af1CTuTT99RiXrBUVZXoPQ==;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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