A simplified epidemic simulation. You can play with the percentage of people who stay at home to find out how you can flatten the infection curve. Edit the code to experiment with other parameters: Increase the population, change the motion speed, play with the dot size. Can you discover other ways to slow down the spread of the virus? based on Mitch Resnick's amazing Scratch project "Epidemic Simulation" https://scratch.mit.edu/projects/376656449/data:image/png;base64,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data:image/png;base64,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