Introducing SCORM

2019-11-18 08:42:08

<p><span lang="hr" style="font-size: 14pt; line-height: 115%;"><span style="font-size: 18px;"><b>What is SCORM?</b></span><b><o:p></o:p></b></span></p><span style="font-size: 18px;"> </span><p class="MsoNormal"><span lang="hr" style="font-size: 18px;">&nbsp;</span></p><span style="font-size: 18px;"> </span><p class="MsoNormal"><span lang="hr" style=""><span style="font-size: 18px;"><u>Simplest explanation of SCORM would be, that SCORM is a set of standards used in an eLearning industry for two main purposes:</u></span><u><o:p></o:p></u></span></p><span style="font-size: 18px;"> </span><span style="font-size: 18px;"> </span><ul><li style="margin-left: 36pt; text-indent: -18pt;"><span lang="hr"><span style="font-size: 18px;">&nbsp; &nbsp; creating learning courses</span></span></li></ul><p style="margin-left: 36pt; text-indent: -18pt;"><span lang="hr"><o:p></o:p></span></p><ul><li style="margin-left: 36pt; text-indent: -18pt;"><span lang="hr"><span style="font-size: 18px;">&nbsp; &nbsp; creating Learning Management Systems (LMSs) which are compatible with learning courses</span></span></li></ul><p style="margin-left: 36pt; text-indent: -18pt;"><span lang="hr"><span style="font-size: 18px;"><br></span></span></p><span style="font-size: 18px;"> </span><p class="MsoNormal"><span lang="hr"><span style="font-size: 18px;">SCORM stands for “Sharable Content Object Reference Model”, a definition which can be diveded into two parts:</span><o:p></o:p></span></p><span style="font-size: 18px;"> </span><ul><li style="margin-left: 36pt; text-indent: -18pt;"><span lang="hr"><span style="font-size: 18px;">&nbsp; &nbsp; &nbsp;Shareable Content Object or SCO: This describes the elements of the SCORM package that can be reused across multiple tools and platforms. Once the various elements of the package are SCORM compliant, the content should be understood by all compatible learning platforms and tools. They are the “assets” used in the course.</span></span></li></ul><ul><li style="margin-left: 36pt; text-indent: -18pt;"><span style="font-size: 18px;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span><span lang="hr" style="text-indent: -18pt; font-size: 0.9rem;"><span style="font-size: 18px;">Reference Model: This part of the term tells you that SCORM is a standard, the specification for which can be understood and applied in a consistent way by all who work in the eLearning industry. These are the “rules” everyone follows.</span></span></li></ul><span style="font-size: 18px;"> </span><p class="MsoNormal"><span lang="hr" style="font-size: 18px;">&nbsp;</span></p><span style="font-size: 18px;"> </span><p class="MsoNormal"><span lang="hr"><span style="font-size: 18px;">Main reason for using these standards is that courses created upon these standards can be easily used in any LMS which is also created by following SCORM standards. As every standards SCORM standards change through the time so at this point we have follwing SCORM standards (from oldest to the newest one):</span></span></p><p class="MsoNormal"><span lang="hr"><span style="font-size: 18px;"><br></span></span></p><ul><li style="margin-left: 25px;"><span style="font-size: 18px;">SCORM 1.1</span></li></ul><ul><li style="text-align: left; margin-left: 25px;"><span style="font-size: 18px;">SCORM 1.2</span></li></ul><ul><li style="margin-left: 25px;"><span style="font-size: 18px;">SCORM 2004 2nd Edition</span></li></ul><ul><li style="text-align: left; margin-left: 25px;"><span style="font-size: 18px;">SCORM 2004 3rd Edition</span></li></ul><ul><li style="margin-left: 25px;"><span style="font-size: 18px;">SCORM 2004 4th edition</span></li></ul><p style="margin-left: 25px;"><span lang="hr"><span style="font-size: 18px;"><br></span></span></p><span style="font-size: 18px;"> </span><p class="MsoNormal"><b><span lang="hr" style="font-size:14.0pt;line-height:115%"><span style="font-size: 18px;">A word about Learning Management Systems</span><o:p></o:p></span></b></p><span style="font-size: 18px;"> </span><p class="MsoNormal"><span lang="hr" style="font-size: 18px;">&nbsp;</span></p><span style="font-size: 18px;"> </span><p class="MsoNormal"><span lang="hr"><span style="font-size: 18px;">Anyone who knows what are Content Management Systems (CMS) can easily understand Learning Management systems (LMS). Both things represents softwares which are used for managing. CMSs are used for managing content of web applications, while LMSs are more about managing courses and learning materials for the users. Moodle is currenly biggest open source LMS software, but of course there are also commercial ones (e.g. Nectar, eFront...).</span><o:p></o:p></span></p><span style="font-size: 18px;"> </span><p class="MsoNormal"><span lang="hr" style="font-size: 18px;">&nbsp;</span></p><span style="font-size: 18px;"> </span><p class="MsoNormal"><b><span lang="hr" style="font-size:14.0pt;line-height:115%"><span style="font-size: 18px;">Interaction between SCORM courses and LMSs</span><o:p></o:p></span></b></p><span style="font-size: 18px;"> </span><p class="MsoNormal"><span lang="hr" style="font-size: 18px;">&nbsp;</span></p><p class="MsoNormal" style="text-align: center; "><img 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data-filename="scorm.jpg" style="width: 50%; float: none;"><span lang="hr" style="font-size: 14px;"><br></span></p><p class="MsoNormal" style="text-align: center; "><span lang="hr" style="font-size: 14px;"><br></span></p><span style="font-size: 18px;"> </span><p class="MsoNormal"><v:shapetype id="_x0000_t75" coordsize="21600,21600" o:spt="75" o:preferrelative="t" path="m@4@5l@4@11@9@11@9@5xe" filled="f" stroked="f"><span style="font-size: 18px;"> </span><v:stroke joinstyle="miter"><span style="font-size: 18px;"> </span><v:formulas><span style="font-size: 18px;"> </span><v:f eqn="if lineDrawn pixelLineWidth 0"><span style="font-size: 18px;"> </span><v:f eqn="sum @0 1 0"><span style="font-size: 18px;"> </span><v:f eqn="sum 0 0 @1"><span style="font-size: 18px;"> </span><v:f eqn="prod @2 1 2"><span style="font-size: 18px;"> </span><v:f eqn="prod @3 21600 pixelWidth"><span style="font-size: 18px;"> </span><v:f eqn="prod @3 21600 pixelHeight"><span style="font-size: 18px;"> </span><v:f eqn="sum @0 0 1"><span style="font-size: 18px;"> </span><v:f eqn="prod @6 1 2"><span style="font-size: 18px;"> </span><v:f eqn="prod @7 21600 pixelWidth"><span style="font-size: 18px;"> </span><v:f eqn="sum @8 21600 0"><span style="font-size: 18px;"> </span><v:f eqn="prod @7 21600 pixelHeight"><span style="font-size: 18px;"> </span><v:f eqn="sum @10 21600 0"><span style="font-size: 18px;"> </span></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:formulas><span style="font-size: 18px;"> </span><v:path o:extrusionok="f" gradientshapeok="t" o:connecttype="rect"><span style="font-size: 18px;"> </span><o:lock v:ext="edit" aspectratio="t"><span style="font-size: 18px;"> </span></o:lock></v:path></v:stroke></v:shapetype><v:shape id="image1.jpg" o:spid="_x0000_i1025" type="#_x0000_t75" style="width:451.5pt;height:198pt;visibility:visible;mso-wrap-style:square"><span style="font-size: 18px;"> </span><v:imagedata src="file:///C:/Users/User/AppData/Local/Temp/msohtmlclip1/01/clip_image001.jpg" o:title=""><span style="font-size: 18px;"> </span></v:imagedata></v:shape><span lang="hr"><o:p></o:p></span></p><span style="font-size: 18px;"> </span><p class="MsoNormal"><span lang="hr"><span style="font-size: 18px;">Today we can use different tools to create SCORM compliant courses (e.g Articulate Storyline 3), and those tools make creating such courses quite easily. After course is created by one of such tools we can publish that course which outputs ZIP file which contains all neccessay data for those courses to be used in LMSs.</span><o:p></o:p></span></p><span style="font-size: 18px;"> </span><p class="MsoNormal"><span lang="hr" style="font-size: 18px;">&nbsp;</span></p><p class="MsoNormal"><span lang="hr" style="font-size: 14px;"><br></span><span style="font-size: 18px;">Of course such courses can be used everywhere but in order to track progress of users which are taking those courses we need LMSs which, as mentioned previously, are also SCORM compliant, and can interacte with SCORM compliant courses. Interaction between SCORM courses and LMSs means monitoring user interaction with the course through the LMS.</span></p><span style="font-size: 18px;"> </span><p class="MsoNormal" style="line-height: 1;"><span lang="hr" style="font-size: 18px;">&nbsp;</span></p><span style="font-size: 18px;"> </span><p class="MsoNormal" style="line-height: 1;"><span lang="hr"><span style="font-size: 18px;">Such monitoring allows storing monitored data into database so that LMS is aware of every progress which every user made in the system. For example LMS holds and works with following data:</span><o:p></o:p></span></p><span style="font-size: 18px;"> </span><ul><li style="margin-left: 36pt; text-indent: -18pt; line-height: 1;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;<span lang="hr"><span style="font-size: 18px;">Which courses user already started</span><o:p></o:p></span></li></ul><span style="font-size: 18px;"> </span><ul><li style="margin-left: 36pt; text-indent: -18pt; line-height: 1;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;<span lang="hr"><span style="font-size: 18px;">How much time user spend on each course he/she started</span><o:p></o:p></span></li></ul><span style="font-size: 18px;"> </span><ul><li style="margin-left: 36pt; text-indent: -18pt; line-height: 1;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;<span lang="hr"><span style="font-size: 18px;">How many times user tried to complete the course</span><o:p></o:p></span></li></ul><span style="font-size: 18px;"> </span><ul><li style="margin-left: 36pt; text-indent: -18pt; line-height: 1;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;<span lang="hr"><span style="font-size: 18px;">What is the last page user visited before closing the course, so that user can continue where he/she was last time </span></span>&nbsp;&nbsp;&nbsp;<span lang="hr"><span style="font-size: 18px;">before closing the course</span><o:p></o:p></span></li></ul><span style="font-size: 18px;"> </span><ul><li style="margin-left: 36pt; text-indent: -18pt; line-height: 1;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;<span lang="hr"><span style="font-size: 18px;">What were the answers which user gave to the questions inside the course</span><o:p></o:p></span></li></ul><span style="font-size: 18px;"> </span><ul><li style="margin-left: 36pt; text-indent: -18pt; line-height: 1;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;<span lang="hr"><span style="font-size: 18px;">Did user completed the course</span><o:p></o:p></span></li></ul><span style="font-size: 18px;"> </span><ul><li style="margin-left: 36pt; text-indent: -18pt; line-height: 1;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;<span lang="hr"><span style="font-size: 18px;">What is the status of completed course (it can be passed, completed, incomplete or failed)</span><o:p></o:p></span></li></ul><span style="font-size: 18px;"> </span><ul><li style="margin-left: 36pt; text-indent: -18pt; line-height: 1;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;<span lang="hr"><span style="font-size: 18px;">If course has final exam, did user scored enough points, in order to pass the exam etc.</span><o:p></o:p></span></li></ul><span style="font-size: 18px;"> </span><p class="MsoNormal" style="line-height: 1;"><span lang="hr" style="font-size: 18px;">&nbsp;</span></p><span style="font-size: 18px;"> </span><p class="MsoNormal"><b><span lang="hr" style="font-size:14.0pt;line-height:115%"><span style="font-size: 18px;">Conclusion</span><o:p></o:p></span></b></p><span style="font-size: 18px;"> </span><p class="MsoNormal"><span lang="hr" style="font-size: 18px;">&nbsp;</span></p><span style="font-size: 18px;"> </span><p class="MsoNormal"><span lang="hr"><span style="font-size: 18px;">As in any industry SCORM as standards help whole eLearning industry to standardize the way how learning courses are made and behave, and how they should interacte with LMSs to provide best experience and best results for the end users.</span></span></p><p class="MsoNormal"><span lang="hr"><span style="font-size: 18px;"><br></span></span></p><p class="MsoNormal"><span lang="hr"><span style="font-size: 18px;"><br></span></span></p><p class="MsoNormal"><span lang="hr"><span style="font-size: 18px;"><br></span></span></p><p class="MsoNormal"><span lang="hr"><span style="font-size: 18px;"><br></span><o:p></o:p></span></p>

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