Forgetting curve simulator

The forgetting curve shows how memory fades after you learn something. It falls fast at first and then more slowly. This simulator shows how a few reviews change that, using FSRS, the model Winda uses to schedule reviews. Pick a number of reviews under the chart to see its curve.

  • Uses the FSRS-6 model
  • No account needed
  • Runs in your browser

96%chance you still remember something you learn today a year from now if you review it 4 times.

Each review comes as your chance of recall falls to 90%, on day 2, day 13, day 59, and day 222.

Chance you remember it40%60%80%100%Today1 week1 month3 months6 months1 year90%Day 2Day 13Day 59Day 22246%58%72%85%96%
Number of reviews

The curves come from FSRS-6 with its default parameters. The simulator assumes you remember it at every review. github.com/open-spaced-repetition/awesome-fsrs/wiki/The-Algorithm

Winda keeps this schedule for every card.

You make flashcards or questions from what you read. Winda brings each one back when your chance of recalling it falls to 90%. Each answer moves the next review further out.

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The original forgetting curve

Hermann Ebbinghaus published the first study of forgetting in 1885. He learned lists of made-up syllables, waited, and then learned them again. He measured how much time the second learning saved.

Savings on relearning
100%0learned58%20minutes44%1hour36%8.8hours34%1day28%2days25%6days21%31days
Savings on relearning
0 learned100%
20 minutes58%
1 hour44%
8.8 hours36%
1 day34%
2 days28%
6 days25%
31 days21%

Savings is the share of the first learning time that he no longer needed. It shows how much of a list was still there. It does not show how much of the list he could recite.

Ebbinghaus, H. (1885). Über das Gedächtnis. Values as given by Murre, J. M. J., & Dros, J. (2015). Replication and analysis of Ebbinghaus' forgetting curve. PLOS ONE, 10(7). doi.org/10.1371/journal.pone.0120644

Questions

The forgetting curve is a graph of how memory fades after you learn something. Hermann Ebbinghaus published the first one in 1885. The curve falls fastest in the first hours and days. After that it flattens out.

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