feriados ou força maior a contratada ira recuperar as aulas que nao houver no final do periodo do curso.\n\nCLAUSULA 03 – Em caso de desistência o CONTRATANTE (aluno ou representante legal) deverá comparecer a CONTRADA munido do comprovante do último pagamento efetuado, e solicitar por escrito a sua desistência. Fica estipulado o valor de R$ 90,00 de multa rescisória, estando o aluno em dias com suas parcelas e demais débitos.\n\nCLAUSULA 04 – O não comparecimento do aluno as aulas por mais de 30 (trinta) dias será considerado desistência, e cobrado os valores da clausula 03 (tres).\n\nCLAUSULA 05 – Fica estipulado o prazo máximo de 60 (sessenta dias) para atraso de parcelas e demais débitos, após este prazo será efetuada cobrança via SPC (serviço de proteção ao crédito).\n\nCLAUSULA 06 – Não será tolerado atitudes de insubordinação aos instrutores, tendo em vista que suas ações sejam coerentes.\nCaso haja alguma intolerância por parte do aluno, será o mesmo advertido. No contínuo de seus atos ilícitos ou não condizentes com o ambiente da CONTRADA o mesmo será automaticamente considerado desistente e cobrado os valores da cláusula 03 (tres).\n\nCLAUSULA 07 – O certificado será entregue ao final do curso tendo o aluno concluído o curso, com nota superior a 7,0 (sete) em prova, e estando com as parcelas e demais débitos rigorosamente em dias.\n\nCLAUSULA 8 – A 'ESCOLA' compromete-se a prestar aulas com 01 (um) aluno por microcomputador, e repor aulas que o aluno tenha perdido por problemas internos da instituição ou seja por falta do professor ou motivo de força maior.\n\nCLAUSULA 09 – O certificado será entregue somente se o aluno concluir o curso por completo, e não ter parcelas pendente do devido curso.\n\nCLAUSULA 10 – A 'ESCOLA' compromete-se a presta um curso de alta qualidade didática e informativa, e efetuar restituição de danos que possa ser causado ao aluno.\n\nCLAUSULA 11 - A apostila terá um custo de R$ 100,00 (cem reais) ao aluno para acompanhamento de determinado curso, para que a aprendizagem seja satisfatória, e terar um prazo estipulado para pagamento nao é necessario pagar no ato do recebimento da apostila. (a Apsotila é obrigatoria para a fixação da apredisagem)\n\nSOBRE O CERTIFICADO E RECONHECIMENTOS.\n\nA legislação brasileira regulamentou a categoria Curso Livre, que atende público a partir do nível fundamental, com objetivo de oferecer profissionalização rápida para diversas áreas de atuação no mercado de trabalho (ex: informática, atendimento, secretariado, webdesign ou na áreas do Direito, Medicina, Engenharias, Psicologia etc).\n\nAs Escolas, Faculdades ou Universidades que oferecem este tipo de curso têm direito de emitir certificado ao aluno em conformidade com a lei nº 9394/96; Decreto nº 5.154/04; Deliberação CEE 14/97 (Indicação CEE 14/97). Não há um limite determinado para a carga horária, podendo variar entre algumas horas ou vários meses de duração.\n\nLembrando que Curso livre não tem vínculo nem reconhecimento pelo MEC/CAPES. Esses cursos tem validade legal para diversos fins, porém não podem ser convalidados, validados ou chancelados por escolas reconhecidas pelo MEC/CAPES.\n\nToda Escola ou Faculdade de curso livre é proibida de oferecer cursos de Graduações como OFICIAIS reconhecidos pelo MEC/CAPES e, nem emitir Diplomas como SUPERIOR. Somente diplomas livres conforme entendimento do STF (RTJ, 89:367), seminários ou escolas religiosas, podem emitir certificados de teologia em nível de bacharel, graduação ou superior para os seus alunos, conforme Parecer CES 241/99, CES aprovado em 15/03/99.\n\nNão existe legislação específica que regulamente estes cursos. Os cursos livres não são passíveis de regulação por parte do Ministério da Educação. Desse modo, a oferta desses cursos não depende de atos autorizativos por parte deste Ministério, quais sejam: credenciamento institucional, autorização e reconhecimento de curso. Os cursos livres têm como Base Legal o Decreto Presidencial N° 5.154, de 23 de julho de 2004, Art. 1° e 3° e PORTARIA Nº 008, de 25/06/2002 publicado no DIÁRIO OFICIAL – SC – Nº 16.935 - 27.06.2002.\n\nAs escolas que oferecem este tipo de curso têm direito de emitir certificado ao aluno em conformidade com a lei nº 9394/96; Decreto nº 5.154/04; Deliberação CEE 14/97 (Indicação CEE 14/97). Não há um limite determinado para a carga horária, podendo variar entre algumas horas ou vários meses de duração.\n\n",
      "createdAt": "2026-04-14T12:03:16.630Z",
      "studentId": "e917ffe5-70d6-451e-9120-7692ec8d7024"
    },
    {
      "id": "8e3fc101-07d3-4801-ad29-6271def9e252",
      "title": "Contrato - CURSO DE INFORMATICA PROFISSINALIZANTE 2026.1",
      "content": "CONTRATO DE PRESTAÇÃO DE SERVIÇOS EDUCACIONAIS\n\nPelo presente instrumento particular, de um lado Microtec Infomática (CNPJ: 13.498.169/0001-65), e de outro lado o(a) aluno(a) DOUGLAS EMANUEL DE SOUSA PEREIRA, celebram o presente contrato:\n\n1. DO OBJETO: Prestação de serviços educacionais no curso de CURSO DE INFORMATICA PROFISSINALIZANTE 2026.1.\n2. DA DURAÇÃO: O curso terá a duração estimada de 12 MESES.\n3. DO INVESTIMENTO: O CONTRATANTE pagará o valor mensal de R$ R$ 170.00.\n4. DAS OBRIGAÇÕES: A CONTRATADA disponibilizará material e instrutores qualificados.\n\nData: 14/04/2026\n\n* Pelo presente Contrato de Prestação de Serviços, de um lado o Aluno ou responsável acima descrito, doravante denominado.\nSimplesmente CONTRATANTE e de outro, doravante denominada simplesmente CONTRATADA, se convencionou e contratou.\nConsoante as seguintes cláusulas:\n\nCLAUSULA 01 – Em caso de atraso será cobrado o valor de R$ 1,7% (dois por cento) por dia de atraso e 3% de Multa.\n\nCLAUSULA 02 – Em caso de falta, não será possivel recuperar a aula em outro horário\nficando livre a contratada de recuperar a mesma salvo se haver outra turma em outro dia e horário que estiver no mesmo conteudo ministrado e houver vagas. e em caso de nao haver aula por motivo de feriados ou força maior a contratada ira recuperar as aulas que nao houver no final do periodo do curso.\n\nCLAUSULA 03 – Em caso de desistência o CONTRATANTE (aluno ou representante legal) deverá comparecer a CONTRADA munido do comprovante do último pagamento efetuado, e solicitar por escrito a sua desistência. Fica estipulado o valor de R$ 90,00 de multa rescisória, estando o aluno em dias com suas parcelas e demais débitos.\n\nCLAUSULA 04 – O não comparecimento do aluno as aulas por mais de 30 (trinta) dias será considerado desistência, e cobrado os valores da clausula 03 (tres).\n\nCLAUSULA 05 – Fica estipulado o prazo máximo de 60 (sessenta dias) para atraso de parcelas e demais débitos, após este prazo será efetuada cobrança via SPC (serviço de proteção ao crédito).\n\nCLAUSULA 06 – Não será tolerado atitudes de insubordinação aos instrutores, tendo em vista que suas ações sejam coerentes.\nCaso haja alguma intolerância por parte do aluno, será o mesmo advertido. No contínuo de seus atos ilícitos ou não condizentes com o ambiente da CONTRADA o mesmo será automaticamente considerado desistente e cobrado os valores da cláusula 03 (tres).\n\nCLAUSULA 07 – O certificado será entregue ao final do curso tendo o aluno concluído o curso, com nota superior a 7,0 (sete) em prova, e estando com as parcelas e demais débitos rigorosamente em dias.\n\nCLAUSULA 8 – A 'ESCOLA' compromete-se a prestar aulas com 01 (um) aluno por microcomputador, e repor aulas que o aluno tenha perdido por problemas internos da instituição ou seja por falta do professor ou motivo de força maior.\n\nCLAUSULA 09 – O certificado será entregue somente se o aluno concluir o curso por completo, e não ter parcelas pendente do devido curso.\n\nCLAUSULA 10 – A 'ESCOLA' compromete-se a presta um curso de alta qualidade didática e informativa, e efetuar restituição de danos que possa ser causado ao aluno.\n\nCLAUSULA 11 - A apostila terá um custo de R$ 100,00 (cem reais) ao aluno para acompanhamento de determinado curso, para que a aprendizagem seja satisfatória, e terar um prazo estipulado para pagamento nao é necessario pagar no ato do recebimento da apostila. (a Apsotila é obrigatoria para a fixação da apredisagem)\n\nSOBRE O CERTIFICADO E RECONHECIMENTOS.\n\nA legislação brasileira regulamentou a categoria Curso Livre, que atende público a partir do nível fundamental, com objetivo de oferecer profissionalização rápida para diversas áreas de atuação no mercado de trabalho (ex: informática, atendimento, secretariado, webdesign ou na áreas do Direito, Medicina, Engenharias, Psicologia etc).\n\nAs Escolas, Faculdades ou Universidades que oferecem este tipo de curso têm direito de emitir certificado ao aluno em conformidade com a lei nº 9394/96; Decreto nº 5.154/04; Deliberação CEE 14/97 (Indicação CEE 14/97). Não há um limite determinado para a carga horária, podendo variar entre algumas horas ou vários meses de duração.\n\nLembrando que Curso livre não tem vínculo nem reconhecimento pelo MEC/CAPES. Esses cursos tem validade legal para diversos fins, porém não podem ser convalidados, validados ou chancelados por escolas reconhecidas pelo MEC/CAPES.\n\nToda Escola ou Faculdade de curso livre é proibida de oferecer cursos de Graduações como OFICIAIS reconhecidos pelo MEC/CAPES e, nem emitir Diplomas como SUPERIOR. Somente diplomas livres conforme entendimento do STF (RTJ, 89:367), seminários ou escolas religiosas, podem emitir certificados de teologia em nível de bacharel, graduação ou superior para os seus alunos, conforme Parecer CES 241/99, CES aprovado em 15/03/99.\n\nNão existe legislação específica que regulamente estes cursos. Os cursos livres não são passíveis de regulação por parte do Ministério da Educação. Desse modo, a oferta desses cursos não depende de atos autorizativos por parte deste Ministério, quais sejam: credenciamento institucional, autorização e reconhecimento de curso. Os cursos livres têm como Base Legal o Decreto Presidencial N° 5.154, de 23 de julho de 2004, Art. 1° e 3° e PORTARIA Nº 008, de 25/06/2002 publicado no DIÁRIO OFICIAL – SC – Nº 16.935 - 27.06.2002.\n\nAs escolas que oferecem este tipo de curso têm direito de emitir certificado ao aluno em conformidade com a lei nº 9394/96; Decreto nº 5.154/04; Deliberação CEE 14/97 (Indicação CEE 14/97). Não há um limite determinado para a carga horária, podendo variar entre algumas horas ou vários meses de duração.\n\n",
      "createdAt": "2026-04-14T12:18:17.693Z",
      "studentId": "0ab24299-f583-40eb-8812-d6005ebc50a8"
    },
    {
      "id": "c40242ef-63cc-4dbb-abb2-06a74f0fc43e",
      "title": "Contrato - CURSO DE INFORMATICA PROFISSINALIZANTE 2026.1",
      "content": "CONTRATO DE PRESTAÇÃO DE SERVIÇOS EDUCACIONAIS\n\nPelo presente instrumento particular, de um lado Microtec Infomática (CNPJ: 13.498.169/0001-65), e de outro lado o(a) aluno(a) NAPOLEÃO DA SILVA CARDOSO, celebram o presente contrato:\n\n1. DO OBJETO: Prestação de serviços educacionais no curso de CURSO DE INFORMATICA PROFISSINALIZANTE 2026.1.\n2. DA DURAÇÃO: O curso terá a duração estimada de 12 MESES.\n3. DO INVESTIMENTO: O CONTRATANTE pagará o valor mensal de R$ R$ 170.00.\n4. DAS OBRIGAÇÕES: A CONTRATADA disponibilizará material e instrutores qualificados.\n\nData: 14/04/2026\n\n* Pelo presente Contrato de Prestação de Serviços, de um lado o Aluno ou responsável acima descrito, doravante denominado.\nSimplesmente CONTRATANTE e de outro, doravante denominada simplesmente CONTRATADA, se convencionou e contratou.\nConsoante as seguintes cláusulas:\n\nCLAUSULA 01 – Em caso de atraso será cobrado o valor de R$ 1,7% (dois por cento) por dia de atraso e 3% de Multa.\n\nCLAUSULA 02 – Em caso de falta, não será possivel recuperar a aula em outro horário\nficando livre a contratada de recuperar a mesma salvo se haver outra turma em outro dia e horário que estiver no mesmo conteudo ministrado e houver vagas. e em caso de nao haver aula por motivo de feriados ou força maior a contratada ira recuperar as aulas que nao houver no final do periodo do curso.\n\nCLAUSULA 03 – Em caso de desistência o CONTRATANTE (aluno ou representante legal) deverá comparecer a CONTRADA munido do comprovante do último pagamento efetuado, e solicitar por escrito a sua desistência. Fica estipulado o valor de R$ 90,00 de multa rescisória, estando o aluno em dias com suas parcelas e demais débitos.\n\nCLAUSULA 04 – O não comparecimento do aluno as aulas por mais de 30 (trinta) dias será considerado desistência, e cobrado os valores da clausula 03 (tres).\n\nCLAUSULA 05 – Fica estipulado o prazo máximo de 60 (sessenta dias) para atraso de parcelas e demais débitos, após este prazo será efetuada cobrança via SPC (serviço de proteção ao crédito).\n\nCLAUSULA 06 – Não será tolerado atitudes de insubordinação aos instrutores, tendo em vista que suas ações sejam coerentes.\nCaso haja alguma intolerância por parte do aluno, será o mesmo advertido. No contínuo de seus atos ilícitos ou não condizentes com o ambiente da CONTRADA o mesmo será automaticamente considerado desistente e cobrado os valores da cláusula 03 (tres).\n\nCLAUSULA 07 – O certificado será entregue ao final do curso tendo o aluno concluído o curso, com nota superior a 7,0 (sete) em prova, e estando com as parcelas e demais débitos rigorosamente em dias.\n\nCLAUSULA 8 – A 'ESCOLA' compromete-se a prestar aulas com 01 (um) aluno por microcomputador, e repor aulas que o aluno tenha perdido por problemas internos da instituição ou seja por falta do professor ou motivo de força maior.\n\nCLAUSULA 09 – O certificado será entregue somente se o aluno concluir o curso por completo, e não ter parcelas pendente do devido curso.\n\nCLAUSULA 10 – A 'ESCOLA' compromete-se a presta um curso de alta qualidade didática e informativa, e efetuar restituição de danos que possa ser causado ao aluno.\n\nCLAUSULA 11 - A apostila terá um custo de R$ 100,00 (cem reais) ao aluno para acompanhamento de determinado curso, para que a aprendizagem seja satisfatória, e terar um prazo estipulado para pagamento nao é necessario pagar no ato do recebimento da apostila. (a Apsotila é obrigatoria para a fixação da apredisagem)\n\nSOBRE O CERTIFICADO E RECONHECIMENTOS.\n\nA legislação brasileira regulamentou a categoria Curso Livre, que atende público a partir do nível fundamental, com objetivo de oferecer profissionalização rápida para diversas áreas de atuação no mercado de trabalho (ex: informática, atendimento, secretariado, webdesign ou na áreas do Direito, Medicina, Engenharias, Psicologia etc).\n\nAs Escolas, Faculdades ou Universidades que oferecem este tipo de curso têm direito de emitir certificado ao aluno em conformidade com a lei nº 9394/96; Decreto nº 5.154/04; Deliberação CEE 14/97 (Indicação CEE 14/97). Não há um limite determinado para a carga horária, podendo variar entre algumas horas ou vários meses de duração.\n\nLembrando que Curso livre não tem vínculo nem reconhecimento pelo MEC/CAPES. Esses cursos tem validade legal para diversos fins, porém não podem ser convalidados, validados ou chancelados por escolas reconhecidas pelo MEC/CAPES.\n\nToda Escola ou Faculdade de curso livre é proibida de oferecer cursos de Graduações como OFICIAIS reconhecidos pelo MEC/CAPES e, nem emitir Diplomas como SUPERIOR. Somente diplomas livres conforme entendimento do STF (RTJ, 89:367), seminários ou escolas religiosas, podem emitir certificados de teologia em nível de bacharel, graduação ou superior para os seus alunos, conforme Parecer CES 241/99, CES aprovado em 15/03/99.\n\nNão existe legislação específica que regulamente estes cursos. Os cursos livres não são passíveis de regulação por parte do Ministério da Educação. Desse modo, a oferta desses cursos não depende de atos autorizativos por parte deste Ministério, quais sejam: credenciamento institucional, autorização e reconhecimento de curso. Os cursos livres têm como Base Legal o Decreto Presidencial N° 5.154, de 23 de julho de 2004, Art. 1° e 3° e PORTARIA Nº 008, de 25/06/2002 publicado no DIÁRIO OFICIAL – SC – Nº 16.935 - 27.06.2002.\n\nAs escolas que oferecem este tipo de curso têm direito de emitir certificado ao aluno em conformidade com a lei nº 9394/96; Decreto nº 5.154/04; Deliberação CEE 14/97 (Indicação CEE 14/97). Não há um limite determinado para a carga horária, podendo variar entre algumas horas ou vários meses de duração.\n\n",
      "createdAt": "2026-04-14T12:22:32.329Z",
      "studentId": "3653aea3-7e7e-49d6-b372-068863084a27"
    },
    {
      "id": "5415f433-45f8-4e1c-af98-cebb3f20f034",
      "title": "Contrato - CURSO DE INFORMATICA PROFISSINALIZANTE 2026.1",
      "content": "CONTRATO DE PRESTAÇÃO DE SERVIÇOS EDUCACIONAIS\n\nPelo presente instrumento particular, de um lado Microtec Infomática (CNPJ: 13.498.169/0001-65), e de outro lado o(a) aluno(a) KARLA BIANCA PINHEIRO TRINDADE, celebram o presente contrato:\n\n1. DO OBJETO: Prestação de serviços educacionais no curso de CURSO DE INFORMATICA PROFISSINALIZANTE 2026.1.\n2. DA DURAÇÃO: O curso terá a duração estimada de 12 MESES.\n3. DO INVESTIMENTO: O CONTRATANTE pagará o valor mensal de R$ R$ 170.00.\n4. DAS OBRIGAÇÕES: A CONTRATADA disponibilizará material e instrutores qualificados.\n\nData: 14/04/2026\n\n* Pelo presente Contrato de Prestação de Serviços, de um lado o Aluno ou responsável acima descrito, doravante denominado.\nSimplesmente CONTRATANTE e de outro, doravante denominada simplesmente CONTRATADA, se convencionou e contratou.\nConsoante as seguintes cláusulas:\n\nCLAUSULA 01 – Em caso de atraso será cobrado o valor de R$ 1,7% (dois por cento) por dia de atraso e 3% de Multa.\n\nCLAUSULA 02 – Em caso de falta, não será possivel recuperar a aula em outro horário\nficando livre a contratada de recuperar a mesma salvo se haver outra turma em outro dia e horário que estiver no mesmo conteudo ministrado e houver vagas. e em caso de nao haver aula por motivo de feriados ou força maior a contratada ira recuperar as aulas que nao houver no final do periodo do curso.\n\nCLAUSULA 03 – Em caso de desistência o CONTRATANTE (aluno ou representante legal) deverá comparecer a CONTRADA munido do comprovante do último pagamento efetuado, e solicitar por escrito a sua desistência. Fica estipulado o valor de R$ 90,00 de multa rescisória, estando o aluno em dias com suas parcelas e demais débitos.\n\nCLAUSULA 04 – O não comparecimento do aluno as aulas por mais de 30 (trinta) dias será considerado desistência, e cobrado os valores da clausula 03 (tres).\n\nCLAUSULA 05 – Fica estipulado o prazo máximo de 60 (sessenta dias) para atraso de parcelas e demais débitos, após este prazo será efetuada cobrança via SPC (serviço de proteção ao crédito).\n\nCLAUSULA 06 – Não será tolerado atitudes de insubordinação aos instrutores, tendo em vista que suas ações sejam coerentes.\nCaso haja alguma intolerância por parte do aluno, será o mesmo advertido. No contínuo de seus atos ilícitos ou não condizentes com o ambiente da CONTRADA o mesmo será automaticamente considerado desistente e cobrado os valores da cláusula 03 (tres).\n\nCLAUSULA 07 – O certificado será entregue ao final do curso tendo o aluno concluído o curso, com nota superior a 7,0 (sete) em prova, e estando com as parcelas e demais débitos rigorosamente em dias.\n\nCLAUSULA 8 – A 'ESCOLA' compromete-se a prestar aulas com 01 (um) aluno por microcomputador, e repor aulas que o aluno tenha perdido por problemas internos da instituição ou seja por falta do professor ou motivo de força maior.\n\nCLAUSULA 09 – O certificado será entregue somente se o aluno concluir o curso por completo, e não ter parcelas pendente do devido curso.\n\nCLAUSULA 10 – A 'ESCOLA' compromete-se a presta um curso de alta qualidade didática e informativa, e efetuar restituição de danos que possa ser causado ao aluno.\n\nCLAUSULA 11 - A apostila terá um custo de R$ 100,00 (cem reais) ao aluno para acompanhamento de determinado curso, para que a aprendizagem seja satisfatória, e terar um prazo estipulado para pagamento nao é necessario pagar no ato do recebimento da apostila. (a Apsotila é obrigatoria para a fixação da apredisagem)\n\nSOBRE O CERTIFICADO E RECONHECIMENTOS.\n\nA legislação brasileira regulamentou a categoria Curso Livre, que atende público a partir do nível fundamental, com objetivo de oferecer profissionalização rápida para diversas áreas de atuação no mercado de trabalho (ex: informática, atendimento, secretariado, webdesign ou na áreas do Direito, Medicina, Engenharias, Psicologia etc).\n\nAs Escolas, Faculdades ou Universidades que oferecem este tipo de curso têm direito de emitir certificado ao aluno em conformidade com a lei nº 9394/96; Decreto nº 5.154/04; Deliberação CEE 14/97 (Indicação CEE 14/97). Não há um limite determinado para a carga horária, podendo variar entre algumas horas ou vários meses de duração.\n\nLembrando que Curso livre não tem vínculo nem reconhecimento pelo MEC/CAPES. Esses cursos tem validade legal para diversos fins, porém não podem ser convalidados, validados ou chancelados por escolas reconhecidas pelo MEC/CAPES.\n\nToda Escola ou Faculdade de curso livre é proibida de oferecer cursos de Graduações como OFICIAIS reconhecidos pelo MEC/CAPES e, nem emitir Diplomas como SUPERIOR. Somente diplomas livres conforme entendimento do STF (RTJ, 89:367), seminários ou escolas religiosas, podem emitir certificados de teologia em nível de bacharel, graduação ou superior para os seus alunos, conforme Parecer CES 241/99, CES aprovado em 15/03/99.\n\nNão existe legislação específica que regulamente estes cursos. Os cursos livres não são passíveis de regulação por parte do Ministério da Educação. Desse modo, a oferta desses cursos não depende de atos autorizativos por parte deste Ministério, quais sejam: credenciamento institucional, autorização e reconhecimento de curso. Os cursos livres têm como Base Legal o Decreto Presidencial N° 5.154, de 23 de julho de 2004, Art. 1° e 3° e PORTARIA Nº 008, de 25/06/2002 publicado no DIÁRIO OFICIAL – SC – Nº 16.935 - 27.06.2002.\n\nAs escolas que oferecem este tipo de curso têm direito de emitir certificado ao aluno em conformidade com a lei nº 9394/96; Decreto nº 5.154/04; Deliberação CEE 14/97 (Indicação CEE 14/97). Não há um limite determinado para a carga horária, podendo variar entre algumas horas ou vários meses de duração.\n\n",
      "createdAt": "2026-04-14T12:33:40.699Z",
      "studentId": "c7e2d021-52ab-4229-8550-1aa8549507b3"
    },
    {
      "id": "9cf87505-1b9c-4e96-be7e-63fa7e0ee246",
      "title": "Contrato - CURSO DE INFORMATICA PROFISSINALIZANTE 2026.1",
      "content": "CONTRATO DE PRESTAÇÃO DE SERVIÇOS EDUCACIONAIS\n\nPelo presente instrumento particular, de um lado Microtec Infomática (CNPJ: 13.498.169/0001-65), e de outro lado o(a) aluno(a) ANTÔNIA CERMILANE PEREIRA PINHEIRO, celebram o presente contrato:\n\n1. DO OBJETO: Prestação de serviços educacionais no curso de CURSO DE INFORMATICA PROFISSINALIZANTE 2026.1.\n2. DA DURAÇÃO: O curso terá a duração estimada de 12 MESES.\n3. DO INVESTIMENTO: O CONTRATANTE pagará o valor mensal de R$ R$ 170.00.\n4. DAS OBRIGAÇÕES: A CONTRATADA disponibilizará material e instrutores qualificados.\n\nData: 14/04/2026\n\n* Pelo presente Contrato de Prestação de Serviços, de um lado o Aluno ou responsável acima descrito, doravante denominado.\nSimplesmente CONTRATANTE e de outro, doravante denominada simplesmente CONTRATADA, se convencionou e contratou.\nConsoante as seguintes cláusulas:\n\nCLAUSULA 01 – Em caso de atraso será cobrado o valor de R$ 1,7% (dois por cento) por dia de atraso e 3% de Multa.\n\nCLAUSULA 02 – Em caso de falta, não será possivel recuperar a aula em outro horário\nficando livre a contratada de recuperar a mesma salvo se haver outra turma em outro dia e horário que estiver no mesmo conteudo ministrado e houver vagas. e em caso de nao haver aula por motivo de feriados ou força maior a contratada ira recuperar as aulas que nao houver no final do periodo do curso.\n\nCLAUSULA 03 – Em caso de desistência o CONTRATANTE (aluno ou representante legal) deverá comparecer a CONTRADA munido do comprovante do último pagamento efetuado, e solicitar por escrito a sua desistência. Fica estipulado o valor de R$ 90,00 de multa rescisória, estando o aluno em dias com suas parcelas e demais débitos.\n\nCLAUSULA 04 – O não comparecimento do aluno as aulas por mais de 30 (trinta) dias será considerado desistência, e cobrado os valores da clausula 03 (tres).\n\nCLAUSULA 05 – Fica estipulado o prazo máximo de 60 (sessenta dias) para atraso de parcelas e demais débitos, após este prazo será efetuada cobrança via SPC (serviço de proteção ao crédito).\n\nCLAUSULA 06 – Não será tolerado atitudes de insubordinação aos instrutores, tendo em vista que suas ações sejam coerentes.\nCaso haja alguma intolerância por parte do aluno, será o mesmo advertido. No contínuo de seus atos ilícitos ou não condizentes com o ambiente da CONTRADA o mesmo será automaticamente considerado desistente e cobrado os valores da cláusula 03 (tres).\n\nCLAUSULA 07 – O certificado será entregue ao final do curso tendo o aluno concluído o curso, com nota superior a 7,0 (sete) em prova, e estando com as parcelas e demais débitos rigorosamente em dias.\n\nCLAUSULA 8 – A 'ESCOLA' compromete-se a prestar aulas com 01 (um) aluno por microcomputador, e repor aulas que o aluno tenha perdido por problemas internos da instituição ou seja por falta do professor ou motivo de força maior.\n\nCLAUSULA 09 – O certificado será entregue somente se o aluno concluir o curso por completo, e não ter parcelas pendente do devido curso.\n\nCLAUSULA 10 – A 'ESCOLA' compromete-se a presta um curso de alta qualidade didática e informativa, e efetuar restituição de danos que possa ser causado ao aluno.\n\nCLAUSULA 11 - A apostila terá um custo de R$ 100,00 (cem reais) ao aluno para acompanhamento de determinado curso, para que a aprendizagem seja satisfatória, e terar um prazo estipulado para pagamento nao é necessario pagar no ato do recebimento da apostila. (a Apsotila é obrigatoria para a fixação da apredisagem)\n\nSOBRE O CERTIFICADO E RECONHECIMENTOS.\n\nA legislação brasileira regulamentou a categoria Curso Livre, que atende público a partir do nível fundamental, com objetivo de oferecer profissionalização rápida para diversas áreas de atuação no mercado de trabalho (ex: informática, atendimento, secretariado, webdesign ou na áreas do Direito, Medicina, Engenharias, Psicologia etc).\n\nAs Escolas, Faculdades ou Universidades que oferecem este tipo de curso têm direito de emitir certificado ao aluno em conformidade com a lei nº 9394/96; Decreto nº 5.154/04; Deliberação CEE 14/97 (Indicação CEE 14/97). Não há um limite determinado para a carga horária, podendo variar entre algumas horas ou vários meses de duração.\n\nLembrando que Curso livre não tem vínculo nem reconhecimento pelo MEC/CAPES. Esses cursos tem validade legal para diversos fins, porém não podem ser convalidados, validados ou chancelados por escolas reconhecidas pelo MEC/CAPES.\n\nToda Escola ou Faculdade de curso livre é proibida de oferecer cursos de Graduações como OFICIAIS reconhecidos pelo MEC/CAPES e, nem emitir Diplomas como SUPERIOR. Somente diplomas livres conforme entendimento do STF (RTJ, 89:367), seminários ou escolas religiosas, podem emitir certificados de teologia em nível de bacharel, graduação ou superior para os seus alunos, conforme Parecer CES 241/99, CES aprovado em 15/03/99.\n\nNão existe legislação específica que regulamente estes cursos. Os cursos livres não são passíveis de regulação por parte do Ministério da Educação. Desse modo, a oferta desses cursos não depende de atos autorizativos por parte deste Ministério, quais sejam: credenciamento institucional, autorização e reconhecimento de curso. Os cursos livres têm como Base Legal o Decreto Presidencial N° 5.154, de 23 de julho de 2004, Art. 1° e 3° e PORTARIA Nº 008, de 25/06/2002 publicado no DIÁRIO OFICIAL – SC – Nº 16.935 - 27.06.2002.\n\nAs escolas que oferecem este tipo de curso têm direito de emitir certificado ao aluno em conformidade com a lei nº 9394/96; Decreto nº 5.154/04; Deliberação CEE 14/97 (Indicação CEE 14/97). Não há um limite determinado para a carga horária, podendo variar entre algumas horas ou vários meses de duração.\n\n",
      "createdAt": "2026-04-14T12:36:06.550Z",
      "studentId": "b9a7ddee-e03f-411f-9ef2-d22629d38e35"
    },
    {
      "id": "a082afe6-6125-45b9-af82-21e4dbb95a40",
      "title": "Contrato - CURSO DE INFORMATICA PROFISSINALIZANTE 2026.1",
      "content": "CONTRATO DE PRESTAÇÃO DE SERVIÇOS EDUCACIONAIS\n\nPelo presente instrumento particular, de um lado Microtec Infomática (CNPJ: 13.498.169/0001-65), e de outro lado o(a) aluno(a) GABRIELY CAETANO DA SILVA, celebram o presente contrato:\n\n1. DO OBJETO: Prestação de serviços educacionais no curso de CURSO DE INFORMATICA PROFISSINALIZANTE 2026.1.\n2. DA DURAÇÃO: O curso terá a duração estimada de 12 MESES.\n3. DO INVESTIMENTO: O CONTRATANTE pagará o valor mensal de R$ R$ 170.00.\n4. DAS OBRIGAÇÕES: A CONTRATADA disponibilizará material e instrutores qualificados.\n\nData: 14/04/2026\n\n* Pelo presente Contrato de Prestação de Serviços, de um lado o Aluno ou responsável acima descrito, doravante denominado.\nSimplesmente CONTRATANTE e de outro, doravante denominada simplesmente CONTRATADA, se convencionou e contratou.\nConsoante as seguintes cláusulas:\n\nCLAUSULA 01 – Em caso de atraso será cobrado o valor de R$ 1,7% (dois por cento) por dia de atraso e 3% de Multa.\n\nCLAUSULA 02 – Em caso de falta, não será possivel recuperar a aula em outro horário\nficando livre a contratada de recuperar a mesma salvo se haver outra turma em outro dia e horário que estiver no mesmo conteudo ministrado e houver vagas. e em caso de nao haver aula por motivo de feriados ou força maior a contratada ira recuperar as aulas que nao houver no final do periodo do curso.\n\nCLAUSULA 03 – Em caso de desistência o CONTRATANTE (aluno ou representante legal) deverá comparecer a CONTRADA munido do comprovante do último pagamento efetuado, e solicitar por escrito a sua desistência. Fica estipulado o valor de R$ 90,00 de multa rescisória, estando o aluno em dias com suas parcelas e demais débitos.\n\nCLAUSULA 04 – O não comparecimento do aluno as aulas por mais de 30 (trinta) dias será considerado desistência, e cobrado os valores da clausula 03 (tres).\n\nCLAUSULA 05 – Fica estipulado o prazo máximo de 60 (sessenta dias) para atraso de parcelas e demais débitos, após este prazo será efetuada cobrança via SPC (serviço de proteção ao crédito).\n\nCLAUSULA 06 – Não será tolerado atitudes de insubordinação aos instrutores, tendo em vista que suas ações sejam coerentes.\nCaso haja alguma intolerância por parte do aluno, será o mesmo advertido. No contínuo de seus atos ilícitos ou não condizentes com o ambiente da CONTRADA o mesmo será automaticamente considerado desistente e cobrado os valores da cláusula 03 (tres).\n\nCLAUSULA 07 – O certificado será entregue ao final do curso tendo o aluno concluído o curso, com nota superior a 7,0 (sete) em prova, e estando com as parcelas e demais débitos rigorosamente em dias.\n\nCLAUSULA 8 – A 'ESCOLA' compromete-se a prestar aulas com 01 (um) aluno por microcomputador, e repor aulas que o aluno tenha perdido por problemas internos da instituição ou seja por falta do professor ou motivo de força maior.\n\nCLAUSULA 09 – O certificado será entregue somente se o aluno concluir o curso por completo, e não ter parcelas pendente do devido curso.\n\nCLAUSULA 10 – A 'ESCOLA' compromete-se a presta um curso de alta qualidade didática e informativa, e efetuar restituição de danos que possa ser causado ao aluno.\n\nCLAUSULA 11 - A apostila terá um custo de R$ 100,00 (cem reais) ao aluno para acompanhamento de determinado curso, para que a aprendizagem seja satisfatória, e terar um prazo estipulado para pagamento nao é necessario pagar no ato do recebimento da apostila. (a Apsotila é obrigatoria para a fixação da apredisagem)\n\nSOBRE O CERTIFICADO E RECONHECIMENTOS.\n\nA legislação brasileira regulamentou a categoria Curso Livre, que atende público a partir do nível fundamental, com objetivo de oferecer profissionalização rápida para diversas áreas de atuação no mercado de trabalho (ex: informática, atendimento, secretariado, webdesign ou na áreas do Direito, Medicina, Engenharias, Psicologia etc).\n\nAs Escolas, Faculdades ou Universidades que oferecem este tipo de curso têm direito de emitir certificado ao aluno em conformidade com a lei nº 9394/96; Decreto nº 5.154/04; Deliberação CEE 14/97 (Indicação CEE 14/97). Não há um limite determinado para a carga horária, podendo variar entre algumas horas ou vários meses de duração.\n\nLembrando que Curso livre não tem vínculo nem reconhecimento pelo MEC/CAPES. Esses cursos tem validade legal para diversos fins, porém não podem ser convalidados, validados ou chancelados por escolas reconhecidas pelo MEC/CAPES.\n\nToda Escola ou Faculdade de curso livre é proibida de oferecer cursos de Graduações como OFICIAIS reconhecidos pelo MEC/CAPES e, nem emitir Diplomas como SUPERIOR. Somente diplomas livres conforme entendimento do STF (RTJ, 89:367), seminários ou escolas religiosas, podem emitir certificados de teologia em nível de bacharel, graduação ou superior para os seus alunos, conforme Parecer CES 241/99, CES aprovado em 15/03/99.\n\nNão existe legislação específica que regulamente estes cursos. Os cursos livres não são passíveis de regulação por parte do Ministério da Educação. Desse modo, a oferta desses cursos não depende de atos autorizativos por parte deste Ministério, quais sejam: credenciamento institucional, autorização e reconhecimento de curso. Os cursos livres têm como Base Legal o Decreto Presidencial N° 5.154, de 23 de julho de 2004, Art. 1° e 3° e PORTARIA Nº 008, de 25/06/2002 publicado no DIÁRIO OFICIAL – SC – Nº 16.935 - 27.06.2002.\n\nAs escolas que oferecem este tipo de curso têm direito de emitir certificado ao aluno em conformidade com a lei nº 9394/96; Decreto nº 5.154/04; Deliberação CEE 14/97 (Indicação CEE 14/97). Não há um limite determinado para a carga horária, podendo variar entre algumas horas ou vários meses de duração.\n\n",
      "createdAt": "2026-04-14T12:49:34.601Z",
      "studentId": "0ef75207-3ab1-4524-b737-b543e804d3f0"
    },
    {
      "id": "a8c3a243-b2e6-4e86-8aa7-9eb8a4f597a1",
      "title": "Contrato - CURSO DE INFORMATICA PROFISSINALIZANTE 2026.1",
      "content": "CONTRATO DE PRESTAÇÃO DE SERVIÇOS EDUCACIONAIS\n\nPelo presente instrumento particular, de um lado Microtec Infomática (CNPJ: 13.498.169/0001-65), e de outro lado o(a) aluno(a) MARIA LOHANNY ROQUE DA SILVA, celebram o presente contrato:\n\n1. DO OBJETO: Prestação de serviços educacionais no curso de CURSO DE INFORMATICA PROFISSINALIZANTE 2026.1.\n2. DA DURAÇÃO: O curso terá a duração estimada de 12 MESES.\n3. DO INVESTIMENTO: O CONTRATANTE pagará o valor mensal de R$ R$ 170.00.\n4. DAS OBRIGAÇÕES: A CONTRATADA disponibilizará material e instrutores qualificados.\n\nData: 14/04/2026\n\n* Pelo presente Contrato de Prestação de Serviços, de um lado o Aluno ou responsável acima descrito, doravante denominado.\nSimplesmente CONTRATANTE e de outro, doravante denominada simplesmente CONTRATADA, se convencionou e contratou.\nConsoante as seguintes cláusulas:\n\nCLAUSULA 01 – Em caso de atraso será cobrado o valor de R$ 1,7% (dois por cento) por dia de atraso e 3% de Multa.\n\nCLAUSULA 02 – Em caso de falta, não será possivel recuperar a aula em outro horário\nficando livre a contratada de recuperar a mesma salvo se haver outra turma em outro dia e horário que estiver no mesmo conteudo ministrado e houver vagas. e em caso de nao haver aula por motivo de feriados ou força maior a contratada ira recuperar as aulas que nao houver no final do periodo do curso.\n\nCLAUSULA 03 – Em caso de desistência o CONTRATANTE (aluno ou representante legal) deverá comparecer a CONTRADA munido do comprovante do último pagamento efetuado, e solicitar por escrito a sua desistência. Fica estipulado o valor de R$ 90,00 de multa rescisória, estando o aluno em dias com suas parcelas e demais débitos.\n\nCLAUSULA 04 – O não comparecimento do aluno as aulas por mais de 30 (trinta) dias será considerado desistência, e cobrado os valores da clausula 03 (tres).\n\nCLAUSULA 05 – Fica estipulado o prazo máximo de 60 (sessenta dias) para atraso de parcelas e demais débitos, após este prazo será efetuada cobrança via SPC (serviço de proteção ao crédito).\n\nCLAUSULA 06 – Não será tolerado atitudes de insubordinação aos instrutores, tendo em vista que suas ações sejam coerentes.\nCaso haja alguma intolerância por parte do aluno, será o mesmo advertido. No contínuo de seus atos ilícitos ou não condizentes com o ambiente da CONTRADA o mesmo será automaticamente considerado desistente e cobrado os valores da cláusula 03 (tres).\n\nCLAUSULA 07 – O certificado será entregue ao final do curso tendo o aluno concluído o curso, com nota superior a 7,0 (sete) em prova, e estando com as parcelas e demais débitos rigorosamente em dias.\n\nCLAUSULA 8 – A 'ESCOLA' compromete-se a prestar aulas com 01 (um) aluno por microcomputador, e repor aulas que o aluno tenha perdido por problemas internos da instituição ou seja por falta do professor ou motivo de força maior.\n\nCLAUSULA 09 – O certificado será entregue somente se o aluno concluir o curso por completo, e não ter parcelas pendente do devido curso.\n\nCLAUSULA 10 – A 'ESCOLA' compromete-se a presta um curso de alta qualidade didática e informativa, e efetuar restituição de danos que possa ser causado ao aluno.\n\nCLAUSULA 11 - A apostila terá um custo de R$ 100,00 (cem reais) ao aluno para acompanhamento de determinado curso, para que a aprendizagem seja satisfatória, e terar um prazo estipulado para pagamento nao é necessario pagar no ato do recebimento da apostila. (a Apsotila é obrigatoria para a fixação da apredisagem)\n\nSOBRE O CERTIFICADO E RECONHECIMENTOS.\n\nA legislação brasileira regulamentou a categoria Curso Livre, que atende público a partir do nível fundamental, com objetivo de oferecer profissionalização rápida para diversas áreas de atuação no mercado de trabalho (ex: informática, atendimento, secretariado, webdesign ou na áreas do Direito, Medicina, Engenharias, Psicologia etc).\n\nAs Escolas, Faculdades ou Universidades que oferecem este tipo de curso têm direito de emitir certificado ao aluno em conformidade com a lei nº 9394/96; Decreto nº 5.154/04; Deliberação CEE 14/97 (Indicação CEE 14/97). Não há um limite determinado para a carga horária, podendo variar entre algumas horas ou vários meses de duração.\n\nLembrando que Curso livre não tem vínculo nem reconhecimento pelo MEC/CAPES. Esses cursos tem validade legal para diversos fins, porém não podem ser convalidados, validados ou chancelados por escolas reconhecidas pelo MEC/CAPES.\n\nToda Escola ou Faculdade de curso livre é proibida de oferecer cursos de Graduações como OFICIAIS reconhecidos pelo MEC/CAPES e, nem emitir Diplomas como SUPERIOR. Somente diplomas livres conforme entendimento do STF (RTJ, 89:367), seminários ou escolas religiosas, podem emitir certificados de teologia em nível de bacharel, graduação ou superior para os seus alunos, conforme Parecer CES 241/99, CES aprovado em 15/03/99.\n\nNão existe legislação específica que regulamente estes cursos. Os cursos livres não são passíveis de regulação por parte do Ministério da Educação. Desse modo, a oferta desses cursos não depende de atos autorizativos por parte deste Ministério, quais sejam: credenciamento institucional, autorização e reconhecimento de curso. Os cursos livres têm como Base Legal o Decreto Presidencial N° 5.154, de 23 de julho de 2004, Art. 1° e 3° e PORTARIA Nº 008, de 25/06/2002 publicado no DIÁRIO OFICIAL – SC – Nº 16.935 - 27.06.2002.\n\nAs escolas que oferecem este tipo de curso têm direito de emitir certificado ao aluno em conformidade com a lei nº 9394/96; Decreto nº 5.154/04; Deliberação CEE 14/97 (Indicação CEE 14/97). Não há um limite determinado para a carga horária, podendo variar entre algumas horas ou vários meses de duração.\n\n",
      "createdAt": "2026-04-14T13:39:39.114Z",
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      "name": "JOSÉ SIDNEY GOMES DA SILVA",
      "email": "sidney.gomes1989@gmail.com",
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      "date": "2026-04-13T02:34:01.482Z",
      "type": "presence",
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",
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      "studentId": "5a231b04-b95c-4026-ba37-bc7b8144f646"
    },
    {
      "id": "att-just-1776052096133",
      "date": "2026-04-13T03:38:00.000Z",
      "type": "absence",
      "classId": "bdae2b7d-c40e-4f22-9dc7-13ca3ce2c13a",
      "verified": false,
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    "boletoGerado": "_*Olá {nome}*_\n_sua cobrança referente a {descricao}_\n_no valor de_ *R$ {valor}* _mensal_ _foi gerada._ \n\n_*Vencimento: {vencimento}.*_",
    "boletoVencido": "*Olá {nome}*\n_O boleto referente a {descricao}_\n_de R$ {valor}_ \n_Venceu em {vencimento}._ \n_Segue o PDF da 2ª via atualizada:_",
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      "content": "CONTRATO DE PRESTAÇÃO DE SERVIÇOS EDUCACIONAIS\n\nPelo presente instrumento particular, de um lado {{escola}} (CNPJ: {{cnpj_escola}}), e de outro lado o(a) aluno(a) {{aluno}}, celebram o presente contrato:\n\n1. DO OBJETO: Prestação de serviços educacionais no curso de {{curso}}.\n2. DA DURAÇÃO: O curso terá a duração estimada de {{duracao}}.\n3. DO INVESTIMENTO: O CONTRATANTE pagará o valor mensal de R$ {{mensalidade}}.\n4. DAS OBRIGAÇÕES: A CONTRATADA disponibilizará material e instrutores qualificados.\n\nData: {{data}}\n\n* Pelo presente Contrato de Prestação de Serviços, de um lado o Aluno ou responsável acima descrito, doravante denominado.\nSimplesmente CONTRATANTE e de outro, doravante denominada simplesmente CONTRATADA, se convencionou e contratou.\nConsoante as seguintes cláusulas:\n\nCLAUSULA 01 – Em caso de atraso será cobrado o valor de R$ 1,7% (dois por cento) por dia de atraso e 3% de Multa.\n\nCLAUSULA 02 – Em caso de falta, não será possivel recuperar a aula em outro horário\nficando livre a contratada de recuperar a mesma salvo se haver outra turma em outro dia e horário que estiver no mesmo conteudo ministrado e houver vagas. e em caso de nao haver aula por motivo de feriados ou força maior a contratada ira recuperar as aulas que nao houver no final do periodo do curso.\n\nCLAUSULA 03 – Em caso de desistência o CONTRATANTE (aluno ou representante legal) deverá comparecer a CONTRADA munido do comprovante do último pagamento efetuado, e solicitar por escrito a sua desistência. Fica estipulado o valor de R$ 90,00 de multa rescisória, estando o aluno em dias com suas parcelas e demais débitos.\n\nCLAUSULA 04 – O não comparecimento do aluno as aulas por mais de 30 (trinta) dias será considerado desistência, e cobrado os valores da clausula 03 (tres).\n\nCLAUSULA 05 – Fica estipulado o prazo máximo de 60 (sessenta dias) para atraso de parcelas e demais débitos, após este prazo será efetuada cobrança via SPC (serviço de proteção ao crédito).\n\nCLAUSULA 06 – Não será tolerado atitudes de insubordinação aos instrutores, tendo em vista que suas ações sejam coerentes.\nCaso haja alguma intolerância por parte do aluno, será o mesmo advertido. No contínuo de seus atos ilícitos ou não condizentes com o ambiente da CONTRADA o mesmo será automaticamente considerado desistente e cobrado os valores da cláusula 03 (tres).\n\nCLAUSULA 07 – O certificado será entregue ao final do curso tendo o aluno concluído o curso, com nota superior a 7,0 (sete) em prova, e estando com as parcelas e demais débitos rigorosamente em dias.\n\nCLAUSULA 8 – A 'ESCOLA' compromete-se a prestar aulas com 01 (um) aluno por microcomputador, e repor aulas que o aluno tenha perdido por problemas internos da instituição ou seja por falta do professor ou motivo de força maior.\n\nCLAUSULA 09 – O certificado será entregue somente se o aluno concluir o curso por completo, e não ter parcelas pendente do devido curso.\n\nCLAUSULA 10 – A 'ESCOLA' compromete-se a presta um curso de alta qualidade didática e informativa, e efetuar restituição de danos que possa ser causado ao aluno.\n\nCLAUSULA 11 - A apostila terá um custo de R$ 100,00 (cem reais) ao aluno para acompanhamento de determinado curso, para que a aprendizagem seja satisfatória, e terar um prazo estipulado para pagamento nao é necessario pagar no ato do recebimento da apostila. (a Apsotila é obrigatoria para a fixação da apredisagem)\n\nSOBRE O CERTIFICADO E RECONHECIMENTOS.\n\nA legislação brasileira regulamentou a categoria Curso Livre, que atende público a partir do nível fundamental, com objetivo de oferecer profissionalização rápida para diversas áreas de atuação no mercado de trabalho (ex: informática, atendimento, secretariado, webdesign ou na áreas do Direito, Medicina, Engenharias, Psicologia etc).\n\nAs Escolas, Faculdades ou Universidades que oferecem este tipo de curso têm direito de emitir certificado ao aluno em conformidade com a lei nº 9394/96; Decreto nº 5.154/04; Deliberação CEE 14/97 (Indicação CEE 14/97). Não há um limite determinado para a carga horária, podendo variar entre algumas horas ou vários meses de duração.\n\nLembrando que Curso livre não tem vínculo nem reconhecimento pelo MEC/CAPES. Esses cursos tem validade legal para diversos fins, porém não podem ser convalidados, validados ou chancelados por escolas reconhecidas pelo MEC/CAPES.\n\nToda Escola ou Faculdade de curso livre é proibida de oferecer cursos de Graduações como OFICIAIS reconhecidos pelo MEC/CAPES e, nem emitir Diplomas como SUPERIOR. Somente diplomas livres conforme entendimento do STF (RTJ, 89:367), seminários ou escolas religiosas, podem emitir certificados de teologia em nível de bacharel, graduação ou superior para os seus alunos, conforme Parecer CES 241/99, CES aprovado em 15/03/99.\n\nNão existe legislação específica que regulamente estes cursos. Os cursos livres não são passíveis de regulação por parte do Ministério da Educação. Desse modo, a oferta desses cursos não depende de atos autorizativos por parte deste Ministério, quais sejam: credenciamento institucional, autorização e reconhecimento de curso. Os cursos livres têm como Base Legal o Decreto Presidencial N° 5.154, de 23 de julho de 2004, Art. 1° e 3° e PORTARIA Nº 008, de 25/06/2002 publicado no DIÁRIO OFICIAL – SC – Nº 16.935 - 27.06.2002.\n\nAs escolas que oferecem este tipo de curso têm direito de emitir certificado ao aluno em conformidade com a lei nº 9394/96; Decreto nº 5.154/04; Deliberação CEE 14/97 (Indicação CEE 14/97). Não há um limite determinado para a carga horária, podendo variar entre algumas horas ou vários meses de duração.\n\n"
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      "name": "principal",
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          "text": "Obteve nota {{media}} e frequencia {{frequencia}}",
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          "text": "Certificamos que {{aluno}}...Pelo o que é expedido o presente certificado  obteve exeto em seu curso de informatica.",
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}