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README-en.md edited online with Bitbucket

Jose R Ortiz Ubarri 8 years ago
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 2. **Uppercase letters**: the score is $$2 \left(len - n \right)$$ if the password consists of a mix of uppercase letters **AND** at least another type of character (lowercase, digits, symbols). If not, the score is $$0$$. For example,
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 2. **Uppercase letters**: the score is $$2 \left(len - n \right)$$ if the password consists of a mix of uppercase letters **AND** at least another type of character (lowercase, digits, symbols). If not, the score is $$0$$. For example,
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-  a. the score for `"ab453"` would be $$0$$ since it doesn't have uppercase letters (the count is also $$0$$).
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+    a. the score for `"ab453"` would be $$0$$ since it doesn't have uppercase letters (the count is also $$0$$).
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-  b. the score for `"ALGO"` would be $$0$$ since it **only** has uppercase letters (the count is $$4$$).
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+    b. the score for `"ALGO"` would be $$0$$ since it **only** has uppercase letters (the count is $$4$$).
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-  c. the score for `"SANC8in"` would be $$2  \left(7-4\right) = 6$$ since the password has a length of $$7$$, has $$4$$ uppercase letters, and contains characters of another type (the count is $$4$$).
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+    c. the score for `"SANC8in"` would be $$2  \left(7-4\right) = 6$$ since the password has a length of $$7$$, has $$4$$ uppercase letters, and contains characters of another type (the count is $$4$$).
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 3. **Lowercase letters**: the score is $$2 \left(len - n\right)$$ if the password is a mix of lowercase letters **AND** at least another type of character (uppercase, digits, symbols). If not, the score is $$0$$. For example,
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 3. **Lowercase letters**: the score is $$2 \left(len - n\right)$$ if the password is a mix of lowercase letters **AND** at least another type of character (uppercase, digits, symbols). If not, the score is $$0$$. For example,
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-  a. the score for `"ab453"` would be $$2 \left(5-2\right) = 6$$ because the password has a length of$$5$$, contains $$2$$ lowercase letters, and contains characters of another type. The count is $$2$$.
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+    a. the score for `"ab453"` would be $$2 \left(5-2\right) = 6$$ because the password has a length of$$5$$, contains $$2$$ lowercase letters, and contains characters of another type. The count is $$2$$.
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-  b. the score for `"ALGO"` would be $$0$$ because it doesn't have lowercase letters. The count is $$0$$.
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+    b. the score for `"ALGO"` would be $$0$$ because it doesn't have lowercase letters. The count is $$0$$.
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-  c. the score for `"sancochin"`  would be $$0$$ because it contains **only** lowercase letters. The count is $$9$$.
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+    c. the score for `"sancochin"`  would be $$0$$ because it contains **only** lowercase letters. The count is $$9$$.
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 4. **Digits**: the score is $4n$ if the password consists of a mix of digits **AND** at least another type of character (lowercase, uppercase, symbols). If not, the score is $$0$$. For example,
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 4. **Digits**: the score is $4n$ if the password consists of a mix of digits **AND** at least another type of character (lowercase, uppercase, symbols). If not, the score is $$0$$. For example,
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