NewEduCoderBuild/p__User__Detail__Topics__index.js

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window.open("/projects/".concat(e.parent_container_id,"/pull_requests"));case"Department":return window.open("/account/profile");case"Library":if("Apply"===e.tiding_type)return window.open("/admins/library_applies");if("System"===e.tiding_type)return window.open("/moop_cases/".concat(e.container_id));case"ProjectPackage":if("Destroyed"===e.tiding_type)return;return"Destroyed_end"===e.tiding_type?void 0:"Apply"===e.tiding_type?window.open("/admins/project_package_applies"):window.open("/crowdsourcing/".concat(e.container_id));case"Discuss":return"Hack"===e.parent_container_type&&e.extra?window.open("/myproblems/".concat(e.extra,"/comment")):window.open("/shixuns/".concat(e.identifier,"/shixun_discuss"));case"Video":return"Apply"===e.tiding_type?window.open("/admins/video_applies"):"System"===e.tiding_type?window.open("/users/".concat(null===(t=Object(r["o"])())||void 0===t?void 0:t.login,"/videos")):"";var t;case"PublicCourseStart":return 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 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"},GyCk:function(e,t){e.exports="data:image/png;base64,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