The Paradoxical Perimeter of the Koch Snowflake (Fractals)

How can we find the area and perimeter of the Koch Snowflake?
See how it's done in this video.
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[@TheBlueWhiteNight]

I think stage 0 perimeter is calculated as 3 the way you did it. Each side is 1, so stage 2 comes out to adding a third per side: 3x1/3. Your final answer would still be infinity, of course.

[@501MATHLETE]

Yes, you are right indeed. An error on my part. Thank you for pointing that out, and thank you for also stating that the Perimeter would be infinity nonetheless. 👍🏼