How To:
- Use Pass-Back to transfer grades in Canvas to Banner
Applies To:
About:
- If you use the gradebook functionality in Canvas this tool can sync your student’s grades back to Banner with the click of your mouse. You will need to enable the Course Grade Schema within Canvas at the beginning of the semester. When you’ve finished your grades for the semester, click the sync button and your grades will transfer from Canvas to Banner. You’ll get a notification email telling you that it was successful
Steps:
GRADE SCHEMES
1) You first need to develop or choose a Grade Scheme in Canvas. Your department may have already created a common grading scheme that you can use, or you can create your own. You can edit or delete grading schemes that you create at any time.
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)
2) Click the Course Details tab
![](data:image/png;base64,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)
3) Scroll down and locate Grading Scheme
![](data:image/jpeg;base64,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)
4) Check the box that says Enable Course Grading Scheme
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)
5) Choose View Grading Scheme
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6) Select the Scheme.
To view a grading standard, click the title of the grading scheme [1]. When you have located the grading scheme you want to use in the course, click the Use This Grading Standard button [2].
Be sure and update the course details to save your changes.
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7) Update the Course Details
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)
SYNCING GRADES
Now you are ready to sync the grades to Banner (the Student Information System). You can do this from one of two locations in Canvas: Either the Gear icon in the gradebook (upper right) or from the Grade Syncing tab under your Course Settings. Below is a visual using the latter.
1) Open Course Settings
![](data:image/jpeg;base64,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)
2) Click the Grade Syncing tab
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAkkAAAA4CAYAAADpYWx5AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAB8QSURBVHhe7Z1nkxVXkobn4/yK+RUbuxG7O7Ha0chLCIQH4Y1AILwRworBCRASAgGDBMIL4b333ojGe++hvfet3Pc5fQsuqBnRzYW+LPlEVHR33bpVdVyeN/NkVf9J2J///Gf7y1/+4ptvvvnmm2+++fZKb2gitBECCeyNN94wx3Ecx3GcVx00EdqoUiLplzfffDP2keM4juM4zqsLmghtVCmRPJLkOI7jOI4T+F0kyUWS4ziO4ziOiyTHcRzHcZwqcZHkOI7jOI5TBS6SHMdxHMdxqsBFkuM4juM4ThW4SHIcx3Ecx6kCF0mO4ziO4zhV4CLJcRzHcRynClwkOY7jOI7jVIGLJMdxnARTUlJqefkFlpuf71ttbnn5ll9QaOXl5bGWcZzq4SLJcRwngRQUFdnFq9ftzIXLdvaib7W50QZsN+7ctbKyslgLOc7T4yLJcRwnQVRUVNiFK9csNSMjtsepbcrKy+3qjVt26+692B7HeXpcJDmO4yQIJuST5y768k6SkZ6ZFcSr41QXF0mO4zgJApF0ykVS0oFIunjleuwvx3l6XCQ5juMkCBdJyYmLJKemuEhyHMdJEC6SkhMXSU5NcZHkOI6TIFwkJScukpya4iLJcRwnQbhISk5cJDk1xUWS4zhOgnCRlJy4SHJqioskx3GcBOEiKTlxkeTUlKQSSWWyKznFFVZaEduRRPz2m1lp+W9hK3tO95dT8pvll+pC4mp2ud0vSL6KqNDtZRepjRI4B1C36Ton5XeqJlP1U5Kg7kB9384tD33ZSSyJEEm8kDI3NzdsiRBbnOf69etWXFwc2/P05OfnW2FhofpM4vtKQUFBOP+LIJEiCRsYzQXPcz5IJAz1PNnX4rJna0fmp7TCl6PMiSIpRFKBKv67Q3n28aIMazI/zT5enG6TDudbdnFyGPElZwqt3txUazovzVr8nG6tl2bY8J25djbt6V5zfzdfhjO1NPbXkxm/K8cGbM62DE2Ig7bn2KwThbFPkoNf75Ra51WZ1kh18fGidJt9vGb3h5E5m15mtzRRQ5EG7qdrsmzU7tzw98vMkbul9snqLNVVSWxPJSl3y6z/thy7mFH9f42QJceh0/IMm3W8ILanevD9o/dLH4iik6ll1krtt/1q9SfNZGDByQJrpnF44PYfj6kXzbOIJL6zadMm6969u7Vs2dKaNWtmvXr1sp07dz6TSDl48KANHDjQLl++HNvzx2RnZ9ukSZOsefPm1qJFCxs7dqylp6fHPn12ioqKbNiwYTZ+/PjYnudLokTSSNnoerM1Ry3QXKCt8dw0G79XgrYGHswJzQn3NDc8TxAzi88UWfuVmdZE81dTjZsvtubYednfpwFH/WTc3DX/RIE1WpxpN3Ke730nE7UukopkuPttzLZ31dmWqDEvqPHWXCiyvmrIPTcenWhqi8mH8u0diTfu51JGue3Szy8kZj7QPR++/cf3uOhskX1z8I89pu3Xim3L1RIrlGjotDZLQrFmk+Lz4J4GS4cVmTZml7zSrHJbe7HIpv6aHwRPdcmTKB6+J892XH84Se9UnR56TFi8jOy5VWr/Ne2+1VN/oc4idt8otcbLM+2ExEp1qbDfbJGEeryxqg5nJIp6bci2yKyVqdFWnCuyO3kvn6Ejgtl8SYb927R79qUciWSjpiIJETRz5kyrU6eO/fTTT3bu3Dk7c+ZM2IdAKS2tuSA8cOCAffrpp3b+/PnYnn8N9/LDDz9Yp06d7OTJk3b27NlwH0SjEgX1s2fPHtu3b19sz/MlUSLpkzWZ1lGO4hk5yDjJp+7L2ZNgqIkdxCF+nnMc9zRVc9ffZqba9CP54V53Xi+x7uuyrP789OAs/RErNBeP3Z8X+8vsCrb/UrFEYc1F+8tGrYukNecL7bWfUu1QFV5h1Ayo2a2Xi239eYmoOE+cBruWXf7guOv6/XJm5eco5bTCCtujTpESEzIp8vLX6hx71TFzYlEqRNpuTdbrtP9JnWaaxEBTefLphQ87RpF6YG8JmR7aCmIhzDt5FbZJHWiDBMTd/MoJ8nKWJiiJwM5rssKASFNZinXNAzdLbM3ZQjuqe4rOelODjfLweZf1WTblSKVIovybLxWF8xKJeHgXL45Dd0rtPQ2sQ08QhUTLNukeN14sfhAhAmqBel+jSZm2CG15pdgaL86wbzX4dqnud2n/8XtlIYIWcTGzPLTJNh17L1aXeEUsQ1JHnGuDBvC1OI8G74Y6oq6u15Kns1ciqf4vGfbaD/dt2LacB0vHe2+WWstVWXY6JnTon/TnrZeLwlIanJKASo0TVoS2T8sQ01dp93T1Z6CeovFw7F5pMNgI6xL1myNqJ/rV/hvFob44xywZyLpz0myjvkNd0w9Pqa9H90b3PazxRxvt12eRU5xdXBHq+7LGGXW962pxELi1CQ5KowXpNkNlaiKv+Gac0LuisUb/OnirxNaqLPHe8jnVEWOP6NlGlSXqU3Bb43aj+g3bZfW7Z6GmIunixYtWr149W7VqVWzPQ6Io0v379+3WrVt27do127p1a1iuSktLs+3bt9vmzZvt7t274ThgaQ1xtGXLFps3b5716NHDLly48MhnRK2iffHwj2B79+5tEydOjO2phGU3BFNOzkNxynIZ4iszM9OuXr0a7m3Dhg12+PDhR/6hLMchirgm4q+kpMTu3LkTNkCAcf8pKSm2ceNGu3LlStgPlBMxRRlPnDhhly5dCterDokQSbTCZ7LLQ3dWLc6xS/ShzRpn0TjmO4xPbNl22bLsmLhgX/15lVEoIvSMbaLrkQ3UUA6rD6QgZGnfDdlUzr9Z57+v/grReXfKuY7SNOLh++/PTbdFJx+N+GfKnnSQwzZsa3awGZyXcbNfcxLj5mJGZd/FhvaXkOu4OivYjZ3XSsLYYn8kCh+MHY0p5l/gI+aA69qY58JYjJu3Sa3Yonlyvb7DfF4TgfkiqVWRRFMP35JtPSUgnmR7acBem3Osm8RIVx3XfFmm7VJjwRB5ksN35YYOBeP25NrAjVnh984rMu0zfafLumz7/mBe6Lid1NhDdL2hO3I0uVZYnmYDVDKd4EtNaF3XZ9sOdYbHGw2R1GRZxiOGFdZqMn5zXroMcGmYoHtqANGpBm7NsUE63y3d+y5NVu9LXNTRcV/tyw+dYsOVoiCceui6H2lCXa1OBmNVlkFbc8NE1G1Dlv14rMDuS3wM1v2i/pl056nDlzybHa8Rd1T2Fqr7dkszQudOiw1mYALvsUnlUfmHqOyf6z5vaoDQLvNOFFgbDcgBKu+wHbm2XfX7ndrjrz/et08kGsbuzbPB23Pto0UZNjs2mPdKOHXUZ310vrYrslQX2UEMsSzbW/tor1Gqq5YSWm3Vzohh+klv9ZPeOnaY+sVyGY/aYJeMQlt5movPFtlH89NsVkplBHGfxBMiCe+TNf2BKvMA1Vmjhek2RO2LMRyoevtyd+4DEbxaxoWyUpcdVc6VKlOmyjpY9ciS3kB9v+6CtPB9hNZ+CZ2em1T/qoMPtX/+qcLQbt01Dl77571Qz6N251kfHUMUFA+4WH3ph6NqI9Xz5zpfkyUZ9s2+vDAGMN4NVccs/Q4kcqp+PEb3V5tGjXukHETBmi3NtFm694g+ukf6ymjZgS6rM62J+lSKygCNJKgY96N1/x+rTERqmcgQgv10TiLDn2tbdPrZ+k1NRdLPP/9srVq1+pf/qX758uVhCW7ChAnWv3//IEiIOg0fPtw6d+4c9iE0EFXfffedtWvXzsaMGWN9+vSxDh06hOMRJyyjffHFFzZ69GgbMmRIEEyPw3kRbQsXLnwgWMht4hozZswIf8Mvv/wSzrNr1y5r1KiRTZkyxQYPHhzuc9myZeGYrCyN87Fjw9LhiBEj7Pvvv7d79+4FERYJsZEjR1rXrl3DffOTKBYCjgga56QM//jHP6x9+/ZhmY6yVIdEiiTsTEbRb2FjKRsNe0wOzqeaPxjT9KdhGmd3JSBwMhg//dQvm/6SLruVJ4eGFI4i+++p96y1bOoM9eF9Eh/Yhw1ymiBf9qChjsdu8FlzzT/9tuTYJysz7aj69BYJo/ayAUNlb3tqrphYRXrK/OMFVlf2Jd6RiFgo21BHn+EADdA5emzMsTF78kI6RTONj9Mqz0E5xB/KIflAc9cI2Vs+byVb3k22nGtdlVPSnfpQ2T7VvbSTjTohp42rjdQ4a69z8T1sF3YO25evORf73EffYczNl83HwUtmalUkMc92UaNPUEU+idGaEBA3RGuoyrG7c6zpwjRNKhU2XJXNxBuJpPE6z2A1GnSSsW+vxrkrQ4gA66+OhCiJ4CtEld6elWYH1ek4huWjduqokWcf8SSRdOhuqb0tD/2gJsaR6kBtV+gYXa9AN8TS1LRD+eE6AzT5jZDhjkDhR9eYeCBfqr7yP4aPVVkGagBGImmOOhBRr9dmp9q+WKSNDlUe8yxfNCwV9ZUh+EADp/nidFsnsUQpEJ4MkDsqO55Qdw2iyRq0p1PLrJ4GB8cBEzKTEh5QUw22TfKsAPHTaV2mTT1SELwmzjVxX2V9UecYiBE7c43po60G8EjVJ9fFCNVbiMgsttXnC+3v8syIQAHnrI1qQiS11P0jbNZLRL82My2IjeOqi1bqW0SSMiR0zsU8qxPaX0dC+YCMIdG0j1QGykyEsw/GL1YPrTThr1M58cw+0oSfKQMNn8oQzYwJBQwenh0gpptKRNCXtslra6l2yKGTC46rNytVIr7MTsqovS/BtFfnhRT9/boE7AEZ5qN3y+xvs9NsmQQfbJCj8e7MVAn3R8fBiwKhjPd9JBbNnKFx+YnqOopudZVDhHik7qCvbEE0nhqoHN8eqFw2yJCB/0gictHJgpAX8obKezEWgX7WxNaaiiTEQc+ePWN/VUI0Zv78+SH6wvlWrFhhr7/+ethPcjeRndOnT4djEVeIIiJRLJG99957IeoC69evD+ICYbF7925r2LChnTp1KnzGstqgQYMeiQ4BOUk//vhjEFfkR02dOjVcg3tgX0ZGRvi7Y8eOdujQoRDpefvttx+cd+7cueEzolaLFy+2Nm3ahO8AP/Py8kI+0tdffx32IawQR5SJfCUiX9OnT7fU1NRwvWipEIE1atSo8Ht1SNRyWzf1qb/9lBrEOP0N206/7C371UP7iJLc0/hG/Mw5kh/GMhFOSLlTYnU1drEF0CLONmIPmuo762QzAJFExJQINLl3/zkj1WYfK7R89U8enKmv/jtOzgzTyBnZvA8lZPY8lmM4bX+utdE8GEWv4iGq/I7uhUg0DjvBhCiC3GNNpUPOsPqSOVXzUsRsCa+2GmMEBYZqP4IQOLaHHPkucj6Iig3aJpGkscm8zUhoLbs9RfPhJZXzf6bft/2yd8A1kz0JvFZFErZssBqovzpeJHQeB7HDckEEHe0dGUqWIfBqiSRFnu0ECZEhmlig89IMm3fs4ff23ii2tpqYiYTMTCmwXLXqRBnNupogZhwvtMmaoL/an6/z5T1Yiot4kkhikn93voy27qmVOjje6VSde5q2z6XOl2pywWAPlJgbtfdhRyvVDTMYxqqTt9Z5O0hwwHgJgUHyFiKRNF2THwOCaBdKnGgMnbo2oQYQS2N1r/XUDiwvddJgwAOZeaLQvjtcYENVh8vOFdmKM4XB20/VoIkHj6K52mJrbFAT8sVDm6l2IO+mngYUk3TEdNV/e9VRvo5rq/6wTucFIoGdNTB/SMkPSynUc2PVEwP8YswwvWgQSS1UH1djk+7Xe/OCZzbnVJF9IkN0SmUHlnYnHcqzARKYr2sCJ5QNHeQ0LDpdGNq5qfpqtASMSFotUU/0B++NPrnsXKG1VD0SAo/YJg9zvIQVy7sf/pwR+vLOK+qfqpfIYyNc3lD9/oZE0ipdq7U8VoxcBNG5yYfzwtJqM50/umfC6Q3lFMSHzl8k034tsH+fdi+Uj+hXfxno/5h2/0FeRw+Nj/g8vjk6ppXqE4PeWuXfFxOCMEh1OG5nZQSP6FJT1S+RuePq289CTUUSogIhEc/evXtt3LhxQdSwvLR06dKQWxQfbUJEEM0h2vL++++H6M2CBQuC4IqW6YgU8TfLVAiPtm3bhiU4jkN0IIYiAfM4RHzWrVtn9evXDwKMqBBRqzVr1gRhhJihrIgvRBoCB1haQ5ixHEikKRJDEZQBkURUDBBJCLEIjif6xPmIPvEZy3BEwFjOqy6JiiQhktrIqWVlgtSKHRq3t3IrQlJ0b/U/7P9U9bu+6kvr5LjBUY3liRrrffT5BxI3u2P9kDG5KbaKwJhirEWRJJy8xhIx+ySScJQbLcl84Fhd1s+///NecMy/17w1NaXQesh5PXb3Yf+GObKLLP1HqR/xLNa4/0DnZ2WDCBX3HPGjxlk72XMi9CM1pw6NC2LMk2OBHWP1gNzAZXER+zWqjzo657n0Mhu+Oy/cX8SQrdn2peYM7BHOSmPdVz/d8693a3c+expqVSTBUjXWX6WS4w098MQTuTm9VmeGCo5s+BaJi3dlqK/K8LHkgpKP+EpG7xGRdPzRZGlEDrkcjTQpzDxWEPIaWmkCu6FOTkdiaQIV/HgEIspJIrwaERLO1cjd18p70Hc66+dodQryksK59JN1YgQAnXB0TCQRASBhb+LB/LAG/Y0M/pNEEgMAyB05J/EwQh2voQYWkYgXDeWgTSIwDHgvG6+WWC8JlTGqe+qPOqb8eBBr5SU1UP0SuYhA0CJwm0hUYmCA83aV8WF5kWPflweFwIogitRlRYahXRFJyzVQgagUImmK2ge4JuHevqrfdjp/eS2sC0UiKXqKjT6AuP2rvCeEIYYO8dxdXudBeYib1B/rqj/SL2HpWYkW9d0xamuWuKIiIJJWSniSMPnlrhzrI3FFpJEoFbAfg4YhQoQSwmepLEuVtv2S7kn9RtUVYAmggcYQgmu7jPIHs1Ptin6HEl2woQzdPAle8pQaS+QSXYKrahvEVW2IJMYEXnFPtfe8U4Wh7HP1k2W0MTFPt9emHBt/4OGYHyXbQKSN5c0WP6fZtpgoRxi1UJ1PP1hpxBnLZyVGh+r41hrn5H/UlJqKJJaWWK5CkMRz+/btsOzFMhoiqUuXLmHJDI4cOWL9+vULAoVcIUTKokWLwrIcy1PRPfB0HFEals2I6vD03M2bN4OAQWQRNSIyFcHvkdiJYFkuWhqbPXt2uC4RniiHaseOHda6desHESnuCZHEufke34+HCNPjIik6P9fnM5YKgWNYjqP8RK0i8VcdErncNixONAD7P1Y/JDka28d2W/YfezRdNryvbDo5nTg52MNIJPEd8ifhUqbGloQQDy0Bj+s3lB2MRBJRYewm3MmpCGN2nUQJ9ha7y8Z8GQ9PtLLSQcQ0/hPmsc5yHobIvhDJwRZ9e/jhuBlGeoucrEpb86hImnuiwDpqrsNOt5Y9+zouqfsn2e/6slPkCn8pRxlbFDFI9mqY/mYKYTuvsuCcNNKYjs8zTkZqXSQVaBwzGbwzV8JFhp1Q+gop8M/UcEyi66S0P1RnQvkipFiKoXGZPAj9MaHulvd8WJ2wjtQ8HiK00aQw80hlA3Isa8Z45yRHd5DhnKuOw3IQCcSsi17Pqsz8JzGUSE88ePyvz1GnVAf+VRPHav0kRIlgOXavsoF/OVNkrTS58TnnWi4vnxA+Zxq9Ny9cEw9gm67BEtESlSdVHXvo9txgwGHU1hzrq3IT5eq4JtO+l6InoW637okcDCbXxuqERE1eNCS8dpIHseZCsTyWUhuiCYWBhnhapMmqmcq+70ZxKPt6DV4mUgwFUYmvNBh4apGn9zAWLEV9rAE2SR4F7YFwpLzfHqp8Wm6UJr2WOh+JhCtVZtbVf1F9Mck3VXsviolf8gHaqF5ZJuVaHE89EWUgalj2mNF4EZBz1UADPz5p+JKMRoP56SEP66zqhZyaPvI0KTtLWK/NTgsJ74AAfkt//+/MVNuq+opopO8vl0i6k18usZUR8p4QBIiFa9mVr1NoLCOLoGcZ8jvV5VsSsYikFPVJIqbrdQ0EPUbsPTkmRLt4XxLRPnLoSByfJPHOkt9tieCDt0rtA/XVwzFvD0P+nu4Lcf+iWS7x+JbKwBM69BGallHAOHpb5TybVmr9NRm1WZkVcgQRlO9oglimvkkvqK/xS57ERd07S9zvqj6JACOYwvhSPcyTPeH7tSGSAAHTtGnTkA/EkhkJzggS9vH4PflBRIEikcTfLGmxjMbj/Q0aNAjRIX5v0qSJrV27NiRTE8lp3Lhx+J3Eb8QLkSCSpREziK14kUT0iCgOuUeIr5UrVwYBhEABzkH+VN26dcOxQFI110AUAcnk3Df3yisIeI0Ay35Es4gEIdIQQZEQQnQRNQPuhSU1cpAAwUf0iijYkiVLwhJjdes3USKpg5x2ct8e53uJjParsuSklYVxtUbzFs43KR5Dt+UGh2SV+uRbGlvYCOggG/eVBAi2Mk02sJPOzRIxfXS+5qfX5FiRk0QO7ocahyzNA2KIqDnOINdC4K+QAGOuiIdxMjMl396QoBq/Ly/MkyvPF4f8IV63Q8QHOq/NCvlNXHeZnFPszyqNN8r7jexIa9nwMxpTOHxzNEY+1t8EAZg368seb7lSbHtvFlsTOR6TZT9YEkQY8qqBiL5y+rnn+3JYyPtlvC3WNTgXYzeZqXWRBMVqK5ZM2i3LsJYSRJ00+S6QcYuevqHDsEzWUo3Au3SiJwdIHhu+I8eaSWQQVSJBe9bhSmE0Tvt50imCpFdym/AsSexk8oA9mlg7q3O3kVgiMZxH0R8HUcR7ZdosTLN2+sn9fSNDG/+uCITVbCnp9rpPPN5B6iB47MCTRDxN0E1CgMfcZ6XouBVZIfEcT2OCygQLNLlP12BjWeQbCQgetbylzshxLGeRvB5FX140eDY/6L4pG+8H4bUNkQfAhDXneKG1peyqRzzyK7GyH9Ok1lP3TcSu9/rsB1EJ3j3FOzsQUAxu3pO1REYEyGsau1fiUe1N5Ch6PxD1Qj7SzlhIOk8dZJw8GXJ/8Gz6bcqxTqonEgl5X1FtgBhnCRgBFA8Tcf+t2aHP8LTfZzKI3VUfU9Te5BYciq3R07N/lEfKAw14eREj1J9YVsI77K/fScr+WQIBccPjvKnyNhAMJEliPImUfiVxnqO6JAozQsKzsQwa3ize52DV0U2JKzhOG61TG6m+u2gskCgK5E8h6KLIEYZxkL4X3+9fFOR3fKt6ItIVDzmAOFn7rhfbQE1GPNjRVXWLrZih/orXyjcaSWB1VRk7axzST8nJAMrCWO2kcofxFZvAasqziCRAsAwdOjREaYgMDRgwIAgZ2LZtW4iwRK8DQKwQoSGZmuUzIi5EdIBoEucg3wgxhdi6ceNG+AyxgyhBYPXt2zfkOMWDSOEYro04IgqFCIqH75MAHsFTaSyLRS+HPHbsWBA65BgBwojzIHYmT54colgsE3JvQG4UUTDg+og9NiJdLL1xLFE2yohQjPKtnpZEiaQJsjf/jD2MEQ/RSIQS8xT5N8xTLFfx9G6XmE36Wjad9/8x/oF5paXmk0Gbc0LU6bDmBuwdcwg5nYh6HBLSG4Zo/EY2FUhhIMLO8fTnKZr3nvSuJtJCePCHuZV7Y8Uj3j6RX4XTGsaN7meWbAfjBi5klIe5B4f4pMQMT9Lh9BPF52pEz7D5RLq/Ud1ga4CUkyhXEpjXeK8eSeTDd1XOZ10033JvsUslLUkhkuIp+xeh1Cd9Up1E5sds7AMSGXR40rniuzACsDqXjDptMlD1UKzkSWV/PDr3vHiZ3gQbOQHVAU+OKBtRHUQLSdUtZKDSY44DY6GmfTmJuliNwCMmr/BxmMDq/ZT6YLmtKhI1vp5VJEWwpPS0y0o1fYdSfPToSVRVDgQQYidK0q4OT3PNeIiG8VTc0aNHg7DilQbdunV7kLD+tCQqcftpKH+siLTi87JLmNWnNa1POqzD6iybcOj34yaeakyxT8ULmg4SQtKJJMdxnsy1rHIbIU9ssLzIMfvywhMmLBG/RDbnuTFJhn7RmYfR4wgEOk9g8k6y502iRFIyw7IZkalo2e95gjBimY3lP5K3iSTVVuL2/1fIj10aSzJ3fo+LJMd5ySBSxFNvLF1W9Xjvqwqvj6jqTcDsuV/4+8TW58GrIJLIO4qW0V4U5F2Rp1XTf43iIunJMG5Ip3CqxkWS4zhOgngVRNLLiIskp6a4SHIcx0kQLpKSExdJTk1xkeQ4jpMgXCQlJy6SnJriIslxHCdBuEhKTlwkOTXFRZLjOE6CcJGUnLhIcmqKiyTHcZwE4SIpOXGR5NQUF0mO4zgJApF08uwFF0lJBiLpwuVrsb8c5+lJmEjKzsmzE2cu2Onzl3zzzTffXskNgXT8zHmrSPQrip1nIjs3z349dqrKNvPt5d1Onr1oV67firXy8yFhIqm8vMIKi4qtyDfffPPtFd2wgaWllf/rzkke+BcvxSUlVbaZby/vxnijXZ8nCRNJjuM4juM4/59wkeQ4juM4jlMFLpIcx3Ecx3GqwEWS4ziO4zhOFbhIchzHcRzHqQIXSY7jOI7jOFXgIslxHMdxHKcKXCQ5juM4juNUgYskx3Ecx3GcKnhcJDmO4ziO4ziP8Kc//R+DW5cqVrZtIQAAAABJRU5ErkJggg==)
3) Click the Sync Grades to SIS button
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)
4) Confirm the Sync
When grades are synced, Canvas will immediately initiate the grade transfer, but you may need to wait a few minutes before data appears in Banner. You will see an on-screen confirmation and receive an Email confirmation within a few minutes. Once you receive the confirmation Email, verify students received the correct grade. Note any sync errors. Those students will be indicated in your Email receipt. If you cannot resolve the issue yourself, contact Learning Technologies for assistance.
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)