<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='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'><id>tag:blogger.com,1999:blog-421831723592635670</id><updated>2025-10-14T03:11:17.252-04:00</updated><category term="Rebel U"/><category term="Professional Development"/><category term="Technology Integration"/><category term="EdTech Cheer"/><category term="Professional Development 14-15"/><category term="Professional Development 13-14"/><category term="guest post"/><category term="EdTech Cheer 2014"/><category term="Rebel U 2014"/><category term="EdTech Cheer 2013"/><category term="Rebel U 2015"/><category term="10 Minute Tech Tools"/><category term="Rebel U 2013"/><category 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Day"/><category term="Tech Support"/><category term="Technology"/><category term="VR"/><category term="Virtual Reality"/><category term="Zite"/><category term="absolute manage"/><category term="addition"/><category term="appletv"/><category term="arduino"/><category term="blogger"/><category term="blogging"/><category term="brain breaks"/><category term="computer science"/><category term="coursera"/><category term="dell"/><category term="digital learning badges"/><category term="edtech"/><category term="edu"/><category term="email"/><category term="engage"/><category term="expiration"/><category term="forward"/><category term="frontier"/><category term="fundraiser"/><category term="hashtag"/><category term="honeycutt"/><category term="ipads"/><category term="jim klein"/><category term="kansas"/><category term="keychain"/><category term="learning"/><category term="learning design"/><category term="lifehacker"/><category term="lifelong learning"/><category term="login"/><category term="lost"/><category term="macul11"/><category term="maker"/><category term="mohamoud nur"/><category term="moving"/><category term="network technician"/><category term="newspaper"/><category term="one-to-one"/><category term="password"/><category term="printers"/><category term="production"/><category term="remote"/><category term="saugus"/><category term="self service"/><category term="social networking"/><category term="software"/><category term="sound"/><category term="studio"/><category term="summarizers"/><category term="teacher input"/><category term="training"/><category term="twitter"/><category term="universal lesson design"/><category term="updates"/><category term="video editor"/><category term="web 2.0"/><category term="wifi"/><title type='text'>GLPS Tech/Media Team Blog</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://glpstech.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/421831723592635670/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://glpstech.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/421831723592635670/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>211</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-421831723592635670.post-18665028572227501</id><published>2017-07-17T16:27:00.000-04:00</published><updated>2017-07-18T10:02:23.013-04:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Conference"/><category scheme="http://www.blogger.com/atom/ns#" term="edtech"/><category scheme="http://www.blogger.com/atom/ns#" term="honeycutt"/><category scheme="http://www.blogger.com/atom/ns#" term="kansas"/><category scheme="http://www.blogger.com/atom/ns#" term="maker"/><category scheme="http://www.blogger.com/atom/ns#" term="Podstock"/><title type='text'>Podstock 2017</title><content type='html'>&lt;b&gt;What is Podstock?&amp;nbsp;&lt;/b&gt;&lt;br /&gt;
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&lt;a href=&quot;https://podstock.essdack.org/&quot; target=&quot;_blank&quot;&gt;Podstock&lt;/a&gt; is an Educational Technology Conference that focuses on giving Educators the support and resources to engage Students on a whole new level in the classroom. Hosted at the Old Town Hotel and Conference Center in Wichita, Kansas, Podstock has been delivering quality professional learning opportunities for almost 10 years now. &lt;a href=&quot;http://kevinhoneycutt.org/&quot; target=&quot;_blank&quot;&gt;Kevin Honeycutt&lt;/a&gt; and the amazing &lt;a href=&quot;https://essdack.org/&quot; target=&quot;_blank&quot;&gt;Essdack&lt;/a&gt; staff have made it their goal to welcome Educators from around the world and provide them with a unique, engaging and fun environment. I had the privilege of making our 3rd visit to Podstock last week with my wonderful team members &lt;a href=&quot;https://twitter.com/search?q=%40woodsar&quot; target=&quot;_blank&quot;&gt;Sarah Wood&lt;/a&gt; and &lt;a href=&quot;https://twitter.com/search?q=%40lukevan12&amp;amp;src=typd&quot; target=&quot;_blank&quot;&gt;Kelly McGee&lt;/a&gt;. Every year I am amazed by how much I learn and the new connections I make there.&lt;br /&gt;
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&lt;b&gt;Pre-Conference&lt;/b&gt;&lt;br /&gt;
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&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;float: right; margin-left: 1em; text-align: right;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://1.bp.blogspot.com/-StowUJUaaVw/WW0bJIs_ycI/AAAAAAAAA6Q/hISnXMdE5IYykuHoraG8FVVJGUQ5KOi5gCLcBGAs/s1600/podstock.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1068&quot; data-original-width=&quot;1600&quot; height=&quot;213&quot; src=&quot;https://1.bp.blogspot.com/-StowUJUaaVw/WW0bJIs_ycI/AAAAAAAAA6Q/hISnXMdE5IYykuHoraG8FVVJGUQ5KOi5gCLcBGAs/s320/podstock.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Kelly McGee wearing STEAMpunk Goggles&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
One of the highlights of Podstock is the Pre-Conference. Traditionally, this day is less structured and gives attendees the time and space to explore and create. There is always a fun theme to the conference that ties back to the educational mission of the conference. I remember the first year I attended when the theme was STEAMpunk highlighting STEAM in the classroom. During the pre-con we had time to use a variety of Maker tools to create the most elaborate costume and accessories to show off for the rest of the conference. There were some pretty creative costumes out there.&lt;br /&gt;
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This year the focus was on TECHspoloration and my team and I &#39;gravitated&#39; to a table that had Hummingbird kits made by &lt;a href=&quot;http://www.birdbraintechnologies.com/&quot; target=&quot;_blank&quot;&gt;Birdbrain Technologies&lt;/a&gt;. Our pretty cool mission instructor &lt;a href=&quot;http://katiehenrycv.com/index.html&quot; target=&quot;_blank&quot;&gt;Katie Henry&lt;/a&gt; walked us through the process of how to use Scratch and other programming software to program the&lt;br /&gt;
Hummingbird to do some pretty amazing tricks. Naturally, my team decided to build a Llama named Lamar out of Cardboard and some other maker supplies. &lt;a href=&quot;https://youtu.be/njDosAsqQ14&quot; target=&quot;_blank&quot;&gt;Here&lt;/a&gt; is a video of our creation.&lt;br /&gt;
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&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.blogger.com/video.g?token=AD6v5dwurgcaqTQHaxTWni5PUQWitjGFKKwQ7LbEbSxKY9oioIaCRWuuB1HG1hNLZmjbG6BKSu9rX6Be0HPMv683Wg&#39; class=&#39;b-hbp-video b-uploaded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;
The good thing about this day was that we learned something entirely new and challenged ourselves to build something we never thought we could make. We didn&#39;t want to leave. In fact, we didn&#39;t. We stayed long after everyone else had left, to finish our masterpiece. We probably annoyed the staff that was coming in to set up for the next event, but we were determined to follow through to the end. We felt really good when we did, we were certainly proud of what we accomplished.&lt;br /&gt;
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&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://2.bp.blogspot.com/-tFChBeqZeYk/WW0ah8QZJbI/AAAAAAAAA6M/jnQe8gDVxa0DNUdt9jtLT3uymS2cH5v9gCLcBGAs/s1600/IMG_2053.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1200&quot; data-original-width=&quot;1600&quot; height=&quot;240&quot; src=&quot;https://2.bp.blogspot.com/-tFChBeqZeYk/WW0ah8QZJbI/AAAAAAAAA6M/jnQe8gDVxa0DNUdt9jtLT3uymS2cH5v9gCLcBGAs/s320/IMG_2053.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Katie Henry walking Dan Townsend through Scratch&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
This is the same feeling that we want to bring back to our classrooms. Challenging each other to go where we have never gone before and do things we have never done. This is what we want our students to do in the classroom. If every classroom provided the same environment and culture that Podstock does, this world would be a better place and our kids will be prepared to succeed in today&#39;s society. &lt;br /&gt;
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&lt;b&gt;Why you should make the trip&lt;/b&gt;&lt;br /&gt;
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Podstock is more than just a conference, it is a family. I have met so many wonderful people who I have added to my Professional Learning Network. They have so many great ideas and goals when it comes to the classroom, but most importantly they are just good people. There is no judgement here at podstock; only encouragement and support like you have never experienced before. I feel empowered every time I get around these folks because I know they have my back, and I have theirs. There are so many people at Essdack and outside of essdack that make Podstock happen and they should be recognized because the work that they do is truly changing the world. If you haven&#39;t had the opportunity to attend podstock, I strongly encourage you to do so. It is one of the best conferences I have ever been to and I am proud to be apart of the Podstock Family. Come join us!&lt;br /&gt;
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-Dan Townsend&lt;br /&gt;
@dtownsend20</content><link rel='replies' type='application/atom+xml' href='http://glpstech.blogspot.com/feeds/18665028572227501/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://glpstech.blogspot.com/2017/07/podstock-2017.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/421831723592635670/posts/default/18665028572227501'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/421831723592635670/posts/default/18665028572227501'/><link rel='alternate' type='text/html' href='http://glpstech.blogspot.com/2017/07/podstock-2017.html' title='Podstock 2017'/><author><name>Anonymous</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/blank.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://1.bp.blogspot.com/-StowUJUaaVw/WW0bJIs_ycI/AAAAAAAAA6Q/hISnXMdE5IYykuHoraG8FVVJGUQ5KOi5gCLcBGAs/s72-c/podstock.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-421831723592635670.post-5765462573330999339</id><published>2017-03-30T07:36:00.000-04:00</published><updated>2017-03-30T07:36:49.350-04:00</updated><title type='text'>Are You Using Campus Community? You Should Be! </title><content type='html'>If you have a staff Infinite Campus account, you also have access to an awesome tool called Campus Community. Are you using it? Campus Community is a place where Infinite Campus users can explore all that Campus has to offer. You can ask questions in forums, search for answers on any Infinite Campus topic, get the latest news on what is happening in each of the Infinite Campus updates, and participate in weekly events like Teacher Tuesdays where Infinite Campus trainers lead webinars that go over various teacher tools and features of interest to teachers. You can even access all videos and webinars that you missed, or if you just need a refresher! Sound good? Want to get your account set up but not sure where to start? Well, let me show you! Below we will walk through getting a new account set up on Campus Community so that you can get started and check out all that it has to offer.&lt;br /&gt;
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1. Let&#39;s start with where to go to get to Campus Community. Click on the boxes in the upper right hand corner of your Infinite Campus page. Then select Campus Community.&lt;br /&gt;
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&lt;img alt=&quot;&quot; height=&quot;112&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;400&quot; /&gt;&lt;br /&gt;
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2. If you have never been in to Campus Community before, you&#39;ll need to Create your new Campus ID. Click on the blue Continue arrow that is on the left side. &lt;br /&gt;
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&lt;img alt=&quot;&quot; height=&quot;287&quot; 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&quot; 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3. Read the terms of Use and check the box stating &quot;I have read and agree to the Terms of Use&quot; and then click the blue Continue arrow.&lt;br /&gt;
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&quot; width=&quot;400&quot; /&gt;&lt;br /&gt;
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4. Create your Campus ID! Choose a Username and Password. It will let you know if the Username and Password you have created are accepted. Then Register your First and Last name, and your school email address. Then click the blue Continue arrow.&lt;br /&gt;
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&quot; 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5. Enter your Profile Information. Type in your Role/Title, and click the drop down box to select Godfrey-Lee as your District. Then enter the city of Wyoming, and change the Time Zone to Eastern. It defaults to Central because Infinite Campus is headquartered in the Central Time Zone.&lt;br /&gt;
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&quot; width=&quot;400&quot; /&gt;&lt;br /&gt;
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6. You are done! Your account has been created.&lt;br /&gt;
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&quot; 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You will be sent an email with a link to fully activate your account. Once you do that, you are all set to go! Once you log in to Campus Community with your newly created username and password, you will see News, Forums, a Search bar where you can search for any Infinite Campus topic of your choosing, and lots more. Explore this tool and you will find loads of information that will be helpful for using Infinite Campus to the greatest benefit for you. As always, feel free to contact me, or Jodi Brumels, if you have any questions about Infinite Campus or Campus Community. We are happy to help! &lt;br /&gt;
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&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://glpstech.blogspot.com/feeds/5765462573330999339/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://glpstech.blogspot.com/2017/03/are-you-using-campus-community-you.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/421831723592635670/posts/default/5765462573330999339'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/421831723592635670/posts/default/5765462573330999339'/><link rel='alternate' type='text/html' href='http://glpstech.blogspot.com/2017/03/are-you-using-campus-community-you.html' title='Are You Using Campus Community? You Should Be! '/><author><name>Amanda</name><uri>http://www.blogger.com/profile/13226878367154236379</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigEI1C4C_dxsqP1cSgY2FQ6RwpNt_Aj9__B6BAahiUOqfU4GvsROYtz5zA4UBAslW9d8ioPdyyNgRJGRFf4URkCCp44eNijo1rHVFOp4vK7ojkkik3OHSe510IusDnVZo/s220/ABlok+Avatar.png'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-421831723592635670.post-7515252004423075070</id><published>2017-03-22T13:23:00.003-04:00</published><updated>2017-03-23T07:18:00.878-04:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Breakout EDU"/><category scheme="http://www.blogger.com/atom/ns#" term="Senior Capstone"/><title type='text'>What Does Senior Capstone, the 6Cs, and Breakout EDU Have in Common?  #breakoutedu</title><content type='html'>Each year, our senior class participates in a Senior Capstone project. &amp;nbsp;This project requires students to select a career pathway, research it, participate in a mentorship, write a research paper, and present their essential question and research. &amp;nbsp;It is a comprehensive process and gives students some hands-on learning and experimenting.&lt;br /&gt;
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In the past, our Librarian/Media Specialist would share a research presentation with the students. &amp;nbsp;It had a lot lot of great information, but we felt as though it did not engage the students in the learning process. &amp;nbsp;As part of our Tech/Media Team&#39;s goals to model and share resources and activities that align with the district&#39;s goal in being Future Ready and preparing students for success, we worked together to change up the format of the presentation. &amp;nbsp;We changed it from a lecture-style to a hands-on Breakout EDU game. &amp;nbsp;After the game was completed by all classes, we sent out an email to all of the seniors with the information and links that were used in the game so they have it as a reference as they go through their research process.&lt;br /&gt;
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&lt;a href=&quot;http://2.bp.blogspot.com/-5HmYSSlsR-c/WNKjkwYiLcI/AAAAAAAABT8/kkgJbz0B3MokP0ibma9-0U7qYUZ3RNucACK4B/s1600/IMG_1039.JPG&quot; imageanchor=&quot;1&quot;&gt;&lt;/a&gt;&lt;a href=&quot;http://1.bp.blogspot.com/-RXFwyeffkxI/WNKjpeKXu7I/AAAAAAAABUE/mCSOmbrCWrsv66_5eTs94QYWzCvyPHhjQCK4B/s1600/IMG_1036.jpg&quot; imageanchor=&quot;1&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;https://1.bp.blogspot.com/-RXFwyeffkxI/WNKjpeKXu7I/AAAAAAAABUE/mCSOmbrCWrsv66_5eTs94QYWzCvyPHhjQCK4B/s320/IMG_1036.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/center&gt;
&lt;br /&gt;
As this was traditionally a sit-and-get lecture presentation, it was great to see students adapting to a different presentation style of the same material. The&amp;nbsp;&lt;a href=&quot;http://bit.ly/leeresearch&quot; target=&quot;_blank&quot;&gt;&lt;b&gt;presentation&lt;/b&gt;&lt;/a&gt;&amp;nbsp;is always available as a reference for students on Kelly McGee&#39;s website (and was actually incorporated into the game), but we felt it was important to include interpersonal skills that mirror the outcomes of Senior Capstone goals.&lt;br /&gt;
&lt;br /&gt;
&lt;center&gt;
&lt;a href=&quot;http://4.bp.blogspot.com/-IC4LidHDmfI/WNKjxrKN0sI/AAAAAAAABUM/2heJr9f1eFwscNNpiYqxSUcxD6Q_1iCEgCK4B/s1600/IMG_1039.JPG&quot; imageanchor=&quot;1&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;https://4.bp.blogspot.com/-IC4LidHDmfI/WNKjxrKN0sI/AAAAAAAABUM/2heJr9f1eFwscNNpiYqxSUcxD6Q_1iCEgCK4B/s320/IMG_1039.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/center&gt;
&lt;br /&gt;
In our debrief after running the game (as we always do after running a game), some of the things we noticed/wondered:&lt;br /&gt;
&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;Noticing: Some of our clues were not as strong as we thought they were. &amp;nbsp;We had to revamp a few clues to make sure we were communicating the information we wanted the students to know.&lt;/li&gt;
&lt;li&gt;Noticing: One of our clues was too difficult for the time frame. &amp;nbsp;The goal of this game was not to stump the students, but have the students critically think as it relates to the research process. (Hint cards were not used for this game - students were provided with help as needed.)&lt;/li&gt;
&lt;li&gt;Noticing: Students needed the whole time to solve the clues and we were left without time in the class period to do a debrief while the information was fresh.&lt;/li&gt;
&lt;li&gt;Noticing: We were able to make personal contact with each student during the 60 minute class period.&lt;/li&gt;
&lt;li&gt;Wondering: How can we change some of the clues so that we can fit a debrief/further explanation into the class period?&lt;/li&gt;
&lt;li&gt;Noticing/Wondering: Much of the game is personalized to our district/area, but looking for ways we could adapt it to be a more generalized and Breakout EDU-published research game.&lt;/li&gt;
&lt;/ul&gt;
This reflection process always prompts great discussion. &amp;nbsp;As we were talking, we found it helpful to breakdown each clue as to how it relates to the 6C&#39;s of learning (as this, other than the content, is a huge component of a Breakout EDU game). &amp;nbsp;We analyzed the game structure, clues, and problem solving process so that we could better understand our areas for improvement. &amp;nbsp;It was our first time running the game, so we knew there would be ways we could grow. &amp;nbsp;The information is presented in the chart below (or if you are unable to read the chart, please click &lt;a href=&quot;https://docs.google.com/spreadsheets/d/1C5_0frdfl_NTtXTPJUbv1IaOmYymdBJZwTNxgUbyYT8/pubhtml?gid=0&amp;amp;single=true&quot; target=&quot;_blank&quot;&gt;&lt;b&gt;here&lt;/b&gt;&lt;/a&gt;).&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;iframe height=&quot;500&quot; src=&quot;https://docs.google.com/spreadsheets/d/1C5_0frdfl_NTtXTPJUbv1IaOmYymdBJZwTNxgUbyYT8/pubhtml?gid=0&amp;amp;single=true&amp;amp;widget=true&amp;amp;headers=false&quot; width=&quot;100%&quot;&gt;&lt;/iframe&gt;

So, in a nutshell, what does our Senior Capstone Research Project, the 6Cs, and Breakout EDU have in common?&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://pixabay.com/get/ef31b10a20e9002ad25a5840981318c3fe76e6dc19b3114296f1c3/learn-64058_1920.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;https://pixabay.com/get/ef31b10a20e9002ad25a5840981318c3fe76e6dc19b3114296f1c3/learn-64058_1920.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://glpstech.blogspot.com/feeds/7515252004423075070/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://glpstech.blogspot.com/2017/03/what-does-senior-capstone-6cs-and.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/421831723592635670/posts/default/7515252004423075070'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/421831723592635670/posts/default/7515252004423075070'/><link rel='alternate' type='text/html' href='http://glpstech.blogspot.com/2017/03/what-does-senior-capstone-6cs-and.html' title='What Does Senior Capstone, the 6Cs, and Breakout EDU Have in Common?  #breakoutedu'/><author><name>Anonymous</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/blank.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://1.bp.blogspot.com/-RXFwyeffkxI/WNKjpeKXu7I/AAAAAAAABUE/mCSOmbrCWrsv66_5eTs94QYWzCvyPHhjQCK4B/s72-c/IMG_1036.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-421831723592635670.post-7128685340310598170</id><published>2017-02-01T09:09:00.000-05:00</published><updated>2017-02-01T09:09:56.798-05:00</updated><title type='text'>IMPROV-ing Students at ECC</title><content type='html'>&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;float: left; margin-right: 1em; text-align: left;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;img height=&quot;299&quot; src=&quot;https://lh6.googleusercontent.com/Z_ZtF7aBZqOkvo3SvIMk3Emf7sKeqBRPIYSLlPEIJnKL0u-zCXD6Q8FMymaE_hMFic4MepsTlLJIQ18jiEKbCirRW8rwmDiLd-uopa2fg5zVkHIggeabZJVaMOwFfi_xtcXQzURv&quot; style=&quot;border: none; margin-left: auto; margin-right: auto; transform: rotate(0rad);&quot; width=&quot;400&quot; /&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: Times, Times New Roman, serif; font-size: xx-small;&quot;&gt;&lt;i&gt;Ms. Stasiak sails a student across the Lake in &quot;Lake of Trust&quot; Improv Game.&lt;/i&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;div dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: left; text-indent: 36pt;&quot;&gt;
&lt;span style=&quot;background-color: transparent; color: black; font-family: &#39;Times New Roman&#39;; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Over the course of the 2016-17 school year I have been working with several classrooms at the Godfrey-Lee Early Childhood Center on introducing students to the art of Improvisation. The idea behind incorporating Improv into the classroom is multilayered. &amp;nbsp;There are the obvious benefits like helping students with public speaking and allowing them to be creative, but there are also many underlying educational and social benefits as well. &amp;nbsp;For example, when students play the improv game “Lake of Trust” they are not only working on the ability to trust their classmates, but also on communication, collaboration and compassion with and toward their fellow classmates. &lt;/span&gt;&lt;/div&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;float: left; margin-right: 1em; text-align: left;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;img height=&quot;296&quot; src=&quot;https://lh5.googleusercontent.com/4SMfii5bwPmfFW9B1_ZgOfmCGyanZYs8W1SHcp8lP77VpaMCuIxbFlbAAcf1WNUnoTuAinQ8v2OSr8LMs9MV86OsCARsv-lA6IvJu3R0m9dwFXyxJBr4fKx-48S51Y9IrOHi5XoP&quot; style=&quot;border: none; margin-left: auto; margin-right: auto; transform: rotate(0rad);&quot; width=&quot;400&quot; /&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span id=&quot;docs-internal-guid-1af44236-f5e8-8712-526d-42d69b1eb7a0&quot;&gt;&lt;span style=&quot;font-style: italic; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: Times, Times New Roman, serif; font-size: xx-small;&quot;&gt; A student plays the Improv game “ABC race” in Mrs. Compo’s class.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;div dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: left; text-indent: 36pt;&quot;&gt;
&lt;span style=&quot;background-color: transparent; color: black; font-family: Arial; font-size: 10pt; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;M&lt;/span&gt;&lt;span style=&quot;background-color: transparent; color: black; font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12pt; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;any of the Improv games we play at the ECC can be adapted to include content and can help students to work on information retrieval in a fun and safe environment. &amp;nbsp;The Game “ABC Race” has students gather in a circle and go through the alphabet as fast as they can. &amp;nbsp;The game is designed to help the students concentrate as well as learn their ABC’s, but it can also be&lt;/span&gt;&lt;span style=&quot;background-color: transparent; color: black; font-family: &#39;Times New Roman&#39;; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt; adapted to include &amp;nbsp;addition, subtraction, vocabulary, etc. &amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;
&lt;span style=&quot;background-color: transparent; color: black; font-family: Arial; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;float: right; margin-left: 1em; text-align: right;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;img height=&quot;293&quot; src=&quot;https://lh4.googleusercontent.com/gPWL81QLR0hLZ40dlBcEYL44a3qjQL072r5e0seN-tuamFejAKPAHtrQA9XJmczQ4Az4BjBYQXzTV6yk6vKm5_xR4gpAh3mmwcseutC40iH_SJOrrpTSlOe5h47VK-qy8DtuOuDi&quot; style=&quot;border: none; margin-left: auto; margin-right: auto; transform: rotate(0rad);&quot; width=&quot;390&quot; /&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: Times, Times New Roman, serif;&quot;&gt;&lt;i&gt;Ms. Jewell’s class plays “Frog In The Pond” Improv game.&lt;/i&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;div dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 16px; white-space: pre-wrap;&quot;&gt;Improv is a great way to put some “Fun” back into the learning process. &amp;nbsp;I’ve already seen vast improvements in many ECC students ability to “let go”, engage and just have fun with Improv. &amp;nbsp;I’ve had comments from several teachers about how a very shy student has been participating more and more each time we play. &amp;nbsp;Improv is a process and takes patience in order to see the positive results in students. &amp;nbsp;But, if you can stay diligent and keep Improv-ing you’re students will not only have fun, but will gain confidence in themselves and trust in their classmates.&lt;/span&gt;&lt;/div&gt;
&lt;div dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-left: -13.5pt; margin-top: 0pt;&quot;&gt;
&lt;span style=&quot;background-color: transparent; color: black; font-family: &#39;Times New Roman&#39;; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;If You&#39;re interested in starting Improv in your classroom check out The Godfrey-Lee Tech/Media team youtube channel or click this &lt;span style=&quot;color: #1155cc; font-size: 12pt; text-decoration: underline; vertical-align: baseline;&quot;&gt;&lt;a href=&quot;https://www.youtube.com/playlist?list=PLx_osNMIOSU_f1Ja5Ov-zSzcn6CdfV_HI&quot; style=&quot;text-decoration: none;&quot;&gt;IMPROV VIDEO LINK&lt;/a&gt;.&lt;/span&gt;   I would also highly recommend the book &lt;/span&gt;&lt;span style=&quot;background-color: transparent; color: black; font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12pt; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;i&gt;Drama Menu: Theatre Games in Three Courses &lt;/i&gt;by Glyn Trefor-Jones&lt;/span&gt;&lt;span style=&quot;background-color: transparent; color: black; font-family: &#39;Times New Roman&#39;; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;.  Most of my Improv ideas start with this book.  Also, be on the look out for Improv Videos from our ECC students.&lt;/span&gt;&lt;/div&gt;
&lt;div dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-left: -13.5pt; margin-top: 0pt;&quot;&gt;
&lt;span style=&quot;background-color: transparent; color: black; font-family: &#39;Times New Roman&#39;; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Times New Roman;&quot;&gt;&lt;span style=&quot;font-size: 16px; white-space: pre-wrap;&quot;&gt;&lt;i&gt;Below is a sample video of Improv games you&#39;ll find on our Youtube Channel.&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;iframe width=&quot;320&quot; height=&quot;266&quot; class=&quot;YOUTUBE-iframe-video&quot; data-thumbnail-src=&quot;https://i.ytimg.com/vi/WKXs6Dz5y0k/0.jpg&quot; src=&quot;https://www.youtube.com/embed/WKXs6Dz5y0k?feature=player_embedded&quot; frameborder=&quot;0&quot; allowfullscreen&gt;&lt;/iframe&gt;&lt;/div&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://glpstech.blogspot.com/feeds/7128685340310598170/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://glpstech.blogspot.com/2017/02/improv-ing-students-at-ecc.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/421831723592635670/posts/default/7128685340310598170'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/421831723592635670/posts/default/7128685340310598170'/><link rel='alternate' type='text/html' href='http://glpstech.blogspot.com/2017/02/improv-ing-students-at-ecc.html' title='IMPROV-ing Students at ECC'/><author><name>Anonymous</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/blank.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://lh6.googleusercontent.com/Z_ZtF7aBZqOkvo3SvIMk3Emf7sKeqBRPIYSLlPEIJnKL0u-zCXD6Q8FMymaE_hMFic4MepsTlLJIQ18jiEKbCirRW8rwmDiLd-uopa2fg5zVkHIggeabZJVaMOwFfi_xtcXQzURv=s72-c" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-421831723592635670.post-65225705905127357</id><published>2017-01-31T09:59:00.000-05:00</published><updated>2017-01-31T10:03:19.641-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Conference"/><category scheme="http://www.blogger.com/atom/ns#" term="education"/><category scheme="http://www.blogger.com/atom/ns#" term="FETC"/><category scheme="http://www.blogger.com/atom/ns#" term="Future"/><category scheme="http://www.blogger.com/atom/ns#" term="Robotics"/><category scheme="http://www.blogger.com/atom/ns#" term="Technology"/><category scheme="http://www.blogger.com/atom/ns#" term="Virtual Reality"/><category scheme="http://www.blogger.com/atom/ns#" term="VR"/><title type='text'>Future of Education Technology</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://4.bp.blogspot.com/-7YnVjWzW1Ek/WJCWfjdWJ5I/AAAAAAAAAws/swI-wPugN54MEVGVfEQ7M2NN9kIgxz5TwCLcB/s1600/FETC.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;140&quot; src=&quot;https://4.bp.blogspot.com/-7YnVjWzW1Ek/WJCWfjdWJ5I/AAAAAAAAAws/swI-wPugN54MEVGVfEQ7M2NN9kIgxz5TwCLcB/s320/FETC.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
Last week I had the opportunity to attend the Future of Education Technology Conference and it was such an amazing experience to meet up with so many folks working hard to bring the best educational experience to the classroom. There were people there from all over the country and even across the globe. There is definitely a shift in the way technology is being used in the classroom, and I am excited to work with our own staff in implementing some new ideas that will bring about the meaningful experiences that our kids deserve.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Pre-Conference Future of IT Summit&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
One of the best parts of this conference was the pre-conference summit where over 300 educators gathered to discuss the future of IT, network and listen to a few amazing speakers talk about the importance of building strong relationships with students. &lt;a href=&quot;http://ericsheninger.com/esheninger?sid=28&quot; target=&quot;_blank&quot;&gt;Eric Sheninger&lt;/a&gt;,&amp;nbsp;Senior Fellow and Thought Leader on Digital Leadership with the International Center for Leadership in Education, gave an inspiring keynote on &quot;bringing the awe back in to learning.&quot; It is so easy to get caught up in the chaos of standardized testing and big data, that sometimes we forget to inspire. Obviously, testing is a necessary evil, but we have to be mindful about the way our students best learn and if that means moving away from traditional methods of educating, it is something that we should do.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;VR and Robotics&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;br /&gt;&lt;/b&gt;
&lt;br /&gt;
&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;float: left; margin-right: 1em; text-align: left;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://4.bp.blogspot.com/-K4w_coiHWcc/WJCkDp4IXKI/AAAAAAAAAxE/foQSd4zs2b42MMHXRxA5tLPv4oBWtW_AgCLcB/s1600/VR.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;150&quot; src=&quot;https://4.bp.blogspot.com/-K4w_coiHWcc/WJCkDp4IXKI/AAAAAAAAAxE/foQSd4zs2b42MMHXRxA5tLPv4oBWtW_AgCLcB/s200/VR.jpg&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Photo credited to&lt;br /&gt;&lt;a class=&quot;link-complex&quot; data-user-name=&quot;AmyBradshaw_KET&quot; href=&quot;https://twitter.com/AmyBradshaw_KET/&quot; rel=&quot;user&quot; style=&quot;background-color: white; color: #2b7bb9; font-family: HelveticaNeue, &amp;quot;Helvetica Neue&amp;quot;, Helvetica, Arial, Verdana, sans-serif; font-size: 14px; text-align: start; text-decoration: none; white-space: pre-wrap;&quot; target=&quot;_blank&quot;&gt;@&lt;span class=&quot;link-complex-target&quot;&gt;AmyBradshaw_KET&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;background-color: white; color: #292f33; font-family: HelveticaNeue, &amp;quot;Helvetica Neue&amp;quot;, Helvetica, Arial, Verdana, sans-serif; font-size: 14px; text-align: start; white-space: pre-wrap;&quot;&gt; 
&lt;/span&gt;&lt;a class=&quot;link-complex&quot; data-user-name=&quot;LShafferKET&quot; href=&quot;https://twitter.com/LShafferKET/&quot; rel=&quot;user&quot; style=&quot;background-color: white; color: #2b7bb9; font-family: HelveticaNeue, &amp;quot;Helvetica Neue&amp;quot;, Helvetica, Arial, Verdana, sans-serif; font-size: 14px; outline: 0px; text-align: start; text-decoration: none; white-space: pre-wrap;&quot; target=&quot;_blank&quot;&gt;@&lt;span class=&quot;link-complex-target&quot; style=&quot;text-decoration: underline;&quot;&gt;LShafferKET&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;background-color: white; color: #292f33; font-family: HelveticaNeue, &amp;quot;Helvetica Neue&amp;quot;, Helvetica, Arial, Verdana, sans-serif; font-size: 14px; text-align: start; white-space: pre-wrap;&quot;&gt; &lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
One of the trends this year is Virtual Reality and Robotics. These technological tools have taken off in the classroom due to the affordability, engagement factor and the real learning experiences that come with them. Virtual Reality has allowed the classroom to break outside of the traditional 4-walls and move into a new reality where students can increase their depth of learning and experience classroom content in a very engaging way.&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;https://1.bp.blogspot.com/-RxNdHFKEQIg/WJCkkLnu_SI/AAAAAAAAAxI/zDLf0Ys9X_InMAu8tqfhBARS85ZnY6aUACLcB/s1600/Sphero.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;200&quot; src=&quot;https://1.bp.blogspot.com/-RxNdHFKEQIg/WJCkkLnu_SI/AAAAAAAAAxI/zDLf0Ys9X_InMAu8tqfhBARS85ZnY6aUACLcB/s200/Sphero.jpg&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
Another fun tool happens to be classroom robots. These cool little gizmos allow students to think creatively and work on coding skills and even solve real-world problems. There are many different products out there, but I was fascinated with the &lt;a href=&quot;https://www.youtube.com/watch?v=0yQYr7CIxBc&quot; target=&quot;_blank&quot;&gt;Sphero&lt;/a&gt; bots because of their ease of use and affordability. These wonderful tools can help supplement classroom instruction and inspire students to take ownership of their learning.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;br /&gt;&lt;/b&gt;
&lt;b&gt;&lt;br /&gt;&lt;/b&gt;
&lt;b&gt;Fear of Technology&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
Technology grows at an exponential rate and some of the world&#39;s most greatest advancements have happened in the last 20 years. This is exciting and scary at the same time as it highlights the advancement of our civilization but also shows how difficult it is to prepare our students for a world that will be much different than our own. Sometimes the fear of the unknown can be paralyzing, but we must not let that deter us from taking that giant leap forward. Dr. Martin Luther King Jr. said that, &quot;Faith is taking the first step even when you don&#39;t see the whole staircase.&quot; This is especially true in education. Even though we don&#39;t know what the future holds, we must have faith in our abilities and in our own students to take this world on. This is why it is important to inspire our students to think critically and problem solve on their own, to show them how to communicate and collaborate, because our world will never be perfect. Since our world will never be perfect, there will always be problems to solve, and people to help. This is where we can make a difference, not in how well our students test, but how they impact the world.&lt;br /&gt;
&lt;br /&gt;
Dan Townsend&lt;br /&gt;
Director of Technology and Media Services&lt;br /&gt;
@dtownsend20&lt;br /&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://glpstech.blogspot.com/feeds/65225705905127357/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://glpstech.blogspot.com/2017/01/future-of-education-technology.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/421831723592635670/posts/default/65225705905127357'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/421831723592635670/posts/default/65225705905127357'/><link rel='alternate' type='text/html' href='http://glpstech.blogspot.com/2017/01/future-of-education-technology.html' title='Future of Education Technology'/><author><name>Anonymous</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/blank.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://4.bp.blogspot.com/-7YnVjWzW1Ek/WJCWfjdWJ5I/AAAAAAAAAws/swI-wPugN54MEVGVfEQ7M2NN9kIgxz5TwCLcB/s72-c/FETC.jpg" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-421831723592635670.post-3983700232902732436</id><published>2017-01-25T13:49:00.000-05:00</published><updated>2017-01-25T13:49:04.249-05:00</updated><title type='text'>Student Grade Report</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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 &lt;/w:LatentStyles&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;
&lt;style&gt;
 /* Style Definitions */
 table.MsoNormalTable
 {mso-style-name:&quot;Table Normal&quot;;
 mso-tstyle-rowband-size:0;
 mso-tstyle-colband-size:0;
 mso-style-noshow:yes;
 mso-style-priority:99;
 mso-style-qformat:yes;
 mso-style-parent:&quot;&quot;;
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 mso-para-margin:0in;
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 mso-pagination:widow-orphan;
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 font-family:&quot;Calibri&quot;,&quot;sans-serif&quot;;
 mso-ascii-font-family:Calibri;
 mso-ascii-theme-font:minor-latin;
 mso-fareast-font-family:&quot;Times New Roman&quot;;
 mso-fareast-theme-font:minor-fareast;
 mso-hansi-font-family:Calibri;
 mso-hansi-theme-font:minor-latin;
 mso-bidi-font-family:&quot;Times New Roman&quot;;
 mso-bidi-theme-font:minor-bidi;}
&lt;/style&gt;
&lt;![endif]--&gt;

&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Would you like to be able to look at the students in the
sections that you teach and be able to pull out just the ones who are getting a
certain grade; such as all of the “A’s” or all of the “D’s” and lower? Well
there is a way that you can do that.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;
&lt;/span&gt;Infinite Campus has a report under Student Information called the
“Activity Eligibility Report”.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;When you
click on the report it brings you to a screen that allows you to choose the
course, the grade option and the grading tasks whether it be the in progress grade
or the posted grade.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;You can choose to
see all scores for students in your class or you can choose to see only the
ones that have fallen below a certain level.&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Click the link below to view step by step instructions on how to run this report.&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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&lt;a href=&quot;https://drive.google.com/a/godfrey-lee.org/file/d/0ByrbaSdg2sGDMG4xa0ZTUnd1Wm8/view?usp=sharing&quot; target=&quot;_blank&quot;&gt;Activity Eligibility Report&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;


</content><link rel='replies' type='application/atom+xml' href='http://glpstech.blogspot.com/feeds/3983700232902732436/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://glpstech.blogspot.com/2017/01/student-grade-report.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/421831723592635670/posts/default/3983700232902732436'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/421831723592635670/posts/default/3983700232902732436'/><link rel='alternate' type='text/html' href='http://glpstech.blogspot.com/2017/01/student-grade-report.html' title='Student Grade Report'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/11508293410432517643</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-421831723592635670.post-7435684944804556940</id><published>2016-12-09T09:57:00.001-05:00</published><updated>2016-12-09T09:57:38.373-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Music"/><category scheme="http://www.blogger.com/atom/ns#" term="production"/><category scheme="http://www.blogger.com/atom/ns#" term="sound"/><category scheme="http://www.blogger.com/atom/ns#" term="studio"/><title type='text'>New Music Recording Studio Goes in at Lee MS/HS</title><content type='html'>When the Superintendent and I visited &lt;a href=&quot;https://www2.k12albemarle.org/Pages/default.aspx&quot; target=&quot;_blank&quot;&gt;Albemarle School District&lt;/a&gt; in Charlottesville, Virginia, we noticed a few things that we wanted to bring back to our home school district. One of those things was a Sound and Music Recording Studio for students. We noticed that kids were so passionate and enthusiastic about the opportunity to create something of their own. We even had the opportunity to speak to a few kids who talked about how much the studio has helped them in their overall development. Some students are in love with music but don&#39;t necessarily participate in band or choir, so this has become a way for them to express themselves and show off their talent.&lt;br /&gt;
&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;float: left; margin-right: 1em; text-align: left;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://1.bp.blogspot.com/-YnaYSEcbdqQ/WErFo9xV_1I/AAAAAAAAAtY/1FXe-f5dhx0Rrg8OBzgP-7eMU5UcveWyQCLcB/s1600/Studio.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;300&quot; src=&quot;https://1.bp.blogspot.com/-YnaYSEcbdqQ/WErFo9xV_1I/AAAAAAAAAtY/1FXe-f5dhx0Rrg8OBzgP-7eMU5UcveWyQCLcB/s400/Studio.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;The Christine Vettese Sound and Music Recording Studio&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
I knew that we had some of those similar stories here in our district and I wanted to ensure that we were offering our students a way to be creative and produce something that they could share with the world. It is almost impossible for a kid with no real income to afford studio time in a quality production studio, so that is where we can help. In the first week of opening the doors of the studio, we had several students sign up to use it. There is some pretty sophisticated equipment and software in there so it is taking some time for students to get the hang of production but the discovery of it all is an important part of the journey. I can&#39;t wait to see the talent of our students shine through this experiential process.&lt;br /&gt;
&lt;br /&gt;
Dan Townsend&lt;br /&gt;
Director of Tech and Media Services</content><link rel='replies' type='application/atom+xml' href='http://glpstech.blogspot.com/feeds/7435684944804556940/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://glpstech.blogspot.com/2016/12/new-music-recording-studio-goes-in-at.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/421831723592635670/posts/default/7435684944804556940'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/421831723592635670/posts/default/7435684944804556940'/><link rel='alternate' type='text/html' href='http://glpstech.blogspot.com/2016/12/new-music-recording-studio-goes-in-at.html' title='New Music Recording Studio Goes in at Lee MS/HS'/><author><name>Anonymous</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/blank.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://1.bp.blogspot.com/-YnaYSEcbdqQ/WErFo9xV_1I/AAAAAAAAAtY/1FXe-f5dhx0Rrg8OBzgP-7eMU5UcveWyQCLcB/s72-c/Studio.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-421831723592635670.post-8138233461492232416</id><published>2016-12-09T07:00:00.001-05:00</published><updated>2016-12-09T10:04:36.934-05:00</updated><title type='text'>Infinite Campus Update Offers Teachers New &#39;Assignment Analysis&#39; Report</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;19&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;21&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;31&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;32&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;33&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; Name=&quot;Bibliography&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&gt;
 &lt;/w:LatentStyles&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;
&lt;style&gt;
 /* Style Definitions */
 table.MsoNormalTable
 {mso-style-name:&quot;Table Normal&quot;;
 mso-tstyle-rowband-size:0;
 mso-tstyle-colband-size:0;
 mso-style-noshow:yes;
 mso-style-priority:99;
 mso-style-qformat:yes;
 mso-style-parent:&quot;&quot;;
 mso-padding-alt:0in 5.4pt 0in 5.4pt;
 mso-para-margin-top:0in;
 mso-para-margin-right:0in;
 mso-para-margin-bottom:10.0pt;
 mso-para-margin-left:0in;
 line-height:115%;
 mso-pagination:widow-orphan;
 font-size:11.0pt;
 font-family:&quot;Calibri&quot;,&quot;sans-serif&quot;;
 mso-ascii-font-family:Calibri;
 mso-ascii-theme-font:minor-latin;
 mso-hansi-font-family:Calibri;
 mso-hansi-theme-font:minor-latin;}
&lt;/style&gt;
&lt;![endif]--&gt;

&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 1;&quot;&gt;
&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-font-kerning: 18.0pt;&quot;&gt;On Sunday, December 11, our district will be receiving an update from Infinite Campus. After this update, you will see a new report option in your index under Reports (Grade Book). The purpose of this new report is to help teachers further analyze student grades on any given assignment. Below are the release notes from Infinite Campus on how to get to this report and generate it.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 1;&quot;&gt;
&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-font-kerning: 18.0pt;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 1;&quot;&gt;
&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:WordDocument&gt;
  &lt;w:View&gt;Normal&lt;/w:View&gt;
  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;
  &lt;w:TrackMoves/&gt;
  &lt;w:TrackFormatting/&gt;
  &lt;w:PunctuationKerning/&gt;
  &lt;w:ValidateAgainstSchemas/&gt;
  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;
  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;
  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;
  &lt;w:DoNotPromoteQF/&gt;
  &lt;w:LidThemeOther&gt;EN-US&lt;/w:LidThemeOther&gt;
  &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;
  &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;
  &lt;w:Compatibility&gt;
   &lt;w:BreakWrappedTables/&gt;
   &lt;w:SnapToGridInCell/&gt;
   &lt;w:WrapTextWithPunct/&gt;
   &lt;w:UseAsianBreakRules/&gt;
   &lt;w:DontGrowAutofit/&gt;
   &lt;w:SplitPgBreakAndParaMark/&gt;
   &lt;w:DontVertAlignCellWithSp/&gt;
   &lt;w:DontBreakConstrainedForcedTables/&gt;
   &lt;w:DontVertAlignInTxbx/&gt;
   &lt;w:Word11KerningPairs/&gt;
   &lt;w:CachedColBalance/&gt;
  &lt;/w:Compatibility&gt;
  &lt;w:BrowserLevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;
  &lt;m:mathPr&gt;
   &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;
   &lt;m:brkBin m:val=&quot;before&quot;/&gt;
   &lt;m:brkBinSub m:val=&quot;&amp;#45;-&quot;/&gt;
   &lt;m:smallFrac m:val=&quot;off&quot;/&gt;
   &lt;m:dispDef/&gt;
   &lt;m:lMargin m:val=&quot;0&quot;/&gt;
   &lt;m:rMargin m:val=&quot;0&quot;/&gt;
   &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;
   &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;
   &lt;m:intLim m:val=&quot;subSup&quot;/&gt;
   &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;
  &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 1;&quot;&gt;
&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
  DefSemiHidden=&quot;true&quot; DefQFormat=&quot;false&quot; DefPriority=&quot;99&quot;
  LatentStyleCount=&quot;267&quot;&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;0&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Normal&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;heading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;35&quot; QFormat=&quot;true&quot; Name=&quot;caption&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;10&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; Name=&quot;Default Paragraph Font&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;59&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Table Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Placeholder Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Revision&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;34&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;List Paragraph&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;29&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;30&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 3&quot;/&gt;
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&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 1;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: 24.0pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-font-kerning: 18.0pt;&quot;&gt;Assignment Analysis Report&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;color: #f26126; font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt;&quot;&gt;PATH:&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;color: #f26126; font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt;&quot;&gt; &lt;i&gt;Campus Instruction &amp;gt; Reports (Grade
Book) &amp;gt; Assignment Analysis&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt;&quot;&gt;The Assignment Analysis report
creates a bar chart representing the students&#39; grades for the selected
assignment.&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;img alt=&quot;&quot; class=&quot;fancybox-image&quot; height=&quot;126&quot; src=&quot;https://content.infinitecampus.com/sis/1645/documentation/assignment-analysis-report/83118ae3-4ebd-4b42-85aa-33c24c266167/images/118557813/CI_ATAnalysisEditor_1645.png?version=1&amp;amp;modificationDate=1476210980967&amp;amp;api=v2&quot; width=&quot;400&quot; /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 1;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 24.0pt;&quot;&gt;Generating the Assignment Analysis Report&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;ol start=&quot;1&quot; type=&quot;1&quot;&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt;&quot;&gt;Choose &lt;i&gt;Assignment Analysis&lt;/i&gt; from the report
     drop down list.&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt;&quot;&gt;Select the &lt;b&gt;Term&lt;/b&gt; and &lt;b&gt;Section&lt;/b&gt; of the
     assignment to analyze.&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt;&quot;&gt;Select the &lt;b&gt;Assignment&lt;/b&gt; for which you want to view
     the analysis graph. Only one assignment can be selected at a time.&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt;&quot;&gt;Click the &lt;b&gt;Generate Report&lt;/b&gt; button to generate the
     report in PDF format.&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt;&quot;&gt;The header of the graph reports the
selected assignment, as well as its Task/Standard and Category.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt;&quot;&gt;The graph show&#39;s each student&#39;s
score received on the assignment, with the percentage of points earned shown
next to the student&#39;s name.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;Below the graph, the Mean and Median scores are
calculated, as well as the +/- standard deviation. These values are also
represented by blue lines in the graph itself.&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;img alt=&quot;&quot; class=&quot;fancybox-image&quot; height=&quot;290&quot; src=&quot;https://content.infinitecampus.com/sis/1645/documentation/assignment-analysis-report/83118ae3-4ebd-4b42-85aa-33c24c266167/images/118557813/CI_ATAnalysisExample_1645.png?version=1&amp;amp;modificationDate=1476210981110&amp;amp;api=v2&quot; width=&quot;400&quot; /&gt;</content><link rel='replies' type='application/atom+xml' href='http://glpstech.blogspot.com/feeds/8138233461492232416/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://glpstech.blogspot.com/2016/12/infinite-campus-update-offers-teachers.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/421831723592635670/posts/default/8138233461492232416'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/421831723592635670/posts/default/8138233461492232416'/><link rel='alternate' type='text/html' href='http://glpstech.blogspot.com/2016/12/infinite-campus-update-offers-teachers.html' title='Infinite Campus Update Offers Teachers New &#39;Assignment Analysis&#39; Report'/><author><name>Amanda</name><uri>http://www.blogger.com/profile/13226878367154236379</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigEI1C4C_dxsqP1cSgY2FQ6RwpNt_Aj9__B6BAahiUOqfU4GvsROYtz5zA4UBAslW9d8ioPdyyNgRJGRFf4URkCCp44eNijo1rHVFOp4vK7ojkkik3OHSe510IusDnVZo/s220/ABlok+Avatar.png'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-421831723592635670.post-4158103308154682574</id><published>2016-12-09T07:00:00.000-05:00</published><updated>2016-12-09T07:00:20.096-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Breakout EDU"/><title type='text'>Breakout EDU Mania!</title><content type='html'>Last year, our Tech Team introduced &lt;a href=&quot;http://www.breakoutedu.com/&quot; target=&quot;_blank&quot;&gt;Breakout EDU&lt;/a&gt; to a &lt;a href=&quot;http://myedtechworld.weebly.com/blog/breaking-admin-pd-with-breakout-edu&quot; target=&quot;_blank&quot;&gt;group of our administrators&lt;/a&gt;. &amp;nbsp;Since then, we have provided several professional development opportunities for teachers and para-professionals, which has resulted in many games taking place in the classroom!&lt;br /&gt;
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&lt;a href=&quot;http://2.bp.blogspot.com/-DNR98rZ25bc/WEBlq21oN3I/AAAAAAAABNA/nqiHXxnNglwh0bsxbJER6sLBqQSNYTZPwCK4B/s1600/2016-10-14%2B14.50.02.jpg&quot; imageanchor=&quot;1&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;https://2.bp.blogspot.com/-DNR98rZ25bc/WEBlq21oN3I/AAAAAAAABNA/nqiHXxnNglwh0bsxbJER6sLBqQSNYTZPwCK4B/s320/2016-10-14%2B14.50.02.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;a href=&quot;http://4.bp.blogspot.com/-dDkgKyGC7AA/WEBmCCohX0I/AAAAAAAABNI/2pSyBSvFp7gUcLp9bYaxtgLll7W7doIawCK4B/s1600/2016-10-28%2B12.36.09.jpg&quot; imageanchor=&quot;1&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;https://4.bp.blogspot.com/-dDkgKyGC7AA/WEBmCCohX0I/AAAAAAAABNI/2pSyBSvFp7gUcLp9bYaxtgLll7W7doIawCK4B/s320/2016-10-28%2B12.36.09.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;a href=&quot;http://1.bp.blogspot.com/-h0cBMCN-NzU/WEBmhWmhxQI/AAAAAAAABNU/dOS0nWHnopspG5jgnvJnQadhbUezx5chgCK4B/s1600/2016-11-22%2B08.59.25.jpg&quot; imageanchor=&quot;1&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://1.bp.blogspot.com/-h0cBMCN-NzU/WEBmhWmhxQI/AAAAAAAABNU/dOS0nWHnopspG5jgnvJnQadhbUezx5chgCK4B/s320/2016-11-22%2B08.59.25.jpg&quot; width=&quot;240&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;a href=&quot;http://1.bp.blogspot.com/-ZcWS187wPCE/WEBm9YC1J5I/AAAAAAAABNc/oEpdeZVwafY66d1nx1tMQyOR8T6n_05NACK4B/s1600/IMG_2822.jpg&quot; imageanchor=&quot;1&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;213&quot; src=&quot;https://1.bp.blogspot.com/-ZcWS187wPCE/WEBm9YC1J5I/AAAAAAAABNc/oEpdeZVwafY66d1nx1tMQyOR8T6n_05NACK4B/s320/IMG_2822.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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In our district, we keep our boxes in a central location and we set the lock codes before delivering them to the teacher. &amp;nbsp;This helps us minimize the chance of breaking a lock, or worse yet, getting locked out of a lock (do we even have to mention the joys of owning a directional lock?)! &amp;nbsp;We keep a Google Sheet that allows us to have a running list of the codes used and the teacher who used them just in case we have to go back and double check a setting. &amp;nbsp;This also allows us to see how the Breakout EDU boxes are being used across the district. &amp;nbsp;Below are several graphs that show a monthly use by building and subject area.&lt;br /&gt;
&lt;center&gt;
&lt;iframe frameborder=&quot;0&quot; height=&quot;568&quot; scrolling=&quot;no&quot; seamless=&quot;&quot; src=&quot;https://docs.google.com/spreadsheets/d/e/2PACX-1vTyZyqxisOYjGzcQjVzi56t6tGXlglUFHs5FadRb4eXL-BYWn2IK89YeNbeOjJGaPAxsKQN7PPvXLoI/pubchart?oid=1395916257&amp;amp;format=interactive&quot; width=&quot;600&quot;&gt;&lt;/iframe&gt;

&lt;iframe frameborder=&quot;0&quot; height=&quot;572&quot; scrolling=&quot;no&quot; seamless=&quot;&quot; src=&quot;https://docs.google.com/spreadsheets/d/e/2PACX-1vTyZyqxisOYjGzcQjVzi56t6tGXlglUFHs5FadRb4eXL-BYWn2IK89YeNbeOjJGaPAxsKQN7PPvXLoI/pubchart?oid=690994235&amp;amp;format=interactive&quot; width=&quot;600&quot;&gt;&lt;/iframe&gt;

&lt;iframe frameborder=&quot;0&quot; height=&quot;569.5&quot; scrolling=&quot;no&quot; seamless=&quot;&quot; src=&quot;https://docs.google.com/spreadsheets/d/e/2PACX-1vTyZyqxisOYjGzcQjVzi56t6tGXlglUFHs5FadRb4eXL-BYWn2IK89YeNbeOjJGaPAxsKQN7PPvXLoI/pubchart?oid=1199637413&amp;amp;format=interactive&quot; width=&quot;600&quot;&gt;&lt;/iframe&gt;

&lt;/center&gt;
So far this year, we have been busy in classrooms with Breakout after Breakout and have several more on the calendar for the month of December!&lt;br /&gt;
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&lt;iframe frameborder=&quot;0&quot; height=&quot;371&quot; scrolling=&quot;no&quot; seamless=&quot;&quot; src=&quot;https://docs.google.com/spreadsheets/d/e/2PACX-1vTyZyqxisOYjGzcQjVzi56t6tGXlglUFHs5FadRb4eXL-BYWn2IK89YeNbeOjJGaPAxsKQN7PPvXLoI/pubchart?oid=1850206652&amp;amp;format=interactive&quot; width=&quot;600&quot;&gt;&lt;/iframe&gt;

&lt;iframe frameborder=&quot;0&quot; height=&quot;371&quot; scrolling=&quot;no&quot; seamless=&quot;&quot; src=&quot;https://docs.google.com/spreadsheets/d/e/2PACX-1vTyZyqxisOYjGzcQjVzi56t6tGXlglUFHs5FadRb4eXL-BYWn2IK89YeNbeOjJGaPAxsKQN7PPvXLoI/pubchart?oid=1748947556&amp;amp;format=interactive&quot; width=&quot;600&quot;&gt;&lt;/iframe&gt;
&lt;/center&gt;
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&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://glpstech.blogspot.com/feeds/4158103308154682574/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://glpstech.blogspot.com/2016/12/breakout-edu-mania.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/421831723592635670/posts/default/4158103308154682574'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/421831723592635670/posts/default/4158103308154682574'/><link rel='alternate' type='text/html' href='http://glpstech.blogspot.com/2016/12/breakout-edu-mania.html' title='Breakout EDU Mania!'/><author><name>Anonymous</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/blank.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://2.bp.blogspot.com/-DNR98rZ25bc/WEBlq21oN3I/AAAAAAAABNA/nqiHXxnNglwh0bsxbJER6sLBqQSNYTZPwCK4B/s72-c/2016-10-14%2B14.50.02.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-421831723592635670.post-5695153743618765942</id><published>2016-12-08T13:23:00.000-05:00</published><updated>2016-12-08T13:24:12.273-05:00</updated><title type='text'>Tech Refresh 2016</title><content type='html'>Summer 2016 was filled with many technological infrastructure upgrades. These upgrades will further enhance the district&#39;s connectivity while providing a more secure environment. Our network backbone is now capable of transmitting ten times the amount of data from our previous environment. This will translate to a future proofed network infrastructure that will carry us into the next few years.&lt;br /&gt;
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Along with increased transmission rates, we further secured our internal network with new firewall and web filter solutions. We are better able to see and drop malicious activity on our network before it enters or exits our network. The new web filter solution allows us to get better feedback on search trends and block and log nefarious keyword searches. We will continue our work to provide great support to our students and building staff and we strive to make our network a great example in our community.&lt;/div&gt;
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Top: New Core Switch and the iBoss Web filter&lt;/div&gt;
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Bottom: Newly racked server environment with our Sophos Firewall solution&lt;/div&gt;
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&lt;a href=&quot;https://1.bp.blogspot.com/-mWyoQTTb7zc/WEmg-jj5hEI/AAAAAAAAANQ/cZv_v6Vrw543N8Jl0jNFkB4HCHsFjj4DwCLcB/s1600/IMG_20161208_090653.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://1.bp.blogspot.com/-mWyoQTTb7zc/WEmg-jj5hEI/AAAAAAAAANQ/cZv_v6Vrw543N8Jl0jNFkB4HCHsFjj4DwCLcB/s320/IMG_20161208_090653.jpg&quot; width=&quot;240&quot; /&gt;&lt;/a&gt;&lt;a href=&quot;https://4.bp.blogspot.com/-Af4fa_7sOss/WEmhBKO480I/AAAAAAAAANU/kiKeeCn6t5AOQQrOG8lq0oOzRpIX22aKACLcB/s1600/IMG_20161208_090630.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://4.bp.blogspot.com/-Af4fa_7sOss/WEmhBKO480I/AAAAAAAAANU/kiKeeCn6t5AOQQrOG8lq0oOzRpIX22aKACLcB/s320/IMG_20161208_090630.jpg&quot; width=&quot;240&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://glpstech.blogspot.com/feeds/5695153743618765942/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://glpstech.blogspot.com/2016/12/tech-refresh-2016.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/421831723592635670/posts/default/5695153743618765942'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/421831723592635670/posts/default/5695153743618765942'/><link rel='alternate' type='text/html' href='http://glpstech.blogspot.com/2016/12/tech-refresh-2016.html' title='Tech Refresh 2016'/><author><name>Anonymous</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/blank.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://1.bp.blogspot.com/-mWyoQTTb7zc/WEmg-jj5hEI/AAAAAAAAANQ/cZv_v6Vrw543N8Jl0jNFkB4HCHsFjj4DwCLcB/s72-c/IMG_20161208_090653.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-421831723592635670.post-3599572958827744447</id><published>2016-09-14T10:36:00.003-04:00</published><updated>2016-09-14T10:36:57.915-04:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Design Thinking"/><category scheme="http://www.blogger.com/atom/ns#" term="Rebel U"/><category scheme="http://www.blogger.com/atom/ns#" term="Rebel U 2016"/><title type='text'>What to do with Design Thinking &amp; Teacher Learning #rebelu16</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://1.bp.blogspot.com/-3fFEUj8RCmA/TmIaoeiHZaI/AAAAAAAAADM/dX1I8uj74Yo/s1600/Rebel+U+Logo.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;120&quot; src=&quot;https://1.bp.blogspot.com/-3fFEUj8RCmA/TmIaoeiHZaI/AAAAAAAAADM/dX1I8uj74Yo/s1600/Rebel+U+Logo.jpg&quot; width=&quot;94&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
Rebel U is so much more than just a gathering of teachers sharing cool tools they are using in their classrooms. &amp;nbsp;Although that is a part of it, the collaboration, conversations, experimenting, community, and much more are also critical components of the day. &amp;nbsp;Each year we are grateful that we are given a full day to work with teachers and administrators, so we work hard to make sure that are day is design with not only our end users in mind, but also making sure that it is aligned with district goals. &amp;nbsp;We try to make sure this is a seamless integration, where sometimes you aren&#39;t sure where the learning ends and the implementation begins!&lt;br /&gt;
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This year, our Tech Team partnered with the Teaching, Learning, and Accountability Department in our district to align Rebel U to our district focus of Human Centered Design. &amp;nbsp;Our Team is by no means an expert in this area, so we were ready to learn all we could about the concept and how this translates to the technology that is being utilized by our teachers and students. &amp;nbsp;In a nutshell, we are all designers and the approach we take can follow an uniform process, but the end results could be very different and personalized.&lt;br /&gt;
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&lt;a href=&quot;http://thinkspace.csu.edu.au/inf536reflections/files/2015/08/dt-copy-xfcrbh.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://thinkspace.csu.edu.au/inf536reflections/files/2015/08/dt-copy-xfcrbh.jpg&quot; height=&quot;308&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;a href=&quot;https://www.linkedin.com/pulse/design-thinking-business-strategy-customer-centered-kosasih&quot; target=&quot;_blank&quot;&gt;Source&lt;/a&gt;&lt;/div&gt;
This year at Rebel U, we opened with our very own Carol Lautenbach, Assistant Superintendent of Teaching, Learning, and Accountability, with an introduction to design thinking. &amp;nbsp;She shared a &lt;a href=&quot;https://drive.google.com/file/d/0B4kJ_rD64e23Vm5taTNTWHNVWDQ/view?usp=sharing&quot; target=&quot;_blank&quot;&gt;document&lt;/a&gt; with our teachers that to help them think beyond the content to the reason, the essence, and the purpose of what is being learned—the WHY and WHO. &amp;nbsp;This was demonstrated through a quick activity about cell phones that helped demonstrate the WHY and WHO of design thinking.&lt;br /&gt;
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At the end of the day, teachers were asked to separate themselves into one of five groups that they would like to explore further. &amp;nbsp;In exploration of this group, we were asking them how they could connect the ideas, tools, and resources they learned about during the day and use them to enhance communications and relationships. &amp;nbsp;Below is a breakdown of the number of teachers and the relationships they chose to explore further.&lt;br /&gt;
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&lt;iframe frameborder=&quot;0&quot; height=&quot;371&quot; scrolling=&quot;no&quot; seamless=&quot;&quot; src=&quot;https://docs.google.com/spreadsheets/d/13EMfV4diEL8SQm1Tu20SbJ5q6TRQtrQR4sDf3uBC8vE/pubchart?oid=515930714&amp;amp;format=interactive&quot; width=&quot;600&quot;&gt;&lt;/iframe&gt;
&lt;/center&gt;
In addition to the focus group, we asked them how they would incorporate an element of the 5Cs into the process (bringing the higher-level thinking!). &amp;nbsp;The purpose in asking this question was to really think deeper about the relationship that is being explored.&lt;br /&gt;
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&lt;iframe frameborder=&quot;0&quot; height=&quot;371&quot; scrolling=&quot;no&quot; seamless=&quot;&quot; src=&quot;https://docs.google.com/spreadsheets/d/13EMfV4diEL8SQm1Tu20SbJ5q6TRQtrQR4sDf3uBC8vE/pubchart?oid=317736823&amp;amp;format=interactive&quot; width=&quot;600&quot;&gt;&lt;/iframe&gt;

&lt;/center&gt;
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When you take those two tidbits of information collected and combine them together, you get a nice looking chart that allows you to see the relationships and 5C focus for the district as a whole. &amp;nbsp;It is easy to see that the majority of our staff would like to focus on the teacher to student relationship, with largely a creative focus. &amp;nbsp;This makes us excited because of the potential for risk-taking, student exploration, and learning opportunities that might grow out of this activity.&lt;/center&gt;
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&lt;iframe frameborder=&quot;0&quot; height=&quot;624&quot; scrolling=&quot;no&quot; seamless=&quot;&quot; src=&quot;https://docs.google.com/spreadsheets/d/13EMfV4diEL8SQm1Tu20SbJ5q6TRQtrQR4sDf3uBC8vE/pubchart?oid=1333598540&amp;amp;format=interactive&quot; width=&quot;678&quot;&gt;&lt;/iframe&gt;
&lt;/center&gt;
What is interesting about this snapshot is that you can clearly see the focus areas defined by our teachers that are important and will help improve not only the teaching process, but also build relationships within our community. &amp;nbsp;Where we go from this point is in the hands our teachers, students, imaginations, and so much more!</content><link rel='replies' type='application/atom+xml' href='http://glpstech.blogspot.com/feeds/3599572958827744447/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://glpstech.blogspot.com/2016/09/what-to-do-with-design-thinking-teacher.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/421831723592635670/posts/default/3599572958827744447'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/421831723592635670/posts/default/3599572958827744447'/><link rel='alternate' type='text/html' href='http://glpstech.blogspot.com/2016/09/what-to-do-with-design-thinking-teacher.html' title='What to do with Design Thinking &amp; Teacher Learning #rebelu16'/><author><name>Anonymous</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/blank.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://1.bp.blogspot.com/-3fFEUj8RCmA/TmIaoeiHZaI/AAAAAAAAADM/dX1I8uj74Yo/s72-c/Rebel+U+Logo.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-421831723592635670.post-2748940990605786330</id><published>2016-09-06T13:50:00.000-04:00</published><updated>2016-09-06T13:50:43.921-04:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Rebel U"/><category scheme="http://www.blogger.com/atom/ns#" term="Rebel U 2016"/><title type='text'>Building for Today and Improving for a Future Tomorrow #rebelu16</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://1.bp.blogspot.com/-3fFEUj8RCmA/TmIaoeiHZaI/AAAAAAAAADM/dX1I8uj74Yo/s1600/Rebel+U+Logo.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;120&quot; src=&quot;https://1.bp.blogspot.com/-3fFEUj8RCmA/TmIaoeiHZaI/AAAAAAAAADM/dX1I8uj74Yo/s1600/Rebel+U+Logo.jpg&quot; width=&quot;94&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
Every year with Rebel U, we work at improving things from previous Rebel U events and trying out new things. &amp;nbsp;One thing our Tech Team has always tried to be open to is taking risks. &amp;nbsp;We took a few risks trying new things this year and some worked well, others not quite like we had envisioned. &amp;nbsp;As part of our evaluation each year, we like to ask attendees what they feel we can improve upon so that the next Rebel U flows better and meets teacher learning needs. &amp;nbsp;This year, we knew two big areas where we fell short in providing you with the best learning experience possible...and you let us know too (which we love the constructive feedback, really!).&lt;br /&gt;
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According the evaluation results, the two main topics that frequently came up were the Internet/wifi connection issues as well as general concerns about the location. &amp;nbsp;We want you to know that we truly value your input and would like to share some of the concerns as well as what we know/can do about improving. &amp;nbsp;Like previously stated, we are not afraid to take risks. &amp;nbsp;We took a risk by having Rebel U at a new location. &amp;nbsp;The Kent ISD was booked, and we have learned from previous years of Rebel U, it is becoming increasingly difficult to hold within district due to the growing number of staff, availability of air-conditioned space, and appropriate seating for adults. &amp;nbsp;We also like to respect the fact that many teachers spend a lot of time prepping their classrooms for the beginning of the school year, and having 150 come into their teaching/learning space can throw off work that has been put into preparation. &amp;nbsp;We know that no amount of apologies can change the lack of wifi access (despite our many inquiries as it if it could handle our load!) and room temperature/size issues that were present this year, but we appreciate your open minds and positive attitudes as you moved forward throughout the day.&lt;br /&gt;
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Listed below are the other areas of concern that were brought to our attention (other than the Internet/wifi and location concerns).&lt;br /&gt;
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We are by no means perfect, but we try really hard to create a positive learning environment for you at Rebel U. &amp;nbsp;Based on your feedback, we would like to share some insights and feedback with you.&lt;br /&gt;
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&lt;li&gt;First and foremost, Rebel U is an EDUCATIONAL TECHNOLOGY day. &amp;nbsp;As long as the Technology Team, it will continue to have an EdTech focus. &amp;nbsp;We are the first to say that technology is not the be all, end all to classroom instruction. &amp;nbsp;The teacher is essential to student learning and the technology used for the teaching and learning process is simply a tool. &amp;nbsp;We also understand that other professional development is needed for teachers. &amp;nbsp;Please do not hesitate to speak to your building administrator if you feel you need other non-technology related PD.&lt;/li&gt;
&lt;li&gt;We open Rebel U up to teachers and administrators in the district to present, as well as other professionals outside of the district. &amp;nbsp;We do not select certain presenters, but rather celebrate those that step forward to give of their own learning time at Rebel U to share their knowledge, expertise, and experiences with others. &amp;nbsp;If you feel you would like to learn more about a certain topic at Rebel U, please feel free to let Sarah or another member of the Tech Team know and we can work to find someone to share about that particular topic.&lt;/li&gt;
&lt;li&gt;We partnered with the Teaching, Learning, and Accountability Department to include a Human Centered Design component this year as part of the district initiative that is taking place. &amp;nbsp;Technology in the classroom should not be separate from the content learning that is taking place, but rather integrated to support the curriculum. &amp;nbsp;The HCD component this year was not something that was meant to be new, or added on to something you are already doing, but rather for you to help organize your thoughts about your learning for the day. &amp;nbsp;The things you learned about in your sessions are the &quot;WHAT&quot; and the &quot;HOW&quot; in design thinking and the &quot;WHY&quot; and the &quot;WHO&quot; help you get to the heart of learning. &amp;nbsp;This took the place of the Collaboration Block/Reflection Time that we have had the previous years.&lt;/li&gt;
&lt;li&gt;Due to a complex calendar, we do not get to pick which day Rebel U will take place. &amp;nbsp;Our Tech Team is SUPER happy that we are able to have one day to work with all teachers in the district. &amp;nbsp;Unfortunately, the day we have been given the past couple years has fallen on the day of the elementary open houses. We would love for you to have a relaxing day, be able to dress up, and not have to worry about the evening events, but unfortunately, we can&#39;t always make the calendar perfect. &amp;nbsp;We try our best to make the day fun for you though!&lt;/li&gt;
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We hope this has been helpful in answering some of your questions about Rebel U. &amp;nbsp;If you mentioned something that was not noted here, it does not mean that we haven&#39;t read what you shared! &amp;nbsp;It is helpful for us to reflect on why we do what we are doing, what we are intentional about, and of course, what we can improve for next year!&lt;/div&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://glpstech.blogspot.com/feeds/2748940990605786330/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://glpstech.blogspot.com/2016/09/building-for-today-and-improving-for.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/421831723592635670/posts/default/2748940990605786330'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/421831723592635670/posts/default/2748940990605786330'/><link rel='alternate' type='text/html' href='http://glpstech.blogspot.com/2016/09/building-for-today-and-improving-for.html' title='Building for Today and Improving for a Future Tomorrow #rebelu16'/><author><name>Anonymous</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/blank.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://1.bp.blogspot.com/-3fFEUj8RCmA/TmIaoeiHZaI/AAAAAAAAADM/dX1I8uj74Yo/s72-c/Rebel+U+Logo.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-421831723592635670.post-6099437653795142795</id><published>2016-09-06T13:43:00.002-04:00</published><updated>2016-09-06T13:43:30.595-04:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Rebel U"/><category scheme="http://www.blogger.com/atom/ns#" term="Rebel U 2016"/><title type='text'>Rebel U 2016...Sevenfold #rebelu16</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://1.bp.blogspot.com/-3fFEUj8RCmA/TmIaoeiHZaI/AAAAAAAAADM/dX1I8uj74Yo/s1600/Rebel+U+Logo.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;120&quot; src=&quot;https://1.bp.blogspot.com/-3fFEUj8RCmA/TmIaoeiHZaI/AAAAAAAAADM/dX1I8uj74Yo/s1600/Rebel+U+Logo.jpg&quot; width=&quot;94&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
It is hard to believe that Rebel U has been going strong for seven years! &amp;nbsp;Each year when we do our Call for Presenters, we gather basic information about each person so we can make sure we have the right contact information, t-shirt size, etc. &amp;nbsp;As our program has progressed, this information has also allowed us to compile basic statistics about our presenters. &lt;br /&gt;
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In reviewing our presenter information this year, we uncovered some fun facts!&lt;br /&gt;
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Rebel U 2016 was another fun year of learning and sharing, despite a few hiccups. &amp;nbsp;But hey, without those hiccups, we wouldn&#39;t be FAILING FORWARD. &amp;nbsp;If you like charts and graphs, you have come to the right place! &amp;nbsp;Below you will see charts representing information about our presenters. &amp;nbsp;Over the past seven years, we have had eighty-four unique presenters, and some of those presenters have presented multiple times at multiple Rebel U events. &amp;nbsp;We must be doing something good if they keep coming back!&lt;br /&gt;
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In addition to having 2 presenters that have presented at all eight Rebel U events (seven &quot;traditional&quot; plus one &quot;Virutal Edition&quot;), we have had many presenters that keep on coming back. &amp;nbsp;We thank everyone who continues to present for us as well as those who might be presenting for the first time. &amp;nbsp;Each and everyone of you is super important to the success of Rebel U!&lt;/center&gt;
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&lt;iframe frameborder=&quot;0&quot; height=&quot;371&quot; scrolling=&quot;no&quot; seamless=&quot;&quot; src=&quot;https://docs.google.com/spreadsheets/d/14kWDZ-m0erI4fHWb0jFPckCa4AvjgsohfJQkwHE1k0A/pubchart?oid=1350973266&amp;amp;format=interactive&quot; width=&quot;600&quot;&gt;&lt;/iframe&gt;&lt;/center&gt;
</content><link rel='replies' type='application/atom+xml' href='http://glpstech.blogspot.com/feeds/6099437653795142795/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://glpstech.blogspot.com/2016/09/rebel-u-2016sevenfold-rebelu16.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/421831723592635670/posts/default/6099437653795142795'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/421831723592635670/posts/default/6099437653795142795'/><link rel='alternate' type='text/html' href='http://glpstech.blogspot.com/2016/09/rebel-u-2016sevenfold-rebelu16.html' title='Rebel U 2016...Sevenfold #rebelu16'/><author><name>Anonymous</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/blank.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://1.bp.blogspot.com/-3fFEUj8RCmA/TmIaoeiHZaI/AAAAAAAAADM/dX1I8uj74Yo/s72-c/Rebel+U+Logo.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-421831723592635670.post-4937197060667555172</id><published>2016-09-06T13:43:00.001-04:00</published><updated>2016-09-06T13:43:24.178-04:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Rebel U"/><category scheme="http://www.blogger.com/atom/ns#" term="Rebel U 2016"/><title type='text'>Rebel U 2016 - Past, Present, and Future #rebelu16</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://1.bp.blogspot.com/-3fFEUj8RCmA/TmIaoeiHZaI/AAAAAAAAADM/dX1I8uj74Yo/s1600/Rebel+U+Logo.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;120&quot; src=&quot;https://1.bp.blogspot.com/-3fFEUj8RCmA/TmIaoeiHZaI/AAAAAAAAADM/dX1I8uj74Yo/s1600/Rebel+U+Logo.jpg&quot; width=&quot;94&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
Last year on the Rebel U evaluation, we asked our attendees if they had any suggestions for a theme for Rebel U 2016. &amp;nbsp;We wanted to hear from our attendees what they would think a fun theme would be be for the day. &amp;nbsp;The majority of votes we received were in favor of the 80&#39;s. &amp;nbsp;Totally rad, we said! &amp;nbsp;We loved the idea, but wanted to make sure that our day was aligned with our Rebel U goals, and not only the decided theme. &amp;nbsp;So, the Past, Present, and Future (1986 / 2016 / 2046) is what it was!&lt;br /&gt;
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As always, we encourage our teachers to embrace the theme by dressing for the day, or sharing something personal. &amp;nbsp;This year, we loved what the 80&#39;s brought to our day!&lt;br /&gt;
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If you are interested in viewing more pictures from our day, please visit our &lt;a href=&quot;http://www.facebook.com/GLPSRebelU&quot; target=&quot;_blank&quot;&gt;Facebook page&lt;/a&gt;!&lt;br /&gt;
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So, what have been our themes from the past? &amp;nbsp;Listed below you will see the themes as well as a collage of our presenter t-shirts from each year. &amp;nbsp;It is so fun to look back and see how how themes have grown and evolved as well as our shirt designs.&lt;br /&gt;
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The themes we have had in the past are:&lt;br /&gt;
2010: Inaugural year of Rebel U - no theme&lt;br /&gt;
2011: Innovation Through Collaboration&lt;br /&gt;
2012: weLearn&lt;br /&gt;
2013: A Day with the Stars&lt;br /&gt;
2014: Superheroes&lt;br /&gt;
2015: Heroes and Villains&lt;br /&gt;
2016: Past, Present, and Future&lt;br /&gt;
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As part of our registration this year, we asked participants to share their favorite TV show when they were growing up (the PAST), which fictional character they would vote for president this year (the PRESENT), and a gadget invention that would make their life easier (the FUTURE). &amp;nbsp; So, what did our participants tell us?&lt;/div&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://glpstech.blogspot.com/feeds/4937197060667555172/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://glpstech.blogspot.com/2016/09/rebel-u-2016-past-present-and-future.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/421831723592635670/posts/default/4937197060667555172'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/421831723592635670/posts/default/4937197060667555172'/><link rel='alternate' type='text/html' href='http://glpstech.blogspot.com/2016/09/rebel-u-2016-past-present-and-future.html' title='Rebel U 2016 - Past, Present, and Future #rebelu16'/><author><name>Anonymous</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/blank.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://1.bp.blogspot.com/-3fFEUj8RCmA/TmIaoeiHZaI/AAAAAAAAADM/dX1I8uj74Yo/s72-c/Rebel+U+Logo.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-421831723592635670.post-7136977079520018044</id><published>2016-09-06T13:43:00.000-04:00</published><updated>2016-09-06T13:43:15.387-04:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Rebel U"/><category scheme="http://www.blogger.com/atom/ns#" term="Rebel U 2016"/><title type='text'>Rebel U 2016 {All About Our Presenters} #rebelu16</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://1.bp.blogspot.com/-3fFEUj8RCmA/TmIaoeiHZaI/AAAAAAAAADM/dX1I8uj74Yo/s1600/Rebel+U+Logo.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;120&quot; src=&quot;https://1.bp.blogspot.com/-3fFEUj8RCmA/TmIaoeiHZaI/AAAAAAAAADM/dX1I8uj74Yo/s1600/Rebel+U+Logo.jpg&quot; width=&quot;94&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
Each year we put out a Call for Presenters for Rebel U. &amp;nbsp;This is a public call for presenters and open to anyone inside or outside of the district. &amp;nbsp;If you have a love for teaching and learning and a passion for educational technology, Rebel U is the place for you! &amp;nbsp;Each year we have teachers that give of their own learning time to share their knowledge, expertise, and experiences with their peers so that we can all learn and grow together. &amp;nbsp;We also try to find other professionals who have really cool things to share! &amp;nbsp;Every year, we are amazed, impressed, blow away, and inspired by the ideas that our presenters step forward to share. &amp;nbsp;To celebrate the amazing things our amazing presenters are sharing this year, we wanted to share some amazing data about what Rebel U has to offer attendees this year!&lt;br /&gt;
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&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://2.bp.blogspot.com/-iXszQ4RmNtk/V87zf8IaOgI/AAAAAAAABJs/U5ha3C3mewQKS8zgfNaQDfS7nGWbdFH3gCK4B/s1600/PresenterCollage.jpg&quot; imageanchor=&quot;1&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;https://2.bp.blogspot.com/-iXszQ4RmNtk/V87zf8IaOgI/AAAAAAAABJs/U5ha3C3mewQKS8zgfNaQDfS7nGWbdFH3gCK4B/s400/PresenterCollage.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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Below is data that we have collected and would like to share about our presenters this year. &amp;nbsp;We were excited to have presenters from almost every building and about every grade level!&lt;br /&gt;
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&lt;iframe frameborder=&quot;0&quot; height=&quot;371&quot; scrolling=&quot;no&quot; seamless=&quot;&quot; src=&quot;https://docs.google.com/spreadsheets/d/1J9lKr_vDDByIiGosBK5ViQHideDTnRl5wf5DL6e4k5o/pubchart?oid=245414915&amp;amp;format=interactive&quot; width=&quot;600&quot;&gt;&lt;/iframe&gt;

&lt;iframe frameborder=&quot;0&quot; height=&quot;371&quot; scrolling=&quot;no&quot; seamless=&quot;&quot; src=&quot;https://docs.google.com/spreadsheets/d/1J9lKr_vDDByIiGosBK5ViQHideDTnRl5wf5DL6e4k5o/pubchart?oid=324463446&amp;amp;format=interactive&quot; width=&quot;600&quot;&gt;&lt;/iframe&gt;

&lt;iframe frameborder=&quot;0&quot; height=&quot;533.5&quot; scrolling=&quot;no&quot; seamless=&quot;&quot; src=&quot;https://docs.google.com/spreadsheets/d/1J9lKr_vDDByIiGosBK5ViQHideDTnRl5wf5DL6e4k5o/pubchart?oid=232109857&amp;amp;format=interactive&quot; width=&quot;600&quot;&gt;&lt;/iframe&gt;

&lt;iframe frameborder=&quot;0&quot; height=&quot;371&quot; scrolling=&quot;no&quot; seamless=&quot;&quot; src=&quot;https://docs.google.com/spreadsheets/d/1J9lKr_vDDByIiGosBK5ViQHideDTnRl5wf5DL6e4k5o/pubchart?oid=1023884114&amp;amp;format=interactive&quot; width=&quot;600&quot;&gt;&lt;/iframe&gt;

&lt;iframe frameborder=&quot;0&quot; height=&quot;371&quot; scrolling=&quot;no&quot; seamless=&quot;&quot; src=&quot;https://docs.google.com/spreadsheets/d/1J9lKr_vDDByIiGosBK5ViQHideDTnRl5wf5DL6e4k5o/pubchart?oid=917670585&amp;amp;format=interactive&quot; width=&quot;600&quot;&gt;&lt;/iframe&gt;

&lt;/center&gt;
</content><link rel='replies' type='application/atom+xml' href='http://glpstech.blogspot.com/feeds/7136977079520018044/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://glpstech.blogspot.com/2016/09/rebel-u-2016-all-about-our-presenters.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/421831723592635670/posts/default/7136977079520018044'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/421831723592635670/posts/default/7136977079520018044'/><link rel='alternate' type='text/html' href='http://glpstech.blogspot.com/2016/09/rebel-u-2016-all-about-our-presenters.html' title='Rebel U 2016 {All About Our Presenters} #rebelu16'/><author><name>Anonymous</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/blank.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://1.bp.blogspot.com/-3fFEUj8RCmA/TmIaoeiHZaI/AAAAAAAAADM/dX1I8uj74Yo/s72-c/Rebel+U+Logo.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-421831723592635670.post-8965177143401693145</id><published>2016-06-07T13:25:00.000-04:00</published><updated>2016-06-08T08:43:43.328-04:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Google Apps"/><title type='text'>Upcoming Student Account Maintenance - Google Apps Data - Plan your backup!</title><content type='html'>&lt;div style=&quot;-webkit-text-stroke-width: 0px; background-color: white; color: #222222; font-family: arial, sans-serif; font-size: 12.8px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: auto; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;&quot;&gt;
Attention GLPS Teachers and Students!&lt;/div&gt;
&lt;div style=&quot;-webkit-text-stroke-width: 0px; background-color: white; color: #222222; font-family: arial, sans-serif; font-size: 12.8px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: auto; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;&quot;&gt;
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In preparation for account changes over the summer, all student Google App data will be deleted. To keep your Google Drive Documents you must create a&amp;nbsp;&lt;b&gt;&lt;u&gt;PERSONAL&lt;/u&gt;&lt;/b&gt;&amp;nbsp;backup. Follow the directions listed below to make a backup of your data.&lt;/div&gt;
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Watch the following video and/or follow the directions below:&lt;/div&gt;
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&lt;img alt=&quot;Inline image 1&quot; class=&quot;CToWUd&quot; height=&quot;129&quot; src=&quot;https://mail.google.com/mail/u/0/?ui=2&amp;amp;ik=5eca31fcfc&amp;amp;view=fimg&amp;amp;th=1553004211b68602&amp;amp;attid=0.1&amp;amp;disp=emb&amp;amp;realattid=ii_155300143ecf57ba&amp;amp;attbid=ANGjdJ-9zuTWj8PFJKaa_Alg-2zs94NjUwF4yEM6vL1wLI41sqUqFzn8vOBtn4k4gg0m2wJYoMpRAKNE7Q_Dj6ezSKEkvJovykWpkPQQrmYOZfDe42NFkaVtgmj8Bjg&amp;amp;sz=w362-h258&amp;amp;ats=1465389696853&amp;amp;rm=1553004211b68602&amp;amp;zw&amp;amp;atsh=1&quot; style=&quot;margin-right: 0px;&quot; width=&quot;181&quot; /&gt;&lt;/div&gt;
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&lt;a href=&quot;https://www.youtube.com/watch?v=eFc-OxPunGw&quot; target=&quot;_blank&quot;&gt;https://www.youtube.com/watch?v=eFc-OxPunGw&lt;/a&gt;&lt;/div&gt;
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&lt;/div&gt;
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1. Log in to RebelNet&lt;/div&gt;
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2. Click on Google Drive for Students&lt;/div&gt;
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&lt;img alt=&quot;Inline image 1&quot; class=&quot;CToWUd a6T&quot; height=&quot;243&quot; src=&quot;https://mail.google.com/mail/u/0/?ui=2&amp;amp;ik=5eca31fcfc&amp;amp;view=fimg&amp;amp;th=1553004211b68602&amp;amp;attid=0.5&amp;amp;disp=emb&amp;amp;realattid=ii_1552c756b58ad78c&amp;amp;attbid=ANGjdJ8Rxguq2lpfybK7DMnOeQwhezR1wokM7iXhpK2CaXSmJZcyFJJd4N9Si85T3n8xtU2JoVNsRkaIG7qmtqUSLaYcModQM_70RR6b6d7uY5tlIbs7hSf9n6Snd8I&amp;amp;sz=w908-h486&amp;amp;ats=1465389696854&amp;amp;rm=1553004211b68602&amp;amp;zw&amp;amp;atsh=1&quot; style=&quot;cursor: pointer; outline: 0px;&quot; tabindex=&quot;0&quot; width=&quot;454&quot; /&gt;&lt;/div&gt;
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3.&amp;nbsp;Once in Google Drive, select all documents to backup. A method to select all items in your Google drive is to press Command ⌘-A. You may also select the last document, hold shift and then click the first document.&lt;/div&gt;
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&lt;img alt=&quot;Inline image 2&quot; class=&quot;CToWUd a6T&quot; height=&quot;242&quot; src=&quot;https://mail.google.com/mail/u/0/?ui=2&amp;amp;ik=5eca31fcfc&amp;amp;view=fimg&amp;amp;th=1553004211b68602&amp;amp;attid=0.2&amp;amp;disp=emb&amp;amp;realattid=ii_1552c780aae10b19&amp;amp;attbid=ANGjdJ_espLjSiDdDeLRMzBZHLTuAFIAaCFsJStir8LHDBuUqhcewNPe41FJuTaMV0L56iQIuaspfxH75D3C4OeU6OH6jXUwavqYjxlsYq4xWvzX8qP1ScV6f2muGaQ&amp;amp;sz=w908-h484&amp;amp;ats=1465389696854&amp;amp;rm=1553004211b68602&amp;amp;zw&amp;amp;atsh=1&quot; style=&quot;cursor: pointer; outline: 0px;&quot; tabindex=&quot;0&quot; width=&quot;454&quot; /&gt;&lt;/div&gt;
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4. Click the 3 vertical dots and then select download to start the zip file creation and download procedure.&lt;/div&gt;
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&lt;img alt=&quot;Inline image 3&quot; class=&quot;CToWUd a6T&quot; height=&quot;242&quot; src=&quot;https://mail.google.com/mail/u/0/?ui=2&amp;amp;ik=5eca31fcfc&amp;amp;view=fimg&amp;amp;th=1553004211b68602&amp;amp;attid=0.3&amp;amp;disp=emb&amp;amp;realattid=ii_1552c795949d2390&amp;amp;attbid=ANGjdJ-f6A99_rtGAJyQOiOvGzOboxis5hwRNnIeDntjl3VZN3QAq7alqw03Itlm-G17wQrhpHc8gk7WONA6-ayXZlXMOYrUFOIJAkl3ysuErcGjXW7jsMZnV7Rvr8U&amp;amp;sz=w908-h484&amp;amp;ats=1465389696854&amp;amp;rm=1553004211b68602&amp;amp;zw&amp;amp;atsh=1&quot; style=&quot;cursor: pointer; outline: 0px;&quot; tabindex=&quot;0&quot; width=&quot;454&quot; /&gt;&lt;/div&gt;
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5. Once the zip file is created and downloaded you may click the down arrow and select Show in Finder.&lt;/div&gt;
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&lt;div style=&quot;font-size: 12.8px; text-align: center;&quot;&gt;
&lt;img alt=&quot;Inline image 4&quot; class=&quot;CToWUd a6T&quot; height=&quot;148&quot; src=&quot;https://mail.google.com/mail/u/0/?ui=2&amp;amp;ik=5eca31fcfc&amp;amp;view=fimg&amp;amp;th=1553004211b68602&amp;amp;attid=0.4&amp;amp;disp=emb&amp;amp;realattid=ii_1552c7b8176dece0&amp;amp;attbid=ANGjdJ_uAHqKsZ2BUGNXODi-mu2LIt1wD8xEsCkup-RGQ7dy_WkM_4tP_MUdcNtA1Sw--pngnfGL8w4X5ZKqeTVpYjfWylPB1Pvej4AGSxwQE4GAi3fksRiVt56-HLo&amp;amp;sz=w908-h296&amp;amp;ats=1465389696854&amp;amp;rm=1553004211b68602&amp;amp;zw&amp;amp;atsh=1&quot; style=&quot;cursor: pointer; outline: 0px;&quot; tabindex=&quot;0&quot; width=&quot;454&quot; /&gt;&lt;/div&gt;
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6. Copy the .zip file to a flash drive or upload the zip file to your&amp;nbsp;&lt;b&gt;&lt;u&gt;PERSONAL&lt;/u&gt;&lt;/b&gt;&amp;nbsp;Google Drive or to your&amp;nbsp;&lt;b&gt;&lt;u&gt;PERSONAL&lt;/u&gt;&amp;nbsp;&lt;/b&gt;dropbox account.&amp;nbsp;&lt;/div&gt;
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&lt;span style=&quot;font-size: 12.8px;&quot;&gt;Thank you and have a great summer!&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: 12.8px;&quot;&gt;Godfrey-Lee Tech Team&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://glpstech.blogspot.com/feeds/8965177143401693145/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://glpstech.blogspot.com/2016/06/upcoming-student-account-maintenance.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/421831723592635670/posts/default/8965177143401693145'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/421831723592635670/posts/default/8965177143401693145'/><link rel='alternate' type='text/html' href='http://glpstech.blogspot.com/2016/06/upcoming-student-account-maintenance.html' title='Upcoming Student Account Maintenance - Google Apps Data - Plan your backup!'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-421831723592635670.post-9178696844422302037</id><published>2015-10-20T10:24:00.000-04:00</published><updated>2015-10-20T10:24:37.408-04:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Book Spin"/><category scheme="http://www.blogger.com/atom/ns#" term="Halloween"/><title type='text'>Introducing... Book Spins!  October/Halloween Edition #OctBookSpin</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://4.bp.blogspot.com/-2StE37K06RE/ViZKEovMynI/AAAAAAAAAsc/Xm8WZJuE_U4/s1600/Collage.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;http://4.bp.blogspot.com/-2StE37K06RE/ViZKEovMynI/AAAAAAAAAsc/Xm8WZJuE_U4/s320/Collage.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;b&gt;What is a Book Spin?&lt;/b&gt;&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;b&gt;&lt;a href=&quot;http://2.bp.blogspot.com/-mhuyxsGHKJM/ViZKKIq7DHI/AAAAAAAAAso/c-8Y_GPshBg/s1600/Logo.png&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;100&quot; src=&quot;http://2.bp.blogspot.com/-mhuyxsGHKJM/ViZKKIq7DHI/AAAAAAAAAso/c-8Y_GPshBg/s200/Logo.png&quot; width=&quot;100&quot; /&gt;&lt;/a&gt;&lt;/b&gt;&lt;/div&gt;
&lt;b&gt;
&lt;/b&gt;
A &quot;Book Spin&quot; is a collection of activities that correlates back to a specific book.  The idea for this project came about after an exciting response after Dot Day - a &quot;theme&quot; day that was centered around a book.  We saw teachers doing so many cool and creative things that we wanted to do more with the idea of a theme day that centers around a book.  The Book Spin presented here was a collaborative project created by specialists, consultants, coaches, and teachers in Godfrey-Lee Public Schools.&lt;br /&gt;
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For each Book Spin, you may choose to either read the book out loud with students or there is also a recording of the book that is read aloud and shared online.  After reading/listening to the book with your students, take an opportunity to explore one of the curriculum spins based on the book.  There are a variety of different activities to choose from!  These spins are meant to be starting points - feel free to use them as they are, modify them, or create your own!&lt;br /&gt;
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&lt;br /&gt;&lt;/div&gt;
After completing an activity with your students, we would love to see what you have done!  Share your book spin implementation on Twitter using the hashtag &lt;b&gt;​#OctBookSpin.&lt;/b&gt;&lt;br /&gt;
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&lt;b&gt;October Book Spin Reading Selection - Big Pumpkin&lt;/b&gt;&lt;br /&gt;
Below is the recording of the selected book for October&#39;s Book Spin, Big Pumpkin by Erica Silverman.&lt;br /&gt;
​&lt;br /&gt;
If you are unable to view the video below, please click &lt;a href=&quot;https://www.youtube.com/watch?v=tDZSfUlKx98&quot;&gt;here&lt;/a&gt;.&lt;br /&gt;
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&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;iframe allowfullscreen=&quot;&quot; class=&quot;YOUTUBE-iframe-video&quot; data-thumbnail-src=&quot;https://i.ytimg.com/vi/tDZSfUlKx98/0.jpg&quot; frameborder=&quot;0&quot; height=&quot;266&quot; src=&quot;https://www.youtube.com/embed/tDZSfUlKx98?feature=player_embedded&quot; width=&quot;320&quot;&gt;&lt;/iframe&gt;&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;
&lt;b&gt;Curriculum &quot;Spins&quot; on Big Pumpkin&lt;/b&gt;&lt;br /&gt;
In the presentation below, you will be able to view many different curriculum spins you may use in your classroom that use the book &quot;Big Pumpkin&quot; as a starting conversation point.  Feel free to use one, two, three, or all of them with your students!&lt;br /&gt;
​&lt;br /&gt;
If you are unable to view the presentation below, please click &lt;a href=&quot;https://docs.google.com/presentation/d/1yLzrGYOtGuSIm1AV9VMa8a4MatEAIlxwUBF9JIDGgjA/pub?start=false&amp;amp;loop=false&amp;amp;delayms=3000&quot;&gt;here&lt;/a&gt;.&lt;/div&gt;
&lt;/div&gt;
&lt;div&gt;
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&lt;center&gt;
&lt;iframe allowfullscreen=&quot;true&quot; frameborder=&quot;0&quot; height=&quot;299&quot; mozallowfullscreen=&quot;true&quot; src=&quot;https://docs.google.com/presentation/d/1yLzrGYOtGuSIm1AV9VMa8a4MatEAIlxwUBF9JIDGgjA/embed?start=false&amp;amp;loop=false&amp;amp;delayms=3000&quot; webkitallowfullscreen=&quot;true&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;
&lt;/center&gt;
</content><link rel='replies' type='application/atom+xml' href='http://glpstech.blogspot.com/feeds/9178696844422302037/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://glpstech.blogspot.com/2015/10/introducing-book-spins-octoberhalloween.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/421831723592635670/posts/default/9178696844422302037'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/421831723592635670/posts/default/9178696844422302037'/><link rel='alternate' type='text/html' href='http://glpstech.blogspot.com/2015/10/introducing-book-spins-octoberhalloween.html' title='Introducing... Book Spins!  October/Halloween Edition #OctBookSpin'/><author><name>Anonymous</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/blank.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://4.bp.blogspot.com/-2StE37K06RE/ViZKEovMynI/AAAAAAAAAsc/Xm8WZJuE_U4/s72-c/Collage.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-421831723592635670.post-4875550282082354608</id><published>2015-10-09T09:25:00.003-04:00</published><updated>2015-10-09T09:25:33.401-04:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="email"/><title type='text'>How To: Forwarding Student Email Account to Staff Email Account</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://openclipart.org/image/800px/svg_to_png/200387/primary-mail-forward.png&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;200&quot; src=&quot;https://openclipart.org/image/800px/svg_to_png/200387/primary-mail-forward.png&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div&gt;
As teachers have a separate email account in the student domain for email communication and Google Drive document sharing. &amp;nbsp;This can be helpful for keeping student communications separate, but sometimes creates an extra step in opening another tab/window/browser to access that account. &amp;nbsp;Google provides some flexibility within your accounts and allows you to forward email from one account to another. &amp;nbsp;This can be helpful in forwarding your email from your student account to your staff account.&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
To forward your email from one Google account to another Google account:&lt;/div&gt;
&lt;ol&gt;
&lt;li&gt;Open the Gmail account that you want to forward from (student account).&lt;/li&gt;
&lt;li&gt;At the top right, click the gear .&lt;/li&gt;
&lt;li&gt;Select Settings.&lt;/li&gt;
&lt;li&gt;Select the Forwarding and POP/IMAP tab.&lt;/li&gt;
&lt;li&gt;Click Add a forwarding address in the “Forwarding” section.&lt;/li&gt;
&lt;li&gt;Enter the email address you want to forward to (staff email address).&lt;/li&gt;
&lt;/ol&gt;
</content><link rel='replies' type='application/atom+xml' href='http://glpstech.blogspot.com/feeds/4875550282082354608/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://glpstech.blogspot.com/2015/10/how-to-forwarding-student-email-account.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/421831723592635670/posts/default/4875550282082354608'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/421831723592635670/posts/default/4875550282082354608'/><link rel='alternate' type='text/html' href='http://glpstech.blogspot.com/2015/10/how-to-forwarding-student-email-account.html' title='How To: Forwarding Student Email Account to Staff Email Account'/><author><name>Anonymous</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/blank.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-421831723592635670.post-5468376391628087397</id><published>2015-09-30T14:15:00.003-04:00</published><updated>2015-09-30T14:15:33.838-04:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="devices"/><title type='text'>Student Device Management Tips</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMlHwXlp80B2UhRcAMvFMRIGjBZSOnsMaoRBD3xQtWmPjKnbLMMLEOBRlpZ7qeeLNWmfm5JEAn8VUn_rgf_ihnxTumUD_v0TOdCPpds_5bPKcC7bnuuHDjtWnCdtUg_5qyMR3PvZwXwuA/s1600/celular.png&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;192&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMlHwXlp80B2UhRcAMvFMRIGjBZSOnsMaoRBD3xQtWmPjKnbLMMLEOBRlpZ7qeeLNWmfm5JEAn8VUn_rgf_ihnxTumUD_v0TOdCPpds_5bPKcC7bnuuHDjtWnCdtUg_5qyMR3PvZwXwuA/s320/celular.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;font-size: 14.6667px; line-height: 20.24px; white-space: pre-wrap;&quot;&gt;Are you looking for some management tips for student devices in your classroom?  Listed below are some suggestions that might provide some helpful tips.&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;font-size: 14.6667px; line-height: 20.24px; white-space: pre-wrap;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;ol style=&quot;margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;
&lt;li dir=&quot;ltr&quot; style=&quot;background-color: transparent; color: black; font-size: 14.6667px; font-style: normal; font-variant: normal; font-weight: 700; list-style-type: decimal; text-decoration: none; vertical-align: baseline;&quot;&gt;&lt;div dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;background-color: transparent; color: black; font-size: 14.6667px; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Create a system: &lt;/span&gt;&lt;span style=&quot;background-color: transparent; color: black; font-size: 14.6667px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;When managing devices it is important to have a system that your class is familiar with. Making sure your devices are labeled is a great way to keep track of what device is which. Try using a labeling method that is durable but doesn’t permanently engrave the device. If you need assistance labeling your devices feel free to ask a tech team member for help. &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/li&gt;
&lt;/ol&gt;
&lt;b id=&quot;docs-internal-guid-da556b83-1f72-9064-20dc-1a5547979089&quot; style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;
&lt;ol start=&quot;2&quot; style=&quot;margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;
&lt;li dir=&quot;ltr&quot; style=&quot;background-color: transparent; color: black; font-size: 14.6667px; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: decimal; text-decoration: none; vertical-align: baseline;&quot;&gt;&lt;div dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;background-color: transparent; color: black; font-size: 14.6667px; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Create a Checkout Process: &lt;/span&gt;&lt;span style=&quot;background-color: transparent; color: black; font-size: 14.6667px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Assigning your students a number that corresponds to a specific device in your cart will help you keep track of which student has what device and will help narrow down the pool of responsible students if a device was to go missing or suffer damage. Try labeling your storage slots inside your cart so students know exactly where to place their device. &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/li&gt;
&lt;/ol&gt;
&lt;b style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;
&lt;ol start=&quot;3&quot; style=&quot;margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;
&lt;li dir=&quot;ltr&quot; style=&quot;background-color: transparent; color: black; font-size: 14.6667px; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: decimal; text-decoration: none; vertical-align: baseline;&quot;&gt;&lt;div dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;background-color: transparent; color: black; font-size: 14.6667px; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Use Collateral:&lt;/span&gt;&lt;span style=&quot;background-color: transparent; color: black; font-size: 14.6667px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt; If you are permitting your devices to be used outside of the classroom, make your students give you a piece of collateral. The best form of collateral would be a form of ID or a cell phone even. This will increase the chances that a student returns the device, but will also give you a way of knowing who took a device out of the classroom. &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/li&gt;
&lt;/ol&gt;
&lt;b style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;
&lt;ol start=&quot;4&quot; style=&quot;margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;
&lt;li dir=&quot;ltr&quot; style=&quot;background-color: transparent; color: black; font-size: 14.6667px; font-style: normal; font-variant: normal; font-weight: 700; list-style-type: decimal; text-decoration: none; vertical-align: baseline;&quot;&gt;&lt;div dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;background-color: transparent; color: black; font-size: 14.6667px; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Do an hourly inventory: &lt;/span&gt;&lt;span style=&quot;background-color: transparent; color: black; font-size: 14.6667px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;At the end of every hour, take a look at your cart to make sure all devices are in your charging cart and accounted for. If your storage slots are labeled, you will be able to do a quick glance and see which device is missing. You can then refer back to your checkout list to see which student last used the device.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/li&gt;
&lt;/ol&gt;
&lt;b style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;
&lt;ol start=&quot;5&quot; style=&quot;margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;
&lt;li dir=&quot;ltr&quot; style=&quot;background-color: transparent; color: black; font-size: 14.6667px; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: decimal; text-decoration: none; vertical-align: baseline;&quot;&gt;&lt;div dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;background-color: transparent; color: black; font-size: 14.6667px; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Appoint a Student Tech:&lt;/span&gt;&lt;span style=&quot;background-color: transparent; color: black; font-size: 14.6667px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt; Appoint a responsible student who will be in charge of managing the device accountability system. It might be a good idea to appoint a few alternates as well. This will be useful when you have a substitute teacher in the room. &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/li&gt;
&lt;/ol&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-size: 14.6667px; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;If a device of yours is missing from your cart, please alert a member of the tech team immediately. The longer you wait, the more difficult it is to track a device down. If it is confirmed that a device was stolen, we can notify the authorities and seek recovery or replacement of the device. &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
</content><link rel='replies' type='application/atom+xml' href='http://glpstech.blogspot.com/feeds/5468376391628087397/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://glpstech.blogspot.com/2015/09/student-device-management-tips.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/421831723592635670/posts/default/5468376391628087397'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/421831723592635670/posts/default/5468376391628087397'/><link rel='alternate' type='text/html' href='http://glpstech.blogspot.com/2015/09/student-device-management-tips.html' title='Student Device Management Tips'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMlHwXlp80B2UhRcAMvFMRIGjBZSOnsMaoRBD3xQtWmPjKnbLMMLEOBRlpZ7qeeLNWmfm5JEAn8VUn_rgf_ihnxTumUD_v0TOdCPpds_5bPKcC7bnuuHDjtWnCdtUg_5qyMR3PvZwXwuA/s72-c/celular.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-421831723592635670.post-4124536304326266987</id><published>2015-09-14T15:55:00.002-04:00</published><updated>2015-09-14T15:55:51.041-04:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="10 Minute Tech Tools"/><category scheme="http://www.blogger.com/atom/ns#" term="Dot Day"/><title type='text'>10 Minute Tech Tools - Dot Day Fun!</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://3.bp.blogspot.com/-7GtFNXsuHJU/VDPdcJuA-TI/AAAAAAAAAYo/WVrq6qNm7xY/s1600/10MinuteTechTools.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;170&quot; src=&quot;http://3.bp.blogspot.com/-7GtFNXsuHJU/VDPdcJuA-TI/AAAAAAAAAYo/WVrq6qNm7xY/s1600/10MinuteTechTools.png&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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Are you looking for a quick and easy way to celebrate International Dot Day and creativity and inspiration? &amp;nbsp;Come &lt;a href=&quot;http://myedtechworld.weebly.com/blog/10-minute-tech-tool-dot-day-fun&quot; target=&quot;_blank&quot;&gt;check my blog and how you can use augmented reality to celebrate International Dot Day&lt;/a&gt;&amp;nbsp;on the&amp;nbsp;latest &lt;a href=&quot;https://www.pinterest.com/swood1028/education-10-minute-tech-tools/&quot; target=&quot;_blank&quot;&gt;10 Minute Tech Tools&lt;/a&gt;!&lt;br /&gt;
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&lt;a href=&quot;http://thedotclub.org/dotday/_images/dots/dot_sec.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://thedotclub.org/dotday/_images/dots/dot_sec.jpg&quot; height=&quot;200&quot; width=&quot;197&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://glpstech.blogspot.com/feeds/4124536304326266987/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://glpstech.blogspot.com/2015/09/10-minute-tech-tools-dot-day-fun.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/421831723592635670/posts/default/4124536304326266987'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/421831723592635670/posts/default/4124536304326266987'/><link rel='alternate' type='text/html' href='http://glpstech.blogspot.com/2015/09/10-minute-tech-tools-dot-day-fun.html' title='10 Minute Tech Tools - Dot Day Fun!'/><author><name>Anonymous</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/blank.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://3.bp.blogspot.com/-7GtFNXsuHJU/VDPdcJuA-TI/AAAAAAAAAYo/WVrq6qNm7xY/s72-c/10MinuteTechTools.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-421831723592635670.post-5597808493390777585</id><published>2015-09-05T07:20:00.000-04:00</published><updated>2017-03-23T07:25:11.270-04:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Rebel U"/><category scheme="http://www.blogger.com/atom/ns#" term="Rebel U 2015"/><title type='text'>Rebel U 2015 - Looking to the Future</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://1.bp.blogspot.com/-3fFEUj8RCmA/TmIaoeiHZaI/AAAAAAAAADM/dX1I8uj74Yo/s1600/Rebel+U+Logo.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;120&quot; src=&quot;https://1.bp.blogspot.com/-3fFEUj8RCmA/TmIaoeiHZaI/AAAAAAAAADM/dX1I8uj74Yo/s1600/Rebel+U+Logo.jpg&quot; width=&quot;94&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
Our GLPS Tech &amp;amp; Media Team loves to make Rebel U a fun and enjoyable experience for everyone, but we do take our job very seriously as far as how it relates to district and school improvement plans. &amp;nbsp;Each year, we set goals and objectives for the day (2015 goals and objectives can be found &lt;a href=&quot;http://rebelu.godfrey-lee.org/2015/objectives&quot; target=&quot;_blank&quot;&gt;&lt;b&gt;here&lt;/b&gt;&lt;/a&gt;) and we use these to help guide&lt;br /&gt;
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As part of the evaluation, we ask all attendees to rate the intended goals and objectives as they feel they were implemented and evident throughout the day. &amp;nbsp;Below are charts that reflect the answers to statements each attendee was given. &amp;nbsp;It is always part of our process to reflect on what our attendees think and areas for us to grow!&lt;br /&gt;
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&lt;center&gt;
&lt;iframe frameborder=&quot;0&quot; height=&quot;371&quot; scrolling=&quot;no&quot; seamless=&quot;&quot; src=&quot;https://docs.google.com/spreadsheets/d/1faC3R345YFNebamwoOqi2mUQ3K05pu_yvJNruawrDIE/pubchart?oid=1796762810&amp;amp;format=interactive&quot; width=&quot;600&quot;&gt;&lt;/iframe&gt;
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&lt;iframe frameborder=&quot;0&quot; height=&quot;371&quot; scrolling=&quot;no&quot; seamless=&quot;&quot; src=&quot;https://docs.google.com/spreadsheets/d/1faC3R345YFNebamwoOqi2mUQ3K05pu_yvJNruawrDIE/pubchart?oid=2106038128&amp;amp;format=interactive&quot; width=&quot;600&quot;&gt;&lt;/iframe&gt;

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&lt;iframe frameborder=&quot;0&quot; height=&quot;371&quot; scrolling=&quot;no&quot; seamless=&quot;&quot; src=&quot;https://docs.google.com/spreadsheets/d/1faC3R345YFNebamwoOqi2mUQ3K05pu_yvJNruawrDIE/pubchart?oid=842029888&amp;amp;format=interactive&quot; width=&quot;600&quot;&gt;&lt;/iframe&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://glpstech.blogspot.com/feeds/5597808493390777585/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://glpstech.blogspot.com/2015/09/rebel-u-2015-looking-to-future.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/421831723592635670/posts/default/5597808493390777585'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/421831723592635670/posts/default/5597808493390777585'/><link rel='alternate' type='text/html' href='http://glpstech.blogspot.com/2015/09/rebel-u-2015-looking-to-future.html' title='Rebel U 2015 - Looking to the Future'/><author><name>Anonymous</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/blank.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://1.bp.blogspot.com/-3fFEUj8RCmA/TmIaoeiHZaI/AAAAAAAAADM/dX1I8uj74Yo/s72-c/Rebel+U+Logo.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-421831723592635670.post-7689586377139315815</id><published>2015-09-02T11:20:00.000-04:00</published><updated>2015-09-02T11:20:00.167-04:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Rebel U"/><category scheme="http://www.blogger.com/atom/ns#" term="Rebel U 2015"/><title type='text'>Students Show Some Teacher Love at Rebel U 2015 #rebelu15</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://1.bp.blogspot.com/-3fFEUj8RCmA/TmIaoeiHZaI/AAAAAAAAADM/dX1I8uj74Yo/s1600/Rebel+U+Logo.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;120&quot; src=&quot;http://1.bp.blogspot.com/-3fFEUj8RCmA/TmIaoeiHZaI/AAAAAAAAADM/dX1I8uj74Yo/s1600/Rebel+U+Logo.jpg&quot; width=&quot;94&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
The objective of Rebel U is to provide teachers with quality professional development that helps them leverage available technology resources to support student learning and classroom instruction. &amp;nbsp;This day would not be possible though if it weren&#39;t for the amazing teachers we have in our district, but also if it weren&#39;t for the students who show up everyday and have just as much of an impact on our teachers as our teachers do on them.&lt;br /&gt;
&lt;br /&gt;
At the end of last school year, we asked students in all of the buildings to share what they liked about their teachers and how they have made an impact on their learning. &amp;nbsp;After gathering responses, we asked teachers on the final day of school to read what some of their students had to say. &amp;nbsp;It was truly touching to hear teachers read, laugh, and maybe have a few tears over their students&#39; sentiments. &amp;nbsp;We recorded this readings as a way of documenting the great things that are going on in our district and the impact our teachers have on our students, inside and outside the classroom.&lt;br /&gt;
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In addition to creating the video, we also created several &quot;boards&quot; that we posted in the building for everyone to see (and we were able to include more student comments this way!). &amp;nbsp;The questions we asked our students (to fit with our Disney Heroes and Villains theme):&lt;br /&gt;
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&lt;ul&gt;
&lt;li&gt;ECC K-2 students: Why is your teacher one in a &quot;minion?&quot;&lt;br /&gt;&lt;a href=&quot;http://4.bp.blogspot.com/-X3RKtkkxQ_E/Vd9jMlI6kJI/AAAAAAAAAnY/H22LlS06Oeo/s1600/2015-08-27%2B15.09.19.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em; text-align: center;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;188&quot; src=&quot;http://4.bp.blogspot.com/-X3RKtkkxQ_E/Vd9jMlI6kJI/AAAAAAAAAnY/H22LlS06Oeo/s320/2015-08-27%2B15.09.19.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;Godfrey Elementary 3-5 students: How has your teacher helped you or lifted you up this year?&lt;br /&gt;&lt;a href=&quot;http://2.bp.blogspot.com/-cbkLeiYF3Mc/Vd9jMUT7e7I/AAAAAAAAAnU/aDSkbKSmqEc/s1600/2015-08-27%2B15.14.26.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em; text-align: center;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;187&quot; src=&quot;http://2.bp.blogspot.com/-cbkLeiYF3Mc/Vd9jMUT7e7I/AAAAAAAAAnU/aDSkbKSmqEc/s320/2015-08-27%2B15.14.26.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;Lee Middle School 6-8 students: Which teacher has made an impact on your learning and why?&lt;br /&gt;&lt;a href=&quot;http://1.bp.blogspot.com/-ao_r0chW3hs/Vd9jMZebiZI/AAAAAAAAAnc/33OOiaeH9Ck/s1600/2015-08-27%2B14.50.55.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em; text-align: center;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;189&quot; src=&quot;http://1.bp.blogspot.com/-ao_r0chW3hs/Vd9jMZebiZI/AAAAAAAAAnc/33OOiaeH9Ck/s320/2015-08-27%2B14.50.55.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;9-12 students: &amp;nbsp;What is your favorite memory of a teacher that you would like to freeze in time?&lt;br /&gt;&lt;a href=&quot;http://3.bp.blogspot.com/-uGCe_OmCwx0/Vd9jMxNcNpI/AAAAAAAAAng/IoJlDJwoeIw/s1600/2015-08-27%2B15.16.30.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em; text-align: center;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;190&quot; src=&quot;http://3.bp.blogspot.com/-uGCe_OmCwx0/Vd9jMxNcNpI/AAAAAAAAAng/IoJlDJwoeIw/s320/2015-08-27%2B15.16.30.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/li&gt;
&lt;/ul&gt;
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If you are unable to view the video below, please click &lt;a href=&quot;https://youtu.be/SmTndfySGpU&quot; target=&quot;_blank&quot;&gt;here&lt;/a&gt;.&lt;br /&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://glpstech.blogspot.com/feeds/7689586377139315815/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://glpstech.blogspot.com/2015/09/students-show-some-teacher-love-at.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/421831723592635670/posts/default/7689586377139315815'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/421831723592635670/posts/default/7689586377139315815'/><link rel='alternate' type='text/html' href='http://glpstech.blogspot.com/2015/09/students-show-some-teacher-love-at.html' title='Students Show Some Teacher Love at Rebel U 2015 #rebelu15'/><author><name>Anonymous</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/blank.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://1.bp.blogspot.com/-3fFEUj8RCmA/TmIaoeiHZaI/AAAAAAAAADM/dX1I8uj74Yo/s72-c/Rebel+U+Logo.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-421831723592635670.post-3343099969680137702</id><published>2015-08-27T21:55:00.000-04:00</published><updated>2015-08-27T21:55:06.559-04:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Rebel U"/><category scheme="http://www.blogger.com/atom/ns#" term="Rebel U 2015"/><title type='text'>Rebel U 2015 - Heroes and Villains #rebelu15</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://1.bp.blogspot.com/-3fFEUj8RCmA/TmIaoeiHZaI/AAAAAAAAADM/dX1I8uj74Yo/s1600/Rebel+U+Logo.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;120&quot; src=&quot;http://1.bp.blogspot.com/-3fFEUj8RCmA/TmIaoeiHZaI/AAAAAAAAADM/dX1I8uj74Yo/s1600/Rebel+U+Logo.jpg&quot; width=&quot;94&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
For the past several years for Rebel U, our Technology &amp;amp; Media Team decides on a theme for the day, which we try to carry over through our yearly professional development. &amp;nbsp;We try to do this to provide consistency in our publications, keep the Rebel U spirt from the beginning of the year alive throughout the whole school year, and most importantly, for fun! &amp;nbsp;One thing our team works really hard to do is provide quality professional learning that is a little different from traditional learning opportunities. &amp;nbsp;We try to not make the whole day a bunch of &quot;sit and get&quot; learning, but encourage our presenters to be hands-on with the participants, think outside the box for presentation methods, and in general, make the learning fun for those in sessions. &amp;nbsp;Our theme provides our presenters with opportunities to have fun with their content and it also gives our participants a chance to dress to match the theme!&lt;br /&gt;
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&lt;a href=&quot;http://3.bp.blogspot.com/-npzRqwZU-aY/Vd-6pwaEi6I/AAAAAAAAAoA/_xv0p0FgD9s/s1600/ShirtCollage.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;297&quot; src=&quot;http://3.bp.blogspot.com/-npzRqwZU-aY/Vd-6pwaEi6I/AAAAAAAAAoA/_xv0p0FgD9s/s320/ShirtCollage.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
The themes we have had in the past are:&lt;br /&gt;
2010: Inaugural year of Rebel U - no theme&lt;br /&gt;
2011: Innovation Through Collaboration&lt;br /&gt;
2012: weLearn&lt;br /&gt;
2013: A Day with the Stars&lt;br /&gt;
2014: Superheroes&lt;br /&gt;
2015: Heroes and Villains&lt;br /&gt;
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As part of our registration this year, we asked participants to share their favorite Disney Hero or Villain as well as their favorite Disney movie. &amp;nbsp; This year in particular, we used the responses we gathered for our student response project and inspiration for our photo booth props. &amp;nbsp;So, what did our participants tell us were some of their favorites?&lt;/div&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://glpstech.blogspot.com/feeds/3343099969680137702/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://glpstech.blogspot.com/2015/08/rebel-u-2015-heroes-and-villains.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/421831723592635670/posts/default/3343099969680137702'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/421831723592635670/posts/default/3343099969680137702'/><link rel='alternate' type='text/html' href='http://glpstech.blogspot.com/2015/08/rebel-u-2015-heroes-and-villains.html' title='Rebel U 2015 - Heroes and Villains #rebelu15'/><author><name>Anonymous</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/blank.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://1.bp.blogspot.com/-3fFEUj8RCmA/TmIaoeiHZaI/AAAAAAAAADM/dX1I8uj74Yo/s72-c/Rebel+U+Logo.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-421831723592635670.post-5331604080979935288</id><published>2015-08-27T20:34:00.003-04:00</published><updated>2015-08-27T22:08:50.053-04:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Rebel U"/><category scheme="http://www.blogger.com/atom/ns#" term="Rebel U 2015"/><title type='text'>Rebel U 2015 {All About Our Attendees} #rebelu15</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://1.bp.blogspot.com/-3fFEUj8RCmA/TmIaoeiHZaI/AAAAAAAAADM/dX1I8uj74Yo/s1600/Rebel+U+Logo.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;120&quot; src=&quot;http://1.bp.blogspot.com/-3fFEUj8RCmA/TmIaoeiHZaI/AAAAAAAAADM/dX1I8uj74Yo/s1600/Rebel+U+Logo.jpg&quot; width=&quot;94&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
Each year, our presenters are key components in making our day successful, but each and every person who attends Rebel U is just as important. &amp;nbsp;At Rebel U, we have teachers, consultants, itinerant staff, and administrators who attend sessions. &amp;nbsp;One thing that we are proud to offer each person who attends is the choice to attend sessions that are of interest to them. &amp;nbsp;We do not dictate which sessions participants attend, as we want each person to get the most out of Rebel U. &amp;nbsp;By having the opportunity to personalize and self-directing their own professional learning, we hope that Rebel U provides an unique and individualized learning experience. &amp;nbsp;After all, we want our students to have unique learning experiences that set them up for success, so why not give our teaching staff that same opportunity?&lt;br /&gt;
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Below are several graphs that share a little bit of basic information about our attendees for Rebel U 2015. &amp;nbsp;We use the information from these graph snapshots to see that we are providing session opportunities for all teachers (based on pre-registration) as well as any trends we see in preferences, needs, and feedback from previous years. &amp;nbsp;We love our teachers and are grateful for their continued support, participation, and open minds to the learning opportunities that Rebel U presents!&lt;br /&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://glpstech.blogspot.com/feeds/5331604080979935288/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://glpstech.blogspot.com/2015/08/rebel-u-2015-all-about-our-attendees.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/421831723592635670/posts/default/5331604080979935288'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/421831723592635670/posts/default/5331604080979935288'/><link rel='alternate' type='text/html' href='http://glpstech.blogspot.com/2015/08/rebel-u-2015-all-about-our-attendees.html' title='Rebel U 2015 {All About Our Attendees} #rebelu15'/><author><name>Anonymous</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/blank.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://1.bp.blogspot.com/-3fFEUj8RCmA/TmIaoeiHZaI/AAAAAAAAADM/dX1I8uj74Yo/s72-c/Rebel+U+Logo.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-421831723592635670.post-1442130496027311027</id><published>2015-08-27T14:38:00.001-04:00</published><updated>2015-08-27T14:38:25.671-04:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Rebel U"/><category scheme="http://www.blogger.com/atom/ns#" term="Rebel U 2015"/><title type='text'>Rebel U 2015 {All About Our Presenters} #rebelu15</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://1.bp.blogspot.com/-3fFEUj8RCmA/TmIaoeiHZaI/AAAAAAAAADM/dX1I8uj74Yo/s1600/Rebel+U+Logo.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;120&quot; src=&quot;http://1.bp.blogspot.com/-3fFEUj8RCmA/TmIaoeiHZaI/AAAAAAAAADM/dX1I8uj74Yo/s1600/Rebel+U+Logo.jpg&quot; width=&quot;94&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
Rebel U is right around the corner and presenters work hard every year to put together amazing presentations. &amp;nbsp;This year is no exception to that statement! &amp;nbsp;Every year, we are amazed, impressed, blow away, and inspired by the ideas that our presenters step forward to share with their peers. &amp;nbsp;To celebrate the amazing things our amazing presenters are sharing this year, we wanted to share some amazing data about what Rebel U has to offer attendees this year!&lt;br /&gt;
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&lt;a href=&quot;http://2.bp.blogspot.com/-gRzLQ_JMyEU/VdKb1DSvX4I/AAAAAAAAAls/JJ_SGH9-uBM/s1600/Presenters.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;188&quot; src=&quot;http://2.bp.blogspot.com/-gRzLQ_JMyEU/VdKb1DSvX4I/AAAAAAAAAls/JJ_SGH9-uBM/s320/Presenters.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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Below is data that we have collected and would like to share about our presenters this year. &amp;nbsp;We are excited to have presenters from every building and almost every grade level!&lt;br /&gt;
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If you would like to view our agenda for Rebel U 2015, please click&amp;nbsp;&lt;a href=&quot;http://rebelu.godfrey-lee.org/2015/agenda&quot; target=&quot;_blank&quot;&gt;here&lt;/a&gt;.&lt;br /&gt;
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If you would like to view the session descriptions for Rebel U 2015, please click&amp;nbsp;&lt;a href=&quot;https://docs.google.com/document/d/1gDlYvNN3vKdMA19KROiweb0JZlRBdje9Oqc6oe3Mkbs/pub&quot; target=&quot;_blank&quot;&gt;here&lt;/a&gt;.&lt;br /&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://glpstech.blogspot.com/feeds/1442130496027311027/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://glpstech.blogspot.com/2015/08/rebel-u-2015-all-about-our-presenters.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/421831723592635670/posts/default/1442130496027311027'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/421831723592635670/posts/default/1442130496027311027'/><link rel='alternate' type='text/html' href='http://glpstech.blogspot.com/2015/08/rebel-u-2015-all-about-our-presenters.html' title='Rebel U 2015 {All About Our Presenters} #rebelu15'/><author><name>Anonymous</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/blank.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://1.bp.blogspot.com/-3fFEUj8RCmA/TmIaoeiHZaI/AAAAAAAAADM/dX1I8uj74Yo/s72-c/Rebel+U+Logo.jpg" height="72" width="72"/><thr:total>0</thr:total></entry></feed>