Page Properties |
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Target release | Type // to add a target release date |
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Epic | Type /Jira to add Jira epics and issues |
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Document status | |
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Document owner | @ mention owner |
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Designer | @ designer |
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Tech lead | @ lead |
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Technical writers | @ writers |
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QA | |
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Problem Statement
Currently, the technology service needs to pass the photos of examination candidates to CTI monthly so that the photos can be inserted into HikCentral accordingly. The APFace project (Stage 1) aims to create a function which could automate the process, by passing the photos of examination candidates who have exam on the present week, from S3 to HikCentral. The HikCentral Face Recognition Terminal in the exam hall can then authenticate the entries of candidates based on the inserted photos.
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Requirement | Notes |
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Get the list of students who have exam on the present week | The data DB view should include: Student ID, Enrolment Date, Number, Gender and Completion Date |
Retrieve photos from S3 based on the students list | The photos' filenames are the Student ID Accepted formats of student photos: PNG, JPEG, JPG
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Insert the photos into HikCentral via OpenAPI | The photos will be saved in HikCentral, with the following specifications ID: Student ID First Name: Student ID Last Name: “APU“ Department: “APU“BeginTime beginTime: Enrolment DatePresent day endTime: 1 year after Completion Date + 7 faceData: Photo encoded in Base64 Remark: Photo’s S3 version ID
The function will send photo into HikCentral via OpenAPI, one photo per request.If the student ID’s photo already exists, the insertion will be skipped.
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Update the details/photo if necessary | Photo will be updated if the record doesn’t have a photo OR remark != S3 version ID endTime will be updated if it’s not same with the Completion Date + 7 If photo is updated, remark should be updated to the latest S3 version ID as well.
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IP of HikCentral Server | The Lambda function will use port 8080. |
Resources used by the backend system:
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Iframe |
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allowfullscreen | true |
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src | https://viewer.diagrams.net/?tags=%7B%7D&highlight=0000ff&edit=_blank&layers=1&nav=1&page-id=iLzRscuetPu1HnNoLsUt&title=flowchart.drawio#R%3Cmxfile%20pages%3D%222%22%3E%3Cdiagram%20name%3D%22Page-1%22%20id%3D%222CcE15xo_VZNKfpUwVM2%22%3E7R1dc6M48rfcg%2Bt2H5xCiC8%2FOnYyt7UzmdRk7m73aUo2ss0GIx%2FgJJ5fvxIggz5skwSD7dzUzAQaIaRu9ae6lR4cLV8%2BxWi1%2BEJ8HPZMw3%2FpwXHPNC3DNukPBtnkEGDbMIfM48AvYCXgIfiJC6BRQNeBjxOhYUpImAYrETglUYSnqQBDcUyexWYzEopfXaE5VgAPUxSq0P8GfrrIoZ7plvB%2F4WC%2B4F8GziB%2FskS8cTGTZIF88lwBwZseHMWEpPnV8mWEQ4Y9jpf8vdsdT7cDi3GU1nnh8ffo3iZf%2B5HnoU%2BGP%2Fl283PSLwb7hMJ1MeFisOmGYwD7FCHFLYnTBZmTCIU3JfQ6JuvIx%2BwzBr0r23wmZEWBgAL%2Fwmm6KaiL1imhoEW6DIun6lSK2SVkHU%2FxnvHzJYHiOU73tCumxeZS%2BUCBqE%2BYLHEab2iDGIcoDZ5E4qNiDc237Uo004sC06%2FAOlCw%2FvB9%2BO27gvokjcnjdt2ZItLoelqxdsuXOeO9q1lInqcLFKdXCUVH%2BoM1f14EKX5YoQyHz7TZPmQ%2F4TjFL3vRw%2FnaKdY052p%2B%2F1yyCActKtzBYc0jVMXoea3jxtdn8eo9CehQSsINRMJBT6JIzkjFWxJRtsN4O51MhUyfg4SNj8wyYq19irmELaQFYWsH0ZlSrLygZc900JIt32iSlKu4yisFO1DsozDEIaFcsZQ4RmGnFY4DOiccyy%2Felw%2B0TFQuFdYxiqfFmgCs1yS%2FNq5M2Ay%2FmZ5INlPDb5bZJsPZh%2FmNrNMwiPBoq5gZU%2FkoWWw5jCEgoKr2M5rg8J4kQRqQiD6bkDQly0qDYRjM2YOU8eE1Ku6mFKEZgfYIRfScwCsSo2mIf%2FiTH0FEZWM0xZlwnAVhOCIhibPxQvPGhdcehdM3%2FYD2zZ9FJMLN0NE1JTrag3pyEx6JjO5hMiaPOJ0uCoqtmGDIBmFf0790qKP8n02bjhjkyrQ1QB3MVYFAbUZ%2FAN0XZKAO5qpAoDZjd3zUIlAHc211xPLbQPM2kN6mf6mK0bHIjJRLjy1LaN4yiirLkj67db0bw6o8Gwcx7SjnoogpMHWZjw17BNytNKw8mWV%2FWmBSNsOqvMzuixXHPomSVY6OWfDCxqHjausqxrlW%2FW3KxnNNb%2FMrsVWIlhMfNcO%2Bjg0ks8e%2BslVBPFAZmMOaN3yM%2F3PwWXPwrXXrXb%2BOg69HANrOh%2BFg%2FEQHMImDzDRugo1tyQhul41%2F9o0vm9998PD8ab1%2B%2FL5IrM11HxoK17bgrlAUxps%2FMkvV5rd%2FFt1lN%2BMX4W5TvatYyBmwlu%2BjnbzGh9e2MwdNO0nvopnGic%2F9l2wEUxL79OLu6%2FfMgcm9nCCi%2Fw3vb5krQRGD4yeGvltVYr%2FN7%2FfxNEgy3j6a42%2Fs8B8rjAM8jQULjAY8Ef2qOHvOoasj%2FaNy%2FWfZL70re2I3m8pN%2BxxoNc2AO6IUhi2sMsuQusgn1ESUQi%2BNu1hSb6deS1QBBhSo4hiu2EVzsSM9o5%2BVjnw3OQ8yIzgtdWgp6hBH%2Fg8fpUzVzWJqaJrGmKKFUpH972ZXRUxvnmYYM1Lio81ZKcQ%2BsERR5aoK0YR2mwpRDc19j%2BmVjFI6wVQXHpWiXlXfowApjoHsPywD38%2B4b3%2FkdC%2Bb1CcBtES5ZAFPIYEuqAaORQDngxFgIOLfdt1u8e92rSeAqCmuDMNs16Ma1FUh4KRUiNcp4YBINPsAyVqgjntS1FFTBe4XJCXcvU24f5tAnQaPF2Q5WSc7ZFIdO%2FgV22UDvaFadVJ14R15M7S5UEGNKO1JuxigrocI4EmtWU1ewDfacYCzfeVVsX4L6zRR%2FT5xm%2FfAykWThITrFA%2FL3eCesDds9XR70A0s%2BL60r%2BgCdcVTL1pd8dbRVvxZhWV2kuDweveaXu%2B7nG%2BRwgPZfThySITztSDBnJAZsH7wJBDa%2Bd%2BapbRdM%2Fu2X5iqQ9rir3WSBrNNhm7ehl4Vvl%2FeV7JCkbazCZo%2BzrP10Z%2FmxvAw0zdBGqBQ2%2BUoxrnvuY3FaqOvjEcYiwz5ECh68lGII6PgbKIi9ETn3qfPy2D03Xo5yWaKmI7%2BbcyuIoaQ2yDOwtJ3aIkvbfoldHj%2F72qTHAuf0cXOvCQ8t89%2BSeCvfOIzuvrHKEU5irLvB%2FztX4LZ1pr7tTL%2FQIOTi0BVHm8qMPPAsibpz3EmNqiYNEZkuQpxtlvKwZXoVfbSTcZI%2BbOOcMMm8h8cJ%2Fkwc%2FZmQ0sXbLzf8BLFj7tG0YG5w4MXIZ6VY3if9WNL1o%2BnWj%2FQ0EUgQAN5VXp1qUZDP1QMyBmYCglajQEBNQp6i8LkginQNz2RBNDpmATOSfm4bVvorlNve0zpqO9JhLSljnaY%2BsM45sosa1Zkeu0csPwdPuCS5nmPzfoRasYp8v1MFTOyxWQS4mUxkzP1xYGkjhyoCT9BDSeaR0uROCtnvOnsomKVH04vOo6geC1bKp6%2BJ5V1KSUdcF%2F7I7Gxt4%2BNk%2FV0ipPkrNkYiikoA6ju67bLxECNv1%2BY5DRtEecuVKsj2sU538z%2FICaMUh1mS4ita8LIdS4ADOqFK18tLIGcy8sBu4amvMEnuVu%2BWvvaH0e%2Buh3vYfda2gqtHWd37aZZ4H0WlbqvlGGZDjDyzyqByZKy%2BoCulleb0ttEbaEeuWoCjcoNkT9k1f29rTtewafICLvsUPDWVd1cZl4FxbYGwxz2brGutxAPCWOlI%2Bg6QkeO49TSD6%2BV6sqAnf0iGnKc6NsfR0Sbqgl84RGmbaiIJ3pp8ipajTBBs4agOOW0Cp6oclCiwNNK1LKsTsyTzuskmq9A0gu0gSEJWtl8bkjQuoZo29om3Cto5fbOoA1Bqzq%2BOzLL%2F5E9NSpPd2z5D%2B%2FGfEdsEvPdsHekq5%2BTwefyo4t4urSjpktDfi6BuFt2NDl%2BGqcQtV%2Fq0bxYrydPtvlhLZXuQNVdys8oKvgt59tiN34PX%2B5gZz3bi9x74PSYMwmRuY60N6RL9ONWeivOGvxwG62OKyrBgdlxvQn8aAUnnhSSszVVyK1SwPpwTGBLJ1J1XnRlqyTowoZ4uy1gFVx80Be0G6%2F3fV%2B1Wze2Wue%2BIKdX27YbMGRd3pAzqOg1a3%2FUTW6%2FHdhRvUFLVXZ5omOyTXv1SfRP9rM4PZBXeYjG49dvvTIDtjQ2n7aJlFnzB1i6lTyTUujovDw%2FeCXusHoD9dwb6GiqleX4Q3Oac9CJ9Gi%2FqN%2BtKd2txgtK3qdWuz10oamazA4OU6i3xe7KR0oduY7H7ZbfXknPhlPBajOhe1pMaKlJk2WRx0pbhPugLcI9I9WkK2HUqqYmzkbViz6g4O%2BEVVPTrFI3a7J5M%2Fh9rKLuyu4u%2BH0424Jf1xOdAs9UIyDtFvzyX%2FTwYYJQtnQGvgc6DkLZaonuhQehXH4u3KkkJDjdWsuteTM8BHU4VnVaZ5TxcVdYZJjlUG8VA13tvHJyG1CQYwT5K1looAwXZCWXPERwnkrFM%2BVIk6GKNKBjKDlPuDmCffStjYGmlrVdraL6HheuVRxPJIEL1SBZu1qlm2yroxxxuw3RbzNwd4br36Ge6qbVnUjJlxLi51UudWu%2B5BeOE3rnaL3coi9VA%2BrOt9YxPzwa86v7mjcse62ZyA7l0GUQoZSJ46NVGEjncwKo8ZSA7nyGoyWtOJ2Upp9IaMepGwV1TqvmxlEtkXEQzcckmlNoRNJgRo2G4rSW7FAnuSyyOPboEiQVdCWm2kZ2OosAOWro7Zy4bCdRDvNJ4%2Bd07tL6pkRzufC1oapK9UOvtUfMNuwRR7VHLts5tKSkq3IBdHbUshr1vXDv0JazXoDbceabq1qIdwzblQjWeeo4ByqoVj1xT5PsfDRj3FVVnHranrgRe9a%2F7UdKVnAGruYXZQGu%2F8TVfqxtWU%2BtJbhwkSM7UK7mQKFWJY6nOwxWtvSOX6D9Or%2BouaSPdqq2d6ZXvrps23ZdOe%2FPoKg2yj%2FS4BpKKFVUZSsJop66x3PZVqG8ZeAODI2UbkhA0NuYsONHS5IxtfSF%2BJi1%2BBs%3D%3C%2Fdiagram%3E%3Cdiagram%20id%3D%22iLzRscuetPu1HnNoLsUt%22%20name%3D%22Page-2%22%3E7V1Zd9q6Fv4t9yHrtg%2BwLM9%2BJBDS3pO2Gc9p8tIlsAA3xqK2SUh%2B%2FZE8YFsShiQeArldbYJl2Uh769uz1COlP1%2Bd%2BnAx%2B4Zt5B7Jkr06UgZHsiwrqkZ%2B0ZanuMVQQNww9R07bso1XDnPKGmUktalY6Og0DHE2A2dRbFxjD0PjcNCG%2FR9%2FFjsNsFu8VsXcIq4hqsxdPnWfxw7nMWtpmxk7V%2BQM52l3wx0K74zh2nnZCbBDNr4MdeknBwpfR%2FjMP40X%2FWRS4mX0iV%2Bbrjh7npgPvLCXR54PO5%2F%2FTYZnY6C%2F%2Bn3w3vdB52vneQtD9BdJhNOBhs%2BpRRANiFIcon9cIan2IPuSdZ67OOlZyP6NRK5yvqcYbwgjYA0%2FkZh%2BJRwFy5DTJpm4dxN7vJTScYV4KU%2FRiXjT4YbQn%2BKwpJ%2BStyPziX3BQmhThGeo9B%2FIh185MLQeSgyHyZraLrul5GZfEgo%2FQKqyxzVr657l9cc6YPQx%2FfrdScXiUbW04L2m6%2BmFHrdiYsfxzPoh92AkCP8Rbs%2FzpwQXS1gRMNH0q2M2A%2FID9GqlDzJXUVP1nQCaiW5fMwQkvaY5cCRtr2Fnpdj5WT41%2FPJl9vhg3OJnxfKjd1pZdES8vlPP%2BnzXS29vE1eF10MVoWrp%2FzVOfIdMnfkJ42vR4DCI0BII%2FCuEKBwCDhzgpC04EnEyKVNCBHQJTXDdBVBMiAy%2BBWcH8k6nNN17I2CbDnnQZPgghATui5yMYHHnIEOh6tFjh%2BFB3OMEqIpW0b0xdAfJ%2BsF0LcG8WepKyvVAA%2BYReABAfJUuSboCRmpblcgeBm6jof6aw1NF7wNg9kafZQADtG5Z3CE3HMcOKGDPXJvhMMQz3Mdeq4zpTdCitFjmFyNCUEjBpVIR%2FgYKF3sw7GLftmjX45HhKQ3RpGUnDiu28cu9qPxKvKJoRybpJ08aTvk3ek9D3uoGj7qMsNH2dpNgio1sVHbzsbgHoXjWcKxBXYoPskN7Zj8JUPtx%2F800rVPW7qyJmgUtRl8I%2BC7kV9A9A1so6jN4BsB341epaMuNoraDI0fMfs0EDwNmKfJX6J%2BRBCZ4Gzp0WWpyEPKUW5ZkntDwzyR1Ny9geOTF8Uo8qhy45f5QNL6wFhLw9ydSfSnAZDSGeblZXSdrDj6lTBYxOSYOCs6DhGq1a6PYiX5dUzHc0wu40%2FFXi6cj2xYDXw1DRTtH62r8XLY4vGbtlWOX%2F3%2F%2BN1r%2FA7VoXn8Mvwe94Gi6R8Gv%2BiBDGDkO5H9WgWIVUtqD8T4xrs%2Bdezl9d2dfPcz%2FDJ%2B%2BHHRshuzvrgt%2BjQb3JidPJYyTyTvsQjJ0ZrH4uEvgyfQcfFz4E9uA%2FzX2e%2BlwGdvg1uVUl04z9aoXjbqHNU%2FjfF84SIqvH7ZMKRu4cQn8kuWBoQ6BNL0p%2FE5%2Bph4itMwopwUYhuS5TvkVePr4iw2GjtBJETrCrTIhpwKpURKiWItRHTxUgpIFbh8%2Bp%2FnZx2unqX5onc%2F9G%2Bse13tAMARsNFwy8vk1OvDLWVCKQ8jIZHkqmEUPdrzffiU65CYcdmbz2lDtn46wCgqOdlkgsTbHgCyJjErJh5Etn7Ws3m95uNhDm07Qixlk49HLponc2dWXjH%2BIoJhbg3BUYDdZYh6WZimGLRRhcGhKoDMsMHgUbyO5eRRLFcAYiHF%2BQDcELoB4uhL5heKgmdMTCRvmyZNnOHI2pdzx7Yj2VAeVyvF6ws4ADhRqvH2nijoolTAA2V1cXpx9%2BcPuPny7OhnV9f47roDrHYF6cvi1jvJzDKTIi8zhfQw2jI9xqcXt%2F359G84%2Be0%2Bw54VSGj4UZIKu3JMSKP3ZaLzWuQqTiREIxhjn6qU7z%2Buo0xCnG5wPPKjdz6ksofQBfkPlHp7ZCEqEuPFmgLNYgqkWiX2oRDGfErg2l8esmbRiixQgb6TXgF1MUBrW3KBouzqSpJcm%2Fwq0yRbNY7VlvwSjkZvlW91xH%2FexBygvSvuGJxYO5%2FhyEGJlEmQapNAESkQf4bno2Ww3UepQiBZRXkkcjZEgU2zLoFkcqRrY6W%2FfsVau67Y1uyhsmHnyH5J3uugqJZikSzeJHgWKPyS3Q%2FXusP41prAApJVgf5Va%2FPrJI6WbS7vimNQXMwIMCaowVYpxPhKnioJPnEvshgOxQDkXvSKKFQpfAtySneplWo7DwWG6n%2BWtG7zmBqxncQe7ZEev5dB6EyeInakfcinJAIdvytYQE%2F4shEc30%2BjddAZxxZvL1IqTuhAV%2FjKvo%2FiEPjavRE6NBQLFAq9dAiEPPEoiiMjzdFEi63vdO4dcj%2Fz774v56NoppAq4q8D%2BsmjBBk6fuTpfYdzdGjTz1p75zf5LjEVzuDBzjxjfGqEfQqUz%2BnEJ2T1D2AIYxJF3%2B%2BkT39yJmuT7XNu%2Fo6AJgdBqjjrlVDmipYGk9%2BDSGz0Kd3663zauj3Noh3lcmtr4p5EsIo7tkSpaAUQJSP9jfwgHniMeDq%2BcEZncInm0L%2FfNJQWLJ00aOGiSTaGtxk%2Bpl5Ql7rGGz6KIQo8gArKCMUaVOY06GHHfiylaHvumFKoLfQDPlxepyObRW%2FX2q2Utj4WqB%2Fa%2BtfZdNkGo51PPZtFRmps7nODG%2FHinDjzPemAq0pwl8ayDjfDTabI%2BOGSIOxUV45bXKjSih9eaQqP2Klh7l3k6jb9GvI5exO9eHtkNk1cNF%2Fd8jaJy1c%2F58AVLMdjFAR7DS6lWLlggQahJST5ekntBbRej4iUgNtDv3pbkBCLPj6c%2B64j7Cmd67ZWuPo2c0dzpSpDIJ1oeZHCFNPLOETfcjKpY0S7IkRh2XyAHahdQRFqbRkl%2BcM5msyyFSQ5GvVy5I%2FnaDL2rZnK2AZYIJbx7argo%2BrLBcpsza02aWu1HGWjzm9wpyQubnAnn9y4Dg159n6VnenFwBdYm5rb6s6q2IkupDgvkE6%2BD6qiKBFAc8eDId50DkAFNFUlhqaKqHBDapKmrYSymq%2BBFc5d21HutHa0TNmocygYON50gL0pafVw6EyIBk2SPVFSmI0%2BJWnTg%2FCaFRZQgpBUbaUhQvbssE%2F7HSNsI0%2B2gqTyUj6xe6dqMqOWWA%2BkoiAy%2F0VW%2BcYqVWMVZvGBN4edhWTnaxYP20tSVWkD%2F9sy0vnSxwN3kzRFZVigmI2x4OxudmKEP5zrf%2BSOcxz0RujkKQXBfpRVV2zECCpXmzkd7FVSFUiAxa9WLla5J5gNrvWIVb6w9juFb86v20%2BDSbM47PL1DGnVSdVbJEP9p%2FftorOa35ja5E4NVoY9XifT96F0vGyHXB6AwonKVQPwbWRvZ2dqmuzMpTqzxKc42UkvXiUum9nPKJZaJlszYTD42ZCEeKk81ZjjArUkkr9JmrL903FVJUzLaJ5DePkJH%2F%2BJOtGIWXp37zdxsscBinbsKJpgxw6owmgScuXDhfdVJjGoSrvt4qxC9Qk58NG20SpGMc2oqM25bmIl%2BC5Mj%2BajoWX2yVY7pvIyCLGmsqRi7bMBjJ006CuUVhk5cmsjPnS7TCMRIR9prqQgP65MH%2FlpVfo2hZY%2BzvbLH3u19XDkPXFEdB0wh7XogpIn2RC4IlWEboUs5zViG%2BLg9QhWd0RwSujmXRFh9OZ9VVPvSuW65Z%2FG1IMAaUcXoioByFsn8b6bLLNtY%2B%2B%2F9Hdydnu637go235cHmV7tDJZ%2BLDe1xN1j%2Fb6JHZ%2FurGn8KK9MvZTVZXWkegCY18XFFOxu2Erk2ytnxdSSQ5qKzQFxc3CfmZb8k9sabRbxN5Y%2BPpNLEt1cdNi15CV1E5pSO7yCeSsfHQhPI%2FkSngeyd6IR92SdxOPVfzfCEKSt5s%2FatftM3cEYOVmz5s4xiddNx98crW3B5%2FohtVlK7P5dE1t9S1Cyh%2FeiZalPtJ2Z6pyxfS2kJZg9wHKq44JpoEGxpRnrfP4kcgozwz1aO99apzvJ6AMwALKMnhAAVEQUqstCMlHIQ87DGyYBsuEBjfVC0MQ7ZzLt975qWrmUT4hask1pUQbkmA7FsgBbbeQLvcmw5K7GpCBlfxgahokk7HYKyoJNKwNE6gqe1rKnsPd%2B8pLZSAJJIJQLNdXl8JHgz%2BaWDZ00X%2BY02yGjq92P3QumAwXNLNtHvARiQOvFOCqagS7ChoVRjJvI34wFhiC7GCjKJD3K0jUZKFdacB2e2S3tXMVhK6A3C6bXxaMb4A9NXkHLy50ZOvGpYorF0up9IJg%2FD5XKapKkci6bgkMQKEdTpyuugQvn4g%2BcN2nmEWHtkndJ5SJ7ZxDUNfBWA1poR2DIJKxW3qRf5NaTKNxZ2lviHpUJhtLz%2BQ6hAPvFCawZIhixXUdyiUE4keLSWjsefENbvYUMoAPRxy4LmLrIUzB0VAVcYBc%2BpieAp1JKWoBfcM2oj3%2BBQ%3D%3D%3C%2Fdiagram%3E%3C%2Fmxfile%3E1#R7V1Zd9q6Fv4t9yHrtg%2BwLM9%2BJBDS3pO2Gc9p8tIlsAA3xqK2SUh%2B%2FZE8YFsShiQeArldbYJl2Uh769uz1COlP1%2Bd%2BnAx%2B4Zt5B7Jkr06UgZHsqwAVSG%2FaMtT3AKAacUtU9%2Bxk7as4cp5RkmjlLQuHRsFhY4hxm7oLIqNY%2Bx5aBwW2qDv48ditwl2i9%2B6gFPENVyNocu3%2FuPY4SxuNWUja%2F%2BCnOks%2FWagJ%2FObw7RzMpNgBm38mGtSTo6Uvo9xGH%2Bar%2FrIpdRL6RI%2FN9xwdz0wH3nhLg88Hve%2FfpuMTkfB%2F%2FT74b3ug87XTvKWB%2Bgukwkngw2fUgogmxAkucR%2BOMNT7EH3JGs99vHSsxH9GolcZX3OMF6QRkAaf6MwfEq4C5chJk2zcO4md%2FmpJOMK8NIfo5LxJ8MNoT9FYUm%2FZBnSueS%2BICHUKcJzFPpPpIOPXBg6D0Xmw2QNTdf9MjKTDwmlX0B1maP61XXv8pojfRD6%2BH697uQi0ch6WtB%2B89WUYq87cfHjeAb9sBsQcoS%2FaPfHmROiqwWMaPhIupUR%2BwH5IVqVkifFtZ6s6QTVSnL5mCEk7THLgSNtews9L8fKyfCv55Mvt8MH5xI%2FL5Qbu9PKoiXk859%2B0ue7Wnp5m7wuuhisCldP%2Batz5Dtk7shPGl%2BPAIVHgJBG4F0hQOEQcOYEIWnBk4iRS5sQIqBLaobpKoJkQGTwKzg%2FknU4p%2BvYGwXZcs6DJsEFISZ0XeRiAo85Ax0OV4scPwoP5hglRFO2jOiLoT9O1gugbw3iz1JXVqoBHjCLwAMC5KlyTdATMlLdrkDwMnQdD%2FXXGpoueBsGszX6KAEconPP4Ai55zhwQgd75N4IhyGe5zr0XGdKb4QUo8cwuRoTgkYMKpGO8DFQutiHYxf9ske%2FHI8ISW%2BMIik5cVy3j13sR%2BNV5BNDOTZJO3nSdsi703se9lA1fNRlho%2BytZsEVWpio7adjcE9CsezhGML7FB8khvaMflLhtqP%2F2mka5%2B2dGVN0ChqM%2FhGwHcjv4DoG9hGUZvBNwK%2BG71KR11sFLUZGj9i9mkgeBowT5O%2FRP2IIDLB2dKjy1KRh5Sj3LIk94aGeSKpuXsDxycvilHkUeXGL%2FOBpPWBsZaGuTuT6E8DIKUzzMvL6DpZcfQrYbCIyTFxVnQcIlSrXR%2FFSvLrmI7nmFzGn4q9XDgf2bAa%2BGoaKNo%2FWlfj5bDF4zdtqxy%2F%2Bv%2Fxu9f4HapD8%2Fhl%2BD3uA0XTPwx%2B0QMZwMh3Ivu1ChCrltQeiPGNd33q2Mvruzv57mf4Zfzw46JlN2Z9cVv0aTa4MTt5LGWeSN5jEZKjNY%2FFw18GT6Dj4ufAn9wG%2BK%2Bz30uBz94GtyqlunCerVG9bNQ5qn8a4%2FnCRVR4%2FbJhSN3CiU%2FklywNCHUIpOlP43P0MfEUp2FEOSnENiTLd8irxtfFWWw0doJIiNYVaJENORVKiZQSxVqI6OKlFJAqcPn0P8%2FPOlw9S%2FNF737o31j3utoBgCNgo%2BGWl8mp14dbyoRSHkZCIslVwyh6tOf78CnXITHjsjef04Zs%2FXSAUVRysskEibc9AGRNYlZMPIhs%2Faxn83rNx8Mc2naEWMomH49cNE%2Fmzqy8YvxFBMPcGoKjALvLEPWyME0xaKMKg0NVAJlhg8GjeB3LyaNYrgDEQorzAbghdAPE0ZfMLxQFz5iYSN42TZo4w5G1L%2BeObUeyoTyuVorXF3AAcKJU4%2B09UdBFqYAHyuri9OLuzx9w8%2BXZ0c%2BurvHddQdY7QrSl8Wtd5KZZSZFXmYK6WG0ZXqMTy9u%2B%2FPp33Dy232GPSuQ0PCjJBV25ZiQRu%2FLROe1yFWcSIhGMMY%2BVSnff1xHmYQ43eB45EfvfEhlD6EL8h8o9fbIQlQkxos1BZrFFEi1SuxDIYz5lMC1vzxkzaIVWaACfSe9AupigNa25AJF2dWVJLk2%2BVWmSbZqHKst%2BSUcjd4q3%2BqI%2F7yJOUB7V9wxOLF2PsORgxIpkyDVJoEiUiD%2BDM9Hy2C7j1KFQLKK8kjkbIgCm2ZdAsnkSNfGSn%2F9irV2XbGt2UNlw86R%2FZK810FRLcUiWbxJ8CxQ%2BCW7H651h%2FGtNYEFJKsC%2FavW5tdJHC3bXN4Vx6C4mBFgTFCDrVKI8ZU8VRJ84l5kMRyKAci96BVRqFL4FuSU7lIr1XYeCgzV%2Fyxp3eYxNWI7iT3aIz1%2BL4PQmTxF7Ej7kE9JBDp%2BV7CAnvBlIzi%2Bn0broDOOLd5epFSc0IGu8JV9H8Uh8LV7I3RoKBYoFHrpEAh54lEUR0aao4kWW9%2Fp3DvkfubffV%2FOR9FMIVXEXwf0k0cJMnT8yNP7Dufo0KaftfbOb%2FJdYiqcwYOdecb41Aj7FCif04lPyOofwBDGJIq%2B30mf%2FuRM1ibb59z8HQFNDoJUcdYrocwVLQ0mvweR2OhTuvXX%2BbR1e5pFO8rl1tbEPYlgFXdsiVLRCiBKRvob%2BUE88BjxdHzhjM7gEs2hf79pKC1YOmnQwkWTbAxvM3xMvaAudY03fBRDFHgAFZQRijWozGnQw479WErR9twxpVBb6Ad8uLxORzaL3q61WyltfSxQP7T1r7Ppsg1GO596NouM1Njc5wY34sU5ceZ70gFXleAujWUdboabTJHxwyVB2KmuHLe4UKUVP7zSFB6xU8Pcu8jVbfo15HP2Jnrx9shsmrhovrrlbRKXr37OgStYjscoCPYaXEqxcsECDUJLSPL1ktoLaL0eESkBt4d%2B9bYgIRZ9fDj3XUfYUzrXba1w9W3mjuZKVYZAOtHyIoUpppdxiL7lZFLHiHZFiMKy%2BQA7ULuCItTaMkryh3M0mWUrSHI06uXIH8%2FRZOxbM5WxDbBALOPbVcFH1ZcLlNmaW23S1mo5ykad3%2BBOSVzc4E4%2BuXEdGvLs%2FSo704uBL7A2NbfVnVWxE11IcV4gnXwfVEVRIoDmjgdDvOkcgApoqkoMTRVR4YbUJE1bCWU1XwMrnLu2o9xp7WiZslHnUDBwvOkAe1PS6uHQmRANmiR7oqQwG31K0qYH4TUrLKAEIanaSkOE7Nlhn%2FY7RthGnmwFSeWlfGL3TtVkRi2xHkhFQWT%2Bi6zyjVWqxirM4gNvDjsLyc7XLB62l6Sq0gb%2Bt2Wk86WPB%2B4maYrKsEAxG2PB2d3sxAh%2FONf%2FyB3nOOiN0MlTCoL9KKuu2IgRVK42czrYq6QqkACLX61crHJPMBtc6xGrfGHtdwrfnF%2B3nwaTZnHY5esZ0qqTqrdIhvpP79tFZzW%2FMbXJnRqsDHu8TqbvQ%2Bl42Q65PACFE5WrBuDbyN7OztQ02ZlLdWaJT3Gyk168Slw2s59RLLVMtmbCYPCzIQnxUnmqMccFakkkf5M0Zfun46pKmJbRPIfw8hM%2B%2FhN1ohGz9O7eb%2BJkjwMU7dhRNMGOHVCF0STkyocL76tMYlCVdtvFWYXqE3Lgo22jVYximlFRm3PdxErwXZgezUdDy%2ByTrXZM5WUQYk1lScXaZwMYO2nQVyitMnLk1kZ86HaZRiJCPtJcSUF%2BXJk%2B8tOq9G0KLX2c7Zc%2F9mrr4ch74ojoOmAOa9EFJU%2ByIXBFqgjdClnOa8Q2xMHrEazuiOCU0M27IsLozfuqpt6VynXLP42pBwHSji5EVQKQt07ifTdZZtvG3n%2Fp7%2BTs9nS%2FcVG2%2Fbg8yvZoZbLwYb2vJ%2Boe7fVJ7P50Y0%2FhRXtl7KeqKq0j0QXGvi4opmJ3w1Ym2Vo%2FL6SSHNRWaAqKm4X9zLbkn9jSaLeIvbHw9ZtYluripsWuISupndKQ3OUTyFn56EJ4HsmV8DySvRGPuiXvJh6r%2BL8RhCRvN3%2FUrttn7gjAys2eN3GMT7puPvjkam8PPtENq8tWZvPpmtrqW4SUP7wTLUt9pO3OVOWK6W0hLcHuA5RXHRNMAw2MKc9a5%2FEjkVGeGerR3vvUON9PQBmABZRl8IACoiCkVlsQko9CHnYY2DANlgkNbqoXhiDaOZdvvfNT1cyjfELUkmtKiTYkwXYskAPabiFd7k2GJXc1IAMr%2BcHUNEgmY7FXVBJoWBsmUFX2tJQ9h7v3lZfKQBJIBKFYrq8uhY8GfzSxbOii%2FzCn2QwdX%2B1%2B6FwwGS5oZts84CMSB14pwFXVCHYVNCqMZN5G%2FGAsMATZwUZRIO9XkKjJQrvSgO32yG5r5yoIXQG5XTa%2FLBjfAHtq8g5eXOjI1o1LFVcullLpBcH4fa5SVJUikXXdEhiAQjucOF11CV4%2BEX3guk8xiw5tk7pPKBPbOYegroOxGtJCOwZBJGO39CL%2FJrWYRuPO0t4Q9ahMNpaeyXUIB94pTGDJEMWK6zqUSwjEjxaT0Njz4hvc7ClkAB%2BOOHBdxNZDmIKjoSriALn0MT0FOpNS1AL6hm1Ee%2FwL 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width | 100% |
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height | 100% |
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* Student’s details are based on what OracleDB provide
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