YTLyPeFgrgINkgHyF3eR4w==;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Specific outcome 1 - Demonstrate a clear understanding of the underlying principles of information security.
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Specific outcome 2 - Apply elementary cryptography.
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Specific outcome 3 - Demonstrate an understanding of program security and the design and protection of general-purpose operating systems.
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Specific outcome 4 - Demonstrate an understanding of database security.
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Specific outcome 5 - Demonstrate an understanding of security in networks.
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Specific outcome 6 - Demonstrate an understanding of privacy in computing.
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Specific outcome 7 - Apply and evaluate security policies and security models.
- See also