The author proposes that simple english phrases are not only easier to remember but more secure. The "information entropy" argument doesnt seem (IMO) to apply to a brute-force program chaining dictionary words.
Is his proposed solution more secure?

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The author proposes that simple english phrases are not only easier to remember but more secure. The "information entropy" argument doesnt seem (IMO) to apply to a brute-force program chaining dictionary words. Is his proposed solution more secure?
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Assuming your hacker is using a dictionary of words instead of using character by character guessing, it would depend upon the size of the dictionary and if your words were in it. If you assume that the dictionary has 1000 common words in it, and your words happened to be in that dictionary, then a combination formula would tell you that there are 41,417,124,750 possible combinations (You can learn about combination formulas at Mathwords). Using the same formula with an 11 character password that has case differences and allows for numerical values and just the special characters above the numbers on the keyboard, you would get (62/11) or 508,271,323,092 combinations. If the hacker's 1,000 guesses per second rule is valid, using this example, the character generated password would take longer to guess (16 years vs 1.3 years), however, if the dictionary were bumped up to a more reasonable 10,000 entries, it would take approximately 13,204 years to guess the password. |
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The comic more or less provide the proof, brute force dictionary chaining would still need to go over ~2^44 word combinations, making it a very secure password by virtue of using 4 different and independent words (even assuming the attacker knows about the 4 words scheme and rare words are not used). The other scheme is harder to appraise objectively, but is in the same order of difficulty as claimed because it is based on rather limited manipulations of a single word. |
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