# How far has COVID set back students? Page: https://stenobird.com/podcast/harvard-thinking-6767250/how-far-has-covid-set-back-students Text version: https://stenobird.com/podcast/harvard-thinking-6767250/how-far-has-covid-set-back-students.md Podcast: [Harvard Thinking](https://stenobird.com/podcast/harvard-thinking-6767250) Published: 2024-05-08T16:00:00+00:00 Episode link: https://harvard-thinking.simplecast.com/episodes/pandemic-learning-loss-zKEcFtBS Audio file: https://cdn.simplecast.com/audio/ac2b9968-4d64-42e6-b97f-e96f88f429fb/episodes/306116c9-79fa-4f43-9417-620b190482cc/audio/57c22ca4-f248-488d-98fe-5e2de9359a4b/default_tc.mp3?aid=rss_feed&feed=tyge_lYM Processing state: not_requested JSON: https://stenobird.com/v1/public/podcasts/harvard-thinking-6767250/episodes/how-far-has-covid-set-back-students Duration seconds: 1797 ## Resource American schools have not recovered from the pandemic. On average, schools have lost half a grade level in math and a little less than that in reading. Some students have rebounded, but others are in even worse shape than they were before — and that’s when you can get them in the classroom in the first place. In this episode, host Samantha Laine Perfas talks with economist Thomas Kane, education policy and program expert Heather Hill, and New York State Master Teacher Stephanie Conklin about how to regain pandemic learning losses. ## Actions - request_transcript: `POST https://stenobird.com/v1/public/podcasts/harvard-thinking-6767250/episodes/how-far-has-covid-set-back-students/transcription-requests` — Idempotently request low-priority transcript generation for this episode. - read_markdown: `GET https://stenobird.com/podcast/harvard-thinking-6767250/how-far-has-covid-set-back-students.md` — Read the agent-friendly Markdown representation of this episode resource. A page view does not enqueue transcription. Agents should invoke `request_transcript` explicitly when they need this episode processed. ## Transcript Full transcripts are not published on public pages unless there is a clear rights basis.