<?xml version='1.0' encoding='UTF-8'?><rss xmlns:atom="http://www.w3.org/2005/Atom" xmlns:openSearch="http://a9.com/-/spec/opensearchrss/1.0/" xmlns:blogger="http://schemas.google.com/blogger/2008" xmlns:georss="http://www.georss.org/georss" xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr="http://purl.org/syndication/thread/1.0" version="2.0"><channel><atom:id>tag:blogger.com,1999:blog-5174895483111250396</atom:id><lastBuildDate>Fri, 08 Nov 2024 16:06:08 +0000</lastBuildDate><category>http://www.blogger.com/img/blank.gif</category><category>Published</category><category>htthttp://www.blogger.com/img/blank.gifp://www.blogger.com/img/blank.gif</category><category>http://www.blogger.com/ihttp://www.blogger.com/img/blank.gifmg/blank.gif</category><category>http://www.blogger.com/img/blanhttp://www.blogger.com/img/blank.gifk.gif</category><category>http://www.blogger.com/img/blank.gifhttp://whttp://www.blogger.com/img/blank.gifww.blogger.com/img/blank.gif</category><category>http://www.blogger.com/img/blhttp://www.blogger.com/img/blank.gifank.gifhttp://www.blogger.com/img/blank.gif</category><category>http://www.blogger.com/imghttp://www.blogger.com/img/blank.gif/blank.gif</category><category>http://www.bloghttp://www.blogger.com/img/blank.gifger.com/img/blank.gif</category><category>http://www.http://wwhttp://www.blogger.com/img/blank.gifw.blogger.com/img/blank.gifblogger.com/img/blank.gif</category><category>http://wwwhttp://wwwhttp://www.blogger.com/img/blank.gif.blogger.com/img/blank.gif.blogger.com/img/blank.gif</category><title>Moodlerooms&#39; Blog</title><description></description><link>http://moodlerooms-blog.blogspot.com/</link><managingEditor>noreply@blogger.com (Anonymous)</managingEditor><generator>Blogger</generator><openSearch:totalResults>229</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5174895483111250396.post-1532371773904485122</guid><pubDate>Wed, 31 Oct 2012 13:52:00 +0000</pubDate><atom:updated>2012-10-31T17:07:56.762-04:00</atom:updated><title>Ignore the Baloney. Check the Facts</title><description>&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Our recent advertisement in the EDUCAUSE Quarterly probably has you wondering... “Who’s serving up a bunch of baloney?”&lt;/span&gt;
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&lt;i&gt;Their baloney has a first name. It&#39;s &quot;truthiness&quot;&lt;/i&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;Here’s the backstory...&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;Late last year, an LMS company that was fairly new to the scene published a &lt;a href=&quot;http://bit.ly/TWWPbN&quot;&gt;comparison matrix&lt;/a&gt; measuring themselves against their competition (we were included). At first, the comparison gave us a good chuckle... Why? Because the claims made within the comparison were simply not true. &amp;nbsp;But rather than respond, we had better things to do with our time: like concentrate on providing the best possible Moodle experiences for our customers. &amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;But a few months ago, customers started asking about this comparison matrix. Apparently, they were noticing that &quot;truthiness&quot; had now entered the LMS marketsphere.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;We love our customers, and we value reality over rhetoric. So, we created a little &lt;a href=&quot;http://www.moodlerooms.com/checkthefacts/&quot;&gt;comparison matrix of our own&lt;/a&gt; to set the record straight. It’s in the same format as the original, except the information about Moodlerooms is factually correct.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;So go ahead.... Take a look and see how we stack up. We invite any of the other companies to create matrices of their own, if they felt they were in any way misrepresented. &amp;nbsp;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;Thanks for reading,&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;&lt;i&gt;Brad Schleicher&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;&lt;i&gt;Marketing Manager&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;
</description><link>http://moodlerooms-blog.blogspot.com/2012/10/ignore-baloney-check-facts.html</link><author>noreply@blogger.com (Anonymous)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://2.bp.blogspot.com/-Qxfsq-e6Jew/UJEnG1oyzzI/AAAAAAAAAEw/D8pbeeUVfK4/s72-c/EDUCAUSEAdSample.jpg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5174895483111250396.post-282944049979521156</guid><pubDate>Tue, 30 Oct 2012 17:14:00 +0000</pubDate><atom:updated>2012-10-30T16:10:45.148-04:00</atom:updated><title>Best Practices: Choosing the Enrollment Method that’s Right for You!</title><description>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
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&lt;a href=&quot;http://www.sjbelementary.com/Enrollment.gif&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;75&quot; src=&quot;http://www.sjbelementary.com/Enrollment.gif&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;b&gt;&lt;i&gt;&lt;span style=&quot;font-size: large;&quot;&gt;By Janelle Giseke, Moodlerooms Senior Trainer&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;Sometimes as course designers, we put all our efforts into building stellar content, and fail to think about how students are going to take advantage of the course. Determining the best option for enrollment into your course will lessen administrative work time, and allow you more time to focus on course facilitation.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;Accessing the choices you have for enrollments is easy! All you have to do is navigate to the Settings block, and head to &lt;i&gt;Course Administration &amp;gt; Users &amp;gt; Enrollment methods&lt;/i&gt;. This area of Course administration allows an instructor or site administrator to choose applicable enrollment methods, or create individualized enrollment instances with specific guidelines. &amp;nbsp;All enrollment options are available to utilize individually or simultaneously to work with every organizations enrollment needs. It’s important to note that some enrollment instances are not available by default and may need to be turned on by a site administrator if you don’t see them available in the course. In today’s blog, we want to take a look at several of the most popular enrollment methods including how you would use it, and why it might be the right enrollment method for you! &amp;nbsp;&lt;/span&gt;&lt;/div&gt;
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&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Manual Enrollments&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;i&gt;&lt;span style=&quot;font-size: large;&quot;&gt;What are manual enrollments?&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;The Manual enrollment method allows for selective enrollments, per user, created by the site administrator or course instructor.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
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&lt;i&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Why would I use it?&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;Institution A has created a new employee course where a few number of users are enrolled into a course each month. Since the enrollment is small and sporadic the site administrator has decided to manually enroll participants on an individual basis.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
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&lt;i&gt;&lt;span style=&quot;font-size: large;&quot;&gt;How do I configure manual enrollments?&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
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&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Decide the default options for role and enrollment creation in the Manual enrollment settings.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Select &lt;i&gt;Enrolled&lt;/i&gt; users from the settings block, then click &lt;i&gt;Enrol users&lt;/i&gt; to choose users to enroll in the course.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;The default user role and enrollment duration are listed in the settings pop up window, but can be altered as needed.&lt;/span&gt;&lt;/li&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;Note: If choosing to use group enrollment keys set Allow self enrollments and Use group enrollment keys to Yes. Enter an enrollment key in the self enrollment settings to block users from enrolling accidentally in the course. Use group key, created in the group area, to send to the users to enter as their enrollment key when they self enroll.&lt;/span&gt;&lt;/div&gt;
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&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Self Enrollments&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;i&gt;&lt;span style=&quot;font-size: large;&quot;&gt;What are self enrollments?&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;The Self enrollment method allows users with the proper credentials to enroll themselves into courses of their choosing, at a time of their choosing.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
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&lt;i&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Why would I use it?&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;Organization B has multiple types of users that enroll in their courses and would like to control the duration of enrollment and user role type. For these reasons they have chosen to use the self enrollment method and give out the corresponding keys to each user to self enroll in the course.&lt;/span&gt;&lt;/div&gt;
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&lt;i&gt;&lt;span style=&quot;font-size: large;&quot;&gt;How do I configure self enrollments?&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
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&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Create one or many self-enrollment instances per course, allowing for either the same settings for every instance (one user type) or different settings for multiple instances (multiple user types).&amp;nbsp;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Customize enrollment settings.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Send enrollment keys to participants for self enrollment.&lt;/span&gt;&lt;/li&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;Note: If choosing to use group enrollment keys set Allow self enrollments and Use group enrollment keys to Yes. Enter an enrollment key in the self enrollment settings to block users from enrolling accidentally in the course. Use group key, created in the group area, to send to the users to enter as their enrollment key when they self enroll.&lt;/span&gt;&lt;/div&gt;
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&lt;a href=&quot;http://4.bp.blogspot.com/-mi2raZ3pa5g/UJAIDrmIxXI/AAAAAAAAAEQ/65N9L-cNPMY/s1600/photo+2.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;280&quot; src=&quot;http://4.bp.blogspot.com/-mi2raZ3pa5g/UJAIDrmIxXI/AAAAAAAAAEQ/65N9L-cNPMY/s400/photo+2.png&quot; width=&quot;400&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;PayPal&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;i&gt;&lt;span style=&quot;font-size: large;&quot;&gt;What are PayPal enrollments?&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;The PayPal enrollment method allows users to complete a payment authorization through PayPal to gain entry into a course.&lt;/span&gt;&lt;/div&gt;
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&lt;i&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Why would I use it?&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;Academy C requires payment for enrollment in their courses and would like to remove administrative overhead costs. By setting up a PayPal account and enrollment method they allow participants to enroll in their courses once the payment has been completed.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
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&lt;i&gt;&lt;span style=&quot;font-size: large;&quot;&gt;How do I configure self enrollments?&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
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&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Create a PayPal account.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Configure PayPal settings at the site level.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Create a PayPal enrollment instance by determining the settings at the course level.&lt;/span&gt;&lt;/li&gt;
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&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Cohort-Sync&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;i&gt;&lt;span style=&quot;font-size: large;&quot;&gt;What are Cohort-sync enrollments?&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;A site administrator can create a cohort (or group of users) and then that group can be enrolled into a course with one click by selecting the cohort you want enrolled.&lt;/span&gt;&lt;/div&gt;
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&lt;i&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Why would I use it?&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;Foundation D has groups of new volunteers that must complete a series of courses. By creating a cohort, the volunteers can be quickly added to each course as an entire group all at once.&lt;/span&gt;&lt;/div&gt;
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&lt;i&gt;&lt;span style=&quot;font-size: large;&quot;&gt;How do I configure cohort-sync enrollments?&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
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&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Site administrators will first need to combine a group of users into a cohort.&amp;nbsp;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Select from the predetermined cohort groups to enroll the course from the Cohort-Sync enrollment method.&amp;nbsp;&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Note: Site administrators must create cohorts unless the default settings for another role are altered.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;a href=&quot;http://4.bp.blogspot.com/-9WdfrKQY0nM/UJAIygUeDdI/AAAAAAAAAEg/LMWNa4mEQPA/s1600/photo+4.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;80&quot; src=&quot;http://4.bp.blogspot.com/-9WdfrKQY0nM/UJAIygUeDdI/AAAAAAAAAEg/LMWNa4mEQPA/s400/photo+4.png&quot; width=&quot;400&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;If you are a site administrator wanting to learn more about enrollment options, consider enrolling in the &lt;a href=&quot;http://learn2.moodlerooms.com/&quot;&gt;Effective Site Administration&lt;/a&gt; online course. Alternatively, if you are an instructor wanting to learn more about enrollment enroll in the &lt;a href=&quot;http://learn2.moodlerooms.com/&quot;&gt;Course Building Fundamentals&lt;/a&gt; course.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;~Janelle Gieseke&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
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&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.chalumeaulawgroup.com/wp-content/uploads/2012/05/checklist.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;http://www.chalumeaulawgroup.com/wp-content/uploads/2012/05/checklist.jpg&quot; width=&quot;320&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;b&gt;&lt;i&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Best Practices: Creating a Moodle Course To-Do List&amp;nbsp;&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;By: Rebecca DeSantis, MSIT, Moodlerooms Instructional Designer &lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Did you know that in Moodle you can create a course To-Do List for your students and customize how they experience a course based on conditions? You may have noticed some completion tracking options when adding resources and activities into courses, but perhaps you’ve just glossed over them. It is also quite possible that you’ve never enabled activity completion in your course settings, and you don’t even know it exists! In today’s post, I’m going to explain how you can start using the completion tracking features and how it can be powerful when used with restricted access. &lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Tracking activity completion&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Activity completion allows students to track their progress visually as they complete activities and resources in the course. As students complete items, they can mark them as complete or Moodle will mark is as complete based on conditions that you set. If you want to use activity completion, you’ll need to enable “Completion tracking” in your course settings. As a best practice, enable this before you start building out your course content so that you can set activity completion settings when first creating resources and activities. This will save you from having to go back and editing each item later.&lt;/span&gt;&lt;br /&gt;
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&lt;!--StartFragment--&gt;

&lt;/div&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;When you view the settings for resources and activities, you will see activity completion options. Set the completion tracking method and select any of the conditions that you would like to use for each. Be consistent with the tracking method you choose to use. The available conditions will vary depending on the type of resource or activity.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Restricting access based on completion conditions&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Conditional access allows you to release content based on certain conditions (e.g., date, grade, completion status). In order to restrict access, the criteria must be set in the restrict access settings within a resource and activity. The restrict access settings are located directly above the activity completion settings. Your site administrator must enable this feature at the site level in order to use it. &lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;To set the conditional access based on activity completion, set the completion conditions. If you do not see an activity listed when trying to configure the conditions, the activity completion settings have not been set yet for it. You can easily go back and modify these as needed. You might want to consider setting restrict access conditions at the end of the course building process as this can get complicated, depending on your design. &lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Course completion tracking &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;You will see a “Completion tracking” link within the course administration area after enabling completion tracking in your course. The completion tracking feature allows you to set what must be done in order for a course to be considered complete. As a best practice, set up all of your activities and resources (with activity completion) before you configure this area. Then, before your course goes live, delete all user completion data and set all course completion settings. Once a course is live and tracking begins, you can NOT alter this information without removing all completion data. So, be sure to set it up correctly before students begin the course!&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Course completion status block &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;You can use this block in conjunction with the course completion tracking feature to see how students are progressing in a course. It also serves as a course To-Do List for students. They can view the set criteria for the course, along with the requirements, completion status, and date of completion for each item. This block can be added at the end of the course building process, as it is not needed to set up any completion conditions. &lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Summary &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;In order for you to make the most use of the completion tracking features in Moodle, make sure you:&lt;/span&gt;&lt;br /&gt;
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&lt;ol&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Enable completion tracking in the course.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Set activity completion requirements for activities and resources as you build them.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Set conditional access for activities as desired.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Set the course completion tracking settings when you are finished building the course.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Add the Course completion status block to the course to track progress.&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;text-indent: -24px;&quot;&gt;You can learn more about these features and other &lt;/span&gt;&lt;span style=&quot;text-indent: -24px;&quot;&gt;activities in our &lt;/span&gt;&lt;span class=&quot;MsoHyperlink&quot; style=&quot;text-indent: -24px;&quot;&gt;&lt;a href=&quot;http://learn2.moodlerooms.com/course/category.php?id=2&quot;&gt;Course Building Fundamentals&lt;/a&gt;&lt;/span&gt;&lt;span style=&quot;text-indent: -24px;&quot;&gt;&amp;nbsp; online course.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-size: large; text-indent: -24px;&quot;&gt;Thanks for reading,&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: large; text-indent: -24px;&quot;&gt;~ Rebecca&lt;/span&gt;&lt;/div&gt;
&lt;!--EndFragment--&gt;&lt;span class=&quot;st_twitter&quot;&gt;&lt;/span&gt;&lt;span class=&quot;st_facebook&quot;&gt;&lt;/span&gt;&lt;span class=&quot;st_linkedin&quot;&gt;&lt;/span&gt;&lt;span class=&quot;st_stumbleupon&quot;&gt;&lt;/span&gt;&lt;span class=&quot;st_reddit&quot;&gt;&lt;/span&gt;&lt;span class=&quot;st_delicious&quot;&gt;&lt;/span&gt;&lt;span class=&quot;st_digg&quot;&gt;&lt;/span&gt;&lt;span class=&quot;st_diigo&quot;&gt;&lt;/span&gt;&lt;span class=&quot;st_yahoo&quot;&gt;&lt;/span&gt;&lt;span class=&quot;st_gbuzz&quot;&gt;&lt;/span&gt;&lt;span class=&quot;st_email&quot;&gt;&lt;/span&gt;&lt;span class=&quot;st_sharethis&quot;&gt;&lt;/span&gt;
&lt;script type=&quot;text/javascript&quot;&gt;var switchTo5x=true;&lt;/script&gt;&lt;script src=&quot;http://w.sharethis.com/button/buttons.js&quot; type=&quot;text/javascript&quot;&gt;&lt;/script&gt;&lt;script type=&quot;text/javascript&quot;&gt;stLight.options({publisher:&#39;45baf54f-7686-45e4-83c2-3e3f0aee4825&#39;});&lt;/script&gt;</description><link>http://moodlerooms-blog.blogspot.com/2012/10/best-practices-creating-moodle-course.html</link><author>noreply@blogger.com (Anonymous)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://1.bp.blogspot.com/-t05rbrbUzu4/UIb2RLPPlOI/AAAAAAAAAD4/_PN_n3XM4aA/s72-c/Untitled.png" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5174895483111250396.post-8174457138675829843</guid><pubDate>Wed, 17 Oct 2012 13:53:00 +0000</pubDate><atom:updated>2012-10-17T20:18:22.878-04:00</atom:updated><title>Moodle and joule: Beyond the Classroom </title><description>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://3.bp.blogspot.com/-xcBVdVYMVns/UH61ZL0p1QI/AAAAAAAAADk/kIugvFbgHRc/s1600/joule175mm.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;80&quot; src=&quot;http://3.bp.blogspot.com/-xcBVdVYMVns/UH61ZL0p1QI/AAAAAAAAADk/kIugvFbgHRc/s320/joule175mm.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;clear: left; float: left; font-size: large; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;95&quot; src=&quot;http://4.bp.blogspot.com/-X0jMfyL7n68/UH61Us89L4I/AAAAAAAAADc/X3xDU6xfe2c/s200/moodle+(1).jpg&quot; width=&quot;200&quot; /&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;b&gt;&lt;i&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Moodle and joule: Beyond the Classroom&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;By: Tara Thompson, Instructional Designer and Trainer&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;Moode is based on the social constructivist pedagogy, founded on the ideal that a learning environment needs to be flexible and adaptable, and that if we can come to understand others, we can teach in a transformational way. Using the idea that we are all potential teachers, that we learn from creation and expression to others, and by observing the activity of our peers, this article will explore ways Moodle can add systemic benefit beyond the classroom.&lt;/span&gt;&lt;/div&gt;
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&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;1.&amp;nbsp;Student Support Services&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Today’s students often juggle course work, class attendance, work, families, and extra-curricular responsibilities. Student Support programs provide personal and academic services designed to motivate and support students on their journey toward success. Using Moodle to support these programs can increase contact with today’s busy students, invite participation from those unable or unwilling to attended onsite services, and extend access to additional resources and support opportunities. Below are two examples on how Moodle can support student services:&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;i&gt;Online Writing Labs:&amp;nbsp;&lt;/i&gt;&lt;/b&gt;Enrolling tutors and staff as teachers, institutions can use Moodle to deliver these, whether completely online or technology supported onsite services, using features such as:&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Assignments to provide feedback to students on writing assignments,&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;URL to link to web sites such as MLA and APA style guides, common grammar mistakes, etc.,&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Glossaries for collaborative work in which students can place questions and answers to each other, and&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Calendar for organizational purposes.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;i&gt;Advising/Retention:&amp;nbsp;&lt;/i&gt;&lt;/b&gt;Creating a course for Advising and Retention services, organizations can use:&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Groups and Groupings to control access, visibility and availability, assigning staff to monitor appropriate groups,&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;News forum to deliver importance announcements forwarded directly to students email inboxes,&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Calendar to house important dates such as drop/add, registration, withdrawl, etc.,&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;File to upload frequently used forms,&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Journal to support at risk students, and&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Databases support the creation of internships/jobs classifieds.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;/div&gt;
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&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;2.&amp;nbsp;Student Organizations&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Student organizations connect students with a sense of community, provide opportunities for the development of leadership skills, and serve as an outlet for self and group expression. Consider creating Moodle courses for these organizations, enrolling student officers and staff mentors as teachers in the course with all other members enrolled as students. The following example highlights a Moodle environment designed to support a student organization:&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;i&gt;Student Council:&amp;nbsp;&lt;/i&gt;&lt;/b&gt;Student Council could use Moodle activities such as:&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Forums to discuss different topics, either amongst themselves or with the entire student body,&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Book to publish committee and meeting notes, creating a chapter for each meeting,&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Feedback to get a sense of where the whole student body stands on an issue,&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Calendar to keep themselves organized,&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Lesson to educate the student body on issues, and&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Choice to hold elections.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
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&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;3.&amp;nbsp;Technology Integration&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Consider creating a Moodle site as a one-stop shop for technology support. Below are two practical scenarios using Moodle to support technology integration:&lt;/span&gt;&lt;/div&gt;
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&lt;b&gt;&lt;i&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;i&gt;Tech Support:&amp;nbsp;&lt;/i&gt;&lt;/b&gt;Empower users with resources designed to engage them in the support process using Moodle for a Tech Support Course using:&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Groups to differentiate student resources from staff resources,&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Forums to publicly record tech issues and resolutions moving resolved posts to topic specific forums building an FAQ resource,&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Lessons to create troubleshooting guides,&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Feedback as a technology and media checkout system, and&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;URLs to link users to our &lt;a href=&quot;http://manuals.moodlerooms.com/display/JOULE2/joule+2.x+Manuals&quot;&gt;Product Manuals&lt;/a&gt; and &lt;a href=&quot;http://clickables.moodlerooms.com/s/steps/m/joule2&quot;&gt;Clickables&lt;/a&gt; tutorials,&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;/div&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;i&gt;&lt;br /&gt;&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;i&gt;Communities of Practice:&amp;nbsp;&lt;/i&gt;&lt;/b&gt;Consider creating separate courses for initiative specific community of practice sites such as differentiated instructions, Moodle adoption, PLCs, etc., designed to support members on their exploration by housing training and support materials as well as on topic discussion and resource sharing, using features such as:&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Glossary to house participate shared resources,&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Forums for focused and open discussion,&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Lesson for guided exploration,&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Calendar to publish meeting times and locations as well as related events, and&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;PLD to encourage participation.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;/div&gt;
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&lt;div&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;4.&amp;nbsp;Organization Intranet&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Why invest in a separate system when staff are already familiar with Moodle? Consider the following example when creating courses for internal use:&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;b&gt;&lt;i&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Human Resources:&amp;nbsp;&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Lesson to provide video and text based instruction with checkpoint assessments for required training such as Blood Borne Pathogens, Sexual Harassment, Anti-bullying, etc.,&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;External Repositories and Moodle Resources to provide access to frequently used forms such as vacation request, payroll, W2s, etc.,&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Choice with limited response enabled to form committees, and&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Feedback to gather data regarding staff culture/climate.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;The list above is far from exhaustive so consider the needs of your organization, be creative with your application of the LMS, and have fun Moodling!&lt;/span&gt;&lt;/div&gt;
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&lt;i&gt;&lt;span style=&quot;font-size: large;&quot;&gt;~ Tara&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
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&lt;span class=&quot;st_twitter&quot;&gt;&lt;/span&gt;&lt;span class=&quot;st_facebook&quot;&gt;&lt;/span&gt;&lt;span class=&quot;st_linkedin&quot;&gt;&lt;/span&gt;&lt;span class=&quot;st_stumbleupon&quot;&gt;&lt;/span&gt;&lt;span class=&quot;st_reddit&quot;&gt;&lt;/span&gt;&lt;span class=&quot;st_delicious&quot;&gt;&lt;/span&gt;&lt;span class=&quot;st_digg&quot;&gt;&lt;/span&gt;&lt;span class=&quot;st_diigo&quot;&gt;&lt;/span&gt;&lt;span class=&quot;st_yahoo&quot;&gt;&lt;/span&gt;&lt;span class=&quot;st_gbuzz&quot;&gt;&lt;/span&gt;&lt;span class=&quot;st_email&quot;&gt;&lt;/span&gt;&lt;span class=&quot;st_sharethis&quot;&gt;&lt;/span&gt;
&lt;script type=&quot;text/javascript&quot;&gt;var switchTo5x=true;&lt;/script&gt;&lt;script src=&quot;http://w.sharethis.com/button/buttons.js&quot; type=&quot;text/javascript&quot;&gt;&lt;/script&gt;&lt;script type=&quot;text/javascript&quot;&gt;stLight.options({publisher:&#39;45baf54f-7686-45e4-83c2-3e3f0aee4825&#39;});&lt;/script&gt;</description><link>http://moodlerooms-blog.blogspot.com/2012/10/moodle-and-joule-beyond-classroom_17.html</link><author>noreply@blogger.com (Anonymous)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://3.bp.blogspot.com/-xcBVdVYMVns/UH61ZL0p1QI/AAAAAAAAADk/kIugvFbgHRc/s72-c/joule175mm.jpg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5174895483111250396.post-4994699646821906382</guid><pubDate>Tue, 02 Oct 2012 16:03:00 +0000</pubDate><atom:updated>2012-10-02T12:08:21.818-04:00</atom:updated><title>Best Practices: Creating Calculated Questions for Math and Science Courses</title><description>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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&quot; style=&quot;height: 115px; width: 230px;&quot; /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;i&gt;&lt;b&gt;Best Practices: Creating Calculated Questions for Math and
Science Courses&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;i&gt;&lt;b&gt;By Marcelo Mendes, Moodlerooms Trainer &lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Last week, Rebecca DeSantis provided tips for &lt;a href=&quot;http://www.moodlerooms.com/blog/__node/page-1/post-4342712177370898488/&quot;&gt;creating Quiz questions in Moodle&lt;/a&gt;. Today, I am going to talk about Quiz but will focus on calculated questions and the best practices for using them in your math and science courses. Moodle has a powerful quiz engine with a variety of question types, which are stored in a question bank and can be re-used within and between courses. Multiple Choice, True/False, and Matching are definitely the most popular question types; however, if you teach math or science, you’ll want to spend some time exploring the calculated question types as well. These question types offer teachers a way to use wild cards (variables) that can be substituted by random values inside a quiz question. &lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Calculated questions are fun because they allow students to enter the results and the system provides them with instant feedback. Teachers set the formulas and parameters for these questions. To create a calculated question, you just need to create a formula and adjust the range values of the wild cards. Then, students will be able to see the same question with different numerical values. It also supports the creation of questions with units in the answers, allowing teachers to create problems to promote the appropriate application of scientific units. It is even possible to use calculated questions in the creation of multiple-choice alternatives that change according to formulas and the selections available in the wild cards.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;There are many creative ways to use calculated questions in your courses. However, the process to create those types of questions is not trivial. Here are six best practices that will help you master calculated questions in Moodle.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;1. Start simple&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Resist the temptation of using complicated formulas. Instead, start simple by &lt;a href=&quot;http://docs.moodle.org/22/en/Simple_calculated_question_type&quot;&gt;creating a &lt;i&gt;Calculated simple&lt;/i&gt; question type&lt;/a&gt; with simple operations and a couple of wild cards. This exercise will help you understand how the mechanism works, and it will give you confidence to create more elaborate and complicated formulas in the future.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;2. Select wild cards appropriately&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Wild cards are variables replaced by a pre-defined set of values. These variables are created by placing letters between braces inside the question text or the formula field (e.g., {a}, {X} ,{height}). When setting the parameters to generate the values in each one of the wild cards, pay attention to the number of decimal places. It will be easier if you match the number of decimals present in the range of values with the drop-down menu.&lt;/span&gt;&amp;nbsp;&lt;/li&gt;
&lt;/ul&gt;
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/&gt;&lt;/span&gt; &lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;3. Make sure you use the correct formula syntax&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;A common mistake teachers make is to add an equal sign before entering the formula; this is not necessary in Moodle. Make sure you write the desired formula syntax. In general, you will write formulas in Moodle as if you are typing on a scientific calculator. You can use the four basic operations, parentheses, brackets, and functions. Click here to learn more about formula syntax.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;4. Use the same wild cards in multiple questions&lt;/b&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Moodle allows you to use the same datasets of wild cards in multiple questions. You can even synchronize the data so that you use all datasets of {x} consistently among a collection of questions. If you decide to use the same wild cards across questions, then I recommend synchronizing and displaying the shared datasets name as the prefix of the question name. This will give you a visual reference of the wild cards in use within a Quiz.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;5. Change the order of operation and/or signs to produce new questions using the same wild card&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;You can easily create new questions or multiple-choice alternatives just by changing the signs and the order of operations among the wild cards. The same wild cards can provide you several types of questions or alternatives. Here is an example:&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/b&gt;• {a}-{b}*{c}&amp;nbsp; &lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/b&gt;&lt;/span&gt;• {a}+{b}*{c}&amp;nbsp; &lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/b&gt;&lt;/span&gt;• {a}*{b}*{c}&amp;nbsp; &lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/b&gt;&lt;/span&gt;• {a}*{b}-{c}&amp;nbsp; &lt;/span&gt;&lt;br /&gt;
&lt;ul&gt;&lt;ul&gt;




&lt;/ul&gt;
&lt;/ul&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;6. Create a practice drill by making copies of the same question an adding them into the same quiz&lt;/b&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;You can copy the same question multiple times and place all the copies inside the same quiz. In this case, you do not want the wild cards to be synchronized; you actually have to generate new private sets of wild card values for each copied question. This will allow you to create a quiz in which students respond to the same question with different numbers. It is a perfect type of quiz to use as a drill or for warm-up exercises.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;These are just a few tips to improve your quizzes and make your courses in Moodle more interesting and dynamic. I hope you are now excited to start using calculated question. &lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Sincerely,&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;i&gt;Marcelo&amp;nbsp; Mendes&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;/span&gt;&lt;script type=&quot;text/javascript&quot;&gt;var switchTo5x=true;&lt;/script&gt;&lt;script src=&quot;http://w.sharethis.com/button/buttons.js&quot; type=&quot;text/javascript&quot;&gt;&lt;/script&gt;&lt;script type=&quot;text/javascript&quot;&gt;stLight.options({publisher:&#39;45baf54f-7686-45e4-83c2-3e3f0aee4825&#39;});&lt;/script&gt;</description><link>http://moodlerooms-blog.blogspot.com/2012/10/best-practices-creating-calculated.html</link><author>noreply@blogger.com (Anonymous)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5174895483111250396.post-4342712177370898488</guid><pubDate>Tue, 25 Sep 2012 19:53:00 +0000</pubDate><atom:updated>2012-09-25T15:56:33.242-04:00</atom:updated><title>Best Practices: 30 Tips for Creating Quiz Questions</title><description>&lt;h4 style=&quot;font-weight: normal;&quot;&gt;
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&quot; 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&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;i&gt;Best Practices: 30 Tips for Creating Quiz Questions&lt;/i&gt;&lt;/span&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;&lt;i&gt;By: Rebecca DeSantis, MSIT, Moodlerooms Instructional Designer&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Assessments are critical because they allow teachers to evaluate how well students are doing in a course, and they help identify key areas in a course where improvements are needed. However, creating assessments in your courses isn’t always an easy task. In Moodle, teachers often use the Quiz and Assignment activities for assessing knowledge. They may also use Forum, Glossary, Database, Lesson, and Workshop activities. In today’s post, I’m providing 30 tips for writing Quiz questions.&lt;/span&gt;
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&lt;ol&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Make sure your questions are valid. They should map to the level of taxonomy set in your course objectives. This will also help avoid making questions too hard or too easy.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Write assessments early in the design phase. When ready to input into Moodle, first create all the questions in the question bank. Then, create the activity and add questions from your bank.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Avoid trick questions. You don’t want to confuse your students. If students are consistently missing a question, then evaluate it and find out why.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Use scenarios to assess higher-level objectives. This could be done in a Lesson activity or in a Multiple Choice question within a Quiz.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Quizzes are a great way to assess knowledge, but not all levels. Take advantage of Moodle’s assignment activity for higher-level objectives. Use advanced grading methods for evaluation. For assignments, as of right now, there is no reporting function in Moodle to compare students’ performance at the criterion level (like you can in Quiz), but you can evaluate overall scores. &lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Organize your questions in the question bank into meaningful categories. You might choose to categorize them by TLO (Terminal Learning Objectives) so that you group all ELOs (Enabling Learning Objectives) together. I like to organize them by topic since I typically add Quizzes for each topic.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Weight your questions in the Quiz. You don’t need to match the total points to the maximum grade of the Quiz (let Moodle scale it for you). Instead, focus on the weight of each question. I typically weight Multiple Choice questions as one point. If it is a Multiple Choice with multiple answers, then I typically weight the total value as the number of correct answers. For matching, I use the total number of points as the number of items that must be matched.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;If using question feedback, provide specific reasons for why an answer is incorrect. Feedback is not typically used in pre-tests, but is often used in post-tests.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Set review options to control when students view various information about the Quiz attempt, such as feedback. I like using deferred feedback.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;If allowing for multiple attempts, be sure that you select the aggregation method that you wish to apply.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Randomize the question order within a Quiz so that it varies based on attempt and between students. Use the random question feature in a Moodle Quiz so that questions are not always presented in the same order. You can do this by changing the question order setting to “Shuffled randomly.” This is a useful tactic to cut down on cheating and when allowing for multiple attempts.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Randomize the order that the correct answer(s) and distracters display within a question. You may have a tendency to place correct answers in the same position. Allow the system to reorder these for you automatically. In Moodle, you can set each question to “Shuffle” the choices so that they display in a random order for each attempt. In order for this feature to work, you will also need to enable the question behavior setting for the Quiz to “Shuffled within questions.&quot;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Randomize questions by using question pools. In Moodle this can be done by adding a certain number of random question from a given question bank category.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Avoid using too many T/F questions. Make sure that you are assessing the intended level of learning.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Avoid having too many items to match in both Matching and Drag and Drop questions. They can be overwhelming to students when presented with too many items at once and it can cause unnecessary scrolling, which can affect usability. Instead, consider dividing the question into two questions, or breaking it into multiple question types.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Avoid having long answers within Matching questions because that is what is placed into the drop-down menus. This can make it hard for students to read when trying to match the terms. In Moodle, the correct answer and distracters should go into the Answer area and the matching item should go into the Question area. You might want to consider reversing the two for readability. For example, if you want students to match terms to their definitions then it would be best to write the definitions in the Question area and the terms in the Answer area.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Remember that Essay questions require manual grading. If you want to make use of automated grading, then evaluate the question in an Assignment instead. Also, use the Assignment module if the expected response will be more than a couple of paragraphs.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;For Multiple Choice questions with multiple correct answers, make sure that you give distracters negative points so that students are penalized when selecting an incorrect response. If you do not, then students could select all answers and review full credit even though they selected an incorrect response.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Use Multiple Choice questions as a fill-in-the-blank question type, but with choices. If you decide to do this, always use a standard number of underscores for your blank. I always use five (e.g., _____). You can even have two blanks in a sentence, but avoid using a blank at the beginning of the sentence. Instead, have the question stem appear first.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Be consistent with the formatting of your questions. You might always want to capitalize the first letter of each question option. Avoid doing this though if creating options for fill-in-the-blank questions since the options wouldn’t actually be capitalized, unless at the beginning of the sentence.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Instead of using colons after the question stem, write a meaningful question or create a fill-in-the blank question.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Avoid creating question distracters that are obviously incorrect. Well-written distracters should be plausible. This can be one of the most challenging parts of question writing.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Make the length of distracters similar to that of the correct answer. The correct answer is typically longer. Keep this in mind when writing distracters.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Don’t be afraid to add images into an assessment question. For example, you can use them in Drag and Drop Matching questions and in a Multiple Choice questions (e.g., a chart).&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Beware of the use of the word “which.” Oftentimes, questions are written incorrectly when making use of it. For example, it is incorrect to say “Which is the best…” as it should be written “Which method is the best…”&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Avoid the use of the word “not” in questions. For example, “Which of the following items is NOT…”&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Avoid using the words only, never, and always within questions, especially in True/False statements.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Avoid the use of the option “All of the above” when using randomization. Instead, opt for using “All of these.” Actually, avoid using either of them!&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;If you continue to use the same phrasing in the correct answer and the distracters, then pull that text into the question stem to avoid redundancy.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Review reports to see how your students are scoring on your assessments. If students are performing poorly on a particular question, review it to ensure that the right answer is marked in the system as the correct one, review the question for validity, and review your course content to improve the quality of it. In Moodle, you can click the Attempts link within a Quiz to evaluate responses using the Grades report. You can even download the data into other formats, such as a spreadsheet. You can also access this by navigating to a Quiz activity in the Navigation block and expanding it to view the Results link. Also, try viewing the Responses and Statistics. I bet you didn’t know how easy it is to find out the average grade of attempts, standard deviations, standard errors, and more! &lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;div style=&quot;font-weight: normal;&quot;&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;I hope these tips help you as you design your assessment questions in your Quizzes!&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-weight: normal;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Thanks for reading,&lt;/span&gt;
&lt;/div&gt;
&lt;div style=&quot;font-weight: normal;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;i&gt;~ Rebecca&lt;/i&gt;&lt;/span&gt;
&lt;/div&gt;
&lt;div style=&quot;font-weight: normal;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
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</description><link>http://moodlerooms-blog.blogspot.com/2012/09/best-practices-30-tips-for-creating.html</link><author>noreply@blogger.com (Anonymous)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5174895483111250396.post-9165388611317504686</guid><pubDate>Tue, 18 Sep 2012 18:36:00 +0000</pubDate><atom:updated>2012-09-18T14:48:20.671-04:00</atom:updated><title>Best Practices: Rule #1 of Course Design? Don&#39;t Panic</title><description>&lt;div align=&quot;center&quot;&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;a style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; 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&quot; style=&quot;height: 115px; width: 230px;&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;i&gt;&lt;b&gt;Best Practices: Rule #1 of Course Design? Don&#39;t Panic&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;&lt;i&gt;By April Hayman, Instructional Designer and Trainer&lt;br /&gt;&lt;br /&gt;&lt;/i&gt;Over the years, I have learned a thing or two about designing online courses. The first is, as Douglas Adams articulated so well, &lt;i&gt;don&#39;t panic&lt;/i&gt;.&lt;br /&gt;&lt;br /&gt;Using a design method really helps because the course, in the end, will be easy to use and understand which helps you facilitate learning. The second is, use what feels right. You&#39;ve probably heard about backwards design or ADDIE or a half a dozen other design models. Don&#39;t feel boxed in by any of them. The point of course design is to help streamline and organize the instruction so that you achieve a well-balanced and effective learning opportunity. Finally, if you don&#39;t feel like diving into another career as an instructional designer, you can use the following tips to help design (or even redesign) your online course.&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Tip 1: &lt;/b&gt;Begin at the &lt;i&gt;end&lt;/i&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;While this might seem counter-intuitive (how can I know what I want when I don&#39;t know what I want), it is actually liberating. It lets you focus on the meat of the course and making sure all the activities and resources point the learner in the right direction. Think of it this way: a wedding planner wants to plan a happy wedding day. But that&#39;s a bit broad. Let&#39;s narrow it down. Instead of a happy wedding day, maybe it&#39;s a completed wedding ceremony with a well-attended reception. It&#39;s less subjective and it tells the wedding planner exactly what is expected of her.&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;br /&gt;&lt;b&gt;Tip 2:&lt;/b&gt; Planning&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;The next step I like to take is to plan out exactly how I&#39;m going to get to my end result. These simple statements always begin with an action, like apply, engage, demonstrate, create, etc. You could think of them as milestones or actions. Basically, what will your learners do to achieve the goal? In our wedding example, a milestone or action towards the completed wedding day with a well-attended reception might be &quot;determine which caterer has the best food that fits within the budget.&quot; After all, a well-attended reception will most likely have great food and it is certainly a step in the direction of the final goal!&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;b&gt;&lt;br /&gt;Tip 3:&lt;/b&gt; Activities&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;Now that I know where the course is headed and what actions or milestones I need to achieve the goal, now I can create activities that let me practice those actions. A wedding planner usually has people show up a day ahead of the actual wedding to practice the big day. That&#39;s what you want your students to do as well. Practice can take many forms depending on the topic. Try making the activities reflect how students would use the information in the real world as much as possible. I find it easier to connect learning with practical application most of the time.  &lt;/span&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;br /&gt;&lt;br /&gt;Here are some suggestions for general activities (&lt;/span&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;from &lt;a href=&quot;http://www.ion.uillinois.edu/resources/otai/&quot;&gt;http://www.ion.uillinois.edu/resources/otai/&lt;/a&gt;&lt;/span&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;):&lt;br /&gt;&lt;/span&gt;&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;i&gt;&lt;b&gt;Blogging - &lt;/b&gt;&lt;/i&gt;Blogging is essentially a student monologue presented in text with a subscription potential and usually a comments feature for peer review. It is generally used for news releases and personal journals.&lt;br /&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;i&gt;&lt;b&gt;Group debugging -&lt;/b&gt;&lt;/i&gt; Students can use a synchronous tool and, by sharing a screen, work collaboratively to debug a computer program, just as they might in a real world situation.&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;i&gt;&lt;b&gt;Jigsaw -&lt;/b&gt;&lt;/i&gt; Students become an expert in a certain topic, either as an individual or as a group. The student or group of students then teaches the material to the rest of the class. This is usually done by having the students redistribute into new groups with one expert from each topic present in each of the new groups. The new group then takes turns teaching each other the materials for which each indivual is an expert.&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;i&gt;&lt;b&gt;Literature Review -&lt;/b&gt;&lt;/i&gt; Students research a topic and prepare a report on that topic with proper citations to literature used.&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;i&gt;&lt;b&gt;Reflection -&lt;/b&gt;&lt;/i&gt; Students summarize their learning on a weekly basis. They express the key points for that week&#39;s lesson and receive feedback from the instructor.&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;i&gt;&lt;b&gt;Simulation -&lt;/b&gt;&lt;/i&gt; Students vicariously experience some phenomena and, afterwards, they develop knowledge about a given principle.&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;b&gt;Tip 4:&lt;/b&gt; Content&lt;br /&gt;Now I pull together content that supports the learning taking place in the course. Videos, podcasts, websites, journal articles can all be used. Additionally, student activities can also be turned into content, particularly if using a jigsaw type activity. In our example, the wedding planner might pull together wedding march mp3s, images of wedding cakes, fabric swatches, etc. This is the type of content that the happy couple needs to have a successful wedding.&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Tip 5:&lt;/b&gt; Review, Reflect, and Return&lt;br /&gt;Finally, it&#39;s time to take a step back and decide if everything came together like you had planned. Do the actions support the final goal? Do the activities reflect what you want your students to do to get to that goal? Does the content make sense? Is all of it practical? Can you expect your students to complete the course, challenged but exhilarated?&lt;br /&gt;&lt;br /&gt;If you can answer yes to all those questions, congratulations! You&#39;ve done a great job. If you can&#39;t answer yes to all of them, it&#39;s time to reflect on what isn&#39;t working and give the process another go. This time, though, keep in mind what you discovered during your reflection and apply it as you return to the beginning of the re-design. And as always, accept feedback from students and others as you will always be updating or changing your course.&lt;br /&gt;&lt;br /&gt;Remember, course design takes time, patience, and a method. Whether that method is more organic than the one I just outlined or more formal like ADDIE, what it does is help you create a learning experience that can be engaging and fulfilling.&lt;br /&gt;&lt;br /&gt;&lt;i&gt;~ April&lt;/i&gt;&lt;br /&gt;&lt;/span&gt;&lt;script type=&quot;text/javascript&quot;&gt;var switchTo5x=true;&lt;/script&gt;&lt;script type=&quot;text/javascript&quot; src=&quot;http://w.sharethis.com/button/buttons.js&quot;&gt;&lt;/script&gt;&lt;script type=&quot;text/javascript&quot;&gt;stLight.options({publisher:&#39;45baf54f-7686-45e4-83c2-3e3f0aee4825&#39;});&lt;/script&gt;</description><link>http://moodlerooms-blog.blogspot.com/2012/09/best-practices-rule-1-of-course-design.html</link><author>noreply@blogger.com (Anonymous)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5174895483111250396.post-9116584954690717611</guid><pubDate>Tue, 11 Sep 2012 17:04:00 +0000</pubDate><atom:updated>2012-09-11T16:10:45.021-04:00</atom:updated><title>Best Practices: The Top 10 Administrative Settings for Saving Instructors Time</title><description>&lt;div align=&quot;center&quot;&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;a style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; 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&quot; style=&quot;height: 115px; width: 230px;&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;i&gt;&lt;b&gt;Best Practices: The Top 10 Administrative Settings for Saving Instructors Time&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;&lt;i&gt;By: Laura Lea Rand, M.Ed, Moodlerooms Instructional Designer and Trainer&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;As someone who has been fortunate enough to serve many Moodle roles (student, course facilitator, course builder, and site administrator), I’ve been asked many times… what can I do as an administrator to help my instructors get up and running quicker? It’s a great question, one that I’ve pondered often. In today’s blog post, I recommend configuring10 settings so that you can save your teachers valuable time and peace of mind in the long run.&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Advanced Features&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;&lt;i&gt;Settings &amp;gt; Site Administration &amp;gt; Advanced Features&lt;/i&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;Moodle and joule provide instructors and students with a plethora of optional, but enhanced, features. Most of these features, including completion tracking, outcomes, conditional access, RSS feeds, and messaging, are found in the Advanced features area. Make sure to weigh the pros and cons of each of these advanced features before enabling, as some have implications you may not be aware of.&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Course Default Settings&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;&lt;i&gt;Settings &amp;gt; Site Administration &amp;gt; Courses &amp;gt; Course default settings&lt;/i&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;Teachers need to configure every course that they teach. Moodle makes this easy for administrators to set the default settings at the site level for all new courses. Poll your teachers so that you better understand how they configure their course settings, including items such as the course format and student progress settings. Aggregate the poll results and set the defaults based on your findings.&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Backup Settings&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;&lt;i&gt;Settings &amp;gt; Site Administration &amp;gt; Courses &amp;gt; Backups &amp;gt; General backup defaults &lt;/i&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;&lt;i&gt;Settings &amp;gt; Site Administration &amp;gt; Courses &amp;gt; Backups &amp;gt; Automated backup setup&lt;/i&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;Ensure that your teachers have security in putting all of their hard work online! Make sure to configure the General backup defaults so that when teachers choose to backup their own courses, they don’t have to worry about what all the options are—they just have to backup. Also, make sure to carefully configure your Automated backup setup. This gives you peace of mind in knowing that you are backing up all of your sites’ courses with user data, on a regularly scheduled basis! Once you set it, you can forget it!&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Grade Settings&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;&lt;i&gt;Settings &amp;gt; Site Administration &amp;gt; Grades &amp;gt; General settings&lt;/i&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;&lt;i&gt;Settings &amp;gt; Site Administration &amp;gt; Grades &amp;gt; Grade category settings&lt;/i&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;Grading can be one of the biggest headaches for teachers in an online management system, but it doesn’t have to be! Help teachers by pre-determining settings to make their lives easier! In the General settings area, make sure to enable both the tab and drop-down menu navigation options, as well as items like the Static student column. In the Grade category settings area, reduce the number of available aggregation methods to only the most commonly used choices: Mean of Grades, Simple Weighted Mean of Grades, Weighted Mean of Grades, and Sum of Grades.&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Scales and Outcomes&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;&lt;i&gt;Settings &amp;gt; Site Administration &amp;gt; Grades &amp;gt; Scales&lt;/i&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;&lt;i&gt;Settings &amp;gt; Site Administration &amp;gt; Grades &amp;gt; Outcomes&lt;/i&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;Today, most schools and organizations are driven by desired outcomes. In addition, they typically rate those outcomes on some type of non-letter grade, competency scale. Save your teachers time and effort by taking on the task of creating Scales and Outcomes that all teachers will need to use, no matter what they teach.&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Location Settings&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;&lt;i&gt;Settings &amp;gt; Site Administration &amp;gt; Location &amp;gt; Location settings&lt;/i&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;It may seem like a simple or unimportant task, but making sure to configure your Location settings has far more implications than you may think. Your site’s time zone setting reaches into even the smallest things, like assignment due dates, quiz open and close settings, and more! Make sure to complete this setting with care and consideration.&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Language Packs&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;&lt;i&gt;Settings &amp;gt; Site Administration &amp;gt; Language &amp;gt; Language packs&lt;/i&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;In our multicultural world, embracing the languages of all cultures is of extreme importance in the online setting. Within the Language packs area, make sure to enable all language packs that could possibly be needed by students or teachers.&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Plugins&lt;/b&gt;&lt;br /&gt;&lt;/span&gt;&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;&lt;i&gt;Settings &amp;gt; Site Administration &amp;gt; Plugins &lt;/i&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;The Plugins area controls all types of items. Enabling or disabling Activities, Blocks, Filters, File Repositories, and setting default settings in those Plugins, will really save your teachers time in the long run because they won’t have to ask you to enable items they may need. They will see only the modules you make available to them, which can speed up the building process by only seeing the information that they need when they need it.&lt;br /&gt;&lt;br /&gt;&lt;b&gt;AJAX&lt;/b&gt;&lt;br /&gt;&lt;/span&gt;&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;&lt;i&gt;Settings &amp;gt; Site Administration &amp;gt; Appearance &amp;gt; AJAX and JavaScript&lt;/i&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;AJAX and JavaScript control some of the most user-friendly abilities in Moodle and joule. Most notably, AJAX controls the ability to use drag and drop functionality. Make sure to enable this in the AJAX and JavaScript area, and also preset teacher accounts to use Advanced web features in their profile!&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Support Contacts&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;font-size:100%;&quot;&gt;&lt;i&gt;Settings &amp;gt; Site Administration &amp;gt; Server &amp;gt; Support contact&lt;/i&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;Pre-configuring each of the above items is certainly a step in the right direction for supporting and assisting instructors. However, they certainly don’t cover every conceivable scenario, or question that your instructors may have. To this end, it is essential to configure all three items underneath the Support contact settings. This includes the Support contact, Support email, and Support website settings. Completing this information will give your instructors access to help around the clock, depending on the support team structure you have built at your organization.&lt;br /&gt;&lt;br /&gt;To continue exploring other ways to configure your site to best help instructors, and for configuration tips and tricks overall, enroll in our online facilitated course &lt;a href=&quot;http://learn2.moodlerooms.com/course/category.php?id=2&quot;&gt;Effective Site Administration&lt;/a&gt;!&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;i&gt;&lt;br /&gt;Best,&lt;br /&gt;&lt;br /&gt;Laura Lea&lt;/i&gt;&lt;i&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;script type=&quot;text/javascript&quot;&gt;var switchTo5x=true;&lt;/script&gt;&lt;script type=&quot;text/javascript&quot; src=&quot;http://w.sharethis.com/button/buttons.js&quot;&gt;&lt;/script&gt;&lt;script type=&quot;text/javascript&quot;&gt;stLight.options({publisher:&#39;45baf54f-7686-45e4-83c2-3e3f0aee4825&#39;});&lt;/script&gt;</description><link>http://moodlerooms-blog.blogspot.com/2012/09/best-practices-top-10-administrative.html</link><author>noreply@blogger.com (Anonymous)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5174895483111250396.post-5845285170929942830</guid><pubDate>Tue, 28 Aug 2012 14:10:00 +0000</pubDate><atom:updated>2012-08-28T12:13:34.855-04:00</atom:updated><title>Best Practices: Supporting Effective Group Work Using Moodle Tools</title><description>&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;a style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; 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&quot; style=&quot;height: 115px; width: 230px;&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;div align=&quot;left&quot;&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;i&gt;&lt;b&gt;Best Practices: Supporting Effective Group Work Using Moodle Tools&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;&lt;i&gt;&lt;b&gt;By Tara Thompson and April Hayman, Moodlerooms Learning Solutions&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;&lt;br /&gt;Well-designed groups can make a world of difference in the quality of the learning climate. But in order for student group participation to be successful, students and instructors must honor the process of team learning. This article shares ideas for supporting the group learning process using Moodle tools.&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Planning&lt;/b&gt;&lt;br /&gt;Rather than allowing students to wander through the group learning process on their own, plan for group work ahead of time with consideration for scaffolded learning and organic growth. Also, allowing students to have a say in who they work with or what they work on builds on the precepts of constructivist learning.&lt;br /&gt;&lt;br /&gt;Groups need to work as a cohesive whole, creating their own culture, rather than relying on relationships formed outside of the group. The &lt;i&gt;Choice activity&lt;/i&gt; is a great tool for assigning group memberships.&lt;br /&gt;&lt;br /&gt;When allowing students to self-select into groups, limits can be placed on each option available within the activity. Once that number is reached, students will no longer be able to select that option and your groups will form accordingly.&lt;br /&gt;&lt;br /&gt;Another way to use the Choice activity is to gauge pre-existing knowledge and then create groups to maximize learning. For example, in creating the prosecution and defense teams for a mock trial, present a snapshot of the case and ask students to weigh in on guilt or innocence. Then assign them to work for the opposite team to create a more in-depth learning experience.&lt;br /&gt;&lt;br /&gt;As a best practice, we encourage you, when either assigning students to groups or allowing them to choose their own groups, to do so blindly by setting the Choice activity’s Publish results option to &lt;i&gt;Show results to students only after the choice is closed.&lt;/i&gt;&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Setting the Stage&lt;/b&gt;&lt;br /&gt;Using both their academic backgrounds and non-academic learning experiences, encourage students to examine their best and worst group experiences in a reflective writing activity using anonymous posting within a &lt;i&gt;General Use forum.&lt;/i&gt; Ask students if they have concerns about the group work they will be expected to do, encourage them to post their questions about group roles, and discuss instances in which group work may fall apart. Creating a safe environment for open dialogue focused on these experiences increases accountability with members of the groups.&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Focus on the Process&lt;/b&gt;&lt;br /&gt;As either small groups or whole class, ask students to discuss the best approaches to handling “difficult” students, e.g. dominant student, silent student, noisy student. The Wiki can capture final consensus and also allow students to grow their social contract as they move on with their project. It also allows you a space for class expectations, like a syllabus, office hours, etc.&lt;br /&gt;&lt;br /&gt;“Production for consumption,” or producing work that is publicly displayed, is a great motivator for many students. Consider sharing the final products of group work with the entire class, using a Wiki or a Glossary (depending on the assignment) and teach students how to provide meaningful critique.&lt;br /&gt;&lt;br /&gt;Work with students to create a group evaluation form (or adapt one found on the Internet or from a textbook). By including students in the development of the assessment, you increase buy-in and help clarify your expectations. The process is as valuable as the final assessment, therefore consider positive group interactions, cooperation, and constructive critiques of other groups’ products criterion in grading the project.&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Making it Work&lt;/b&gt;&lt;br /&gt;Now that the plan is in place and the stage is set for success, consider the following tips and best practices:&lt;br /&gt;&lt;br /&gt;If you are going to hold students accountable for learning in groups, take the time to &lt;b&gt;teach &lt;/b&gt;students how to work in groups.&lt;br /&gt;&lt;br /&gt;Don’t try to squeeze group work in to a few weeks. Groups need time develop. If you don’t have &lt;b&gt;time&lt;/b&gt; in your course to support groups, don’t use them.&lt;br /&gt;&lt;br /&gt;Hold students accountable for their comments, negative or otherwise, and encourage collaboration by creating &lt;b&gt;public feedback opportunities&lt;/b&gt; for the group, through a Forum or scheduled Chat session.&lt;br /&gt;&lt;br /&gt;Start with &lt;b&gt;positive feedback&lt;/b&gt;. Students are hesitant to criticize one another, so in the first round of feedback, ask them to tell each other, (and you), at least one positive contribution that each group member has made to the group. Then, you can ask for constructive criticism, which builds skills and attitudes rather than tearing apart the groups.&lt;br /&gt;&lt;br /&gt;Groups that are well-planned and teacher supported make make all the difference in the learning experience. By using a variety of activities in Moodle, you can lay the groundwork for student success. For more information on the tools identified here, visit the Moodlerooms’ Visual Tutorials below.&lt;br /&gt;&lt;/span&gt;&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;a href=&quot;http://clickables.moodlerooms.com/s/steps/m/joule/l/7977-how-do-i-create-a-choice-activity&quot;&gt;How do I create a choice activity? &lt;/a&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;a href=&quot;http://clickables.moodlerooms.com/s/steps/m/joule/l/7979-what-is-the-forum-module&quot;&gt;What is the forum module? &lt;/a&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;a href=&quot;http://clickables.moodlerooms.com/s/steps/m/joule/l/7970-what-is-the-assignment-module&quot;&gt;What is the assignment module?  &lt;/a&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;a href=&quot;http://clickables.moodlerooms.com/s/steps/m/joule/l/7992-what-is-the-wiki-module&quot;&gt;What is the wiki module?&lt;/a&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;a href=&quot;http://clickables.moodlerooms.com/s/steps/m/joule/l/7976-what-is-the-chat-module&quot;&gt;What is the chat module? &lt;/a&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;a href=&quot;http://clickables.moodlerooms.com/s/steps/m/joule/l/7980-how-do-i-create-a-glossary&quot;&gt;How do I create a glossary? &lt;/a&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;br /&gt;Happy Moodling!&lt;br /&gt;&lt;br /&gt;&lt;i&gt;~ Tara and April&lt;/i&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;script type=&quot;text/javascript&quot;&gt;var switchTo5x=true;&lt;/script&gt;&lt;script type=&quot;text/javascript&quot; src=&quot;http://w.sharethis.com/button/buttons.js&quot;&gt;&lt;/script&gt;&lt;script type=&quot;text/javascript&quot;&gt;stLight.options({publisher:&#39;45baf54f-7686-45e4-83c2-3e3f0aee4825&#39;});&lt;/script&gt;</description><link>http://moodlerooms-blog.blogspot.com/2012/08/best-practices-supporting-effective.html</link><author>noreply@blogger.com (Anonymous)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5174895483111250396.post-6432173100980860914</guid><pubDate>Mon, 20 Aug 2012 13:03:00 +0000</pubDate><atom:updated>2012-08-20T09:27:09.392-04:00</atom:updated><title>Happy 10th Birthday to Moodle 1.0!</title><description>&lt;span style=&quot;font-size:130%;&quot;&gt;Happy Monday to everyone!&lt;br /&gt;&lt;br /&gt;The Moodle community has a big milestone to celebrate today. 10 years ago, Moodle version 1.0 was released to the open-source community. Head over to the &lt;a href=&quot;http://moodle.org/mod/forum/discuss.php?d=209328#p912850&quot;&gt;community&#39;s forum&lt;/a&gt; to take part in the conversation and see some of the great tributes that have been put together by fellow community members. Here&#39;s just one of many:&lt;br /&gt;&lt;br /&gt;&lt;img src=&quot;http://moodle.org/pluginfile.php/143/mod_forum/attachment/912686/Moodle-Birthday.jpg&quot; height=&quot;630&quot; width=&quot;606&quot; /&gt;&lt;br /&gt;&lt;br /&gt;Congratulations to Martin Dougiamas, Moodle HQ and Moodlers across the world on Moodle 1.0&#39;s 10th birthday! Here&#39;s to many more.&lt;br /&gt;&lt;i&gt;&lt;br /&gt;Have a great week,&lt;br /&gt;&lt;br /&gt;Brad&lt;/i&gt;&lt;br /&gt;&lt;/span&gt;&lt;script type=&quot;text/javascript&quot;&gt;var switchTo5x=true;&lt;/script&gt;&lt;script type=&quot;text/javascript&quot; src=&quot;http://w.sharethis.com/button/buttons.js&quot;&gt;&lt;/script&gt;&lt;script type=&quot;text/javascript&quot;&gt;stLight.options({publisher:&#39;45baf54f-7686-45e4-83c2-3e3f0aee4825&#39;});&lt;/script&gt;</description><link>http://moodlerooms-blog.blogspot.com/2012/08/happy-10th-birthday-to-moodle-10.html</link><author>noreply@blogger.com (Anonymous)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5174895483111250396.post-1489103409353018769</guid><pubDate>Tue, 14 Aug 2012 12:45:00 +0000</pubDate><atom:updated>2012-08-14T08:54:31.868-04:00</atom:updated><title>Best Practices: Six Tips for Taking Advantage of joule’s Comparison Reports</title><description>&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;a style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; 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&quot; style=&quot;height: 115px; width: 230px;&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold; font-style: italic;font-size:130%;&quot; &gt;Best Practices: Six Tips for Taking Advantage of joule’s Comparison Reports&lt;/span&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;br style=&quot;font-weight: bold; font-style: italic;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold; font-style: italic;font-size:130%;&quot; &gt;By: Laura Lea Rand, M.Ed., Instructional Designer and Trainer &amp;amp; Marcelo Mendes, Trainer&lt;/span&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;br /&gt;&lt;br /&gt;If you follow this blog, you already know about the advantages of Moodle core reports and the enhanced joule Reports. Moodlerooms Summer 2012 release included several features to assist instructors and facilitators within joule. One new feature, the Comparison Report, is a tremendous enhancement for those teachers who want to keep a close eye on the performance and engagement of students in their courses.&lt;br /&gt;&lt;br /&gt;Comparison Reports is a new joule Report category added to the existing collection of joule Reports. Reports available in this category display data comparing user participation across course activities to overall course performance in a site category. Four types of Comparison Reports are available:&lt;br /&gt;&lt;/span&gt;&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;font-weight: bold;font-size:130%;&quot; &gt;Activities Comparison: &lt;/span&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;Compares the summary data of different activities within a course.&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-weight: bold;font-size:130%;&quot; &gt;Participants Comparison: &lt;/span&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;Compares the summary data of different users or cohorts within a course.&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-weight: bold;font-size:130%;&quot; &gt;Course Summaries: &lt;/span&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;Displays summary data for different courses across the site. &lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-weight: bold;font-size:130%;&quot; &gt;Participant Summaries: &lt;/span&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;Displays summary data of users in courses that share a facilitator. &lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;Teachers and site administrators can access all of these reports, but the data displayed in each of them will be slightly different because those roles have different permissions in the system. Below you’ll find a few tips on how each role can take advantage of Comparison Reports.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold;font-size:130%;&quot; &gt;Teachers&lt;/span&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-style: italic;font-size:130%;&quot; &gt;Tip #1: Measure the Success of your Course Activities &lt;/span&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;br style=&quot;font-style: italic;&quot;&gt;By running the &lt;/span&gt;&lt;span style=&quot;font-weight: bold;font-size:130%;&quot; &gt;Activities Comparison&lt;/span&gt;&lt;span style=&quot;font-size:130%;&quot;&gt; report teachers can see the average grade of each course activity and the average percentage of completion. Teachers enrolled in multiple courses can quickly generate data for other courses just by changing the course name in the drop-down menu.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-style: italic;font-size:130%;&quot; &gt;Tip #2: Monitor Progress from Reports instead of the Gradebook&lt;/span&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;br /&gt;The &lt;/span&gt;&lt;span style=&quot;font-weight: bold;font-size:130%;&quot; &gt;Participants Comparison&lt;/span&gt;&lt;span style=&quot;font-size:130%;&quot;&gt; report gives facilitators the ability to find average grades for all activities completed by a student or cohort. The ability to see how much of the course each user already completed, shown in a percentage, is an added bonus. If a teacher has multiple courses, a report for the other courses is easy to generate by changing the course name in the drop-down menu.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-style: italic;font-size:130%;&quot; &gt;Tip #3: Monitor Student Performance across Courses&lt;/span&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;br style=&quot;font-style: italic;&quot;&gt;As a teacher, you can run the &lt;/span&gt;&lt;span style=&quot;font-weight: bold;font-size:130%;&quot; &gt;Participant Summary&lt;/span&gt;&lt;span style=&quot;font-size:130%;&quot;&gt; report and find a summary of the course achievement of a student in all courses that you are a teacher. There is no longer a need to visit multiple courses to extract the information; everything is displayed in one page in a matter of a few clicks.&lt;br /&gt;&lt;br /&gt;&lt;img src=&quot;data:image/png;base64,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&quot; alt=&quot;&quot; /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold;font-size:130%;&quot; &gt;Site Administrators &lt;/span&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;br style=&quot;font-weight: bold;&quot;&gt;&lt;br style=&quot;font-style: italic;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;font-style: italic;font-size:130%;&quot; &gt;Tip #1: Easily Supervise Course Performance&lt;/span&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;br /&gt;The &lt;/span&gt;&lt;span style=&quot;font-weight: bold;font-size:130%;&quot; &gt;Course Summary&lt;/span&gt;&lt;span style=&quot;font-size:130%;&quot;&gt; report allows the usage of a filter to compare data in all the courses present inside a site category. Use the filter to select the courses presents in top level or sub-categories, and the report automatically displays the category, names of the courses, average grade of each enrolled student, average percentage of completion, and how many engagement hits and sample activities exist in each of the courses.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-style: italic;font-size:130%;&quot; &gt;Tip #2: Quickly Determine Overall Student Performance&lt;/span&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;br /&gt;Creating a report that displays the overall performance of a student in all enrolled courses is a feature now available in joule. When a site administrator enters the name of a participant in the &lt;/span&gt;&lt;span style=&quot;font-weight: bold;font-size:130%;&quot; &gt;Participant Summary&lt;/span&gt;&lt;span style=&quot;font-size:130%;&quot;&gt; report filter, a list with all courses the participant is enrolled in is displayed. The information rendered contains the course category, the name of the course, the average grade of the activities completed in the course, the percentage of completion, the number of engagement hits, and how many activities the student visited in the course.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-style: italic;font-size:130%;&quot; &gt;Tip #3: Determine Cohort Interaction&lt;/span&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;br /&gt;The &lt;/span&gt;&lt;span style=&quot;font-weight: bold;font-size:130%;&quot; &gt;Participant Summary&lt;/span&gt;&lt;span style=&quot;font-size:130%;&quot;&gt; report supports the generation of reports for an entire cohort, in the case that cohorts are being used in the site. Site Administrators enter the name of the cohort as a filter, and a list of courses for all students in that cohort is displayed. Depending on the number of students in the cohort, this list can become quite extensive. An easy way to analyze that list is by exporting the results into a CSV file so it can open in software that allows management of spreadsheets.&lt;br /&gt;&lt;br /&gt;Following these tips will lead you on a good path to take advantage of the new Comparison Reports. In order to learn more about these and other joule Reports, we recommend you attend our reports webinar, &lt;a href=&quot;https://student.gototraining.com/2c0c2/rt/3929174412507898368&quot;&gt;Making Moodle and joule Reports Work for You&lt;/a&gt;. Take some time to explore the &lt;a href=&quot;http://manuals.moodlerooms.com/display/JOULE2/Administrator+Manual#AdministratorManual-jouleReports&quot;&gt;joule 2 Product Manuals&lt;/a&gt; to find descriptive information on how to use joule reports.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-style: italic;font-size:130%;&quot; &gt;Best, &lt;/span&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;br style=&quot;font-style: italic;&quot;&gt;&lt;br style=&quot;font-style: italic;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;font-style: italic;font-size:130%;&quot; &gt;Laura Lea &amp;amp; Marcelo&lt;/span&gt;&lt;br /&gt;&lt;span class=&quot;st_twitter&quot;&gt;&lt;/span&gt;&lt;span class=&quot;st_facebook&quot;&gt;&lt;/span&gt;&lt;span class=&quot;st_linkedin&quot;&gt;&lt;/span&gt;&lt;span class=&quot;st_stumbleupon&quot;&gt;&lt;/span&gt;&lt;span class=&quot;st_reddit&quot;&gt;&lt;/span&gt;&lt;span class=&quot;st_delicious&quot;&gt;&lt;/span&gt;&lt;span class=&quot;st_digg&quot;&gt;&lt;/span&gt;&lt;span class=&quot;st_diigo&quot;&gt;&lt;/span&gt;&lt;span class=&quot;st_yahoo&quot;&gt;&lt;/span&gt;&lt;span class=&quot;st_gbuzz&quot;&gt;&lt;/span&gt;&lt;span class=&quot;st_email&quot;&gt;&lt;/span&gt;&lt;span class=&quot;st_sharethis&quot;&gt;&lt;/span&gt;&lt;script type=&quot;text/javascript&quot;&gt;var switchTo5x=true;&lt;/script&gt;&lt;script type=&quot;text/javascript&quot; src=&quot;http://w.sharethis.com/button/buttons.js&quot;&gt;&lt;/script&gt;&lt;script type=&quot;text/javascript&quot;&gt;stLight.options({publisher:&#39;45baf54f-7686-45e4-83c2-3e3f0aee4825&#39;});&lt;/script&gt;</description><link>http://moodlerooms-blog.blogspot.com/2012/08/best-practices-six-tips-for-taking.html</link><author>noreply@blogger.com (Anonymous)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5174895483111250396.post-1817981227987997382</guid><pubDate>Wed, 08 Aug 2012 17:01:00 +0000</pubDate><atom:updated>2012-08-14T08:54:05.621-04:00</atom:updated><title>Is Flexpage Right for Me? Five Benefits of Flexpage in Moodle 2</title><description>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;a style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;                                       &lt;img alt=&quot;&quot; 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&quot; style=&quot;height: 115px; width: 230px;&quot; border=&quot;0&quot; /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/a&gt;&lt;/span&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-style: italic; font-weight: bold; color: rgb(0, 0, 0);font-size:130%;&quot; &gt;Is Flexpage Right for Me? Five Benefits of Flexpage in Moodle 2&lt;/span&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;br style=&quot;color: rgb(0, 0, 0);&quot;&gt;&lt;/span&gt;&lt;span style=&quot;font-style: italic; color: rgb(0, 0, 0);font-size:130%;&quot; &gt;By: Marcelo Mendes, Learning Solutions Trainer&lt;/span&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;br style=&quot;color: rgb(0, 0, 0);&quot;&gt;&lt;br style=&quot;color: rgb(0, 0, 0);&quot;&gt;&lt;/span&gt;&lt;span style=&quot;color: rgb(0, 0, 0);font-size:130%;&quot; &gt;Moodlerooms, Inc. recently made a great contribution the open-source Moodle community by releasing the Flexpage course format for Moodle 2. Flexpage is one of the most versatile course formats created for Moodle 1.x, and its new and improved version is now available for anyone who wants to install the module in their Moodle 2 instance.&lt;/span&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;br style=&quot;color: rgb(0, 0, 0);&quot;&gt;&lt;br style=&quot;color: rgb(0, 0, 0);&quot;&gt;&lt;/span&gt;&lt;span style=&quot;color: rgb(0, 0, 0);font-size:130%;&quot; &gt;I have been working with Flexpage for years, and it is by far my favorite type of course format because it allows instructors to build courses with virtually limitless layouts and navigational design options. This unique course format allows the creation of a flexible set of pages and sub pages where blocks, resources, and activities can reside in any location. Instructors have control over how they want to present course material and assessment to students. You may be asking yourself, “Is Flexpage right for me?” If so, here are five major benefits that Flexpage provides which might help you make up your mind!&lt;/span&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;br style=&quot;color: rgb(0, 0, 0);&quot;&gt;&lt;br style=&quot;color: rgb(0, 0, 0);&quot;&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold; color: rgb(0, 0, 0);font-size:130%;&quot; &gt;#1: Content Arrangement&lt;/span&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;br style=&quot;color: rgb(0, 0, 0);&quot;&gt;&lt;/span&gt;&lt;span style=&quot;color: rgb(0, 0, 0);font-size:130%;&quot; &gt;Using Flexpage, instructors can create courses with multiple navigation options, even allowing content to be displayed in-line for many modules. Course  activities, like pages, behave like a block, and can live in any of the four designated areas on a flexpage. Instructors can break down content in many places, and put it where it best serves the end-user. With Flexpage, there is no need to display activities and resources all on one page (like with topics or weekly format). In the image below you can see the areas in which you can place content/ modules in a flexpage, including a top region, left and right columns, and a center panel (denoted by the red boxes with dotted outlines). &lt;/span&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;br style=&quot;color: rgb(0, 0, 0);&quot;&gt;&lt;br style=&quot;color: rgb(0, 0, 0);&quot;&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold; color: rgb(0, 0, 0);font-size:130%;&quot; &gt;#2: Conditional Release in Flexpages&lt;/span&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;br style=&quot;font-weight: bold; color: rgb(0, 0, 0);&quot;&gt;&lt;/span&gt;&lt;span style=&quot;color: rgb(0, 0, 0);font-size:130%;&quot; &gt;The Flexpage course format allows instructors to create conditional release rules for not only resources and activities, but also for entire flexpages. These settings can be chained together to enable progressive disclosure of flexpages, as desired. Access can be restricted based on time, grade, completion of an activity, or on joule’s Personalized Learning Designer release codes (if you are working from a joule code base). &lt;/span&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;br style=&quot;color: rgb(0, 0, 0);&quot;&gt;&lt;br style=&quot;color: rgb(0, 0, 0);&quot;&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold; color: rgb(0, 0, 0);font-size:130%;&quot; &gt;#3: Optimized Course Building Interface&lt;/span&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;br style=&quot;font-weight: bold; color: rgb(0, 0, 0);&quot;&gt;&lt;/span&gt;&lt;span style=&quot;color: rgb(0, 0, 0);font-size:130%;&quot; &gt;Flexpage 2 has an action bar allowing instructors to add elements to the course, and change the settings of menus and flexpages, from one quick and convenient location. If you were a Flexpage 1.x user, you will notice that the action bar has replaced the page tabs (Add Page, Manage pages, and Manage Activities). In addition to the easy-to-use action bar, the entire building interface is much improved, making use of AJAX and modal windows, allowing instructors to create course elements without the time consumption of multiple page refreshes. In the image below the action bar is close to the top, and highlighted with an orange box. &lt;/span&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;br style=&quot;color: rgb(0, 0, 0);&quot;&gt;&lt;br style=&quot;color: rgb(0, 0, 0);&quot;&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold; color: rgb(0, 0, 0);font-size:130%;&quot; &gt;#4: Using Templated Flexpages for a Consistent Look and Feel&lt;/span&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;br style=&quot;font-weight: bold; color: rgb(0, 0, 0);&quot;&gt;&lt;/span&gt;&lt;span style=&quot;color: rgb(0, 0, 0);font-size:130%;&quot; &gt;In the past one of the most time consuming tasks in Flexpage was adding repetitive blocks in every single flexpage of a course to create a consistent look and feel. Flexpage 2 now gives instructors the option to copy existing flexpages, using them as a template. By copying an already created flexpage, instructors can create cohesive courses with increased ease of use for students, since creating a new page from an existing page means it will already have blocks, menus, and content positioned in the same place as the original flexpage! &lt;/span&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;br style=&quot;color: rgb(0, 0, 0);&quot;&gt;&lt;br style=&quot;color: rgb(0, 0, 0);&quot;&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold; color: rgb(0, 0, 0);font-size:130%;&quot; &gt;#5: Flexpage Menus&lt;/span&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;br style=&quot;font-weight: bold; color: rgb(0, 0, 0);&quot;&gt;&lt;/span&gt;&lt;span style=&quot;color: rgb(0, 0, 0);font-size:130%;&quot; &gt;Menus built by the course designer provide the navigation necessary for users to move through the flexpages in a Flexpage format course. There are now three simple to create menu types for flexpages: Tree, Horizontal Navigation, and Drop-down. Menus allow instructors to create navigational links to four different locations activities in the course: another flexpage, a sub-flexpage, an external URL, or another flexpage menu. Menus can reside in multiple locations in a Flexpage course, meaning that instructors have the ability to design the navigation deemed best for the end-user. The menu you see in the left column on the image below is an example of a Main Menu.&lt;/span&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;br style=&quot;color: rgb(0, 0, 0);&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;img style=&quot;width: 671px; height: 367px;&quot; 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&quot; alt=&quot;&quot; /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;color: rgb(0, 0, 0);font-size:130%;&quot; &gt;Today’s post only highlights a few of this fascinating new course format’s abilities. If you would like to learn more about Flexpage, sign up for one of Moodlerooms’ webinars, &lt;/span&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;a href=&quot;https://student.gototraining.com/2c0c2/rt/4489775805085900288&quot;&gt;Flexpage 2&lt;/a&gt; and &lt;a href=&quot;https://student.gototraining.com/2c0c2/rt/6380229919013864448&quot;&gt;What&#39;s New in Flexpage 2&lt;/a&gt;. You can also check out the notes provided to the community on Flexpage here: &lt;a href=&quot;http://docs.moodle.org/22/en/Flexpage&quot;&gt;Flexpage on Moodle.org&lt;/a&gt;.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;color: rgb(0, 0, 0);font-size:130%;&quot; &gt;Thanks for reading!&lt;/span&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;br style=&quot;color: rgb(0, 0, 0);&quot;&gt;&lt;br style=&quot;color: rgb(0, 0, 0);&quot;&gt;&lt;/span&gt;&lt;span style=&quot;color: rgb(0, 0, 0);font-size:130%;&quot; &gt;Best, &lt;/span&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;br style=&quot;font-style: italic; color: rgb(0, 0, 0);&quot;&gt;&lt;br style=&quot;font-style: italic; color: rgb(0, 0, 0);&quot;&gt;&lt;/span&gt;&lt;span style=&quot;font-style: italic; color: rgb(0, 0, 0);font-size:130%;&quot; &gt;Marcelo &lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;script type=&quot;text/javascript&quot;&gt;var switchTo5x=true;&lt;/script&gt;&lt;script type=&quot;text/javascript&quot; src=&quot;http://w.sharethis.com/button/buttons.js&quot;&gt;&lt;/script&gt;&lt;script type=&quot;text/javascript&quot;&gt;stLight.options({publisher:&#39;45baf54f-7686-45e4-83c2-3e3f0aee4825&#39;});&lt;/script&gt;</description><link>http://moodlerooms-blog.blogspot.com/2012/08/is-flexpage-right-for-me-five-benefits.html</link><author>noreply@blogger.com (Anonymous)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5174895483111250396.post-9129335674457620012</guid><pubDate>Wed, 08 Aug 2012 16:31:00 +0000</pubDate><atom:updated>2012-08-14T08:53:50.101-04:00</atom:updated><title>The West Coast Moot: Where Moodlers Unit[ed]</title><description>&lt;div style=&quot;text-align: center;&quot;&gt;&lt;img style=&quot;width: 272px; height: 272px;&quot; class=&quot;fancybox-image&quot; src=&quot;http://instagr.am/p/Nyyo_gitXw/media/?size=m&quot; alt=&quot;&quot; /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;Hope you all are having a great week! The Moodlerooms team is just getting back into the swing of things after last week&#39;s 2012 West Coast Moodle Moot in Woodland Hills, CA. We hope everyone enjoyed their time at the Moot, experienced some great keynotes and breakout sessions and most importantly, made some new friends in the process.&lt;br /&gt;&lt;br /&gt;You can view a complete run-down of all the twitter conversations, pictures and posts from the event by heading over to our official Moot hashcaster page &lt;a href=&quot;http://wcmoot.hashcaster.com/home&quot;&gt;here&lt;/a&gt;.&lt;br /&gt;&lt;br /&gt;Attendees have also been recording session recaps, thoughts and ideas over at the event&#39;s collaborative Google doc, &lt;a href=&quot;https://docs.google.com/document/d/1g5yiruuk3wYhgMdwxEtsvwA_cdlrydTYJwXnIwNBZwg/edit&quot;&gt;here&lt;/a&gt;.&lt;br /&gt;&lt;br /&gt;Lastly, be on the lookout for all of the materials from the Moot&#39;s breakout sessions over the next few weeks. We&#39;ll be posting them on our homepage, &lt;a href=&quot;http://www.moot-us.com/&quot;&gt;www.moot-us.com&lt;/a&gt; as soon as we receive them from our presenters.&lt;br /&gt;&lt;br /&gt;A big thanks to our keynotes, presenters and fellow Moodlers in attendance for making the Moot such a great event. Until next time, take care and we&#39;ll see you all soon!&lt;br /&gt;&lt;br /&gt;All the best,&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-style: italic;font-size:130%;&quot; &gt;Brad&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;script type=&quot;text/javascript&quot;&gt;var switchTo5x=true;&lt;/script&gt;&lt;script type=&quot;text/javascript&quot; src=&quot;http://w.sharethis.com/button/buttons.js&quot;&gt;&lt;/script&gt;&lt;script type=&quot;text/javascript&quot;&gt;stLight.options({publisher:&#39;45baf54f-7686-45e4-83c2-3e3f0aee4825&#39;});&lt;/script&gt;</description><link>http://moodlerooms-blog.blogspot.com/2012/08/the-west-coast-moot-where-moodlers.html</link><author>noreply@blogger.com (Anonymous)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5174895483111250396.post-3365750888452323973</guid><pubDate>Wed, 01 Aug 2012 18:44:00 +0000</pubDate><atom:updated>2012-08-14T08:53:30.692-04:00</atom:updated><title>Restraint and Demand with Advanced Forums</title><description>&lt;div align=&quot;center&quot;&gt;&lt;img style=&quot;padding-right: 8px; padding-top: 8px; padding-bottom: 8px;&quot; src=&quot;http://technologyafrica.jetheights.netdna-cdn.com/wp-content/uploads/2012/06/Forum-11.jpg&quot; id=&quot;il_fi&quot; height=&quot;150&quot; width=&quot;208&quot; /&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;By: Tom Murdock, Co-Founder and VP of Product Marketin&lt;/span&gt;&lt;span&gt;g&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;Someday a researcher could write a book about the careful and deliberate way that Moodle has resisted certain features through time.  Knowing that schools take their discussion forums very seriously, core has avoided complicating Moodle’s basic forums for many years.&lt;br /&gt;&lt;br /&gt;But then there are those power-users who want more features.  Some developers at Humboldt University were the first to begin tweaking Moodle’s forums in 1.x with a Mellon Foundation Grant.  Next came Marylhurst College and Idaho State University who continued to envision updates to the Humboldt code by requesting anonymous forums, private replies to posts, views of posters, discussion sorting, individual topic subscriptions, instructor highlighting (teacher marks key posts for students to read), etc..  And born out of these evolving, additional requirements, the developers at Moodlerooms updated and re-designed Advanced Forums for 1.9, then later for 2.x.&lt;br /&gt;&lt;br /&gt;Today we are excited to release Advanced Forums for 2.x to the larger Moodle Community.  If you host Moodle, we encourage you to visit the Moodle plug-in database and download the Advanced Forums module.  Documentation for the feature is available at the &lt;a href=&quot;http://docs.moodle.org/22/en/Advanced_Forum&quot;&gt;Moodle docs&lt;/a&gt; site. &lt;br /&gt;&lt;br /&gt;Like all the plug-ins that we release, Moodlerooms follows strict Moodle coding guidelines for security, for course backup and restore, and we avoid conflicts with the existing core forums (which are wired pretty tightly into Moodle). Nearly 25% of our clients have been using Advanced Forums over the past three years, and many of these clients have upgraded to the 2.x Advanced Forums as part of their upgrade path.&lt;br /&gt;&lt;br /&gt;This is the tension between keeping software simple versus providing cool, advanced features that are hard to live without.  We hope that schools that want these extra Moodle features will enjoy this plugin as much as our clients have appreciated them. For tips and tricks for this new feature, check out our recent &lt;a href=&quot;http://www.moodlerooms.com/blog/__node/page-1/post-3967200641100172555/&quot;&gt;Best Practices post&lt;/a&gt;.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;i&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;All the best,&lt;br /&gt;&lt;br /&gt;Tom&lt;/span&gt;&lt;br /&gt;&lt;/i&gt;&lt;br /&gt;&lt;br /&gt;&lt;script type=&quot;text/javascript&quot;&gt;var switchTo5x=true;&lt;/script&gt;&lt;script type=&quot;text/javascript&quot; src=&quot;http://w.sharethis.com/button/buttons.js&quot;&gt;&lt;/script&gt;&lt;script type=&quot;text/javascript&quot;&gt;stLight.options({publisher:&#39;45baf54f-7686-45e4-83c2-3e3f0aee4825&#39;});&lt;/script&gt;</description><link>http://moodlerooms-blog.blogspot.com/2012/08/restraint-and-demand-with-advanced.html</link><author>noreply@blogger.com (Anonymous)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5174895483111250396.post-5431461882843699146</guid><pubDate>Tue, 31 Jul 2012 13:49:00 +0000</pubDate><atom:updated>2012-07-31T10:14:55.758-04:00</atom:updated><title>The Genesis of Rubrics</title><description>&lt;div style=&quot;text-align: center;&quot;&gt;&lt;img style=&quot;width: 165px; height: 165px;&quot; 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&quot; alt=&quot;&quot; /&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;&lt;br /&gt;By: Tom Murdock, Co-Founder and VP of Product Marketin&lt;/span&gt;&lt;span&gt;g&lt;br /&gt;&lt;br /&gt;In the beginning there were no rubrics in Moodle 2.x.  And there was great sadness.  Moodlerooms introduced two different types of rubrics to clients: a checklist type (where teachers affirmed with checks what criteria students had fulfilled and the score was the aggregate sum), and the standard rubric type (where instructors selected a score within a range of graded criteria).   While we looked for clever ways to introduce these rubrics without requiring changes to core code, Moodle didn&#39;t offer any plug-in approach to the problem.&lt;br /&gt;&lt;br /&gt;Then the very capable David Mudrak (a Moodle HQ developer) began to construct a plug-in system for Moodle 2.2 that could handle rubrics. His solution, Advanced Grading Methods, offered a core framework for new, creative assessment methods.  When Moodle 2.2 was released in December of 2011, instructors could easily associate a standard rubric type for Assignment types.&lt;br /&gt;&lt;br /&gt;However, Moodlerooms clients missed the checklist type of rubric, so earlier this summer, Moodleooms created much happiness with an Advanced Grading Method called (you got it) “Checklist Advanced Grading Method” which fills that rubric gap.&lt;br /&gt;&lt;br /&gt;Enough history?  Here’s what it looks like for an instructor!&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;b id=&quot;internal-source-marker_0.5721276679541916&quot; style=&quot;color: rgb(0, 0, 0); font-family: &#39;Times New Roman&#39;; font-size: medium; font-style: normal; font-variant: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; font-weight: normal; &quot;&gt;&lt;img src=&quot;https://lh4.googleusercontent.com/Mg2UfI2HZenFX1nLY3PLwMBvFZ9hTzMOAl-0LV9fjLrKT8BURvW5gDabP6xG2w90XauObaowkVORi0_SH5GrwWtlvbY2y_JaCC0eGzoyhtEG8tfRxvc&quot; height=&quot;613px;&quot; width=&quot;631px;&quot; /&gt;&lt;/b&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;span&gt;&lt;br /&gt;This simple page provides opportunities to quickly score a submission with checkmarks, as well as offer individual feedback for each grading criteria, or for the overall assignment.   The result?  Fair feedback that students can anticipate and good tools for rapid instructor grading.&lt;br /&gt;&lt;br /&gt;Today, we are pleased to contribute the Checklist Advanced Grading Method to the larger Moodle Community.  Special thanks to Moodlerooms developer Sam Chaffee, who implemented a clean, thoughtful solution; David Mudrak who carried the football down the field with an excellent framework; Jason Hardin who navigated the back-and-forth updates between Moodlerooms and the Moodle core team to provide such a workable feature for teachers everywhere; and Kris Stokking who directs our development efforts with patience, wisdom, and a lot of long hours...&lt;br /&gt;&lt;br /&gt;If you host Moodle, we encourage you to visit the Moodle plug-in database and &lt;a href=&quot;http://moodle.org/plugins/view.php?plugin=gradingform_checklist&quot;&gt;download the Checklist rubric plugin now&lt;/a&gt;.  Documentation for the feature is available at the &lt;a href=&quot;http://moodle.org/plugins/view.php?plugin=gradingform_checklist&quot;&gt;Moodle docs site&lt;/a&gt;.   Here also is a &lt;a href=&quot;http://www.youtube.com/watch?v=PcafUAtAGKk&quot;&gt;video demonstration&lt;/a&gt; of the tool recorded by Jason with his dulcet tones...  Enjoy!&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;- Tom&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;script type=&quot;text/javascript&quot;&gt;var switchTo5x=true;&lt;/script&gt;&lt;script type=&quot;text/javascript&quot; src=&quot;http://w.sharethis.com/button/buttons.js&quot;&gt;&lt;/script&gt;&lt;script type=&quot;text/javascript&quot;&gt;stLight.options({publisher:&#39;45baf54f-7686-45e4-83c2-3e3f0aee4825&#39;});&lt;/script&gt;</description><link>http://moodlerooms-blog.blogspot.com/2012/07/the-genesis-of-rubrics.html</link><author>noreply@blogger.com (Anonymous)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://lh4.googleusercontent.com/Mg2UfI2HZenFX1nLY3PLwMBvFZ9hTzMOAl-0LV9fjLrKT8BURvW5gDabP6xG2w90XauObaowkVORi0_SH5GrwWtlvbY2y_JaCC0eGzoyhtEG8tfRxvc=s72-c" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5174895483111250396.post-2241848979923179158</guid><pubDate>Wed, 25 Jul 2012 14:37:00 +0000</pubDate><atom:updated>2012-07-25T16:38:17.968-04:00</atom:updated><title>More Flexibility with Folder View: Today&#39;s OS Moodle Contribution</title><description>&lt;div style=&quot;text-align: center;&quot;&gt;&lt;img src=&quot;http://www.clker.com/cliparts/2/b/b/3/1194983972976950993blue_folder_seth_yastrov_01.svg.med.png&quot; alt=&quot;Blue Folder Clip Art&quot; /&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;span style=&quot;color: rgb(0, 0, 0);&quot;&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold; font-style: italic;font-size:130%;&quot; &gt;More Flexibility with Folder View: Today&#39;s OS Moodle Contribution&lt;/span&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-style: italic;font-size:130%;&quot; &gt;By Tom Murdock, Co-Founder and VP of Product Marketing&lt;/span&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;br style=&quot;font-style: italic;&quot;&gt;&lt;br /&gt;Since the earliest days of Moodle, teachers have been able to organize their courses in different design formats.   These were simple organizational frames that helped instructors put their course content in Topics or in Weeks.  Through Moodle’s evolution, a few more course formats have been contributed to the community.  Some of them complex (think: course as Gantt chart), some of them simpler (think: expandable and collapsible course sections).&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;br style=&quot;color: rgb(0, 0, 0);&quot;&gt;&lt;br style=&quot;color: rgb(0, 0, 0);&quot;&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold; color: rgb(0, 0, 0);font-size:130%;&quot; &gt;Organization Within Folders&lt;/span&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;br style=&quot;color: rgb(0, 0, 0);&quot;&gt;&lt;/span&gt;&lt;span style=&quot;color: rgb(0, 0, 0);font-size:130%;&quot; &gt;Last winter, we introduced “Folder View” to our Moodlerooms clients.  Rather than store content in topics, or weeks, instructors organized content into folders.  Teachers and students could expand all of the folders at once, or expand and collapse individual folders. &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;b id=&quot;internal-source-marker_0.8099028086289763&quot; style=&quot;color: rgb(0, 0, 0); font-family: &#39;Times New Roman&#39;; font-size: medium; font-style: normal; font-variant: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; font-weight: normal;&quot;&gt;&lt;img src=&quot;https://lh5.googleusercontent.com/1O0xB_ve_SEas3910Q19WQc8wTrNkOIjLTpCjv6smXWN24Swmd7o3ZH_E1mG0rZUSNG4uhS-zJRiyOY4mrGmTGYwHUfJSXjGnaQQttOMiYp9BK1g5M4&quot; height=&quot;376px;&quot; width=&quot;596px;&quot; /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;color: rgb(0, 0, 0); font-family:georgia;font-size:130%;&quot;  &gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Simpler Tools for Adding/Editing Course Activities&lt;/span&gt;&lt;br /&gt;In the instructor’s editing mode, we also removed Moodle’s standard drop-down “add” menus and replaced them with a slicker interface that shows all of the available content types in a single page.  Hovering over the content types provides help documentation about them.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/b&gt;&lt;b id=&quot;internal-source-marker_0.8099028086289763&quot; style=&quot;color: rgb(0, 0, 0); font-family: &#39;Times New Roman&#39;; font-size: medium; font-style: normal; font-variant: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; font-weight: normal; &quot;&gt;&lt;img src=&quot;https://lh3.googleusercontent.com/BWvMxHzjUjePOtY9cX1U_D7ej2ESvkByMAIfJQsCspP_dY2tlJumWzyTmCKCobwSs0MI8uD3udF7UlvngejPDIiexgiHK7f_XMV7tT5Gn9E_BXdBAqg&quot; height=&quot;400px;&quot; width=&quot;618px;&quot; /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span style=&quot;font-family:georgia;&quot;&gt;After very positive response and high usage-rates of this feature at Moodlerooms, we are happy to share this course format with the wider Moodle Community.   Now you can avoid the scroll-of-death-long-course in Moodle by using a familiar course metaphor of folder organization.  We believe that your teachers will appreciate the format’s simplified and central editing tools, as well.&lt;/span&gt;&lt;br  style=&quot;font-family:georgia;&quot;&gt;&lt;br  style=&quot;font-family:georgia;&quot;&gt;&lt;span style=&quot;font-family:georgia;&quot;&gt;If you host Moodle, we encourage you to visit the Moodle plug-in database and &lt;/span&gt;&lt;a style=&quot;font-family: georgia;&quot; href=&quot;http://moodle.org/plugins/view.php?plugin=format_folderview&quot;&gt;download the Folder View&lt;/a&gt;&lt;span style=&quot;font-family:georgia;&quot;&gt; course format.  Documentation for the feature is available at the &lt;/span&gt;&lt;a style=&quot;font-family: georgia;&quot; href=&quot;http://docs.moodle.org/22/en/Folder_View&quot;&gt;Moodle docs&lt;/a&gt;&lt;span style=&quot;font-family:georgia;&quot;&gt; site.&lt;/span&gt;&lt;br  style=&quot;font-family:georgia;&quot;&gt;&lt;br  style=&quot;font-family:georgia;&quot;&gt;&lt;span style=&quot;font-family:georgia;&quot;&gt;Enjoy!&lt;/span&gt;&lt;br  style=&quot;font-family:georgia;&quot;&gt;&lt;br  style=&quot;font-style: italic; font-family:georgia;&quot;&gt;&lt;span style=&quot;font-style: italic; font-family:georgia;&quot; &gt;- Tom&lt;/span&gt;  &lt;/span&gt;&lt;br /&gt;&lt;/b&gt;&lt;script type=&quot;text/javascript&quot;&gt;var switchTo5x=true;&lt;/script&gt;&lt;script type=&quot;text/javascript&quot; src=&quot;http://w.sharethis.com/button/buttons.js&quot;&gt;&lt;/script&gt;&lt;script type=&quot;text/javascript&quot;&gt;stLight.options({publisher:&#39;45baf54f-7686-45e4-83c2-3e3f0aee4825&#39;});&lt;/script&gt;</description><link>http://moodlerooms-blog.blogspot.com/2012/07/more-flexibility-with-folder-view.html</link><author>noreply@blogger.com (Anonymous)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://lh5.googleusercontent.com/1O0xB_ve_SEas3910Q19WQc8wTrNkOIjLTpCjv6smXWN24Swmd7o3ZH_E1mG0rZUSNG4uhS-zJRiyOY4mrGmTGYwHUfJSXjGnaQQttOMiYp9BK1g5M4=s72-c" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5174895483111250396.post-2940621216785030046</guid><pubDate>Tue, 24 Jul 2012 14:04:00 +0000</pubDate><atom:updated>2012-07-24T10:19:00.037-04:00</atom:updated><title>Best Practices: Advanced Grading with Checklists</title><description>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;a style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;                                       &lt;img alt=&quot;&quot; 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IBgKRaOxzs6E1+dTqTVSmSJF06aLV2KxeEZHUQjbxZu3bN+wcfOatRvWrN0ApiYSXbV1B7/4cvnxE6eCoZDP73dhbrlCiQrq6bPnJkOGqatpTCAiappyY3+CC1P13ALNQrK2iKajsfWliww4xtJyY2m5qbTcVFpuLi03l5ZbSsstpeXW0jLAVlpmKy2zl5bZS8scpWWO0jLnCKWu0lIXv9TFL8UIuPl8N5/vSQOeJ24J+zpLgWSz0Isd79qGZ2ItLYPcIE/IGfI/t3wVXOBfuXr92rUbDoczWUojEZjuzRabWqNN0fTy1RsuzD2+ozabvbqmbufuqq3bdm6s2AKmKlXq/QcOwUXV4ydPw5FIoKPD7fHaHc6afXX4+1JX3W73a5dh6mrai3le9vpJNnO+fF6BciFZTWKoGVxtabmWX67D0fPLDThGfpmRX2bCMfPLLPwyC7/Uwi+18kut/FIbv9TGL7XzS+38UgcBJ7/Uyee7+HwXn4+NwHOPxsPnedKeJGzPd/H5ziSj2rfjXdvwTCz8Ugu/zMIvMxMShvyP4TUMbkK5XG6fz58spYlEd3d3LBaXK1QpmkqkcptBPTAwAEamDPvz588dTlf90RN1Bw5X/1C7a8/erdt2bqjYsnrN+vUbNi1f8dWX/1jxzberg8FQNBoLBkOwQr1+/SZ8UPXu/QeTMe9PXU2Hh4cnoql45gLpvAJ5PkVJY6v55Wp+uQZHyy/X8sq0/DIdr0zHK9PjGHhlRl4pYOKVmnilZhwLr9Q6At+O48Bx8niAi8fDCLhxPGmgPxG3d+HtOHk8aNlOwMrjozQshPQgW8i89Zf/1XjhIroPZbM73G6PP9ARCkdi8Xiiq6unp9fhxFKq6dNWoezpXUnzOfnjW12JDB/Gw9yexguXT54+13Ds5IFD9dU1dbv27N2ydcf6DZu++37tqq++XfXVt0qVOtHVFYvFQ+GwPxDA3B693oDm/aYLF1+7CVNUU3ihi6nlY2kq+kW+NJ8ip7IVvDIlr0zJK1PxylS8MjWvTIOj5ZVpeaU6HD2OAT/TozXlW3h8S1IRvpXHt/F4dhwHwOU5eTwnl+fk8lxcHsblYVwuxuW6cTxjgDbAkvBc3GQ7Th7PwU22D33ZeDwrIQ0Lj2/m8dM1vfLfyWv8lrv3Tp0+63A4PV5fR0cwEonGOzu9Pr9Ob9TpjURNhe1ijUJ67/TexxcOCK4fF7U0eVwO4rAbTZbbzXev3bh14dLV02cbG46d3H/wSFX1vqYLlw/XHz11+uzVazc8Hm9vb29Xd3c83hmORAMdQZj36/YnNT12/ORr92HKaUpcIak+/GOKpu3vFEmK6TI2X84rUyQpVfJKlbxSFY4G4JZquKVaLl/L5eu4fB2Xr8cxcPkGLt/I5Ru5fBOXb+LyzVy+mcu3cHmAlcuzcnk2LtfG5dq5XDuX6yDg5HBdOBiHg3E4bgKe0bhHA9vDvk4O18nhOrhcByfZMvRl43KteA6Qj5nLgwwhW8j82md/RbdLHz587HRiXp8f5mKvz+/C3Da7w2A0qzVatVobDkesNjvctH9640zzsR33zlQ/vnBQcP24Xi6EL+WZzJY2QfvjJ6137z+8eav54uWrp86cP9JwvE3Qju5SDQ4ODgwM9PX1dXf3dHYmItFoRzDk9focTldDw3F0FfXab0tNLU2JN0SGhoYs67eDpoJ3ikQkhpRTKuWUyjilMk6pHEfB4StxVBy+isNXc/hqDl/D4Ws4fC2OjsPX4xg4PAOHZ8QxcXjmJFwLh2vhcK04Ng7XTsDB4TjYHCeb48LB2GzAjeNhsz1stpfN9uKP0Z9gSxebDfs62Rwnm+NgcxxsDrEXGyEByMfM4UKGJjxnA4d36Ktv0CdKkwtTvz8YCnu9Pn+gw+P1IU19Pj/x3tPAwMDjqydvHNrUfGzn/TPVTy4ekj++ZTQY1Rot3BZoE7Tfe/Doxs3bjRcuiyUydFIImvZ39/R0JhLRWCwYCvl8fqcLO33mHNyWunbjpsn8mv9PPVNFU+JNuyGIwSH77n1tv8iXsHgSDl/C4Us5fCmHL+PwZRy+HEfB4Sk4PCWHp+TwVByeisNTc3hqDk/DTqJl87Rsno6Agc1FGNlcE46ZzbEQsOHY2Rx70ie2g8V2sNiuEVgYi+XG8bBYHhbLSwCegb9iLBbGYrlYLLQ7tOZgs6EL1KN1dCZmNgclacQzP7dpM9LUYrW5MLffHwiFw1arPRgKEzW1Wu1ETYeHhwcHBx9cOnqlds3Nw5taju+6f7bmydUTaoXMZnfoDSaZXPm0VdB8555CqR59Xp4NDg2Bpj09vYlEVywWD4XCPn/AhbkfPXrSdOES3D3919Q01dHBocHBwf7+fv+N5taf50nYfAmbL2HzpGyelM2TsXkyNk+Oo2DzFGyeks1TsnkqNk/F5qlxNGyuhsXV4uhwDCwOYGRxjCyOCcfM4lgIWFlsG4ttY7HtOA4WC3DhYGmaelnMFDJpmgQ1CO3bcKwsNjETMyFJI55809btSFOr1Ya5Pf5AIByOxOJxl8uNNDWZrTA7ETUdHh4eHBy813j4QtXXV2vX3jyyueXE7vvn62RtDxxOl0arbxdJdHpjyql59uzZ4NDQwOBgf39/T0/vyFUUaPr4X1rTURP94BBa/fT09AQePHk6M0fM4olZPAmOlMWTsngyHDmLq8BRsrhKFlfF4qpYXDWLq2FxNUwOoGVydDh6JkfP5BhwjEyOickxMdkmJtvMZJuZbAuTbWGyrUyWjYCdybIzWQ4my8FkOZksJ5PlYjIBjMnEmEw3k+lmMj1MRgrwPGyDdoEWoDVoGXVkZbKsTBbkAPmYknCMhLQPrPiq4djJhmMnt27bKZbINFq9xWrD3J5AoCMSidrsDpvdYTRZenp6BweHiKaikR8cHLx2dO+5nf+8uPebq3Xrfjyy5c6J3U9uXVBrtGaLLf3sDA4ODQwMooVpOBL1BwIuzG2x2DQa3Y2bt37YV9dw7GTd/kP/appmLKK9vb3dXd2JRCLi9jydmSNmcsVMrgRHyuRKmVwZjpzJUeAomRwlk6NiclRMjprJUeOOpmnK1jPZBhxjUgKWickyM1lmJsvCZFlwXUY0ZbDsTKaDwXQwmM4kDBeD4WIwMBw3g+EZjZvBcBM2gO3x3ZOt2RlMG2OUphYcyMeUhG0kpF39+Zc1tQdqag9sqNjS2iaUK1QGo8nucHl9/mAoHI93Wq32RFdX/8DA4ODg0NBQuqYarf7J07ZLh3ae2vy3czv/ebH622v719+q33rnbF2Hz5N+ggYHB/sHBnp7e7u6umPxOKyD7Q4nrBMuX7m+c1dlTe2Bnbsq/6U0Ta+jUES7urri8Xg0Gg2Hw09n5oioLDGTI2ZyJEyOhMmRMjlSJkeGI2ey5Uy2gslWMNlKJlvJZKuYbBWTrWYALA2DpWGwtAT0BAwMlhHHxGCaCVgJ2BhMO4NpZzDsdIadznCOQHfR6S46HcNxp4H+BFs66XS0O7RmZzBsDKaN0J1ldCYmBhMlacAzr/77iKZPW4UyuVJvMNkdTq/XFwyFY/F4V1dXb2/vWJrKFaqbPzY/fPSkXSS5cGDbsQ1/ObXl7+d3Lb9U/e21/RtuHd1pUIqGx9S0KxaLdwRDsLTQG4wyuaKx6eK/uKYpjsZisXA43NHR4ff5pL/6n/ZiuojBFjPYEgJSBlvGYMsYbDmDBShwVACdpWKw1HSWBkeLo6MzdXSmns7U05kGOtNAZxrpTCOdaaIzADOdYaYzLHSGhc6w0hlWOsOWhG6n0+00ugPHSaO7RoOlkbKBk7C7nUa30+l448m+oF/IAaUEGUK2kPn+T/8AmlZs3tbcclcmU+j0Rpvd4fF4O4KhaCwGmvb19w8MjNL0+fPnOr3xzLmmK9dutNy5/+Rpm0gsPV+7+cjq/3tsw5LTW//euHvFpR++u35gY/vda/BmFWg6MDDY198PH6yOxmIdwZDb47XaHDq9QSqTHzx0pLqmrqb2wLYdu/91NE19mfb3ozoaCUc6Ojp8Xp/b7Zb86pP2YpqIzhbTWYCEzpLQWVIcGZ0lx1HQWQo6SwnQWCo6S01jIrQ4OhpDR2PocQw0hhHHRGOYaAxzErqFRrcSsNHoNhrNTqPZaTQHjeag0ZwEXOOCNnPgQDs2Gs02uhcLjW6m0SEHEyE3IyFnPY1x4oOPQIuduyovXroqkcq1Or3VZne7PYGOYCQaTSQSPT09oOng4CBanlpt9sP1x46fPNN44fK1G7da7t5/9Phpa5vwfE3Fga8/qV/zh+Mbl57Z9nnjnpWXa75vPr0vFOyAc4Q0hTumgY4g5vZYrDaNVi+WyPZW70PV/bXbkmVNYUk6MDAA61FwNBAIeDwezOWy2+zKtVuEeSUiGkuMI6GxJDSWFEdGY8pxFDSmgsZU4qhoTDWVgdDi6KgMHZWhJ2BMQjdS6SYq3YxjodKsBGxUmo1Ks1NpdirNgeOkUhGuMSBug3aEdqBNYi8WKg0lYKLSjUkYxtE533z/P2GSra6p23/gsEgsVWu0ZovVhbn9gQB8+qS7u7u3r08oFO0/cGjnrsqqvTVg0r66g0cajp88fa7xwuWr127eun3HaLIMDg5eOrC1dsVvD37zSf2aP5yoWHpm2xdNe1ZdqVtvM2qTM35fX3fy/aeIzx9wujCT2aJSa9tFkm3bd0Hju3dXvXZbsqNpSint6+vr6e7u7OxEjrqcTpvNZjaZZKsrBAtI7VSWiMoUE5BQmVIcGZUhozLkOAoqQ4mjojJUuKYaHC2VrqXSdVS6jkrXU+l6Kt2QhGak0oxUmgnHTKVZcHCNqDYK1Uah2gk4KBSEMw3iX4l7QTtWChXZaaHSzFSaGe/diGOg0iBDyFZHpWupdCGbt6FiC5ixect2gVCkUKqNJrPDmbyKisXiXV1d9+49+PIfK1as/Pqbb1evXbexYvO2HTv3VFXvq91/6EjD8ROnzp5vuoS5kxdMg4ODF+o2VX/xq9oVHxz85n8a1v7xRMVnZ7d/2VT5Vfu96+irVLFYPBgKwfWTwWhSKFV37z2o2LwNkqlvOPbahcmmplBK+5PLnUQ0Gu3o6PB6vS6n02q1moxGnU4nP31esIDUTmWKqAwxAQmVIcXJrCmFoaQyVBS6ikJX42godA2FrqXQtRSalkLTUWh6Ck1PoRlwjDgmCs1EoZkpVDOFaqFQLeAThWotoVopFFsJxVZCsRNwTADi9tCClUKxliRbhl6gR+gdJQO5Qao6Ck1HoUH+G/+xAsxYt76iueWeTK7Q6Q1Wm93tSc77wWDom29Xf/Hl8n8uX7l1287vvl+7fsOmzVu279hVWVW9D2qqw+kinpqBgYHGmvWVf33/hy9/Xbfyw0Pf/r5h7Z9Oblp2dseXt07+EPB7OzsTkUg00NGBuT1Wm12rM0hliqPHTuyurK6pPbC7slooFL12YbKmKbGUwnQfDof9Ph/mclmtVqPBqNPpVEqV9MQZwbzCdgpDhCOmMMQUhmQEuoyAnEJX4CgpdFUJDaEuoWlwtCU0bQlNh6MvoRlKaIYSqqGEaiyhGkuoJhxzCcUyGmsJxVpCsZEpNjLFXkKxk4EShIOAfRTJjWFfaCelcXMJBXUNmRiS0PSEhCH/Qx/+rnJvTU3tgcq9NfUNx9G873RhPp8/FA6LxBL4eGjd/kOdnYmWlrvfr16XNHXnnr0/1Fpt9udpMTAwcG7vmp1LSiv/hsv63e+PrvvzyU1/vVS70aCWB0Nhr8/vcLrQjL95y3b0gpmMX0LNgqbEC/yBgYFkKY1EAoGA2+122B1mk0mn1apVKoVcLpVI2n6R317CaC+hi0roohK6GEeCIy2hyXDkJTR5CU1RQlOU0JQlNGUJTUUeQYOjJVMBHY4hCcVAphjJFCOZYsIxkykWAlZyCWDDsU8YtAu0YBndspnQKeRgSELVE1KFzDVk6kNuKZpqN1ZsaRO0yxUqvcFoszvcHm+gI/jw0ZMvvlx+6HB9IpHo6+/v6emtrz+2egg/41EAABefSURBVM269Rs2bdq87fCRo+mOwqnp7+9v2PTFtj+ydy4trfzbL2v+8Zv9qz46/N3/Obr+z6e3ffm0+YrThVltdp3eKJcrr1y9vmXrDkij7sChyXAma5qOXOB3j5RSl9NpsVj0er1apVIoFDKpVCwSty2kCcl0IZnWTqaJCEhwpGSalEyTEVCMQFWSqUoyVUWmqshUNY6GTNWQKVoyRUum6MgUHZmix8HNSIpiJJeYyCVmHAtAKrGQyBYS2YpjmwBoY0uSZGvQsolcYiKXGMklowUdSQzy1JIpmiRUNZm6Zdnn4MfOXZUnT50RS2RqjdZktjicLq/P9+Dh46vXbnR2Jrq7u+HmVE9P75H6Y9+vXrt23caqvTVjfF9vaGhoKBTwV/3zt5v+D23bn9i7lpZV/X1xzT/+9/6vPj78/afnKr81W6xQSkVi6ZatO+Cew5atOyZjxh/OlqYpM340Gg0Ggx6PB5VSpUIpl8kkYrGovb1t8QdCMi1dU/GIqVQpmSolU2U4cjJVQaYqSFQFmaokUZQkigpHjaMhUTQkipZE0ZIoOhJFR6LoSRQ9qcRAwEgqMZJKTCSyiUQ24yQlK04+sBaPYBsD4jYpu6NmoRfoESWgJ5XoSRQ9niFkC5nDUVz85X+hSraxYsvDR09kcqVOb7BY7S7M7XRhwVA4GosRTY13Jtau2/jNt6ubmi4NZYrkt/UHBgN+7+7Pf73hd+TNn9K3/4mz67Pyqr8vrvvqdxLBY4vVptUZZDLFlavXUUXfsXP3JDnzpjVNmfF7e3vRjI9hmM1mM+gNGrUapntRu6hdKGz770+FJKqQRG3HEZGoIhJVTEBKoiBkJIocR0GiKIspyuISQFVcosbRFJdoiku0BPRJyPpisqGYbCgmG3FMxSRTMck8GguRolFYi0nWtCfRxuY0TMUkYzEJdQe964vJkJKOkKQGBx3Ius//kbwTVFn9Q01du0iiVKkNRpPN7sDcHp8/gEzt6urq6ek5fKThn8tXrlj59cNHTwYGBuGuKlIT6B8Y6Ovv7+3r83mwnX9dvPaDApB117L3xa0PrTa73mBSKNVPnrat37AJet+2Y/ckldLhrGva09MD96Hg4glmfJVShUppu1DYuuI7YTFVWEwVFlOExZT2YooIR4wjKaZIiinSYoq0mCIrpsiKKXKgiKIopiiKSpQ4Khx1UYmmiIzQFpF1BPRFZMMoSKbRmBGFJHNRMWApKrYUpoH/1VxUbCbsmNLg6O7IekIy2iKylpCqpoisJhzIbV4ZujO1oWLLpctXxRKZSq01msxEUyPRaCQSvX7jR7io2lixORaP9/X39w8MEOnr7+/r6+vt6+vp6enu7k4kujCHfdvS9777Te7aDwtvnDlkszuMJrNKrRGLpTX79sMFfnVN3Z7K6snTJpuawsK0s7NzZGFqNut0OqVCCatSUXu7UCBoW7NJkF8iLKIA7UWU9iKKqIgiKqKIcSRFJYC0qERaVCIrKpEDhSWKohJFIVlRSFYWkpWFZBUBDQFtIVlbSNYlIekLSfpCkoGAsbDYNBrzT4DYjrGw2DC6L+hdV0iCfCA3lKqacAhwUFWf/hF0qak9sGbthpY796RSuVqjI5rq8wf21e7/4svlK1Z+Xf1DrcfjTf4Y3+iAJ0HQzs5ENBYLRyJWs2nrXxZdOV4Ljqo1WolUfur0ObTeWLe+4rW/QUqM7GsK108+r8/pcFjMZliYSiWSEU0PH23LJQkKKYLCEmFhSTsBUWGJGEdSSJYUkqU4skKyHEdRSFYUkJU4Khx1AQnQFJA0BSRtAUlbQNIlKdbjGHCMOKaxMRcUmwuKCIy3MbSG2tcT0BUUQyaQFWSIEkaHAEckIlG/X/EVXMdU19Rt3rL94aMnRFNdmNvhdFltdrvD6fZ4o/jvmyYSXXh0w3/Azni8EwQNwm+beX1Wm91sscLnrKVS+ZWr11ev3YCm+4uXLk+qNm+DpmfOt+YUCwpKBAUlggKysIAsLCC344hwxAVkCY60gCwtIMuAfLK8gKTIH0GZT1LhqPOLAQ2ONr9YR0CPY0hSZMgvMqZhmgDpexmSFBsIHRF71xISw1MdSV5JOKhb7FLkDTJVIpWr1FqD0WSx2tDv8cJPSYbCyV+LTv5UdDwei8XRr0WHwuGOYMgf6PD6/JjbY3c4LVab3mBUqTUSqfzK1esb8WXG7srqXbsrJ1ub7Gv6wklf0NbW+m6hIJ+MEOaT23FEOOJ8EiDJJ0nzSdJ8kgxHDuQVK/KLFXnFirxiJY4qr1hNQJNXrMkr1o5QpMsr0qdhyCsEjGmY0kjfBt89Q8u6vCJtXhFKAPIhZqgiJK/AkecVy/NJjYsWr1tfgUxdv2HTzR9viyUyhVKt1RlMZovVBj/A70n+vnmgoyMY7AiGgqFQMBQOhkIdwVCgI+gPdPj8AY/Xh7k9UIONJotWp1coVSKx9NTpc8TXw97qmu7u7snWZqpcQgX8/kyXUKJ2oVAoEDyllwryyII8siCPJMgjCfNIwjxSO44IR5xXLM4rluQVS/KKpXnF0rxiGY4cJ0VTZV6xOq+IiCavSJN0pUibV6TLK9TlFerTMIwm3cWx7Sw0ZGpQn1eoyyvU5hWiriETYm6qvCJlmqbo0GR5xY3li9HlVHVN3caKLQ1HjwvbxTKZQqXW6vRGkNXucDpdmAtzuz0eD/wvTbw+j9fn8XjdHg/cyYIKajRZdHoDfJXv8ZPWvdX70Hq0uqZu3fqNoVDoedpvUrz2yJ6mQ5lvSBkNRnRDChXU1t/8rm0hCRAsJAkJtC8kiXDEC4vFC4slBGQE5AuL5AuLFDhKAqqFRaqFReqFReqFRRocbZJC7cJCHQH9KAr0CwsMozESSPmTPslIC8SWtUmKtHgOkJIKByWsIADHhQ7zfPkvUbWDheOWrTta7twTiaUyuVKl1mh1eoPRZDJbLFab1WaHr6PYHU54YLXZLVabyWzRG0xanV6p0sjkynaRpLHp4sZNWyrxz1jtrqzeU7k3GAymfCNgkmJK3N6PxWLBYNDr9aLb+ykFtW3J31pzi9twBLnFQgKiEYrEuUXi3CIJjjS3SEZAnlsozy1U4ChxVDjq3EJ1bqEGRztCgW40+szkG9LQ5+Zn3DilQW1uAeoOelfjQG5KAugQ4IiIxyjJLbrELV+z6hu4ooKyt6Fiy97qmpY799pFEolULleolCqNRqvT6gw6vUFvMAI6vUGr06s1OqVKI1eoJFK5sF3c2HRx2/ZdqIiC+jX76hKJBHyA9Q04k803S9OXp/C5E7jDT1ihitq+XtOaU9yWpEiAI8wpEuYUtRMQ5xQiJDmFkpxCKY4sp1A+GkVOoRJHlVMAqEejHUW+Nidf91rRJhnpJSUByEqZU4BSVYw+CllOoYxwmHDUD4ppG/+ybNuO3cit6pq6is3bKjZtPXX67J2794XtYpFYKpHKpTKFTK6QyZUymUIqU0ikcpFYKmwX3/yxuWbf/s1bthMFra6p++77tdev3yR+ceUNOJP9j57Ad2vgU3zwfilcSGnUanhbXyIWC3dXP80pas0paktSKMgpFOQUCnHacUQ4GUxdUChbUChbUCBbUCDHURBQLShQLchHqHE0o9FmQjcBMu6Y0jjqlJiJcnSeKHk4FllOoXTBKEfh2EU5hUf+83+vWfUNuqWK5uuKzds2b9m+p3LvgYNHDh6qv3zl2uUr1843Xjx4qP7AwSM7d1VurNiC3qlHVGzeVv3DPqvV2t/fPzSY4TuAkxdT4oN86LZUwO/HMMxus5tNJr1eD6bKZTLxyTNPFxQ+XVDYitO2oFBAQLigsD1JgWhBgWhBgZiAZEGBdEGBdH4S2fwC2fwCOY6CgHJ+PqCan6+an68moBkhD6F9JTSjSDaLOlLhoGSIGaK04SjQQUkXFEgIhyzCeZJHqv3Nh+u//g4+6p9O5d6anbsqgYwboDL84OGj7q7uvr6+sb6qOnmR7U/vEwpqLBYLhUIw9cNH9/V6vVajUSlV8pY7T+cXPp1f2JqkoG1+gWA07SPki+bni+bniwlIgXfzpfPzZe8mkeMoCCjfzQNUOGoczbhoxwW20c3NTUeLo8FR46jmLlQSUODI5y6Uz10om7tQNjdPNjdPNi9POi9PgiOelyeelyeal9c+L699Xn77vPwnC4qOlS5e+9cv1q2vSCmuY1FdU7dl647Vazfsq62TSKRR/MtVUErf5Iw/nN3vQo36vl53N1zyB4NBn9cHX4SymM0GvUGn1WrUavnZ87Iz5yVnzklOnxWfOiM+dUZ08nSSE6dGOH5yfMQNxyUNx8X1x8X1xyVjIK0/ll0kIw8ypCdGNGRGNMKJJEdPAg/ON504cXJP5d5Nm7auW1+xoWLLth27UTXdsnXHhootq9du2LFz97Fjx+/ff2C324PBYDQS6ezs7OnOTikdzvpX9ogFFX1lD75qgmGYw+6wWCwmoxHKqlqlUilVCgi5XC6TyaRSmVQqlUgAiVhMRCyaEKJ20eujfWxeWy8TPK6U0UCjBIMml8kUcvntW7dv377d3NzS0nLnzp279+7dl4glFovFbrNjLpfP6+vo6IhGInH8W/8DAwNvvpQOTwlNM325FL6k73a7XU6n3WYHWQ16g06ng+KqUavBWpVSpVQoFSjkcoRcJiMCp2d80Ll8WVKcGItXbv+FmaccLFg4gkKhUCiUCqVSoYRBU6tUMIw6rVan0xn0BpPRaLFYbDaby+l0u91+nw/VUfgEYH9/f1ZK6fBU+TmJoVE/y9PZ2RmNRMLhcCAQgG/ru5xOh91hs9ksFovZZAJl9Xq9Xq8HcXVarVajAWD0kcpE4AyNBZzFFBQvG0Q5Rlsy8UhPY/zMUw4TKQjAsMAogZR6vd6gNxgNRpPRaDaZLBaL1Wp12B0gqM/rCwQCoVAoGo12dnZ2d3Vn19HhKfUbUvAjZ729vbBOjcfj0UgkFAoFAgG/z+fxeDAMczmdTofDbrPbbDar1WqBMJvNJhPoazIajYYkBr0BoU8L3TiBzuiEQS+S8XnplseN9IMiHjIaBxgWGCKL2QxSWq1Wu81ut9mdDofL6cQwzOPxIEEj4UgsFkskEj3d3b29vemO/v+oacrsD7/SA792FovFoLIGg0Hw1ev1ejwet9uNYRjmcrmcTnDX6XA47A6H3QGjDypDWEeHZZwwm1OAszsRwIZxmGA76TmAWxkj5dBshEDjAMMCQwTDhblcGIa53W6Px+P1ev0+XyAQ6OjoCIfD0UgkFouhItrX1zeQ9itUb9jR4axrOjz2j5sSZYX/vTv4GgqFgsFgR0dHIBAI+P1+n8/v8/m8Pp/X5/V6QWLwGAWWEi5XRuAUpgBndyKADeMw8abS0xgrZxCOGMQDh6GAYYEhguEK+OHzUR3BYDAUCoGd0Wg0Ho8nEgkQdKSIEq6ZsuLo8FTQdDjTT0XDV3OQrD3d3eBrZ2dnUtloNBqJRMKRSDgSDodBXzAYogOPQEr4/WMBp5AInNoJ4n1RTLyp9EySbmVkdHQQAo0GDA4MVCQciUYi4GUsFovjH5Du7uru6U5W0P7+fuJFfXYdHZ4imkIgU4m/aw4LVvA1+RWI7u7ukY+aJzrxiMfjYDBENCUikRRA8YyEXyZCLx8v1f44eaYfFPGIY4SAwYGBSiQS8Kn97q5upGZvby+yM1lBp0ARRTGFNB1O+wltcNXpcLQ+fRoOhwcGBp48fqJQKEBZ9MUdcBeAoQe6MkXiRdH5MhF/1XipXojpeb3e+/fuEZ/JeJjIwhEXu5NGoq9APXn8GN6gT7eTWEQFbW1ajWasUxaPx4UCAYZh6PFkiPEaNK2uqpoza/ayJUvRMw319XNmzf7ko49frcHnhHj27Nneyso5s2a3tbYODQ7NmTX7dx9+hH9bNxn9hOgjRO8Y0TOR6O5+BebMmv3xBx8Q/Ui15KXIFEv+/Oc5s2YfOnCQKFzGIA4FcYgGBgaUCmXegpw5s2bPmTV74/r1Ge1EMf6pFAoEc2bNrq6qGh4eXrZk6ZxZsxvq61/tvI8Tr0HTr1euggOOx+PwzOL33p8zazaLRv8pzaJhgpeBoK3t2bNnoCnhlw9SGXxRDEwg+l815sya/fEHH/alxSs3mJ7bxvXr58yafevmj8QnX3jUKaP02V+WzJk1+/atW1+tWLl40XvRaDTdTjTLT1zTzRsr5sya3dLc/FPOe8Z4DZp+8tHHoOmFpqbh4WEMw+Cfc2bNJm52oampuqrqQlMTsnkizwsFAqQpvLJ/9+FHUGVdTmfDkSN7KyubGhvRQO+trGxrbW04cqSttRVMbjx/fm9lZeP589FIhPjbHq1Pn1bt2VN/+LDT4YCT53Q4qvbsaX369PatW/BgaHBIrVJV7dnTeP48OseN589X7dlz68cf018kyVcR4ZlIOALb1x8+7LA7iH9C7UAmsLap2rMHekQbOB2O+sOH6w8fjkYiQ4NDaOOhwSE4LrVKBQ/QoUUjERgZjVrd1Ni4t7Iy5ed3fvfhR3NmzW5qbHz+/HksFkNexmKxhvr66qoqompIUzgjxLMzjBepTz76WCgQwMmCBcDw8DD8s6G+Hj0zPDwM51qn1cKDlNM9luKvQdP8nFwWjY7mfZjx4RmdVjs8PByPx6G+Avk5uS/7/JxZs2HRAyPy/PnzluZmeB5g0eiYywUew/NajSYWiy1e9B6xHa1GA+fpqxUr0fNwwp49eyZoa0O7A1B1gK9WrEQrECD99KcUe5fTyaTSiAk037797NmzaDSakhi8DqHx/Jzcz/6yBMmE8lm86L1nz56lzC3EbDdt3Pjs2TOtRkN8Eh6nlMmW5mZUWVDh1Gm1xB0Xv/c+FA6kKdQjOOnoMdq+uqoKcoMzheZYYgmD7Ym9bN5YMYyvG1E7k6IpHAaIhQ4A6j9kTFyyCAWC/Jzc/JzccZ6HpL9euYo4dkRN4bWx+L33MQx7/vw57PvZX5YgTaFCgGQN9fVwHQDtP3/+HF5IX61YGYvFMJcLMtdqNKApi0aPxWLwGOmOTjaoo9VoqquqiHUILeOg2EN89pcl+Tm5MA9AR5AAHOBXK1Y+f/4cWSVoa4Pnq6uqYHfoC/KHx2gbNLeMlSH4d6GpCbZJn8qRGUggGB8YZxgiqDvja0qc9JGmsPvXK1fF43EMw2CEoQZBpzqtNh6PQ86oNSixKZPq69EUZQmZwbgsW7KUmD28NNEuyOCxnicOB/Hg0ZDBvukMj15IpbS/aeNGYvtoOKC0wAKDaMkcvHI/f/4cdiFW8U0bN8bj8XRN0S5IoxRQAimLb7S8EQoEKZ1m3CblYInljbiUTBlMYiCJMQyDY4faBoHqzitoOtYIj5UzGtXNGysmRVPIANYfc/C5HhYf6LBhVYB2gekAymTG56HKogUNPE88MdA4vBiIpIzCBNuHs9VQX08c8bEGdHh4GMMwaAHqPTFSFIEEUpKMx+NjHSBRwZROX0pT4lEj21ICbIDiUl1VBUNKPCIWjQ6T2ytoOtYIv9qoDv90TYmjhhaUKWsaKJNgFWwPRW6s5+GoFr/3Ppo+0k8M9IWusZYtWYrmFDQKY7UPL63F773f0tx8oakJJjtUUcbXFF1hzMl0/YvSBh2JCVxoavrko4/hEmGsA3wtmoL0X69cJRQI0AKRmCQs/ZctWRqPx6F3EIg4pGAMVBnUC1qTEA8/o6ZjjfCrjerwT9cUBgIygCxRNywaHb2s4YQBn3z0MSrsE3kehi/lxOi0WuJlFto35TjHah/Gbg5++QWKT0RTdOLzc3LTL0vnjJ7cUeFM6WisA3wtmsbjcXTvBV3dZjxrqHcYFuKOcwgLANQL8dIWXe9m1HSsEX61UR3+6ZrqtFo0rMQ3JFL+NDw8DOWKeG9iIs/DGhweDA8PCwUCdMCoC+K+KRuM0z5kS9w4JX/iX4nHQswnJVImd+L2KVllPMCUljN2OtZooI2hMkEOGIYRi0VKqnBFkXIg0A7xyYxjnnHQUvJPH+FXG9XhqfZm6XT89ICSlp+T+8lHH0M9I96efEtjWtN/wWhpbl62ZOknH328bMnSyXhP6M3HtKbT8RbEtKbT8RbE/wP0pfJLJf+oVAAAAABJRU5ErkJggg==&quot; style=&quot;height: 115px; width: 230px;&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold; color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Best Practices: &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold; color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Advanced Grading with Checklists&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span style=&quot;font-style: italic;&quot;&gt;By: Rebecca DeSantis, MSIT, Moodlerooms Instructional Designer&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold; color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span style=&quot;font-style: italic;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span&gt;&lt;br /&gt;Our recent Summer 2012 release of joule included two advanced grading methods: Moode core’s Rubric and our joule Checklist. If you were already using joule marking tables, they were automatically upgraded to Moodle core rubrics. If you were using the joule checklist, they were upgraded to the joule checklist. Both of these advanced grading methods allow you to evaluate performance in any classroom. Currently, instructors can only add advanced grading methods to assignments with Moodle core. However, joule users can use advanced grading methods for assignments and advanced forums!&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span&gt;&lt;br /&gt;&lt;br /&gt;A few weeks ago, I wrote abo&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span&gt;ut Moodle rubrics and included videos for creating one from scratch, creating one from a template, and how to grade with them. You can view that post to learn about more about rubrics: &lt;a href=&quot;http://www.moodlerooms.com/blog/__node/page-1/post-6381207098151494617/&quot;&gt;“How To” Videos for Creating Moodle Rubrics&lt;/a&gt;. In today’s post, I’m going to focus on checklists.&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold; color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span style=&quot;font-style: italic;&quot;&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;img style=&quot;width: 165px; height: 165px;&quot; 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HBKKDwpJ37WnsLDw3wFdXl4O8hggwkZsmc/nl5SUeLq5Thg9auTsJT1NArsN9nqaYfosxvazxP9mRRi0JHiITfAwWyJsxfZAImATnrQ2atLaKMB3ikPMVIeYqQ7kaRvI0zZSpmutGRspMzp/ZNpGyjQN+ikOGuJroyatjYINfFXEmJXhsJ4sIw2zJQ6xCQFbZT/LoD7fZR0w2BoXGJF4/Mih5KRkUmhECCmUSIIpB4eQggjE4JDQQ4cONzY2/lPQzc3NQJp18hg8Hq+hocHfx3fiqJGj51j1NEF3DUZ6mAJFxvW3wv+2hDDYJniobchwO+LI5aGj7WErHr86cuKaSMB3yvqYKQ4xUzeQp20gT99ImeFImeFImekYO2tT7KxNsbM2U2dtps7WWuAj4LMzHWPB10/vgB4zZX3M7+uAsESOXx05Fuyf9mEjl4cOtyMOtQ0ZbBP82xJCfyt8Xwtcb/PuZMQwcIgVHhuVfDLjaHJScggxNIRIApQJwSRCMAmHD46IjL506fJPq0d+BFosFhcUFCiVyk45OTaHzWZzudzYGPKU8ePGzjTpZdKNLvcwxfQyx/W1wPe3gje9YbbE4ctII5eHjoaFOHLC6kggu5PXx0xxIE/bQJm+kTLDMXaGY+ysTQhW2pwttDlbaHO30rtd4LOzN9Nmb6bO3BQ7a1Ms+A7TN1KmbaBMcSBPhnFHT1gdOW5V5NiVEaNXhI8EzoktEWyS/a2A/4frhrVBwDCboJj43edOHotnxAcRQgBiAoEYRCDig0KwOAIjPvH1q9c/Piv4EejS0lImk9ne3q6TxxCJREePHJkxccK4KQt6Gft2S7m3ObafBR54x2DTQ7Ri3OrICYgVAxPeSJm+kTJzU+ysTbC1zt1Cm7uVPm8rfZ4Tfb5T3PxtcQu+s+Y50Wdvpk7bSJm8PmbaBgow5FmbYmdtos7cFAuEZeoG8hQH2LonaKwbmDbYJDUygu+zuDu7NgiYuCIkZdfBsyeOUyg0fFAIoBwUFIIPCsHig7E4wt69+4HA/mXQLS0tRUVF7e3tEolEOyfHF/AfPXxoZmAwfuK0foauXQO/HqaYXuZY4F0AyrBcrAgbuzJ8/KqIiWuiJmmEeNoGyoyNsD7M3kyds4U2dytt7lb6fCc6AnehM2OhM2ORM2ORS8ea50SfuSl2yvqY6Rspxm5JyzB7nKOPhe25FpB4wdp357QN5FmbqXO2UGFV2UiZtpGCyPfENVHjV0WMXRk+egUsI0OWhgyygb2R7jVEP0B/c+TRjBPHjx4Nj4jE4QiAMg4fjMMHo9G4sLDIS5cuiyXfFZDuQSsUivz8fJFIpHNWwuXxykrLHNetnzB23OBFjihT3ahEy5aDBsGiTBq1PHTMivBxqyImrI6ctCZq8rroqQ4x0zaQp28kg192gHjeVvp8JzqAC7DquTD0XOL1XOL1tsfrucQvcmbM20oHymDlk7YtKiNk15VdFx7depH/pbJBqVRAEAS1qz+X1/slnJu5KXbOFvqcLbQ5m6lAVWD5doiZvD560tqoCasjx62KGLMifNTy0OF2pKG2IYNsgn+zDupnge/d1a6NA1GGgQ5oxsUL5/bt2xdEIGJxwTBoHAGLIwQEYuMTkoAT/BdA19XVlZWVKZVKxJMD+eXWtjYaJfb3sWNGzbfrAaeKtEMSTC9z2FMeZBM8BBblsDErwsetipywJmrS2ujJ62KmOoC9LnbmptjZGv2d5xS3YBtjoTNjkUv8Ipd4ve3xi1wYC7fFLdgG/hu3YFuclW+aB/V04snsC9nv3+SX13xrU3acfbSr1SqVStWuVkEQ1MTkOoYdnb2ZOs8pbt5W+tyt9NlbaDM3UYF2T91Anrw+ZtLa6AlrosatihyzInzk8rDhy0hDbImwXVt2p9eGAf3MsSG0PTevXoqPT8TgCFjNwmCDMNggLI5w8NBhJqv7tHU3oMVicV5eHlKMAWy5tbWVzebcunlLf+6c8dP1exn7dk0rg6gP6PJQ25Dhy0ij7MPGrIDlAvgV0zaQZzhSZiJW7ESf7wTrwyLn+AXb4uZupc/eTJ3nRDd2S1zsnbqGsB+XevHgleeP3n/5Wt3UzORqHywBuOBRax7wqetP8uZsoS1wjluwLW6+U9w8J/qcLfCGOcORMm0DGfgkQEaA8zd8GWLXBBA96gqInv/vq0h7D5+8fOFceEQ0GoNHKGOwQYFobAw59sWLF78KuqysrK6uTiaTaZ37tbS1tZVXVGxev37i+N9/09/WdQPsaYbpa4HrbxWk0WXEliMmrImctC56yvqYqRvIYNNDtGLBtrh5W+mzNsdO20CZsSnWxD1pBXbv1ogM4q6rZ++++1RS08rmiSQSpVIBQe2I6aq7wG3XesCXfalqnOdEBxK00JkBfpCGNRXYtYZ15LhVEWNWho9cHjZcszf2twrqa9Gdf73Iz86Lfv3a1SOHDiGIMdggDBYfiMbhcIR9+/a3tbX+HLRAIADmLBAIkHO/pqZmFouVnpo6c/LvY+ZYd00ug6ikvxV+4BIC2P2ALo9fFTFhTeTv66KmwKJMmekYC1zgGY6xUx3Ik9ZFG7klbgo7gku9lHrm/vUnuXlfa4ViMQS1w6tdDbWr1d3B1WhGx6PWfCEEQQVl9Qu2xelvj9cH+u7CWLAtbr4Tfd5W2pwttFmbYmdspEyDvZGoiWsix3foNXEISIxY4buJZYwC+5hhIpMP375xLS4u3j8AAyijMXg0Gufnj46OoTx58qRrtaou6IqKirq6OpFIpFWP0chisV+/fm1jsXj877P6GnnqSrMpuvdiXD9L/G/AX7YjjYR3PySejvp9ffTkdcDNIE/bQDZwTdgUdoR86Nbp22+ffiwpr2uWSDqyM2q1SksSVDo2q4MXRgu8fQV45Cql4tqjHD2XeEPXREPXRIMdifo7Eha5xMOm7USfs4U2axN1hmMs8EaAhmj0OnSYHQn41/0sg3ov7iLWBv4z10dcuXrj7OnTQYSQADQWUA5E4wLQ2EA07sDBwywm80egQYQiFAq5XC5Sj9HY2NTY1EiJIU8eN27EonU60tzDBN3LDNvXEv+bNWGwTfAwWyLwl0fZh420Dxu5PHTsyvCpDjHzttJN3JPdYk8ln7p/+0V+QVl9QwtbG267ttx+By7gi5itFli5XCaTSaUSiUQikcilEiaL40E9pb8j3sQ9ydg9ycgt0dA1UX97AnBdtGVkhmMsotcT1kSNWxUBfL5htsTBNrBz3csc2ynPZxyIMgr0itzzKDsrNXWnfwAmEI0LROMC0diAQKyPbwCVFvfixUsdo+4E+tu3byUlJUKhULu2qKWl5cWLl9ZmJpNm6Pc29tUJtXuaYfosxg3QSDPYRvpZ4CeuidTfHr8cs8cv/tyezMeP3n9pbGULRRK5vENtdejqyK22MmjDVWrDlckkYrFIJBKJREKBgM/nCwQCqUQilkh2nnugvyPB1CPZ1CPZxD3J2C3JcEeC/o4Eve3xi5wZC5xg1rM2UWdo9BpEjyCWgTfGJcH9rbpLhuj5T1wVevHyjWtXrhCJYYB1QCAWLP8AzOEjGSKhsHvQarW6oKCQyWRyOBykTq6hoaG2ri42hjxj8uSheo5dwxPgNQ+0JoCTJyO3JDfq2ZhDt0/eev06v5zJ4XeoLdQOQcivejeCC/PtTFalTVYul8tkUqlUIpEIBQKBQCAUCIRC8EeBWCyWaR61WsXi8jHJmfou8WaeKYC1kVuioWuCwY4Eve3xC53jtFjDLvbk9TGT1sKxDBzI2IT8Zg1HMTpK3cMwwDNy76tnj5OSU/wD0AhljVEz8vLyugfN5XJzcj7x+Xztms+Ghoa3b9/ZmJv9Psugt7GPjjr3NMP2Bfllm+D+VkGbQg9nP33/7v2fAg5TY44/EgRgtrpqqwVXrtEEqUQikUpFIhGPxwNmKxQKhUKhSCSSyWSat6DTA0HtuSU1q/D7DV0Tzb1SzDxTTDySgYwYuCbCdq3Ra+BiT91Anrw+GqRYQT5kmC1xkE3IACtCXwu87rnMIr+p6yLOX/7j+tXLeDzBzx8NbBksNAZ/+fI1bU+0A3R5eXllZSWLxeqoX66pqW9oSElMmjdz5siFq3VcOhAE9rcMGrgkuL9V0OwttKv3Xr57+ezmjRt379ytqqpCDLNb9wuB28FWLkfMViaVSsRisUgkFon4fD6Xy+XyeAKBQKJ5vscXeeRyuVqtPnXrtZlHspln8mKvVDPPZFOENaIh2+LmbaUhoeNUB1isx66KGL0ibMQy0hBbIniBvc1xPTvvij0W+eHjjrx+/jghIcnXLxCh7OeP9vNHJyYlf/v2TRe0Uqn8+PEjh8Npbm5B6perq2uKi0u2bNwwZfr8fkYe3ZjzYtwA66DBNsH9LPFmnikPnry6c+vWndt3/rjxx5MnT8AtqA64WpbbDVy5HMAVCgRCgUDA5/O4XGC/YokEwaclIT9/1ColXyAKSrts6Jq42CvV3DMFYW3omqi/I0HPJX6hM2O+U6eNERaQ1ZFjVmo8EBuw9+C6GrWeE+VO1oMrly76+gX6+aMR0L5+geERUW/fvtUF3dramp+fz2Qyte+V1Nc3nD97zszQYOxcmy7OBpzTAI7zb9YEM4/krIfPs27fvp99/+GDh5cuXioqKkLUX6XlgXUiJZVKJRKRUMjj8Xg8Hh8sPl8oFCI22+3zK6BlMhnUrvr0pXoNYb+pR7KFhrWJR7KRW6LhjgT97QmLXOIRJwQEMlNgo44ctyp8tH3YiGWkIbCrh+9tjuuhHUAYo3uZoNMzLj1+cD8iItrHNwAxZx/fgCAC8Xxmpkwm6wS6tLS0urqmublZ+15JTU0tkUCYPmXaEINtOubcywwN1Bk4zoNsgo3ck65nPbv1x42DBw5SqVRfH9/MzEy1SqVWq5WI2iKCKxaLRSIej8flcHhcLpBdgVAoFosVCoX25vcPWSsU8naV8uydt+ZeKYu9Uy28Uxd7pZp5psB+iCvwr2Gxnr2FNnMT7FkDD2TMyvCR9mHArR5gTehnge+lY9T6/huD0l++eHHwwEEPTx9AGVi0nz86MbFDPVAQBCkUisLCwra2toaGhmrNvZLKqupXr147rl8/eYZeLxN/7VCwhykaVmdrwhDbkBHLSMOXkaZsoBy4kH3v9s3AQPS6devsltkdOXJELpcrFQqZTCYBBwciEQg4WSwWONhFBPfX+f4KaLlcrlQqwdeoVUo2lx+cftnILdHSJ83CO9Xcq8MPMdiRqBEQOM0CIsbf18VM1LjVI5aRhtqGDFxC6G8Z1Nsc26nuySBg4qqwR0+eX792DY3B+/gGIKC9vP1iqfSPHz92gGaz2Tk5OU1NTTU1Hff9amvrTp44YbBg/ji9lTqVtT1MO3znobZwrnnIUiIp/dK927eio6KdnZ2XLVt2+tQpEMrzeTwuh8Nhs8EZmESjuXK5/K/C/TFouVwOfBuhUNjc3Mzn88GXQVD7+4IKe8xeE49kK5+0xd6pwOeDxXo7HKDP20qfs5k60zF2+kbKFFipIzRKTRy0JHgA8Km1t0TDgN7m2NSjl188e0YmUz08fQFlX79Abx9/Umj4jRs3gO+BgiCotqamsLCwvqFB+45UScnXmKio2dOmDTHeriPQIH8Eh4J2pFHLw8aujBhuR1odtP/U+St7d+8KDg5Go9GfcnIkEgkoFRMKhQgghUKhkP9NuN2Chvmq1EKhsLa2trKy8uvXr4WFha2trQqFQiaTyWUytVJ54MozM88UC+9UC+80c88UM9iokww6dsW4uZo0yFQH8u/rQPwSMco+bHjHltjZzzMORBn4r8enF+R92pW+28PTB1D29Qv08Q30D8Ds23cAOAUoCILKystramtramqR+36lpWVv375zdXGeNc+wr7G3Dujei3H9LWFzHgGSR6sjx62OnLaRcuaPxxfOnDp2/HhVVZVILJZKpTqaoJArlArVPwStUCiAMoBHKBSWlZUVFRZ9Lf5aWVFZWVnZ2tqqUqkAZbAvqFWKZu0uI74AACAASURBVCbHi37G2D0JERAzz2QT92Qj10TAeoEzAxyMzdwUO20DYtRwAmSoLXGQTXB/kP3o7HvM2hD97v2HzPMX/AMw3j7+GtYB7h7eaWnpDQ0NEAShFArF58LC6urqiopK5FZlaWnZ3btZSy3Mp+jb9TQJ6FY3kMzGmJXhoFhg5PKw2MM3Hz18+OrVq/b2dpVK1ZWRStle2prbyv+mUnbz2Z/yBX6hRCIR8AVsNrv0a+mnT5+Kiorq6upaWlrYbDZoIKFUKnVURSqVQmrlkz+/LA3Ytdgr1dI7FTh8ph7Jxm6JBjsS9Ld3uHqzNlOBTz1pbfSENZFjV4aPtAfZjxCgHp3STAb+I5YRT1259/Txo+BgkqeXL6Ds4xvg4elDpcV9/JgDQRBKLBa/f/++urpa++7qly/Fx4+fMFowd6yRg677bIoB2X1w5DrKPmzsSjivP2FNpD16d27h17aWJoFAIOvin6lVUB2n/PLnXU28WrWy/df5AgdcKBS2tbY1NzV//fr1U86ngoKCpsYm4LHI5XJtE+76SKVShUIukUjpx+5qG7WpR7KW+wFOHmCfeuoGMsjqIeqBJHM6pT6MAnqZoMN3ni0p/BxDjgXq4eMb4OMb4OXtRySFZ2Vltbe3o4RC4bt376qqqpF72J8/F+Tm5jHodINFesOMnVEmnfIbvcyw/SzxA60JQ5aGDF9GGr0ibNyqiIlro5DD1rvPP/G4HD6fLxKJtDc6hUIJQdDDsvN/fDmsVKp+ugcqlAqQWRYKhbU1tVWVVaWlpcVfir98+dLW1tahRR35pZ88UqkUUqsq6podww6beiRb+qQhrh6iHgsRnxoOXqInrYV9j+HLSENtiQNBPk/HyZvvvTlkb2Vpcfqu3V7efj6+/gC0t4+/fwDm1OnTKpUS1dra+ulTbmlpGdJTIC//87t37/29vRbqmw806RQQwmG3VdCgJcHD7Dp0AxQOTN9AmbI+OmrfNTaHy2az2Gw20GiAQyaTFTf9mZmf9rnxNaSGurXcjsynQsHhcCoqKr4UfSkuLq6qqqqqqmKxWEqVsr29XVugfwUxAlomk6lUygvZ7zW7Ymej3p6wCPbzNFk9h5hJ66K1okTiIE043kk95nsv9U3Ozc07deoU4AtA+/gGuHt479u3Xy6XoSoqKnJz84qLS5CeArm5eS9evtq0bs0cgyV9THy1BbqntkDbkUC6ecLqyN/XRU91IM9wpEzdQLbH7qmpb+Ry2CASAQxVSnVlWyHjqWvCc496TgWk6gCtVCpVahWo0REIBEwms6SkJOdjTvGX4vr6+ubmZg6Ho1KpdPj+PdBSqVSlVHL5QkLaZQPXBAtg1CABoh28bKXP2kyd4ajte4B8HmmwTXdO3iK/2Y7krMevH2Zn+wdgvLz9ENAent4703exWCxUcXFxfn5+UdEXpD9Gzqfc7Oz7K2ysZxot72ES2Ak0yD5bEwbbhAwHAr0qYsKaqMnrY6ZuIIOirEXOjNvPcgR8XmtLC4vJlEqlMBG5tKDx7fWig1wRU6VUA8RqtVogELS2tDY2NpZ+Lc3LzSsqKmptbRUIBEB5QOj+A4X5KV/wgxQKhVTzQJDqbX65PXaviXvSYu9UM08keEnQQ6LEzbSZcD4PjlzA6S3s5OlkqPX9Ry4nnb/5+M93bwLROC3Q/h6ePnQ6o7KyEpWTm5Ofn5+f/xn0x/jw4c8/P+acPXtuubXFNOM1OgIN8qK/aQR6lH3YuFURE9dETV4fM20Deeam2FmbqTMdY6P2XxMJ+Ww2m81m83k8WBnkCrWyXa1sB76dUqnkcrnl5eVlZWVFRUVlpWXAZ9DWkB+L+I9ZI2+kTCZramricDiIUctkMpVSkXgq29g9ydwzxRxkUN2S4ChxW9x8JBzvDBrkPbrxpo0C+pig95+7U15ciMMHe3r5AsrePv4enj6RkTG5uXmot+/e5ud/1u5b9P7Dn4cOHbKzsppkskHHg+4FJ5KChy4ljlgeOnpF2PjVEZPWRk1xiJm2kTJrU+ycLbRpGynrgg/UfGsS8PkcDofD4SBKDXAjisHhcCorK7kcLkil/thyfwpa3jnOlEqlDQ0NhYWFxcXFFeUVHA4HfFAjIIrab23boo4ZuycjETmIEhc6M+Zvi0MOBEDeY/zqyNErwkYsDx26lDhwSXA/C3wvnaOAuV7xR67VVpZGx1A8vXy9ffzB8vTyIwST3r59j3rx4kVe/mekb9GbN2/fvnufkpS01NJqvOnmzqAxvcyx/SzxAzsib+BBR09xiJmuAT1nC03fJf5i9juZVMTl8ZhtbXw+v1vzVCgVEASpVOq/xxf+JhrnWiqV8vl8Pp9fV1f3+fPnvLy86urqxsZGJpMJGrQhFg2MGlIrrz7OMXFP0gENktRzt9I13jQZgEbCloFLgkGFTadSgDme1INX66vK4xjxHp4+WqB98UEhT548QmVnZ4NOZ0hHndev36QkJtlY2Ywx1UnaYXqZ47RBj9GABsVHszZT526lL9gWN9UhhpR+WSIRs1hMcDYGXqoOI6VCxRdzRFLh3wgUQWACLvgzmcympqbKysqcnJy8vLya6hoejycQCKRSKUjNyrVSh8ijVirYXAEh7dIiF4aWTMN5j06g13UFHdTLvHNly3xvX9qJryUlu3fv1gbt5e3nH4C5f/8B6tHDR9qdzl68ePny1WtKVLSl1dLhpm460Upv847gGwa9BnY5pm+kzNaAnrWZ6hBy4EtFnUQs5PP5bBZLJBLpkpIrVErVg7Lz1awv7apuvL0f2G97e7tcLq+vr6+sqCwvLy8pKSkoKKitrdX+Kd/zr7VZQ5D6VW7p0oBdhq6JJh7JIO+BgJ69Ga6zAbEY7OGBQNwqqI9550B8vrdX7LHystKMoxnaoAHre/eyUY8ePX6n1U/u2bPnz1+8JAYFWVjajDDvBLqHCbqPOa6/VdAgOPgOG7MyfAIAvYE8w7ED9ELnuPlOcVcevFer5EwmU8Dn83g8WedAEVJDlczCzPzUFl79D6JEsDEi/rVYLK6rq/tS9KWkpKSsrKy6urqpqUkulyMS/4tOHnjkMplcoUg7+0Bve7yxJsGkiQ/ps4GHpwE9dmX4KPuwH4D2oR6vqCjPOHrMvQvo7Oxs1MOHD9907if39OkzUjDB2tp2pLk7yvj7oO2/C3qRS/zMTdTwPVc4PB6fz+ew2TwuVyKRaAOE1ND90rO3izPaVWp5F+nQVl6BQAD6jOXl5hUWFtbU1LQ0tzCZTLlcDkHQjyPvH7OWSKXtamX1txbHsCOLXBg/Bj3mp6BpJyorKzIyjrl7dJIODy/fS5cuox48ePjq9Rukn9zjx08eP35KIhCWLLH7J6AXOTNs/Hd+Lq2WSsRsNht4ILDXpVBxRayskpPHP1Jy6p9oR4lIT1GpVNrW1tbc3FxRUZGXm5f7Kbe2thacfMvlcvAe6Ij+3wAtlUplMimkVl68/8HILVF/R0JX0NN+HTT9ZHVV1bGM498D/eBFp659jx4+ekwiEJbaLB9p7vF3QTP0tycscIq7dP+dTCrhcjlcLpfL5YLsj1Kh5IqY53OTyI82lzR/BKAVSgUoegdNSstKy0pKSoqKihoaGpBcq06Jh87zU75yuVypVCpVSh3WSqWCyxP4x5+f7xT3T6TDj36ytqb6+LFOoIHjkZ2djcrOvv+sc2/E+w8ekqOi7OxWjlzsgTLG/I3NcJELw2BHwiJnBi45k8sHEs3jcblsNhu8YCDKJS05LGGrUqFUKpUsJqugoKCkpKSioqKysrKpqUmpVIJc6y9GLt2S1f67fD6/sqKyrKyMz+fLOrl6Ukiteve5wspn50Jnxt/eDP3oJ+tqa08cP+nu4a1t0Z5evvfuZaOysrK0+3xm3cvOupedGJ+weuWqSZbbtS361927RS4Mg+3xi1wYS/3TC0urZTL4nIXL5YLjV7lcplAoITWkVKhkcplCoRAKhc1NLWw2Wy6Xfy+X/YusYctVKiUSCehRVl5enpOTU1BQUFNd09bWJhaJdY1aoZDJZPSMOzMdKdqgZ2ykTAHu3Rqt9P+S4P6WQb27uHeBCWfq6ur279+PgAaU/fzR2ffvo548eaLTgfJu1r3E+Ph1q1dPteoK+nsBCxkELHO30MDFCP3t8fo7Egx3JOzNfKhSKVgsNo/H47DZPB5P3rWOQCZXK9uVKoVcIftF++36gP1TrVaLRKKWlpampqaK8oq8vLz8/PyGhgaQtpbJZMA5kXZ5oHZ1cWXDWsL+mZti/07AMssj6cRtHqslITEZgPby9vPy9vPw9MHhQ548eYJ69erVw4ePsu8/uJt1D/T5vH0na1d6+qZ162Ytce4M+pdC8PlOcQudGfrb4w1dExZsi/Omn+YLBEKxiMlk8vl8JpMpFAh0aKoUKqag+c+6hxwRU6X4a7aMRC4ioQjcCAHJk+Li4ubmZpnmTdVxq7uClslkENR+5PqL2Ztp4PKLTgjeCTQcgmtAG6NR87z3ZT7ks1vJFKq7hw+gDHbCkODQPz/8ifr48SNo8nn7zl3Qs/bmrduHDx9xcXRYZOuEMuqm2A4klUYsI43uklSavYU234m+cFucnku8wY7ERS7xyzG73+WXqtXKltY2Ho/H5XKBRGpnPyA19Lj80q0vGXKFTCH/ScZDJ20tEAjKysq+FH35+vVrZWVlRUVFa2urUqn86YFL10epVLSyuE6RGdM2kOdsASeH5Cm/klQyDOhjjj1/5zW7tQmHD3Zz90ZAu3t4R0WR8/PzUUVFRffu379zNwvpv3zjj5tnz57bsXWT6bKtPbVlSCdNuqwjTfo7AO0YO3szfGFCz4VhsCPB0DVBzyX+wKXHULsSmLNAIGC2tWlH5O1KiC/mns9LKWh80+2BgLYygANDoVDI5XDLSss+vP9QWFBYX1/f2tLK4XBAuq7rgeGvs4Yg9a3neQu2xc1wjP1ZmlQLtL7faPuwey9zq8pLA9E4d49OoKn0uKqqKlR1ddW97Pu379xF+i9fu37jwoVMX3dX6xWb+5kFaDse2ol/cK9NJ/E/azN1HuLh7Ugwck2cvy3Ok3qyrqlFLpO2tbXx+XytAwG5Uq6sZX29Wrjv5Cc6W9DSNUQE7Nrb24HyNjc1l5WV5eflFxUVtbS0gOIxhUIBjg7AX/kVyt81aoVcKBIFJl2YtDYaFB1MXh89YU3k2FVI4j9kgBVBt2J6oc8CJ1pOUXnOnx/8/NHaoN3cvdJ27mKxmKi2ttb79x/cvHUH6b985eq18+czg3HYVWs3jbDw1QbdwxTT2xzX9Shr0rroqQ4xMzZSZm2izt1Km+8E9sMEcD5k6Z369MMXCFKBAjsuh8NisYB6qJTqL03vYx5u3PeGIJVJlBqBBgeyarWax+PV1dWBnEZhQeHXkq9tbW1yTUa027T1L4L+Dm4Z1K56k1e2cFscuJuufcIyzA727XTvW8z1XInb08Zk3bh+HWyACGhXN899+/YrFHKUWCzJysr64+YtpGM76AkcS6Zsddz4u423jkwjh7NDbYnI4eyktVGT10cD9QDXrTQynWDkmjh3K33PhYcymVQoFLJYLBCUg+BFLle0K6FqVnFh41ulQglicYVCwePxSkpKCgsKS0pKqirhA0PgVPw0bf0DrHItz1oqlbLZbFBhrWPUMrmcnnFnzIpwUFmqVRjW7eFsIGqelx/jjEop3b//oJu7F0LZ08vX1w996tQZtVqNkslkDx8+unXrtnbH9osXL6em7tyxxXHeck+dmKWnWUe5wfDO5QZTN5BnOMbO3kydu5UGAnH9HQmGrokLnRlulJP1Ta1KhRxc2Oew2RxN8CKXy9tVEEjggQOn8vLywsLCurq65uZmHo8HIpdfPxboyhfou1wuFwqFfD6/ubm5sLAwNze3vLy8K2ipVApB7YXl9dZ+O0evCPt5uYFhQC9TTPrZ+0qZOJYat32Hu7ZAE0nh9+7db29vR6lUqg8fPty5m6XdFz/z4uUDBw55u263WOPayxSNMkZrq4dGpkOG2RJH2oeOXRk+YQ0IW2JA2DIH+B7ODP3t8WBLNPVIfvpnkUql4HK5wI5YTGa3BwIymUwikkglcuA5/I1jF4Qv0HeFQsFmsZubmxvqG4q/FOfk5JSWloJuW2KxuFs/TyaTQRB05NqzCWsiQQehUfahw+w0BTQWnXVDz2+UfdjTD0XVFeUhxDBXN09tgabRGZ/y8uCSsNLS0gcPHmVmXkL64p87dyHj6LEgDMbB0XmQRQDKSEumkZIwG534MGrK+phpG+D7mvOc6AucGUA9DF0TF7kwEo7fFYiEMpmMxWKB4IXL5cq6BC9KhUog4bUKvkll0q5ZvV95kHeora2trKwMVIMUFRVVlFfwNAeYco2G6PCVSqVCgUAsErI53LQz2VMdyKABkXZJWJ/FuE4FpQt9DHfEc3mCJ0+e+PoF6gh0UlIKXBIGQVBj47fbt+9kZl5G+uKfPn32zOmz5OiYHU5OE2z8UUY6Th7sTXecha+M6PA9NCEiiFwAaz2XeIeQg/VNrQqFnM3hcNhsPp/PbGvTKbKRy+WQCnpR+cfDsgtKpVL+M58aQaadb2ppaSkuLi4qKiovLy8tLa2urhYKhT9IWAPQIBvD5XAEfL5cIi78WmkbkD7Ulqjj2OmWSBsFogz8fePOQGrliROnXLa7aQu0j2/Anj37OooceTze3btZV69eP3v2/GnN9IEzZ88nJyV7ubmar/PuYdJJPXpqle1q+R4RwKjB9dg52n7e9ni97fGmnsnZbz4rFHKRWAy2RDaLpVM5BqkgvpiTmZ/6ufEV9LNjF7A3KhQKkUgE6nQLPhfk5+VXVFQ0NTW1tLSIRCJw7CvvXHoKDBmUZgsEAi6Xy+Vw+Hy+gM9ntrUx29rEAt7Hwgor39QRy0LHaPkbA7pehTMM6L0Ye+XhnyxmW3x8ojZoD0+fEGLozZs3wVQMFMidv3///ubN26dPnz11+iyYPnDixKn9+w8QsBhHJ/e+5joyrSlEX0IYahsyAikMWxP1+zr4Wj3I5M3fFrfQmaG3PR7UpsQeuamQS8USCbwlcjig8AMxarFUWNj45mxuolAq6DYWB9sauHTDZDKbm5ob6hu+FH3Jy82rqKgAyiuVShFx78pXJBKBSh2wW3C5XIFQyOFw2lpbm5ubBQKBXCqGIMXpWy9G24eOWRk+ekX4iGUg8u6uEF3fb9oGMosr+Jz/OQCN1fGgKbG0T58+dbpaUV5efv36H8CckRkPGcdPRIVHuO1wm2wXoA0advIs8AOsNXeS7cNA5KJzIj7PqSN4mbuF7kg63NjKlMllAqGwtbWVCzqt8Ply+AhR/aLqD/LDTWdz4yFI15yRo8KWlhbYrS4sLCgoqKqqEggESESOeNba/pxUc0AOLiWC29fAqWez2W2trXweVymTKiTCttbmgpKKx+8L0Ilnhywlwl0P7EiDl4b81m3V3SJfXOpFqVR65cpVp23bEcpe3n7ePv7x8YnfGr51As1isW78cfPcuQvakzSOZBxLTEzC+PnaOvrpyHQPE0xvOGXaKe8xAfh5muAFaWEA7mGbuCddefgn1K4SikQcLheoIpvFkmlOXmrZpSdyYrNKTiKxOKK83759KyosKi4uLi8vr6ioqK2tFYvFP05YA74AKDBhZlsbuHXA43LZzDYBnyeTiEUC/teyipuP3qaeuusbd9LWP3W6QzTY4cFlIVDL0d8S32dx58tCRgG9TNBP/yzhstqiYyja/oaHpw8GG3Tu3Hm5vPNlIbVa/fz5y8zMSxkZx7XnlezbfzA0OHi7u89w68DutkRQ96+5aK8plJ4M9+WIBd2RgKun5xI/3TE2bPdViUQilcl4fD6LyeRwOOAmFkDTroJkMilXxFLIFSAlBKY+fc7/XFFRAbpZgA58QJ21JQXxImQymQBcTeRy+Xw+XyBobWlpbW5ms1hikVAk4Al4HC6X29Tc+i636MCFe5jEM6uwu/Vd6JPWRo2yDx+zMmLcqshxmsLG79b6m6BRC7yXY/ewuYJPHz+6eXh7evlq74REUng319+Ak3fhQuaxYye055UcOHiYSqViAwIM1wWiDDuD1grHh9oSgVKP1fRAmaoRkNmbqfPg+IUxewttffCBwvJatVohEAqBcbGYTC6XK9WU6CkVKpVCjfzKg7IQoLzgGp0OX6DFYrEY6WPGZDLB5sZms1taWlpaWiQioVwqEnBZjY1NJRW1d59+oOy/4kjab+aRNN+JNn0DefL6GLh7YUeng45oELkR3sl9Ng7soed75NoLqF25e89+bXMGoOPjE4Fjpwuaz+ffuHHj2PETHVNhDhzat//gzvRdpCC8swd6sCX6u37e0hDY/VgRPn51JCiXBoEiLCBOcQu2xS1wZszZQrt4/x3UrpRIJSw2m8PhAAHh8XjdVzMpFAplNzkNYMIikQhcV+YLBGA4FJDd1tbW5qYmoVCglEvFAm5FVc2zDwUZVx8HJZ+xD0wHvZnmbAWN3uizN1NnaV9R1rpOMUyjzn27Xnyb57XQmVH9ra2muhKNwWtvg55evgGB2MtXrii6vaIMQdCHDx9OnzkHEGvP3qHEkENwGEMHLGhrrf3zeptj+1t26ocyVuPqwQKCbIxb6Qu2MaZtJEftv8YXCGRyGV8gAB0hQVav22qmbh+JRMLjcnlcLlDe5uZmJpPJ5XJ5XG5rSwuPy5FJJQIet6i49PqDN0nHb3vEHrP2SZnnRJ/rRF/oHN/RuENz6X6G9qX71RFjV4aP0nSjGbiE0N8S31unk4RRQA99v/gTWRAEHTmS4ermqa0b7h7esVR6QUGBNttOoFtaWi9fvrJPi/Ku3Xt37d6blJwaQQx298UPssR0MWrtq3DwrtjhgWiaKM3S9PaZs4W2LCC9uKJOpVRIgDJoXL2uJy+I5SKRBRAEcKAOHDJmW5tAwOewmVw2i8Nht7S1fcwvPnr5QVDK+Y3EA1beyQu2xc3fFqe/PdHAVXMF3EWLsqamALnECdq0AZeu48qbThuJBd6zt1Bb2Pzy8jIsjqCtG55evl7e/keOZog7j4LqBFqhUDx//vzkqTO79+wDtpy+a8/O9D0703fHkilhwQQTR7yu+2GK7m2O7WeJCAjo1djhgUxxiJkOnwlQ52yhzd1Cn+kY+8eTjwqFXCyR8Ph8xKHWNuqu4gv6DvEFAg6b/e3bt+bmZqFQIBYKBFx2W2trZW3D47e5O0/e8ow9bo/ZY+aRrL89Xm97gsGORCO3jkuyOpRng1uFmvaDGmnuJBr9gDmbdjJnlFHA/svPIAg6ceKky3Y3Ty8/bfc5hhz76tUrqPOj2+qntrY28+IlMHgHmb2TtnNXYlJydHi4PyZk6BJsF9YYkP0YuCR48FLicO1WP5p2jdNAF8HN1DlbaDM2xganXeQJBDKZVCQWt7a1CYVCkKQGaSaFQiEWiYQCAegb0dTU1NbWxuVyW1tbGxsbuRyOXCaViYUtTY05hWVX7r+JPXh1W/hBc89kQ9dEI7ckI7ckE/dkE/ckE/dkI7ckQ9dEA1edVj9xwJZnarf6WRul8TTChi8jDYFduu5a/Sz0sfBOFUsVpaVfsbggnbyot0/AgQOHftLqB4IgmUx27152xrETaTt3d5ojlbKTRqVHR4St2hHSVakRARm4JHiodvOq1RETNc2rpgMN2RQ7fSPF0ie1rKZBpZTL5TKRSMjn84BFg5oEsEO2trZ+q68Hl5mbm5rYzDaJSCgRC799+/bsXd6Ry4+JaRfWEfYYuyUucok3cksCzWZAAa6Je5KxWyK4AgQSAN00r3KkTNduXrUaNGXTNBtcEjzAKki3st8EjTLw72+OzX5TBLWrDh48rB1zwyeE0eSXL1+quvQp7aYdW2Vl1enTZ9N37QWUtedIUWPIEWERc9cGoQwCO/14zXXaAVZBg2yCwX0AUMo0bhVgDXeumrGRMn0DZd5W2q2nf6oUsvpvTdcevH34OlcsErGYTKFAwOFw6mprGxsbORwOi9nG5bAkIoFAIKisrrv3/EPCsZs7Yo7ZBe403BG/wJlh4Jpo6p5s1okv3EEJaTaj3Y5t7hYa7GN0tAjraMcGkkea9plBfS1wup6GcSBqrhc25SIEQR/ev/fw8tHO1Xl6+fr6B+7bf4DZxZy7B61QKB48eHDo0JHU1J3ac6QSEpPpdEYcOcYPHzHYCosyDOxGrEGDQRvgWcNdX8evjpi4tqPB4LQNlBmOFGzSuWPXnziEHJjpGOtDOyWTSphtbXW1tS0tLQI+TyzgifgcJotd+LXq+v3XEbsz1wbttfBKMdwRv9CZob8jwdg9ycQjWSMRScZuHYgNdiQghgwQz9/W0WAQtOPtoKy58D3aPmzEMrgQCWnvoztXZJ6X4fb4miaWRCSIjIzZ4eqhbc4enj5h4VHPnv1yg0EIghoaGk6fOpOalq5NmZGQxIhPpFFpCTTKeq+wXsZolJEOaxCXB4GWmYD1yI4Ou1GT1kZP1rQZBA2Hp22kTF5PtvBK/rOgTK1SSsVCsYD7rbH5VU7RkSuPMAmnlvqlLdjGWOgcp+cSDw4hgQp3LNBwrYNvgp6LxoFzZoAejnO3dvRf62iZCXa/1XD1InAzBtsED7Am9LPscsHNBI3S8xtkFZT1uhCCoFOnz+q4dCC5ceDgoe9NWOgedHu7+s2bN4cPHwVDpJCZaGDCURyVFkelGm8mogwDdcXaFAMa+WuawBKHLyONsg8FGjIBDtCjQbdzEDrO3ESdvD465eRdDpuV/eJTfMbN7VFHLDwTZ2ykzNxEXbCNobc9HpzUdL9AC8Ht8XouDD0XxiJnuJfpfCf6PCf63C20OVuosCHrNIEFTQWBLoNe0qAJrCVe93abCRplGIDS948/cQ+CoLdv3nh6+WnvgfBhCo2Rn5/fLc/vgoYgiM/nXbp0OTUtPY6RCGaidcyRotITGXFR0A6qNwAADjxJREFUZNrklQQdAdGE5tiOVrA6bY01MjJ5fQwI00HFprlnkkPwPoPtcVMdYiavJ8/aTOu2pzHcfNcFbs64CJB1hlUYbkO6lT4XjvpooIs06JQ+1SEGNO2eqIlKRq/QapMJ2zK+tzlWl7JRIGqB99bIYyqVura2lkgK1xENdw9vLI5w+fJluVz+l0FDEFTy9evxE6fiGAlxjEQw4g+Z1kWj0dOTEgjhtBE2eJR+QFfWfRbj+lkGwXoNtypFWEeCWRST10WDLv6ayquoqRvgMHLuVpqmSzddu0v3QmcY/ULnjg/O19gvgni2pit9RzN6B/JkuA191HhNVAL6oiONX+F+/12bRy/wNnZLqm/hqhSytLR0HU/D08vX08svfdfuH48b+hFouVz+9OnT/QcP0egMOj1eZ1oXgx63KyXZO5g2pMvGiDJB9zRF94ZbHIPeg8RhdqQRy0KRXtLjgWqvi568LmbK+pipDnBfdFAipGmNrtt3fp7W6rb7PPCOgRaDEsUp62OAIk9YA89WQER5mB1pyFI4/Otnge9tjuvZdarWPK/pGyl5pfVqlfL06bMu2910pNndw5tMob19+/bHc0J+MkyBw+FcuXI1OSWNSo2LBdO6KMgcqdh4Rvz+3TvdCdS+ZpiurJFhCsC/Hrw0ZKgtEZERWLXXwNYNt6HXNC+dsRGepDBTM0lh9ncWsNyZWvMUwHeY6hCDtJufuDZqgsaHG70ibKQ9MGTQ4B/25LpvhL7AZ/yy0KcfSyEIuns3y93dW9ufA5SDCMTMzEzJPxmmAJ7y8vKMjGM0OgOhHEOmgjlS0TGU5MTEA3t2b0ZTe5tiUIa6GtLDFN3LDNN3Ma6/ZZBWv/9O40GQ8TaTOsavwINXpmkmWMCDQRzBAuMS4BkV8IQQGC4ZEWLtjv7jQKN5+07Db0Bf//6WQX3hyTddbHmhz7gVYffeFEEQ9OjxE1+/QJ0NEBy/HjhwqLm56acYfw66vb39/fv3Bw4ejo6JRSbPITPRoqLJaSkpB/ftc8LS+5l1wxqlGXjTzxI/QDPBYqgtcbgdSTPwJnzMyvCxsJh0GDg87UYDHQy5maa1pmrNXgH6AFr4awYNaSFeAWvFcDvEkAkDrIL6/WDgzTyvkctIwJl7/Pixj29A14yzh6dPQmIy0nXun4KGIEgulz969Hjnzt0RkTHIfL/IKHJEZEx4RFREVEx6WmrGoYO+oYlDrLvZG1GaKVl9FuP6W+I1g95Chi4FuOERWfB8oZURwBEE0Ceuieo6vKnrIKeJWlOcxq2KAHzHrECG3IQOtyMNXUocbIMYMjKgrOsIp0DUAu+5GykP3hdDEPTkyVMf3wAdW0bOXl926ar7j0BDEMTn8/+4eSspKRVYMZjvB2aikcIiIiKj03emnTmegY9JG2tHQBnoHuYCGekYSmYV9Js1ARHuYXbwiJZR9vBQsrErw8euCgfIuo4j6zqaDIarmUUx2j5slH0oPGzFjojI8W/WhP7w5CZsT7PuBkoaBqAWeBu7JhRVNUIQ9Pjxk24pu3t4h4VH3cnKQo4E/zXQEAS1MdsuXboUx0gIj4hGKIeFR4aGRRBJ4aFhEakpKWdOHqen7J+/IQJlENB1e0Rp+k2DSZzAugcugTv1wsQ7xpSFjrIPG22vO2Bv7MrwsZo/dAzbsw8bZR82Ckw4hGcbgjF7IYNsggciVozMIuuqFSZolJ4fSs/PKSKjkcmHIOjO3Sxfv0AdxdBU1IVduXLlp9OE/iZoCIKqqqpOnjxFiaWHhkUik+fATLQQYigpNDwpMensyRMHDx+z9YjtbYxGGXQjI8DR7mmG7WOO62cJTz39TdMYeQhs48jUSFLHmEh7eG4hsjrGR2rNjhxqSxyyNGTwUtg7HmBF6G8V1M8S38ccB4+j7fpPMkaj5nsNssSTD96SKVRKuez8hYtu7l7dKkZwSOj58xeYzP9scCR4qqurT506HUOhEklhyHw/IimcSAoLJoYSgkk0atzp48cvnD/nH50+yjYYtcgPZdyNaSPWDbQbmTOrbeNg1manIah2WktrICoyDXWQjWYErVUQ8I77aib+fnfItYE/aq6n4Y6E60/zIAhqbmpKS0t3dnHT8eQQypmZmX9pZOTfBA1BUFVV5alTp6NjYkOIYch8PzATjRBMwuODo6JiDh869MfVy8l7j1m6xqKMA1EGAd/FbYruaYbR6AmurwUe+CcDrAm/WROAlHca66u9NPN9wVeC+b79LPF9NXOVe5l9R4vh2DoAtdCnrzkOk3KxroUDQdD7d+/DwqNctrvrRCVAMYKDQy9fvsxidZMF/U9AQxBUXV19/PgJMoUWHBKKUIZnohGIOBwhJCQ0JSn12sULly9fCaIdmLSShDIIQOn7fw83TNwUg0DX5t4xqNpKa2kNre6rNbG6lzkyI/w7fAHiBT49DP0tvVKApywRCc+cOeft469d4KxNOYQYdvHiRdZ35tn8V6AB6/PnL1BpDHxQiDZlMK0LhwvG4ghR0eQTxzJu37hx7sIVF+LO0ctCUPp+KD3/775+ragSTF/vqZm+DuauA5TwMsf10cxg76k1g/0n39w4EDXPC6XvP2dTbNrZhxK5EoLUH96/p8TSXd08u4qyp5evm7tXeERU5sWLf1WX/x3QECgku3kzjpGADwoOIhAJwSRkJhqYP4fG4HE4QlJC8sXz5x/dv3f09OVNQakTV5BQi/xQej+y7s4LAwS9hwm6h6nWMkH30PqCn/FFo4wCUfO9UfO9DLfFMY7fbWHzIQiqqCg7fCTD08t3h6tHV7nw8PTx8PShUGh37twVdT7V/p+ChiBIKBQ+efIkNTUdqDNeayYamCOFxuADAjBEUlha2s4/rl599vjhsXNX/SkH526MBklelEEAykg3r/2vLeNAlGEASt8PtcgXZYK28du59+KTqm9tEAQ1NX47c/Y8Bhvk7OLadd8DlH18AxISk1+9eiWT/aq//F+BhiBIoVB8/Jize/fe8IhoDDYIUMZpTevCYIMCArF+/uiQkNC0tJ1Zt26+fPbk5p37SYcurApMGWEX0tsUg9L3Ry3yRRn465za/M1lFIDS80Mt8Ebp+/UxxYxfHRGYeO7+2yImRwBByvq6mjNnz4G0clc3GcgFyBbt27e/sKjoF2O//xw0eKqrqy9evESjMzDYIEznaV1gwlFgIBZ0wScQiCkpaTeuXnn2+OHLly/vZD+h7r2w3D95xtrIoUuDUYYBqLleqIU+KD0/lOF3fZUuZAPht2qeF2quJ8owYOQy0sJtcR6xJ87eeVPXzJbKpHwOq6jg88FDh9EYvJu7V7daAfY9Ty8/MoV68eLFpqafZ4t+8fnXQEMQxOfznz9/vmvXbiIpPCAQp00ZDc/ewQUEwrMG/AMwFErssYyMWzdvvnn1srgw/8WrN4fP3cYnnlyP22XqypjuEP2bdRBK3x812xM13/u7a64XaqY7yihwuB1x7haqbcBOV/LxuIzbWS/zuDwBBLWzWczP+fnXrl2nxzE8PL13uHq6d6781PGUcThC2s5db9++/UuB30+ffxM0BEFqtbqiovzs+fNUGh2DDQJw0VoTjpDZO37+aNA0BIcPptHi9u87cO3qtTcvX1R8LSov+fL63cdbD14eu5y98+RNxqGrgfGnPCgZ3rHHfKjH3WIyfGgn/OJOgRW2+3L66awTN57feZbz4XNpfWOzUi6B1PLG+rrnz56fOnUmITE5IBDrtG171+NUnVSct48/lRZ39erV+vq6f0UutJ9/GTR4hELh27dvDxw4FBlFxmDwYBiMNmXtkSWgz7KHpy8agyeSwigU2sEDB69eufL00aPCvJyq0i/1VWWlJcVfS0rKy0orKsrLysurK6tqa2rqa2vr6+qam74JOG3ctpamhtq8Tzl3797NyDgex0gIDYvw80c7u7i6bHfTLvXsVo59/dChYZH7Dxz8/PnzP9/3un3+E9DgaWlpefDgQfquPTFkqn8A2sc3QAc0MuMBiAkwcA9PH29ff/DeoDG40NAIGj0+OTnlyOEjGUczMv5fc2f3kzYUhvG/c9CP0w8GBrQKRLNSUMLkQxlT8GK0OHRJ6VwcSySOG1lpxIRA9I6ECyYhgYabSeJCRpSPXZytEQJkcUP25Lno7fvryXva9PR53/BRnuejgsALMSEmCLGt7eCG27NitRtNZhhIjmLEMx2q02NT+ELrEQAI2m5f2w1HFEV53CvfH2qGoAeDQb/fr9frZ2dfgq9CLMvBaFR6GLE2fUBLbCcpw4PvnhSkj+EkipMoBk0Mm0RQAK8xnJzUH0ZWMQ6oFyzn8wUymUyz2Zwph8GsQUN1u11VbWQymVDotYNzmRbMcNbAMF+N8qgfBkGN9XSsI40YEDRtMDk4VySyd36eG3t8axZ6CtBQvV6v1WoVCoXDw3eel16bfc1sYUjKiAP69wCCMZRhZu2jKeOAQjESwQhA0EaTmVm2eb1+URQvr65uv9/+8x1vip4OtKZO58f19ddsNhuPH2y4PazDtcRYSeo5gv566vpLynDlIijQ6XFAGBjGyjqcLpd7/21clpVarXZ3N/GYy+w0B9Ca4NiU3MVFIiEFAlv+wDbrcC4urcANDfZleDwFEPQksjigMEBhOIliBIISegQnSAPDWDnn+qbXHwyGkslP+XweznedY7HzBK2p0+nc3HyrVCq5XC6ZTEZ5IRze2/T6Oee6zb5qWVyGMeM4oDBcM7wNtGnBYrEwVtuqg3N5ff6dnV0+tn9yksrn89VqFf5lP+/6BoP/BPSIYN6/2miUSqVisSjLcjqdTqVSR0cfJEkSxYQoJiTp/fHxx9PTz+l0WpGVYvGyXC6rqtput7v39/OuYIx+AmXvHdxyPlUrAAAAAElFTkSuQmCC&quot; alt=&quot;&quot; /&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;font-weight: bold; color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span style=&quot;font-style: italic;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span&gt;Creating Checklists&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span&gt;&lt;br /&gt;Like rubrics, you can create checklists from scratch or by using a predefined template, and you can grade within the checklist itself. Also, the process for creating one and grading is very similar. The checklist method allows instructors to identify items (i.e., criteria) and correlate point values to each. The maximum value of the checklist is equal to the sum of all items. Watch this video to learn how to create a checklist in joule.&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold; color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span style=&quot;font-style: italic;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span&gt;&lt;br /&gt;&lt;iframe src=&quot;http://www.youtube.com/embed/TO4W80coutc?rel=0&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;338&quot; width=&quot;600&quot;&gt;&lt;/iframe&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold; color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span style=&quot;font-style: italic;&quot;&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span&gt;When an instructor grades activities using a checklist, they award students with either all or no points for each item. Students will be able to view the checklist after an activity is graded, but they may also view it before completing activities if instructors allow for it. To do this, instructors must check the “Allow users to preview checklist used in the module” settings within the checklist options area when creating it. We recommend that you enable this setting so that students are aware of how they will be evaluated before completing activities. We also recommend that instructors grade using the new joule Grader to save time in grading. To learn about the joule Grader, visit the blog post &lt;a href=&quot;http://www.moodlerooms.com/blog/__node/page-1/post-5251613100419351585/&quot;&gt;“Spend Less Time Grading with joule Grader”.&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold; color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span style=&quot;font-style: italic;&quot;&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span&gt;I hope you are enjoying the new features in our latest release. They sure are exciting and can save you time! Don’t forget to check out our &lt;a href=&quot;http://www.moodlerooms.com/lms-solutions/services/training/&quot;&gt;Moodlerooms’ training offerings&lt;/a&gt;, which have been updated to include all of these great new features.&lt;br /&gt;&lt;br /&gt;~Rebecca&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold; color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span style=&quot;font-style: italic;&quot;&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;script type=&quot;text/javascript&quot;&gt;var switchTo5x=true;&lt;/script&gt;&lt;script type=&quot;text/javascript&quot; src=&quot;http://w.sharethis.com/button/buttons.js&quot;&gt;&lt;/script&gt;&lt;script type=&quot;text/javascript&quot;&gt;stLight.options({publisher:&#39;45baf54f-7686-45e4-83c2-3e3f0aee4825&#39;});&lt;/script&gt;</description><link>http://moodlerooms-blog.blogspot.com/2012/07/best-practices-advanced-grading-with.html</link><author>noreply@blogger.com (Anonymous)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://img.youtube.com/vi/TO4W80coutc/default.jpg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5174895483111250396.post-3967200641100172555</guid><pubDate>Mon, 16 Jul 2012 16:41:00 +0000</pubDate><atom:updated>2012-07-16T13:02:22.772-04:00</atom:updated><title>Best Practices: Increasing Usability with joule’s Advanced Forums</title><description>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;a style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;                                       &lt;img alt=&quot;&quot; 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&quot; style=&quot;height: 115px; width: 230px;&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold; color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Increasing Usability with joule’s Advanced Forums&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span style=&quot;font-style: italic;&quot;&gt;By: Laura Lea Rand, M.Ed., Moodlerooms Instructional Designer and Trainer&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold; color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span style=&quot;font-style: italic;&quot;&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span&gt;The use of forums for communication, content delivery, and collaboration are one of the highlights of online learning. &lt;a href=&quot;www.moodlerooms.com&quot;&gt;Moodlerooms&lt;/a&gt; has taken the Moodle core forum module and enhanced it, bringing more control and flexibility to the teacher and student, with a module called Advanced forums. &lt;/span&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span&gt;With &lt;a href=&quot;http://manuals.moodlerooms.com/display/JOULE2/Administrator+Manual#AdministratorManual-AdvancedForum&quot;&gt;Advanced forums&lt;/a&gt;, teachers and students feel empowered to find the posts they want to read quickly, saving valuable time in viewing and responding to posts. Teachers feel confident that the grade they are assigning a student is correct because they can view all of the student&#39;s posts in one screen while grading. Students and teachers alike enjoy an increased ease of use with quick, simple views into the forums and their discussions. &lt;/span&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span&gt;Some of the key features of joule’s Advanced forums include the ability to:&lt;/span&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span&gt;Keep up with what’s important to you with the ability to subscribe to only certain discussions within a forum. &lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span&gt;Sort posts by the post date, creation date, first name, last name, or the number of replies. Then control the order of that sort in either ascending or descending fashion.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span&gt;Mark posts that enhance and extend the discussion as “Substantive.”&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span&gt;Bookmark posts that you need to return to later, or that you may want to draw other students attention to in an instructor reply. &lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span&gt;Collect sensitive data from course participants by enabling anonymous posting, while retaining the ability to grade those posts.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span&gt;Grade Advanced forums with Advanced grading methods, like core Moodle Rubrics, or joule Checklists. &lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span&gt;Use the &lt;a href=&quot;http://www.moodlerooms.com/blog/__node/page-1/post-5251613100419351585/&quot;&gt;joule Grader&lt;/a&gt; to quickly and easily grade Advanced forums.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;span style=&quot;color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span style=&quot;font-style: italic;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span&gt;Check out these three videos to see Advanced forums in action!&lt;/span&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;An Overview of Advanced Forums&lt;/span&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;&lt;iframe src=&quot;http://www.youtube.com/embed/kKTjqLrHK1o&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;315&quot; width=&quot;560&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Creating Advanced Forums&lt;/span&gt;&lt;br /&gt;&lt;iframe src=&quot;http://www.youtube.com/embed/kKTjqLrHK1o&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;315&quot; width=&quot;560&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Grading Advanced Forums with the joule Grader&lt;/span&gt;&lt;br /&gt;&lt;iframe src=&quot;http://www.youtube.com/embed/sxpPEkCd45U&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;315&quot; width=&quot;560&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Thanks for reading and watching!&lt;br /&gt;&lt;br /&gt;Best,&lt;br /&gt;&lt;br /&gt;- Laura Lea&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold; color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span style=&quot;font-style: italic;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;script type=&quot;text/javascript&quot;&gt;var switchTo5x=true;&lt;/script&gt;&lt;script type=&quot;text/javascript&quot; src=&quot;http://w.sharethis.com/button/buttons.js&quot;&gt;&lt;/script&gt;&lt;script type=&quot;text/javascript&quot;&gt;stLight.options({publisher:&#39;45baf54f-7686-45e4-83c2-3e3f0aee4825&#39;});&lt;/script&gt;</description><link>http://moodlerooms-blog.blogspot.com/2012/07/best-practices-increasing-usability.html</link><author>noreply@blogger.com (Anonymous)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://img.youtube.com/vi/kKTjqLrHK1o/default.jpg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5174895483111250396.post-5237859907671105753</guid><pubDate>Tue, 10 Jul 2012 20:16:00 +0000</pubDate><atom:updated>2012-07-11T08:38:44.311-04:00</atom:updated><title>5 Ways Open-Source Learning Management Can Benefit Your Institution</title><description>&lt;div style=&quot;text-align: center;&quot;&gt;&lt;img style=&quot;width: 205px; height: 187px;&quot; src=&quot;http://www.wpclipart.com/sign_language/thumbs_up_large.png&quot; alt=&quot;thumbs up large&quot; /&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;The &lt;a href=&quot;http://www.moot-us.com/home&quot;&gt;West Coast Moodle Moot&lt;/a&gt; only a few weeks away! Year after year, the thing we love most about the event is hearing clients share how they&#39;re using joule and Moodle in unique ways and how their institutions benefiting from it.&lt;br /&gt;&lt;br /&gt;If you&#39;re &lt;a href=&quot;http://www.moot-us.com/home/register/&quot;&gt;attending&lt;/a&gt; and would like to get in touch with us during the event, email us at feedback@moodlerooms.com. In the meantime, take a quick look at some of the benefits that we&#39;ve heard from clients over the years at the Moot and at other events.&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;1. Cost Efficiency:&lt;/span&gt; In the fall of 2009, Clark College in Washington decided to reevaluate their LMS situation because of rising costs, and formed an e-learning committee to research their options and make a recommendation.  Ultimately, the amount of features and instructional tools available with joule made the decision an easy one for them. &lt;a href=&quot;http://page.moodlerooms.com/l/1662/2012-06-19/2mlgrl/1662/142257/ClarkCollege_CaseStudy_06182012.pdf&quot;&gt;Read more&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;2. Faculty Buy-In:&lt;/span&gt; Online learning solutions speak the language of students who have grown up in the digital age. But the ingenuity of joule does not mean that usability is sacrificed. While a robust tool, joule remains very user-friendly, which benefits some instructors that are less familiar with e-Learning. When Keystone College migrated over to joule in May 2011, faculty buy-in spread so quickly that 95% of the College’s staff had fully transitioned to joule before the beginning of fall semester. &lt;a href=&quot;http://page.moodlerooms.com/l/1662/2012-02-02/2hvt18/1662/133217/Keystone_CaseStudy_02022012.pdf&quot;&gt;Read more&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;3. Flexibility means Sustainability:&lt;/span&gt; Technology evolves so fast, if a program or tool cannot adapt, it is quickly considered obsolete.  Flexibility in software means the product can be customized to fit the users’ changing needs, which keeps it relevant and up to date over time. Louisiana State University, who made the switch to Moodlerooms in 2005, has been able to grow while their LMS evolves to serve their growing needs. &lt;a href=&quot;http://page.moodlerooms.com/l/1662/2010-08-23/I51H5/1662/89351/LSUCaseStudy_8310.pdf&quot;&gt;Read more&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;4. Deeper Focus on Learning:&lt;/span&gt; Some LMS solutions are not much more than a content management system. In addition to simply storing and transporting files, Moodlerooms and joule have a real commitment to e-learning – as was the case with Linn-Benton Community College In 2008, the school’s administration needed an LMS with a flexible interface and integration of learning tools that demonstrated clear instructional value. joule was able to fulfill these needs among others. &lt;a href=&quot;http://page.moodlerooms.com/l/1662/2011-02-21/JVAY7/1662/104181/LinnBentonCC.pdf&quot;&gt;Read more&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;5. Deeper Focus on Teaching:&lt;/span&gt; With a diverse and growing set of tools allowing instructors to better deliver their message to students, joule&#39;s interface and its superior course design allows teachers to better construct their message. Moodlerooms doesn’t try to replace your tools and thoughts on designing lessons; it integrates with and improves on what you have. After getting a taste of joule in an extensive pilot program, Clackamas Community College made the switch in 2009 to meet the school’s instructional design needs. &lt;a href=&quot;http://page.moodlerooms.com/l/1662/2011-03-07/JYYVN/1662/106041/ClackamasCC_3411.pdf&quot;&gt;Read more&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Here&#39;s looking forward to some new stories of success.&lt;br /&gt;&lt;br /&gt;See you at the Moot!&lt;br /&gt;&lt;br /&gt;- &lt;span style=&quot;font-style: italic;&quot;&gt;Brad&lt;/span&gt;&lt;br /&gt;&lt;span class=&quot;st_twitter&quot;&gt;&lt;/span&gt;&lt;span class=&quot;st_facebook&quot;&gt;&lt;/span&gt;&lt;span class=&quot;st_linkedin&quot;&gt;&lt;/span&gt;&lt;span class=&quot;st_stumbleupon&quot;&gt;&lt;/span&gt;&lt;span class=&quot;st_reddit&quot;&gt;&lt;/span&gt;&lt;span class=&quot;st_delicious&quot;&gt;&lt;/span&gt;&lt;span class=&quot;st_digg&quot;&gt;&lt;/span&gt;&lt;span class=&quot;st_diigo&quot;&gt;&lt;/span&gt;&lt;span class=&quot;st_yahoo&quot;&gt;&lt;/span&gt;&lt;span class=&quot;st_gbuzz&quot;&gt;&lt;/span&gt;&lt;span class=&quot;st_email&quot;&gt;&lt;/span&gt;&lt;span class=&quot;st_sharethis&quot;&gt;&lt;/span&gt;&lt;script type=&quot;text/javascript&quot;&gt;var switchTo5x=true;&lt;/script&gt;&lt;script type=&quot;text/javascript&quot; src=&quot;http://w.sharethis.com/button/buttons.js&quot;&gt;&lt;/script&gt;&lt;script type=&quot;text/javascript&quot;&gt;stLight.options({publisher:&#39;45baf54f-7686-45e4-83c2-3e3f0aee4825&#39;});&lt;/script&gt;</description><link>http://moodlerooms-blog.blogspot.com/2012/07/5-ways-open-source-learning-management.html</link><author>noreply@blogger.com (Anonymous)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5174895483111250396.post-5251613100419351585</guid><pubDate>Mon, 09 Jul 2012 16:15:00 +0000</pubDate><atom:updated>2012-07-09T12:24:48.242-04:00</atom:updated><title>Best Practices: Spend Less Time Grading with joule Grader</title><description>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;a style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;                                       &lt;img alt=&quot;&quot; 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&quot; style=&quot;height: 115px; width: 230px;&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold; color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Best Practices: &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold; color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Spend Less Time Grading with joule Grader&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span style=&quot;font-style: italic;&quot;&gt;By: Rebecca DeSantis, MSIT, Moodlerooms Instructional Designer&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold; color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span style=&quot;font-style: italic;&quot;&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span&gt;A few weeks ago, we launched our joule Summer 2012 Release. Within that release, we made a great new feature available, called &quot;joule Grader.&quot; If you are an instructor, you will fall in love this powerful, new grading tool!&lt;br /&gt;&lt;br /&gt;Accessing joule Grader is simple! Just navigate to Settings &amp;gt; Course administration &amp;gt; joule Grader. Take a look at some key features of joule Grader:&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span&gt;View submissions inline and score the activity all on the same page. There is no need to download files when using the recommended formats.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span&gt;Communicate with students in an open dialog by using the comments feature.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span&gt;Post comments and view ones made by students all in the same interface.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span&gt;Students can access joule Grader to view graded assignments and comments from teachers.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span&gt;Speed up the grading process by filtering for only activities that require grading.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span&gt;Jump quickly to a specific assignment and/or student by using simple drop-down menus.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span&gt;Enter grades for students one after the other, without having to navigate to different pages. Just view the submission, enter a grade, and click the Save and Next button.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span&gt;Grade activities using advanced grading methods, including Moodle Rubrics and our joule Checklist method.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span&gt;Use advanced grading methods with Advanced Forums (Moodlerooms’ enhanced Moodle forums) so that you can use joule Grader to grade forums. When you grade this activity with joule Grader, all student interactions are filter on one page to ease grading. &lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;span style=&quot;color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span&gt;&lt;br /&gt;Check out this video to view a demonstration of joule Grader for grading assignments and advanced forums.&lt;br /&gt;&lt;br /&gt;&lt;iframe src=&quot;http://www.youtube.com/embed/IFViQuBo6Ys&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;338&quot; width=&quot;600&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;Thanks for reading and watching!&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;~Rebecca&lt;/span&gt;&lt;br style=&quot;font-style: italic;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold; color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span style=&quot;font-style: italic;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;script type=&quot;text/javascript&quot;&gt;var switchTo5x=true;&lt;/script&gt;&lt;script type=&quot;text/javascript&quot; src=&quot;http://w.sharethis.com/button/buttons.js&quot;&gt;&lt;/script&gt;&lt;script type=&quot;text/javascript&quot;&gt;stLight.options({publisher:&#39;45baf54f-7686-45e4-83c2-3e3f0aee4825&#39;});&lt;/script&gt;</description><link>http://moodlerooms-blog.blogspot.com/2012/07/best-practices-joule-grader-spend-less.html</link><author>noreply@blogger.com (Anonymous)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://img.youtube.com/vi/IFViQuBo6Ys/default.jpg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5174895483111250396.post-4639162968872063017</guid><pubDate>Tue, 03 Jul 2012 19:06:00 +0000</pubDate><atom:updated>2012-07-03T15:31:33.893-04:00</atom:updated><title>More on this Week&#39;s Flexpage Contribution</title><description>&lt;div style=&quot;text-align: center;&quot;&gt;&lt;img style=&quot;width: 379px; height: 246px;&quot; 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&quot; alt=&quot;&quot; /&gt;&lt;/div&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;By: Tom Murdock, Co-Founder and VP of Product Marketing&lt;/span&gt;&lt;br style=&quot;font-weight: bold;&quot;&gt;&lt;br /&gt;When I was teaching full time, I looked forward to summer break as a time to decompress, but also to start re-envisioning the substance and design of my next courses.  When constructing an online course, you are engaged in an act of design, whether you think of yourself as a designer or not.  Placing a label in a course section in order to reduce confusion, or sequencing activities as if they were songs in a playlist, are course whisperer tasks.  The instructor shapes future student outcomes by thinking deeply about the course and then surfacing the content and connections that will improve the student experience.&lt;br /&gt;&lt;br /&gt;Today we are happy to announce the release of Flexpage for Moodle 2 to the Moodle Community.&lt;br /&gt;&lt;br /&gt;Several years ago, we wanted to find a way that let course designers easily re-organize Moodle. To us, Moodle was like a big house; and like any house, everyone likes to organize their furniture differently. So, as part of a project for Intel, Moodlerooms developed Flexpage as a series of components for Moodle 1.&lt;br /&gt;&lt;br /&gt;The purpose of Flexpage was to provide an instructor with even more design tools to shape the student experience within Moodle.  For example, we made it possible to place course activities in the left and right columns of the page as inline objects, alongside the blocks.  Likewise, we allowed blocks to be moved into the center of the course.&lt;br /&gt;&lt;br /&gt;Flexpage also provided a way for a Moodle course to be organized on several different pages.  By default, a Moodle course is designed as a single page, composed of topic, weekly, or folder sections.  With Flexpage, instead of organizing part of the course in a topic, the instructor can create a whole page in the course devoted to the topic.  These various pages can be visible or hidden, based on a student’s performance in the course, and they can be surfaced within topline menu navigations, or side navigation blocks.&lt;br /&gt;&lt;br /&gt;The original Flexpage plugin was very popular and we released it to the Moodle community almost five years ago.  However, when Moodle 2 was released, we didn’t have an immediate upgrade path for it. Our experience was that while Flexpage offered great flexibility, the creation and management of these pages was overly complicated.  So in December of 2011, we released a newly designed Flexpage for Moodle 2 to our clients.  We made numerous user experience improvements with our upgrade. Differences between the versions included a streamlined page management interface called the Edit Toolbar; and features like child pages and tabbed navigation menus helped teachers and designers put together beautiful and engaging courses and sites.&lt;br /&gt;&lt;br /&gt;Today, after watching the success of our updated Flexpage module for Moodle 2 with our joule customers, Moodlerooms is pleased to announce our release of this component to the larger Moodle community.  Flexpage is available for download from the &lt;a href=&quot;http://moodle.org/plugins&quot;&gt;Moodle plugin database&lt;/a&gt;.  Users around the world can install the components on various Moodle servers; review documentation at the &lt;a href=&quot;http://docs.moodle.org/&quot;&gt;Moodle documentation site&lt;/a&gt;, and seek community support for installation, design, or instructional purposes within a discussion thread at &lt;a href=&quot;http://moodle.org/course/view.php?id=5&quot;&gt;Moodle.org’s “Using Moodle”&lt;/a&gt; course.&lt;br /&gt;&lt;br /&gt;We’re pleased to be able to share this module with the Moodle community and expect to make several additional code contributions this summer and beyond that enhance core Moodle functionality.&lt;br /&gt;&lt;br /&gt;Stay tuned,&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;- Tom&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;script type=&quot;text/javascript&quot;&gt;var switchTo5x=true;&lt;/script&gt;&lt;script type=&quot;text/javascript&quot; src=&quot;http://w.sharethis.com/button/buttons.js&quot;&gt;&lt;/script&gt;&lt;script type=&quot;text/javascript&quot;&gt;stLight.options({publisher:&#39;45baf54f-7686-45e4-83c2-3e3f0aee4825&#39;});&lt;/script&gt;</description><link>http://moodlerooms-blog.blogspot.com/2012/07/more-on-this-weeks-flexpage.html</link><author>noreply@blogger.com (Anonymous)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5174895483111250396.post-3866568120851264033</guid><pubDate>Mon, 02 Jul 2012 21:48:00 +0000</pubDate><atom:updated>2012-07-03T15:33:50.985-04:00</atom:updated><title>Contributions and Summer Releases</title><description>&lt;div style=&quot;text-align: center;&quot;&gt;&lt;img style=&quot;width: 387px; height: 259px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_wwS35Iv9SkCS-oJUzOZP15v6CYRyXMexJ8EFfYWqZYX8CvH-d2Gi5WK5La6mFj1b_xWoD7W_ZKCUMy16M8a3suOiRK0oshYmadDsqgotmpjSi5KLFpQnF4sOwMDK4JqKzHfH3ZJNCik/s1600/celebrating+life%2527s+accomplishments.jpg&quot; /&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;By: Phill Miller, VP of Product Strategy&lt;/span&gt;&lt;br style=&quot;font-weight: bold;&quot;&gt;&lt;br /&gt;It’s an exciting time here at Moodlerooms.&lt;br /&gt;&lt;br /&gt;Today, we are &lt;a href=&quot;http://www.blackboard.com/About-Bb/News-Center/Press-Releases.aspx?releaseid=122642&quot;&gt;proud to announce&lt;/a&gt; along with our partners, NetSpot, that we have contributed new open-source code to the Moodle community. While NetSpot has contributed of a new Assignment module, which has already been included in June’s global release of Moodle’s core software (Moodle 2.3); Moodlerooms has contributed Flexpage, a tool that helps educators and instructional designers create more engaging and visually appealing courses by streamlining the organization and presentation of their course content.&lt;br /&gt;&lt;br /&gt;These contributions are the first of many, so stay tuned for more throughout the summer. For more information on Flexpage, check out our blog tomorrow for a full review by Co-Founder and VP of Product Marketing, Tom Murdock.&lt;br /&gt;&lt;br /&gt;In addition to open-source contribution, last week, we launched our joule Summer release, which was a big step forward for our customers and the joule platform. For the release, we identified key areas that are important to instructors and created enhanced features that are simple to use and enable those instructors to get more done in a shorter period of time.&lt;br /&gt;&lt;br /&gt;Here’s a quick rundown of the new features in the joule Summer release:&lt;br /&gt;&lt;/span&gt;&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;joule Grader:&lt;/span&gt; For teachers, grading is a task that was a bit of a hassle when using the LMS. We created joule Grader to make grading a much simpler process, increase a teacher&#39;s efficiency and save them substantial amounts of time.&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Advanced Forums:&lt;/span&gt; Forums have always been a useful activity and communication tool. But in the past, navigating forums was at times difficult. We created Advanced Forums to be easier to organize, navigate and use.&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;joule Comparison Reports:&lt;/span&gt; joule Comparison reports give administrators and teachers access to the kinds of data that helps them track the effectiveness of their course content, improve that content as needed and provide more help to students that require it.&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Rubrics Advanced Grading Method:&lt;/span&gt; Rubrics enable instructors to be more consistent when grading assignments and makes the assignment grading criteria more transparent..&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Checklist Advanced Grading Method:&lt;/span&gt; The Checklist Advanced Grading Method gives teachers an easier way to inform students of an assignment’s grading criteria and grade those assignments more quickly.&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Webcam:&lt;/span&gt; Today, video is more important than ever in the e-Learning environment, not only as a format for learning content, but for more personalized communication. We created Webcam so that teachers and students can easily capture an audio or video recording using their computer’s built-in webcam and post it anywhere in joule that they have typically typed a message.&lt;br /&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;br /&gt;Over the next few weeks, our Learning Solutions team will be focusing on these new joule features in our weekly “Best Practices” blogs. Stay tuned for the first installment on joule Grader this Thursday.&lt;br /&gt;&lt;br /&gt;All the best,&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;- Phill&lt;/span&gt;&lt;br style=&quot;font-style: italic;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;script type=&quot;text/javascript&quot;&gt;var switchTo5x=true;&lt;/script&gt;&lt;script type=&quot;text/javascript&quot; src=&quot;http://w.sharethis.com/button/buttons.js&quot;&gt;&lt;/script&gt;&lt;script type=&quot;text/javascript&quot;&gt;stLight.options({publisher:&#39;45baf54f-7686-45e4-83c2-3e3f0aee4825&#39;});&lt;/script&gt;</description><link>http://moodlerooms-blog.blogspot.com/2012/07/contributions-and-summer-releases.html</link><author>noreply@blogger.com (Anonymous)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_wwS35Iv9SkCS-oJUzOZP15v6CYRyXMexJ8EFfYWqZYX8CvH-d2Gi5WK5La6mFj1b_xWoD7W_ZKCUMy16M8a3suOiRK0oshYmadDsqgotmpjSi5KLFpQnF4sOwMDK4JqKzHfH3ZJNCik/s72-c/celebrating+life%2527s+accomplishments.jpg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5174895483111250396.post-561685752835810918</guid><pubDate>Tue, 19 Jun 2012 17:32:00 +0000</pubDate><atom:updated>2012-06-19T13:38:06.391-04:00</atom:updated><title>Best Practices: Using Database and Wiki to Leverage Science Courses</title><description>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;a style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;                                       &lt;img alt=&quot;&quot; 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&quot; style=&quot;height: 115px; width: 230px;&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold; color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Best Practices: Using Database and Wiki to Leverage Science Courses&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span style=&quot;font-style: italic;&quot;&gt;By: Marcelo Mendes, West Coast Trainer&lt;br /&gt;&lt;/span&gt;&lt;span&gt;&lt;br /&gt;As a teacher, I promoted high–level thinking by placing students in situations where they needed to solve problems within the context of projects, research investigations, laboratory experimentation, etc.&lt;br /&gt;&lt;br /&gt;Within Moodle, I encountered activities that could foster project-based learning, allowing me to leverage these inquiry-based projects in my classroom by stimulating critical thinking, developing communication skills and promoting classroom engagement. Students could plan projects, display products, use the tools to properly discourse their findings and receive feedback from their peers and mentors.&lt;br /&gt;&lt;br /&gt;In this blog entry, I want to highlight two of the Moodle activities I used to assist in the implementation of inquiry-based learning while teaching High School Science.&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Database: &lt;/span&gt;&lt;br /&gt;This activity provides a tool for collaborative development of a database within a course. It allows the instructor and/or students to build, display and search a bank of record entries about any conceivable topic. The format and structure of these entries can be almost unlimited, including, among other things, images, files, URLs, numbers and text.&lt;br /&gt;&lt;br /&gt;By using Database, Science teachers create an environment for students to manage their scientific projects, store empirical data, collaborate, compare results and share comments about their findings. It allows for the creation of templates, defining the form in which students enter and see the information in the system. For example, a teacher can develop a lab report template creating a structure that students will have to follow. Creating a functional Database requires some planning, and perhaps even manipulation of user permissions. &lt;a href=&quot;http://clickables.moodlerooms.com/s/steps/m/joule2/tags?tag=Database+activity&quot;&gt;Click here&lt;/a&gt; to find tutorials that will guide you through the creation of a Database activity.&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Wiki:&lt;/span&gt;&lt;br /&gt;A Wiki activity is a collection of collaboratively authored web documents. Basically, a wiki page is a web page everyone in your class can create together, right in the browser, without needing to know HTML. A wiki starts with one front page. Each author can then add other pages to the Wiki by simply creating a link to a page that doesn&#39;t exist yet. Wikis are particularly helpful for group work, because the instructor can monitor who is contributing to the overall document. The act of building a Wiki, is by itself, a great exercise to foster science thinking skills because students have to work together to observe, communicate, classify and operate the pages within the activity.&lt;br /&gt;&lt;br /&gt;Students can use Wiki to create a series of HTML pages that can host all the documentation regarding a scientific project, or they can use the wiki pages to create a web-enhanced presentation of their finding, data and conclusions. If properly set up, student can navigate through the Wikis made by other groups as well, commenting on what they observed. It gives you tons of possibilities and it allows students to showcase their creativity in multiple ways. &lt;a href=&quot;http://clickables.moodlerooms.com/s/steps/m/joule2/l/26675-how-do-i-create-a-wiki-in-joule-2&quot;&gt;Click here&lt;/a&gt; to find a tutorial that explains how to create a Wiki activity in Moodle.&lt;br /&gt;&lt;br /&gt;These are just two examples of the many types of uses for Database and Wiki. Enroll in our &lt;a href=&quot;http://learn2.moodlerooms.com/course/view.php?id=75&quot;&gt;Best Practices in e-Learning&lt;/a&gt; online course to learn more creative ways to implement Moodle activities in your courses.&lt;br /&gt;&lt;br /&gt;Best,&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;~ Marcelo&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold; color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span style=&quot;font-style: italic;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;script type=&quot;text/javascript&quot;&gt;var switchTo5x=true;&lt;/script&gt;&lt;script type=&quot;text/javascript&quot; src=&quot;http://w.sharethis.com/button/buttons.js&quot;&gt;&lt;/script&gt;&lt;script type=&quot;text/javascript&quot;&gt;stLight.options({publisher:&#39;45baf54f-7686-45e4-83c2-3e3f0aee4825&#39;});&lt;/script&gt;</description><link>http://moodlerooms-blog.blogspot.com/2012/06/best-practices-using-database-and-wiki.html</link><author>noreply@blogger.com (Anonymous)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5174895483111250396.post-7412615202865761286</guid><pubDate>Mon, 18 Jun 2012 17:08:00 +0000</pubDate><atom:updated>2012-06-18T15:21:31.483-04:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">http://www.blogger.com/img/blank.gif</category><title>Coming Soon to ISTE 2012!</title><description>&lt;div style=&quot;text-align: center;&quot;&gt;&lt;img style=&quot;width: 314px; height: 198px;&quot; src=&quot;http://www.isteconference.org/2012/images/ISTE2012_logo_big.gif&quot; /&gt;&lt;br /&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;In the coming days, Moodlerooms will be be packing our bags and heading to sunny San Diego, CA, for &lt;a href=&quot;http://www.isteconference.org/2012/&quot;&gt;ISTE 2012&lt;/a&gt;! Taking place Sunday, June 24 - Wednesday, June 27, ISTE (now in its 33rd year) is one of the best opportunities for educators and edtech leaders to convene and share their experiences and creative thinking, discover the latest and greatest in edtech and network with peers.&lt;br /&gt;&lt;br /&gt;Moodlerooms will be on-site in &lt;a href=&quot;http://www.isteconference.org/2012/exposition/floorplan.php&quot;&gt;booth #2747&lt;/a&gt; and showcasing the newest Moodle tools that help teachers:&lt;br /&gt;&lt;/span&gt;&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;Make complex tasks more simple and manageable&lt;br /&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;Personalize the learning process&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;Track success&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;Increase engagement.&lt;br /&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;p&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;If you&#39;d like to setup a meeting with any of our associates at the conference, email &lt;a href=&quot;http://www.blogger.com/feedback@moodlerooms.com&quot;&gt;feedback@moodlerooms.com&lt;/a&gt;.&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;In addition, conference organizer and Moodlerooms customer , the &lt;a href=&quot;http://www.iste.org/welcome.aspx&quot;&gt;International Society for Technology in Education (ISTE)&lt;/a&gt;, will be celebrating the unique contributions of educational technology initiatives in Latin America. The &lt;a href=&quot;http://www.isteconference.org/2012/program/search.php?KEYWORD[]=iste_tags::LatAm/Bridges&amp;amp;autosearch=true&quot;&gt;LatAm Ed Tech Showcase&lt;/a&gt; will highlight successful countrywide ed tech initiatives in Costa Rica, Uruguay, Chile, Mexico, Puerto Rico, Colombia, and the Dominican Republic. At these sessions, hear from these countries&#39; Ministries of Education in two panels and discover more about their project implementations in multiple concurrent sessions. To find out more about these sessions, take a look at the &lt;a href=&quot;http://www.isteconference.org/2012/program/search_results.php?selection_id=76840189&amp;amp;nocache=1340040710&quot;&gt;conference program&lt;/a&gt;.&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;See you in San Diego!&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;~Brad&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;script type=&quot;text/javascript&quot;&gt;var switchTo5x=true;&lt;/script&gt;&lt;script type=&quot;text/javascript&quot; src=&quot;http://w.sharethis.com/button/buttons.js&quot;&gt;&lt;/script&gt;&lt;script type=&quot;text/javascript&quot;&gt;stLight.options({publisher:&#39;45baf54f-7686-45e4-83c2-3e3f0aee4825&#39;});&lt;/script&gt;</description><link>http://moodlerooms-blog.blogspot.com/2012/06/coming-soon-to-iste-2012.html</link><author>noreply@blogger.com (Anonymous)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-5174895483111250396.post-3139633117988465223</guid><pubDate>Wed, 13 Jun 2012 15:32:00 +0000</pubDate><atom:updated>2012-06-13T12:35:37.097-04:00</atom:updated><title>Best Practices: A Case for Rubrics - Four Student Benefits and Teacher Tips for Use</title><description>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;a style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;                                       &lt;img alt=&quot;&quot; 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&quot; style=&quot;height: 115px; width: 230px;&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold; color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span style=&quot;font-style: italic;&quot;&gt;A Case for Rubrics: Four Student Benefits and Teacher Tips for Use&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span style=&quot;font-style: italic;&quot;&gt;By: Laura Lea Rand, M.Ed., Moodlerooms Instructional Designer and Trainer&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold; color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span style=&quot;font-style: italic;&quot;&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span&gt;As every educator knows, a rubric is a scoring tool typically used for formative assessments. Rubrics can be especially helpful when used for assessments that may be subjective in nature. They allow for standardized scoring according to specified criteria, making grading simpler for teachers and more transparent to the student receiving the grade. &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold; color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span style=&quot;font-style: italic;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span&gt;&lt;br /&gt;When we think about how well a student completes a specific task, we don’t usually think of the performance as being “right” or “wrong,” like we would an answer to a multiple choice question. Instead, we rate the student’s performance along a continuum of indicators, such as “Excellent, Good, Basic, Poor.” Rubrics assist the teacher in marking specific points of judgment along a continuum, so that students are consistently judged upon how well they have met realistic and suitable expectations.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span&gt;As teachers, we certainly benefit from the use of rubrics in that they save us time and provide consistency in grading. However, we often forget that our students also see wonderful benefits from the use of rubrics as well. In today’s post, I want to share four reasons to include rubrics as a major course grading method, and how you as a teacher can ensure that rubrics live up to “all the hype.”&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;img style=&quot;width: 429px; height: 471px;&quot; 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&quot; alt=&quot;&quot; /&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;font-weight: bold; color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span style=&quot;font-style: italic;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span&gt;#1 - Rubrics guide students in performance and teach them that learning is their responsibility.&lt;/span&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span&gt;Rubrics share with students what is expected of them before they begin a specific task, thus directing them to learn what is necessary to be successful (and most often more what than is needed). In this way, rubrics help students set learning goals and take the responsibility for their learning into their own hands. Knowing what skills make up a desired performance encourage students to strive to achieve it. &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold; color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span style=&quot;font-style: italic;&quot;&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Teacher Tip: Allow your students to participate in the design of rubrics you will grade them by, and empower them to become intrinsically motivated learners. Consider using the Moodle Forum activity to ask students what they think they should have learned from a specific topic, and how you can grade their learning fairly and accurately.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold; color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span&gt;#2 – Rubrics encourage students to become self-reflective.&lt;/span&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span&gt;Rubrics created for the purposes of peer- and self-assessment assist students in developing their personal ability to judge excellence, or the lack thereof, in their work and others’. By providing rubrics to students before an assignment is due, they can review their work to see how it measures up against the rubric, and make adjustments if needed.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Teacher Tip: Make sure that rubrics are always accessible to students before they receive actual grading from you. Including all rubrics in the original course syllabus, other than those that may be student-created, is a sure fire way to make sure of this. Consider using the Moodle Workshop activity as a long-term project of some type in your course. This activity has built in areas for self-, peer-, and teacher-assessment, as well as the ability to upload examples for practice assessment.&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold; color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span style=&quot;font-style: italic;&quot;&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span&gt;#3 – Rubrics take away the guessing game.&lt;/span&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span&gt;One of the most common questions asked by students is, “How can I get an ‘A’ in this course?” Rubrics eliminate the guessing game for how to earn an ‘A’ because they outline the grading objectives and guidelines, and how to achieve mastery per criteria. When evaluating students’ work with a rubric, there is little to no room for bias. Rubrics assure students that there is equality in grading and standardized expectations.  &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold; color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span style=&quot;font-style: italic;&quot;&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Teacher Tip: When writing rubrics for your course, consider first writing a general rubric that includes always assessed items, no matter what the actual goal of the assignment. These may be criteria such as punctuality, professionalism, grammar, and clarity. In this way, students can focus more on task-specific criteria after “mastering” general criteria. Make sure to include well-written general criteria, to make mastery possible. Use Moodle’s Rubrics to create consistent criteria and guidelines, such as in the example above.&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold; color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span style=&quot;font-style: italic;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span&gt;#4 – Rubrics praise students’ strengths and support their weaknesses.&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span&gt;As a student, it’s hard to improve upon a specific skill unless you know you are under-performing in that area. Rubrics provide visual representations to students, depicting the exact level they are currently achieving (per criteria). This makes strengths and weaknesses easy to see, allowing students to know what areas they need develop further at a glance. Through rubrics, students are able to monitor their progress on specific criteria over a given period of instruction or time.&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold; color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span style=&quot;font-style: italic;&quot;&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span style=&quot;font-style: italic;&quot;&gt;Teacher Tip: Rubrics show students the exact performance level they currently fall in, but you as a teacher should make sure to include adequate feedback to help students understand how to increase performance in lower scoring areas. Moodle’s Rubric feature allows for personalized feedback per criteria and overall for each rubric. Use these areas to add information tailored to the student’s specific weakness. &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold; color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span style=&quot;font-style: italic;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span style=&quot;font-style: italic;&quot;&gt;&lt;br /&gt;~ Laura Lea&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: bold; color: rgb(0, 0, 0);font-size:130%;&quot; &gt;&lt;span style=&quot;font-style: italic;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;script type=&quot;text/javascript&quot;&gt;var switchTo5x=true;&lt;/script&gt;&lt;script type=&quot;text/javascript&quot; src=&quot;http://w.sharethis.com/button/buttons.js&quot;&gt;&lt;/script&gt;&lt;script type=&quot;text/javascript&quot;&gt;stLight.options({publisher:&#39;45baf54f-7686-45e4-83c2-3e3f0aee4825&#39;});&lt;/script&gt;</description><link>http://moodlerooms-blog.blogspot.com/2012/06/best-practices-case-for-rubrics-four.html</link><author>noreply@blogger.com (Anonymous)</author><thr:total>0</thr:total></item></channel></rss>