gbuTmUGQcsTA/z8448mDGQ==;tQjtc6FWU8J6UBe81If6CkC8/ioYtx3TVZlwmvVVyAE3AauOTfbjTTz4uq5+oFTUFQxU+5mf0LCZy2BuvA/4UnzyDmNNG0BE09ClYeTRB/4lnspU+ri/VKCRvjKnR/7unQT6Evkou3CD6OlxHMGD04Jz/zvREAIPsE8MaP892eOz7Qul3oUqDqrUms+tU1wikrPWtYP7UOtcyd/WR6Z8VXOi29gh8bV6/qYV7j+iaIX1tknrl513CsMyPcU6zFG1qvA0kPFWIa8CTJKdHqYOarUIOUCuK9QY9QSjoTvi3TkJsfxUqF4XbnJV6adOAyrTPtbyC1R1DhoLFkuJ0cFPe42WfgMePuD+2sL2dwVgftqQGNy2PQ+FQTu0QutpW7vnc7DafVFD/29tetFdx7kGsKcMFpmjw8JGFDldBJU8RGjzxF24kWBE3RfzhKs0EaRaHzTfVpBEIeEIuqENhWkOVi58ilc3e4HXdwEICbONzUATrnxl+Y0yz0huqboGxERR/xGC3p0HphNw2MsEpzuT+SmG5/8e3AybcyfVv6ZirtyMwbRu0c1J80pYr3ZYPXrcH9WjvDHijZwL4ZG8t6XDFQ50jeTNQ1DpNg72C38qnr2c657RUIB+PbGXE3sfJwaMatgLO2aQHQEh1JaqDRKk3LGSl7wIvR56BwbwZxR2H0x2NU0phqHyZk0VP+RC7C2pxungSqhf2/YPcs64fXEn+peb3gsrQBWnU4BijBwzFJKJG/thDqCdin+PR/IC/LQGaB+Z75eQQopLxzNhAuvzKFJGLJQMvQ6SHbPBsCIcSCHuIk8E+i0EZS8CB2/TxGEoV0hmPnH73DBCEDHKrRtp6bsM9IHZwwaakHQNkWUxAyALW2VitcgtzLXkHtGjAwxDz+8VY9Ps8UmsRLnUQCg4t/CXWYEQz8qrLctNsFRn+lCUYNZVmwmy24VpdmFirBZoY3I255/oPC+XbiDIZEUQnhxDRxnSIr6MwydzlSYCgQLd5POenEMDryN1x0pPoHot5SZT9XhFo3AQhWTzco6ibr7Qo85vLjDo0Oi1iWAkX2jFpHw7x5g6MBaDKv3HCfb9xoBYil3QHgtbYX+TZGlMPbP+INBvVDPS+ztPZTiWGXfsJevqLhoDt4aJ19iYftNml4458FV5LG00M1OggGN9jm4s3h4DTZmPYpvyH5m9HPJEkasbAhkljyEGEQgsL7ckctDJ5hM6H5ttpsQtTLnnCMcvXxiQYdccMnFuyLjC85A84ADMFJzbO6/p4QydonfsrFGe+lHXzBJle51KoLXzUVZk3bqH5NyVKjuwyrmOl7x+2NJGDml3JUHQ4LM/fYGiwC0K0TIZlIf3lDMKLayS6oSiPH8SVc56ujtOoFELJqv7kQc4bcB12bfGwzZz9CqPDlf2IkXACgufNy1tuPY1vetAj0xuCrvA4Au7ErdXt2cd80NnbpQAGqhxQv0CFezTK1EG2S1ajBPrzP5Q1akmPFb4h4PTmd+dHStutVu9TVLU5obm39+qxQ5Mc29jattpiqF/FqxLTp50QXwbP2gThJexYVDMT4GNf7UeFzcimkFOi+bmdbYx/8PLL/3e/3GajGgqtr8yB5ejTR5x+pStnTyhfOfk48CVpNRnYVJj1gw3ngx52U7AVXU1P4r0aRJpBXbVmWu6hjCYwuYsp2bSGgUgQx9wWLASOjwN7Dg/7BD1oGt5Dh6SILIVoK+/cuK/sC0dDQEy9taobCSHNaW+Ui6kxEPhQG3c2Qc21JEJIJMUzrH8JCdfRtBzcbUMirJj1EgiwkT0xZ5Zxt7vomhjTNg60WxByBx/l0VzK9pcM8YhacBOZsnWOC5S1+BEE1gV/ZkwDVMV0PzlbftJ0LV72RruWteCWpzF8mIsLa1p0WKUUnRMXtm3hJK10TnH7HWjbv+PuGlXev/pxIdg1cwbHhoq03liclkQblL7rxx9AKBQ/gX7iEUWxw1kX/8M8DJVbL/tUMD082BRv8WD8GNRZDj/n/eRuwZ1gXdqV0bBLG4gWotsBHLcs6Q1/BEm4W9XVHgdZG7Up97LtwGC/fJwAMN8jCzuis46wienoyEX6A7HY9fe0p+bIURkz2RRKjwIAqCeM1JtxBxapMclYr4mzxO7uo1DWcLiBb/Dku/CIC9fbscwZSJsvBBG06N5O61ybxFfd9S0mBJ0g56eTetMNHaeNDZfyMlpb0vSj+Tho3aZRPYYgO2C64vgL63PzYpQjDJ3+dlDsTMkQpLcIgotzdUver4SDXBvoKYRE62iKIkiBkSDlvFjnSfOI+T7p1k6aAovtCFW33qVwkXeSem0FbeR9XTh0/dMKqEhenWa0rQav5ky42/95bxnYdqtJlGV83cLmi+eRibcGcWwrRvJSvdbeQtwPnmAQMw8PLlivGAratl+oP+oi9UI/xzXUWmROxYb6XWGMzq8XGA0LcQfs5iiKLUCQOVZZSPfme1JDWR/wkpoJXs7fhUgxyoaFXJmwKzzHxLCUyJhmbaHhOMe4pTtRPAtd1uJVmRFMGCyZytwzRNr2eKCZiyHfplVolyRZkAgv8O/1Ao2ODe49LXEbVVmuyUw4gG1bhL3TAtGyA6sv4YV271puUExGwDdmMXkxAyk0fgYL02+lcTFsEVCIFRWkqZ1lHuPSVFZ7djP1roVzBxWS/zEr7T4pt77/xkob+PtwywssfRVMlVXH1+Bo4nD4EMQDsMgGLxDUvYyAVo72KanqN3gVu4EqHIafjFC1m4mt+dlN+rCSES5cYMVW0j1dwj0m6kvQy/m10Q+P++s+YX0HpF2V+XUD6Ucj8bu/90pdyWcmQNin8k67RZtxygcjYJ9RF5KX+5dzhzE6Xnmh071bPSqEgKK4PwJL3b9mr7O8VRw6D3ztER6e4iJm2rYg6IpKZoIx8T84R2teSjv+y3FU0cp0gjGK5Bf/F7PsfO2CUDJoIQjg/BqlndQcDGQ+GUO/C36JzgowWByJiTXISomtsjyuS8lGYDwCcVluCsFWQKCIW6irAHxb4pKsovQf+Rl7by8bL28Jm75FEwWW8YXedM7yh0BJiSkuXPcbdYNWWPZYTP3pv6iYpGbQ7avq9x2z2POoXVFKz8FX2UeoIrL/ULG5DUNQub/UJo11s6d8M1G0YAVO9Dk1EfYTFeDEEXdxI0BVNRadwYC+Da7bnOQfnHoS6g9aM3ZtgFZGIIK/2EbtaQF785RKkCL77bETEJ6AI44tMJ7PWu4DBewhSceq80xnPkVfUQCqXuN073SnFExmCpdGyuHebHNdNzyvIIK1jW3OS53LYcVA5S1TSbceRj69fLcSef2Qo0I5CMNsMfE6NOAVND0TdFc0J8b6NyB+7Dhgkce/AUfXAhluzu8RLqxRcV3t5AugkOY3cy/UPq0+RsKfP9tB1CSzHcf/djVer9I8FXDA8avoQuj/y7HEuEyNFiCgEJORXcoXU39L9Tq4+xmXbjeMaKcqR3e5viig1xL3zU7kXXLVaPDIR7XJ+9tVUA7gkRdL4tPi8iSLfyKzIYIvDj1mX77vwhMrTNG8OwQ6WBIctK1WSKvMg+RG9ve9952WorAlwuFNZL3IOfFgQgaNx+L1E8g+clQ+TIHXoKk5jisApJtqziBbuKd6kOV2raw5H1k4DNiPxiEjfZwmFwPMb+nP2n4OD/M47se+tZC4G/l28qk9iMGtj7FVed8SNXWODBK/kuPoBW9syWJWo3sadODVxQsV9VQc65YXGfY0yg9M5F+85PMaceD6R0oH7LYELIpnO7EGxUC5Xh3xeQRpdNlXzuR/QmrgNCOGPlnKUH5vJqaD8PpPx/G22V7PGSzNfJwEYFPhQXTm7cpjujCv5vxyTnX8Gu/R6xDYZOXGsIco9VoODTFCmh3krlsqzp2gSBBQvrKxO03xXJ8ETm/LhoUgYm3d4WjeOc5+MRSwO8TQ1fRY3xiel8zkbOFY2L2BlevxmTLdRiLLh2nSZIfU91yJFHZOw2n5KZRh6o44xMZYhmA/CIruUkK2VwD35o3PcO9g+oBtpZPxTa7yc/zf274pSFMLxcaAk5gOrA0uJG5WfxF8GZTft/FpL6imG9HQLg8tg4PCPPEwZTKDC5CRUjY1HRxvSTCAet2GjAcBUV6gkx4WGa9rT9EmR/GZVxqcT492I633Vay3fybjiifgmXb8X8mhHQ0lA4q/sCKvMVoyRQ5hUU+k8+N5vMHNpRfBF5gu0sjTSOxgH9ZNCZm0noGuC46kIzqerQNexw0Xj2dVOndoKyCDGg80NVOkdFfxTeaXcV53yXBT78aAWtvp3VdwPpm2YkS/SI0NPeShpdoyGQ2NZn4Hmpb924k+M6Jm7zuMoEvyEddhu0evqSNV8t+HIgkTk1fI1r0U7sHFyXirs2o4sdQCVxXkH3yCNE273xHABg4PRdew7+CNziA9rH5egU5zow3+z44cPBCLulPD2i3O21OutUZctaPHTedRxQr7fNzZLBB0FItMgf/Y6/6l34H7txK4yPdf7aO4g57tPEeLIBgnO7TVjKwhZ5DMeH/O0sLNAUIptzII/dMz7ndu4SODL1rQdQnEj+JeGI+UAsMPJ7qZBv718jp/EgngtcUaH0IfXrJgVVgGwd0/Rd/X9B0HaJkkcBiUlGrPrjibSJfi6L329zZrBIFV7VrywPIpb3/MKK2IQU8x+xKR/Wa0yxRSvTahNVrP5VySySKS4M/nDmC5Vo1SmwlH9Vy8945OWI868htyCmYMmSo6X9c4FTiAlz0KQ7Dmo27x4c/8lfPRSTsFONJmkKZNG8G5PgqhOHCQlbe65r4MB6ABHctI1SqKOUD7Vt+fYPdg8B3SM9VxB64joDbHY518xY6Y02m7xa8pfcNGS7r4jDZHaQ3FifPsWtJSWhPJIIiXHRFRZi7HW5vDS2qyQ1+Sa9V61W3nKa+tBS131KMOueYv/6GcmWSA8NCLLHelcDy31zqifZvxFzdAKcpkbgOfDizYYH82gBvj/f9W3jt8c9NBMUvGPNGnN5w3OMArTZEqjzEo4Umj8RYH+gd2Ym2qrGYudw9gMfSX0yp6VrmMMdWnP8PlJQX5KW0Lm0meHnEgl/zmUtqgkSI2sdCzsh4Q3Rx/GVoMEb/9U/TRnDd8Ydv2ipoutluwSA1UC57UZELq7QOZNwwEg/0hhu+zPu8zcM3GDJYAnBMmlYKY3NARGB4eKRsgXTGlZuUS4uTB4zKmjBo40Eyskw0o8KQBiZ65JjvriT9YHFEKhzN/F6b/ZWVGrTOMXa/XxkiBLPra7Jq+J8874mg9ROkSqTTmYbtC6Rh0rXx+EaiIigwY92+Om+Y5pbw8aeICGtKIogPgt05w5HvrB+0eOGl1sIt8G2PdNwP+DBGTdWwG9MknE89TI/tsFZhfTt/1b2kh36miX/HmgZU7a2W8JaBaICHaScBDIlXe1CYCOQ8TJVWPpqnwRcGIuVPNQcyB3ni4XlHjzbI8Yfl/3HtfNW0j4jUjUQA47ZTJtNR474dYk+E+oVadzfbNIoLcf3Q2jfj34TGuMw8v2dKsOXuCMT8PfRkDqyh9sZN15QJdlAK8jsY3ZCs5qY46FfmgwI/zSkxYw1ZceIp6ezFCnrkHPxTMYkdNpz91NSvYYoEbnk4CP1nUaGZXpTmjx8P6h2t17kICjbu+hV0Awtt/uSuXVJ/594tupSBhQlqBHP460VWekenyTW/olWqt47oZwNwnstAlt4CGJ1w8yaBC4aUlNgOriabXtfeUiqA8lATsu1MIVhRgu9OULu0BBMYz9qzfD1cjjZ4DTo1YQBSx2ULtpMWh60t1Jp8BgeOMOlFE7df6MLKM3N1C9l7XmSIDTRAMg42bkOTIOurCTFGZ9TLz85UqgqqmTz57fLKUf/c0OD/dvQJ6BAJW2ppaEhdt8XPmkToqcWEYp0Qhxl7VnA33KsYABBE9/ikl9OuLObrcxEQHb836crrL5gugJOzetg2/nH3K2EyhlTqMcpWYwURYHLdVIgX3dGicjwTUBrY24v/LqJKs+pbetrZtOPb8sID01cGBp1tRLMooWlJg2hXO0Qs0wrTIZUUCrboEbhQRRhbcvLkbm4IxZWdO6uBGjh30ltER9BNnOA2GN4Q5Gc0/gJzfw+TJYjSMqbeboC2uo90nWip+B2u/G5q9zoS9mR0G59NxBEU0c/Vxq7d9BuGkOQcXfFjQskBDfpByEWutjX8MgqruCb3hU8vgemcmla/OypL4uznJspMwK5lPKd9oHEovyvK0Yx3O4aWMS6QzyU4RwDI/S8VlFtdZQaAvhqUMFWJ8k9RuCHVv1nJw8DZ6ANNG+Hway3DWUkoBVHyGQNSwjsg/vsqmaAm7gA4McfyCa5Nv8POOtIDsHWOquNwyIzL/wQsSJhgYz7McvkXP06M5qCdpz3dQ+q/tsXW16c1NhqMZT5thzR+sVZ7La8wDUjCnvD7P/2ij0Oltjfa7h9FHkSV45O8djwOzY5GFNXnLe9i8ZF4+fpcQXPDzfyk42+NHiNxpM+eS+SE5pB98Fmsgin/slv+nQ1cQ8fpu+j06Jx6ufLxXJ19/Smr6vQgKI2GEISxwlCF1DBQnp9BB0bYSpAq5A4UiMRWLuYDjFaAx74FS/lKaHJRQFnKD4PxCbAhU7mp3ioRrlrJwrmtFr+GVB4kLdWn7G081i482cL9TE1yBFwsK3QbgUFNoJdPhLZmx9SGtXShNt5EzjFBxDPZYPbagicevwCOBjTr++Gu9NwOfN5gMJcBfO3f19ioHbDiHeXXu3iLNeIBTdMPhxPx4LLvn9p8qj3+hUxi2KVMWGrOsI/BJJubRWLd38bu8xGikcrd5bGYjQ7oDQIT8zvrdNIgpnlxbH4eQqw3RJkrXr1H+t0FkrWLYnEn/gVzUR7uNORYRoJo5UETCy3UMQX3HQWlKFOgtEQWtEi4ihpObFP342jyNCzwyHCw9mKdAywyICjyjThWORT/kfBj/oS0NgOes/xJ3Xb7vGETMSFeJUYmC0+utG8gfZrLyeY55o0h7ehiJWj/d9v1pITH/d0orG6F6mQEXYXJ0WkKg0L4TqttRXDC5sYt0wBF8+TtdACP+okMF91F1N3uhJFXrvlc2EK2H4aZeqE1UDND77FECbJAHinQzU0b2E8ugTOalecTSqUpcKeZYIc3uc6rE9gkjxAtPS1qlNEfEWcwck6jPMwAnAADI3aML430GhxT0DnGCcCL7EIQI8Gd2y/rmNjIhTCgXUrzWNXByFw/rpuEYsQoJcAn8HvY9wLBTEnvKCv72sPQhnBpg+bmXBOKaa4+U7iUSdjPhOjGsQn3jFffDZKs8wWhv6JrqPVYT/wKYvaUyGFDdrp+ckRsfu7yfMS1M0xi5Bs9h5rZwTMh2aCPP3oj3sXNmsldZK50HCQqMgO+yo4W6HUFUQYkIoQsTNHAbXoLsZEwUvnCHsthIZ6om5uP0AcXOTT1g7EEhQY7vlLB3ntKnTyAxG3pbTYSIguIdH4lTrSOwEfdzaJjx8h5oNtZ8ulfMLt/rf2LSv3kjk5eCXX+kuJFCGUzXNqTptMX220zqZmBesWRc508V1MP6VA8JJBvZH/isdf2U3EoXmsgmAzqqGs3fNVbhR4ykSNEpKDMZY81oksm2dN5M8ND+A21hEpKqTkDJ0PLRzWjL951PhohZVoePFzBOI/gnnRbQ8zNtvSC8R86Nl64Fz1J89DNpuWl52bws6cnEihXJdQRwl0tMawGnSv99ov04dABpevMZ8vs+S0HzP3LEcDiI32uX/ogAsH+5aqoyV4bslE49jBX8oIx6tG+taLZ+san+EmJGNz1TJFD6SdJ9s/XY9dLW+GfocTvXli50Qx1DaQRQs3a/E4FtHNXjTD4ft7bSoMlIaGYyWXnHekz1PFFB6G/HhWGN8KnrlhTOhE4stcU7w5NN76D9NiyqTXsPc+Yf71ou+fUnvcM1obnw2MJVj8/kjD7z5nPNkpv83dXXYfVZ3Ic1krM2QqaaJWMw6QxtTSLo8RzTe8jLj0MmrrBzntgyX0cs2LDDUCDMJiaCSAF2dhXDkrTG9QljAc5xb9w6T+GOheoGF/L4pjGWtJWrMHpiBstRFPSxauebhO/AxD5MdDlNKDtc0Y7AlLFI7OlabTvj4j8El4o88Ks5/QeDjMwt4nvMIq199of83a+vEk1Lm7CnRr3J3vrRmM5NnQ930jnvIEUUsN6HhE8X0KSTYMCnqaHJ7L9t4Wdsm1pzCnwGMdNUcZag4lDp4L+kouFgCCw1Wc6Hv/ibF3nM9HCjeZBjTpvKYWcioNrLodZ1AtcDDbW+fUv+cvAwazVXVflYm/8DE9DTE8n9nafhLWfJiNfMZ1NKrRBAr3m84aPiUa7iKSBtEzVGSlq8f/Fn3p57DM1vlKMGYaQdf/nTh2/hi57drgwtuVWa6+tiMf47A7Ufmi+YPZbv9TdpYOGkznzeUWmibkrmcjf4/VBXxyyi0OPBZNAaj7KTUHilIbxDpdLy8+P8J5CQy+LqIUe2+z2LH5gLGlnyAxW08UmG/oHPKprEF5AMwvEcPjLo2I84RxYGYuL2ixCMb2CfUDUIygaQT6nOk56/+Esfz44ckhoRqeoSVtw5SN978yqmj/KOHTOZB/AjOGz0RRjqyGl0Mwp3OBpu5CJFrwzut3/b8fW0iSIZxTMHujHVQ20OO56eAS0bF913LdKZ27B53+LMJ/u83fOKyDC8XC7c0t3kDz0ORVU/EsLTPkQPDFZENQ3Uik+/wdlY4Xu1eVwzuJ5LGsAc+E1UyDDGx07JLhlvWO3IfFZ0mqLWEsLl2eQDG/20EJS93evGiU/tKZzY/BmKpCZZOHmo616K9DetvIR604E1Amn7eg12jHG4uoY/gSgaNXRwCnveFwUoxFDd7kBu5T1sp44mzjCaZGIMJZng3CQ2ao4cwGMV2pZFX2k5TliYl9PPDvQyjk6CEwr0pZVwp288y0wQvvkELSk1mNjQ2Jj4BpIbAb8owz7p8KAYYoq+dDMfzqgZXmWyu4y2TGaz2ElnrYrBfc0l3XhHaLIub1kKaFSEgokRQQ5a2zCeP9BGCjajczs5BeQWR9HC6/sPz2tC0/RDvi5jtHo1mvVMoIf6Skz81UXBM/z/ApUW20Ad/Nwgo2qR8nfch30D9DAZvhI+Pj17y1my2sdy2ykHvBari+lXx3dLdAvZFKNHFvLmGyxGNZWNFaUNP3aDBhVvoC4
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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