sWbOVfN7Ny4uk9aTsed92A==;vYFWbwq6vle4cQj/UvT9ngaILWFXZCo+nZp0sQ0Nj9CHjscGvj3PsYxFXGcPUvCED0hMN8qyHA3fo6a6tmL9XK7JVxm78mqesXNtp5nLH8wSQiu143r6X3QvAmP/tat4WiK/W4s4OWPkE69CHmhdddb7pfP3Y+Qh95hCMAvlZJwxg/8k/QFOy5I8qjrN5NldwOuyzz0PJ4bMUv1chY512IYfhhuzprSuPuCIKwe3dUIJX0iHruH/LeV1O9/2/yrnWKG4LF2ZfSVpv3gEq912Uj4AVD0x1BzxeHhcSQTB3gvhZHVdBhjDjqhsNFbMfMJVfZs8Yldw5oXRMow+cfugw2gbktIS9VhFbPC+q9MekNY83/H6EpgRysQi17EUi74t4KeOdxT+EQHa7YnLokVnh9nsOAgre4sqRJPdLp8qfi1niX6zSVivT1f8xcL6J1hTG3/2u1m6AqHrStWMVBfAAGsJaxbpnxWPh+RzKi6Iy4zu8e3xyvXkwsT3GY7zfilRwkjkvG/COIG0YN/pBMSm5xd8bNlR6t2i5MdtIzUBXiQHCtjo8LGT+gS87YIT6lQO4ZaQ1E2JYkhFB33TC+eTLKDefWJ37Ym8chCztZHCb1lX5CSNfREdxq16cLTkwCbxYSv6hfsr1W+Fws4q4OBEKdfa+DaL41s7M5KUzjs+/EUyFVgs5KsV8dx2jx8hI3pUoLKQJjzkqQfqLHM9HRyK1wc7ut/dKh+baFnH4I/AhA7H9l7tcYQ0Iho9NitL/Hd2inZmHAc4uaBp5/IgIow/k2a0pE8XZmUgUWlpaRm6ovCnsSvYAoD0qWJ8qNjnwCCyoimskpex3OJqikSfUA+goU0yAeBB974W0z3jCYDhNOvIA4I0xJHmNttaKilnul5TBRjbEfrXfyb0jABKrextMMO8T6Y3NTM5Od802Gjygnx0UvyEb3OGkhY4LAVIAPyvUwABzJbrct3e3b+HjTUxDSyqxE/0sFTIrmUU4iS/8PbbeKweqt0H0FmG6rYxYiVzcOe1I+1E5wETX20n9rBSrhBtwfA/wm7MiAQOhJzoUWPsGsx11zETghKwaZQ5i+Eknqzn3LR9ydIbrBdbOoVmHhi9sqzjMz0WCEFtTOXfu9C/zjmWgdCZsJYGTBEspFoqTwBQ8zKzAdcnlg+hNMJrIwHoVlq8r/YYYadsoD2OyTDbloMoUhlBMeA1DvXIKqS5qaOPn3j43/Z1HaOSEyqzz5e6C6+ZUa+G9cJvxbRQ6rXl+ZacN1GMpfP2tYsl1RyfqpsTaloWboT/2AcF8HIG9W33YUfhYzypZBm8og1LocWFwrdlOxvFBpj+5a42BFKyffJg0SlwWiNguoxIyzPFTeN9kJDZ95JVzMzh7EflEz0GgaWTtmZwmCmxWJHXna8bDIaeUUet9k84ltQ3TB+2A9N6jn04wY9c98zSaJ6GDM9FxSZkMon/nYg8VDop9SklBrz2Zmw8Pw+LTr1NOIPlKDbHzaCCYNAMqMMaOnegbOS/kb6qjBd1e9puZZWHOKznsSts+YMHIwWaOtE17S5mBqtze5Mq/kFxQkOrIdtANdJIUEeS6Tdaa31VjgUBfEg568tlLBCjjBoDAe1NbgvcBYA6mK2KnVZpgF5aBtAwOYTAY5bvNPsuIdjPos5AzTiVRGX626ruI9ZCfebGuX9+OV6KWgJlTOCxxuHmBKnZ/3P0B0Lmq2L/a0LyK/h5IYdzK1JaJEbzyhSZmcnEzZj6lPkdFDz0RltR0rjuruHXa2/qYm3B16xNRPwrFEvbDGpmmwxehtIrcSFZvfvR6lH1Ygk+p9h7zMeT00urTYlUzMSG9PuF9vJwLycIZieEIilj4lKqBFglEp6EUWRRIp3HvdXEAIGFfNGwSfpDZ/UtTnmfjCV9lHQbcmif04YtoVZAQrv9DA9g4iYxqwdWWi12PPNrteJioBDXUjH0uvlRRBYdoli8X0ERdItFpre+gdHVIf5VWj2mq7eouwhbFzOttU/pGhSmbZhZiPDZqF+lvI27hdxvLedX++8FIsHTn0oIp6Ja6zQTy/YKzb81GN3gr0H/rmpWzey6aqbNhcphmP/MrUHeW0bf+Fcrj0oIlO4X4qR9uNORC8n0AkuBNSeMqScsnOH9QTyu8pbYRjMo/sy9b3j5F7JHxC5np8mzR8TNvPPSyfHO4JN/IkPt9mfg6AWolcBOKyQd7mlS69kKvSzsFCRiLBby7Mon5/wUpUho2lYbbxS6GeBeoa2H51xEcy/TXtoy+aqkOJHaUflU+Jdy2g5T8HjXCEeyYILssI65BiKvnRljUf4afwusN1Ga00wvMXYwK9PvSYHNiqX9mP3L3lqo85shjFGD20rLM9LobVeTULuH2YK5LWwXwMATVrhNcbuZXq9p1LksyxD8Wh4WuoRKK6CNW90aEn0Lw5Ics/ICpBm64Kq9GqMuphIKf0cXsJazdH0Fm7p92Y7dnUo93DW/oX7MNXds9CnqPd5kgzhuh+Y+XpCJOl75QgPHJVeJ03Ie7YMPFzJF4VDGMwVIdlx0KEnppzYSNzSbbw81gA62K1/WyCjl1d3JA79ye8I6jVL5OHktgrZnXnIjchFlv9eQxW7ec+0S5jlnz/nm5WQ4p6BYvFns3Ir+kOc+tZpHD1WJBBtOuwn3q+xDB4W38IDpspj1vgQF92tE+hzT51K6oe0Qr6xnJJ7vFLFTrq2Z6PjyZV9hPAn0IvduJrIlpbjBaIklqkuZ8sCa6qwdJEdnVj8neoz7cWFoNcZcTrKucNdJBHLNJzk9h7hHnfuqHLwAvIioJEE4xRGO6EjuFZRY7D6IzTCMIX+ta3owWXlNAglYX3f7nh+ZfPjm8n/ZFfSoeEi7OTcsvVAgeguuqdTV2uauj+iJ+zEbfwi8mPDx+gz3z/d8/ty4dJX6Vz8LLCOLADd3k0RQKlntf4OmhIxwcX8EsX0u8iC8ewMSyv6Z6NEWzmUAGJVlz3es1FLw9FxYw1DLDwLzoe3sONvpbEFU5vDyJA5Zz12HEK7wmI0vn3Lwzt1ku947ARtQkff0q201cdaCXQ8tom8dDPZEzCe+rV90IlNLwR8suL3IadUw8XFWS6IcitL9f21TXUW8L8fxQfGCdBWy2JeH02VTlLTGWyuyihdosM36APqZanWTNVenjTzvU4kgIesk7PI1vER6OSUdEGP6o1bsJ5Kr6r+NrASkUF+g5wOjAQ/Qj3Kn8++dSoIB773bum9mWAAs5DizcXyBiyhMOG3ADJMmwzIsp6l40cBJa0PdCtRkhYtQKphCrKR3+WloI4CpXsuSC8IH3xZKDEkEaKL0kgByjMHcxH0VhfKaDoVw9mZbeBicEtPUhjg87aMuwcBLrUSZXTTEGtve21wIjbMUl5AmB5fTD91UCO3inOTXBZ8etuOXKvK/xNmgsW/yZEc23jMRq4GrgtjFQyDQ7/qghqKvj2WlDmzuD48pglB0X3oSXVrgzHkdaxrQmsLPB6aJRfSh3T6gR1pF6X80zNft9UIAykizOPkCkkxFRmrO1/+ZpgZtaCcciffrv1uDUqaUjcQWuViEoNZNe0JmXXLDam7BsKJ5FIkZBo+x3VZ2npVqoTZlI5VC7l0HQEMZltu45yFcC4OFq/2eRwT5NRgMh11S5ijNKRMJ7Son5SBf4ia5EEhQhFsF9Fx3ln4je5N+eSpTP5FIbXbVoJToU3UAXPv8aYEo36fJtmWHkRaTYzgWZRI0pLy3wgOVnNs/sSgLpHRx65CDFLRGvBG5jdvihGUfmUNw59XDx+VJBL7lKSVDEuS9GYWVSqpijEkle57MMxj9J2tQ/D73CJg8X1yxIvYGvrPMch2nEF3u9MsHiSIArxsze7Q7xiRF1R5sTipNf5+oXylw3NBeI3mkBiPspQEeKiRc0An2AUbKBYt8WIHWF1Pvkwv78Ag4VrMrwzubvn8qCh6k4Ym0ZNyoNV22auRZwfWAvOZM7xMoMqvqoe7WHBbVFzhr34zyG1goRyZ5BWknYIAysQY7zeFT5Jrgk0aqlYqI2+jg64YRF6PCJIc7lkuZaEgK5fjqufTvNuA/cWtWTDly/Nxx3BoGLexqTIJiW06zo8PjVfXxoXhBiaIzBPZojSw686WUXLJEqPyuuq8q4MEevjYhP1JVaJdntXGRJ3qMtZl6Dvu8EWFyNCb8dw1ihzGnUKytYWo/eaWGlF+qa/wUurKTfr5N4zO/e0WHw+C3KffgT6/87W70TNnM0PsXxPm1q1v30xpg2Nvg4bHD6XD1RqgsNGSzc4hn0ue12drIyFTaWiwZqz0n6vej5uvzEJZLTggEmgnPKYINAODUfIE9pkXD7jmu/9UVy2LtLl43YWBcpCPtlmY/PCzd6rzI0Xt2pzp1xwgeyTO3yPOt8wcDXdYl/mez3LrQypfvkF5tUB1DJzWSD3diMKE+vpnQSncSpwt4MIqEsu7Kx1lyOwY1vv2XJbcIeRZdApKNTbA5dyxiVwqLB4eA/XB5apC23DcVI+gLYw0kaHkPILCxp5vNYZD0+5xQV69/y+uoarbGmKKkct4stNLp4I/bCz3CZH/8MZ+YflQQEgoHxaowYvsniYHgV3u2GMyz1WDZ8tkQmHg8MfffJVQ+zLjl+cgHCB/UlICbjtjCMB2iffH0bBDhKSj3HLwnEJ4Lrif7EasAJg24yVXBt2fiBF0qYRXIyk3NdlPXFG0getFDARYCn/hBhTU8G79r8Qbh+3c2yD7jkKVqd6V987cX2ivYQrAcEGfUzQP4QVlIwUJ8tpuvYgRgM36g7LO3JJNwRQqyAKC6zYSVUBwpPh0cYqwDVpZAGU+qB92MFfUAfTTc95JoxrMVE0m92vZPCS9jZ4OHxrQyeRRtqhURNLPxzp5bIWgeQ5rTfF2w8zFaqu1dJheJQzOLRuwLwiWqwF6jVLSRvOS94gD25pdGSf1V5aL9TnnZK+wiAbsOkgmQZCCQSoY6BkAPjxGro5l7HCMucnpZy+W9qkRJGP86enQPO/t1/FDv0hB4x+BukOXzl0fkCDs9gQIYLczJGTog6edK86Uskrotr/4/XG2SjNqDJ4NouZkpXCpl0TXuwQEKWw07iNn6FF22ittCTEszQT0/7SamNCU/+INpTuZ8qFGeW5df2GQK6WxovXI3U+e1H+P/c6ey1q3+kkOykQsiMJL+w2wJrco+JYiKix+dfCGdLYUgCYpdRgF4EiTrrF859gXYyzAyJ8SEUDGjwAlDrwWWKRgDWw97n3/zJrxXJDPj4XaCrHnMOJxhlUMMDtVGPROuLaK0XPEoJ1N921xOQFzul9MKhsSOKdWpQoNUvNU11XAVJ4Hjzztk+VgxuzpMQGF447emzaDcpEL05AdzrWNSPkF1L0xB5p+ef4r0PAbxg12rm4rlvVbrzxThN/QxcsxAM8dRpTPcSrG1NtNuj+Isrzy6PIo0HjCIhTI+maJ2ZHDB+s78XZhCM3ly+r+fYz5rS8JwEv+yot9agMH1ZyJcRJP1S+0jOriJ/zNev8pBaTaYrhhURU+9sc5UFo8ojtZ5R8kmsDtEy6vs4+8Yf8QMfhpCK0H8tkeNqjns9ApCe+XHwhS0QvdpBx9kiL511kX8YcJ9Uys8g84AzwauY6NnA+0y8UilrsRLqJULamwvvkWMg18PzQdcMjofsdBNQNGD3dpRUnC4zem7lSIbcyvhht2oootaf9BzBYu/G3pjVGz/RU3NA6gcOBocQukOKl2AgjuMCbyl+FsrdAOOkn55cetEHsLm86o69bKgnPI2eL2v/8IB3+wRUHPIVNUgsPrqZTtLZ3ClpiNrZbT4BIrUvTAnEidyYSu7issZE6uyeFMg9FC7gyAklI6kKVXHdl1oDceKX/TmbPDDriA6dYyncHLesAqGj6JwQq6+zB5Kqzm24XlHSdYoJUb7Fc4GTL1ChwHqaVCsDhMqoppDnINXV/r4HNKtKd/ABii57zWPXlgqSu3hxnRRoJ6kntrOwgQNYebbRWD4GGke+DoQJTFiSvM49nRjfHRe5Ye0hr7sjVVCXsL7VpP31swU87Dv9Jn/TFQojmmCGR+IaMfBlolXYPSjceG5BV2PQ7mFeaAJ1ltsvTPcTiFZAEas87ItG364cEP+GPbV/Q8eQ/pP/iVkt35QfnSHDo6Kn1TAETr7GCGomfBjkyIB+NLgAk9xuMYXdiIINHhR+XaFOsR60JEStkjZl2VVCMaAkp5GbM365e3nkut1qn75gkfi5xX4VtHSumB+GdK/5PPVCPNvf5dutcTIbciLERVmGm64ne7ADKZOZu8b0mRQhVlmRaoAQzqPUv0rKf/mtsXwFwCtA+UAE08wEwRYgccZPgtnV4XYU5S6fy0BoYOPpPhvThO65WFF6OAM16YTDk+mBQCrBnC203c61JFvG6QByhxtM+7HxnTlcjCh6MbluJdviXg6Lf61g9apoM9wZbIwBUojx7kM+c82CQTIUpBO1kBYtwFprsiZlKmhb0AKAK9RGQ3rFsMGbi2VyftZ/uEWTz5SmOMTpWt+LF0T+ss2rPr90lCXyqpspeq9guiC2SRpA5AotCm0dPPLEowa6aq/9g94byvkrbxa9LaSpp0yg59fNJCZoHkgRDU08fG1kK49y4c77Qe15EUqY2xaAm5g+T5yYdTaPT8b+lFpc0qW06+8q393C5TSEpboLS2yjtc9pZb81/ZQuwPYPq91iWpS5UDsS0IW2tzw2swcDAXZtk0NejzGw0wwkvXR3DPB/eitHBGAhagNSqcLhU4qtiI2PXBgBs0HrKcgU8U/WdCXc2k91JfcjZP6HdLW8tPazlcMoTi5BQwjj2kyXgp/hANVP+/c0Lkdn9tR1YAg0JNFxPECSi6yWug4KpnNhSFfAeGu52u7RZmGEW6/X+Rkkn7QAsN41AAUPV1PyNZRGdImw6vnJXs+SePMeV64c4qKzfl1/7/m3BmVYU/OKz0oHRVKMqPxhhiKixvVhbZF8jbgED4YiYGQYamkY/7o1UX2XWacSRzgsLVk+gQTYm5i1tirTwP7kJ1wfo9Oc5QOTnPd3PkOKMQXmFdeVf8pEVExp4Xd8KslrP1a5YaL8l2MDN7jMQ95z0ahEsvGnOxnIRymlA5j0qf0jor0w8u+7T0X2ResLvQ97l1rK6sAfzT7vntPWLVhCFdACzxo/H9zUf4pQeqm3qgwLpiIja/tYJFtWHIFaLRr2+yreVRJ/rIaQwDUwIaNPkbL8xQUYavFk+/7O0UItoTa7rErmQZb+r3z1rmCQMvXUNB81rZMwhUi31k1emNwQjZVc4UhSdHH3OIV8bSICnolKLbMc1jb7yTX4tupGunNECPlfL6aXGDrdY/NnD8tRZLwHh8bewNBXupLT7Uxosn37vXnNmvAgSh86XNqgRquw9NXhIv6qp8BZzSacvxbTrlILTkc6Li6en/nzHnqiWr6ZpMpgLVsxMQ0qdmb/MpyQ6bcWOqcHGW8uz7bAO+kFnbrwF1tc0N10FBGTNmaW4vUgdo5PMr7JCNC+PQP4QJD6A+iOgnQZMVPro1hIwRfdQd+sMGDKVblzvry+KMUBNSXEfwhoitwF9s1+NahhJm2NWLvP8HlBs7BXOyC9kAYTUx71nzGW3Vq6b6xsosO8A+I+VPU/7o3h0pj4VzPMn2x2Ls5NGCxucdzTlnBV58iff/wM+0xuQ8fQeL27IQNIRPCU2BhxKEH6PcJ6Cdr18wrlKBKB1gQiUF0odVpiatNldv1lfWQnwN66Ds5Qq/lZIWMk+EH+6/YtNPXWr4+jCsIpNjl268k4hAY7c+3vxnGzaGjI2D//P8j2MzINl9GzVG2Rf/1qEFD5ZMtPcdVGghkjnaW94Y7V4mNyJ77vTm093CPu4OwuLs2an8ng6AlYYM5AOvG0xBXnGLKQFvrarahkWqjhfqyXRokpIOamrdmvK/BQ+zIO8Z0Rglo3czAgMg0txjMxLr2e+tE+XbAS/mUgBPv1AKgZATsWBnroWC616j+vhM3016xRtgUDDnxbD4Syo15fouGNE/NbkmOuVeVQ6OAhtRLa6W09XaHkiWwLGxGvVWJap2UNkIXOpgNRuitd/NCGXELfX405gFL/p3sjXA98BVJs2vWynSVAv3PTRaXoVy/P38ZiYW/+/CFTocMkivCBIyASJCiN4Wp5HPHFLzvJcYwhsg0xyQuJMazvMssiqXFUnP7O9SdqpasHTVRCG3cZo5BoIraSb2Q9XgBU0rHgEh00RlcLWiXtQzlDZXHTNdlm3mDf3NQlKgiuoudnLS9OTdOZ730dbe1D0z7lpanZMO94GJaGf2IpOQk6Ro14JEyC4DySgpDq3FVMgnSBM+BHRLgZXIBfqqUB2GgYATL6vlBql47x2F12DYDbNoFq2wjgx6ef5vmDZkNvQmDyuZZTgyA8CGu0HPAXhuxVjvbbRYwYW1SKXvTNYc9YBNyAsMMqNSNUKLdbtjrcNdKPEcBzGJnaoH/6/oEc2ZN4Na6bcQRYcmZWNWjtnpUg21t+uANnUe2ttV1ePp+KzrbFaaBQe4LWSA6ihohnrPMYVDErLB4naglnseqVECBluTQm2y+KzicCwvO/+bnEd6z8ovK9JIUubZZol9uzyUBjlteu8vw4+ilw8NVePbhkjKhR+nsmtuUWaFIjBgdy3I9mnzem5EGnVt5mrdAIrv/bZhDV/HFi5y3W9ZkqSCo3UScDYhdrKqCCKSNb6VXrw9cn/h3twPDIoN3X/wenqvH3fO4fdAd1vo5wmP2J9+GzRjS5k0CvFeylI3et+JE9WJ8TLm/vUUMR3QaiHfJ24+JMCuixOiJHj5wamDXRy+6ZMHvV0lCL/bv2OhmSHFKlhW8a9nCNpQ9/hqZ8G/TX/yMtv1gFaWMIn443Ccc4KzyfjfAhqNWgw9BX4yCQF4qvQjYFi0jUcG0GLOlF53kp/E2nnSfN1qt7Faq3V5xi1fIHqdFc4aBHZO8oV6TY2Qg+hzAuzMa0S8F2B74Xmi6MB/ieDCTPQIfpNMLIV7dvBKvNHx+V9Adc2o82+g/jf/chL6OfF0KqBM1g2F75b/XQ6fHPkf8yhuXTU++GTgYyDeeszoFsbCXx9DizhRvJuRS8QYJ+1o07dvoK9aMWGPfpG2WlGrMXCTIEsNUGwlSRhZK6Slfe/R2PreennoupM1e+R899AEKtCM8hgE5uM8nv9AY7Ot+V4TcJK94M7ydA76pR7l7vash
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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