Typo fix
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@@ -34,8 +34,8 @@ We build the challenge `e = SHA256(M | k*G | x*G)`, and the scalar
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`s = k + e * x`. The full aggregate signature is then the pair `(s, k*G)`.
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The signature can be checked using the public key `x*G`, re-calculating `e`
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using M and `k*G` from the 2nd part of the signature pair and by veryfying
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that `s`, the first part of the signature pair, verifies:
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using M and `k*G` from the 2nd part of the signature pair and by verifying
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that `s`, the first part of the signature pair, satisfies:
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```
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s*G = k*G + e * x*G
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