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Carlos Scheidegger
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fix typo spotted by @EkkiD
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rasterizer/rasterizer/ellipse.md

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@@ -103,9 +103,9 @@ to the distance between `p` and `s'`, since they form parallel
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lines. Now take the line from `p` to `e`. Notice that it intersects
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the line from `i` to `s'`, at a point we will call `e'`. Now notice
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that `e'`, `s'` and `p` form a right triangle, of which the line from
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`e'` to `s'` is the hypotenuse (and it's *shorter* than the original
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line too). This shortened line, in turn, is yet shorter than the leg
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`s'` to `p`. But length of this leg is precisely the distance from `s`
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`p` to `e'` is the hypotenuse (and it's *shorter* than the original
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line from `p` to `i`). This shortened line, in turn, is yet shorter than the leg
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`p` to `s'`. But length of this leg is precisely the distance from `s`
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to `i`, and so we know that it's a lower bound to the distance from
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`e` to `p`, and we are done.
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