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window.open("/classrooms/".concat(e.container_id,"/informs"));case"SubjectStartCourse":return window.open("/paths/".concat(e.container_id));case"ResubmitStudentWork":if("normal"===e.homework_type)return window.open("/classrooms/".concat(e.belong_container_id,"/common_homework/").concat(e.parent_container_id,"/").concat(e.container_id,"/appraise"));if("group"===e.homework_type)return window.open("/classrooms/".concat(e.belong_container_id,"/group_homework/").concat(e.parent_container_id,"/").concat(e.container_id,"/appraise"));case"AdjustScore":if("normal"===e.homework_type)return window.open("/classrooms/".concat(e.belong_container_id,"/common_homework/").concat(e.parent_container_id));if("group"===e.homework_type)return window.open("/classrooms/".concat(e.belong_container_id,"/group_homework/").concat(e.parent_container_id));case"LiveLink":return window.open("/classrooms/".concat(e.belong_container_id,"/course_videos?open=live"));case"Hack":if(e.extra&&"HackDelete"!==e.parent_container_type)return window.open("/problems/".concat(e.extra,"/edit"));default:return}}},"9tR4":function(e,n){e.exports="data:image/png;base64,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