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@@ -87,37 +87,37 @@ What follows are some additional details and examples for the criteria of **addi
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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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- a. the score for `"ab453"` would be $$4 \cdot 3 = 12$$ because the password contains $$3$$ digits and contains characters of another type.
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+ a. the score for `"ab453"` would be $$4 \cdot 3 = 12$$ because the password contains $$3$$ digits and contains characters of another type.
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- b. the score for `"ALGO"` would be $$0$$ because it doesn't have digits.
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+ b. the score for `"ALGO"` would be $$0$$ because it doesn't have digits.
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- c. the score for `801145555` would be $$0$$ because it contains **only** digits.
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+ c. the score for `801145555` would be $$0$$ because it contains **only** digits.
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5. **Symbols** The score is $$6n$$ if the password contains $$n$$ symbols. Otherwise, the score is $$0$$. For example,
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- a. the score for `"ab453"` would be $$0$$ because it does not contain symbols.
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+ a. the score for `"ab453"` would be $$0$$ because it does not contain symbols.
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- b. the score for `"ALGO!!"` would be $$6 \cdot 2$$ because it contains $$2$$ symbols and contains other types of characters.
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+ b. the score for `"ALGO!!"` would be $$6 \cdot 2$$ because it contains $$2$$ symbols and contains other types of characters.
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- c. the score for `”---><&&”` would be $$6 \cdot 7 = 42$$ because it contains $$7$$ symbols. Note that in the case of symbols, points are given even when there aren't other types of characters.
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+ c. the score for `”---><&&”` would be $$6 \cdot 7 = 42$$ because it contains $$7$$ symbols. Note that in the case of symbols, points are given even when there aren't other types of characters.
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6. **Digits or symbols in the middle** The score is $$2n$$ if the password contains symbols or digits that are not in the first or last position. For example,
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- a. the score for `"ab453"` would be $$2 \cdot2 = 4$$ because it contains 2 digits that are not in the first or last position, these are `4` and `5`.
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+ a. the score for `"ab453"` would be $$2 \cdot2 = 4$$ because it contains 2 digits that are not in the first or last position, these are `4` and `5`.
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- b. the score for `"ALGO!"` would be $$0$$ because it does not contain digits or symbols in the middle, the only symbol is in the last position.
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+ b. the score for `"ALGO!"` would be $$0$$ because it does not contain digits or symbols in the middle, the only symbol is in the last position.
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- c. the score for `S&c8i7o!` would be $$2 \cdot 3 = 6$$ because it contains $$3$$ symbols or digits in the middle, these are `&`, 8`, and `7`.
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+ c. the score for `S&c8i7o!` would be $$2 \cdot 3 = 6$$ because it contains $$3$$ symbols or digits in the middle, these are `&`, 8`, and `7`.
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7. **Requisites**: The score is $$2n$$ only if the length criteria **AND** 3 or 4 of the other criteria are met, where $$n$$ is the number of *criteria* that are met. The criteria are:
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- a. The password must contain 8 or more characters of length.
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+ a. The password must contain 8 or more characters of length.
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- b. Contain:
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- - Uppercase letters
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- - Lowercase letters
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- - Numbers
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- - Symbols
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+ b. Contain:
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+ - Uppercase letters
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+ - Lowercase letters
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+ - Numbers
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+ - Symbols
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Each of the items listed in part b. count as one individual criteria. For example,
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