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      <title>Mrs. Ferguson (PHYSICAL SCIENCE) by Leshan Ferguson</title>
      <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac</link>
      <description>Made with wonder</description>
      <language>en-us</language>
      <pubDate>2016-09-12 15:32:43 UTC</pubDate>
      <lastBuildDate>2025-11-02 07:28:09 UTC</lastBuildDate>
      <webMaster>hello@padlet.com</webMaster>
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         <title></title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/180068986</link>
         <description><![CDATA[<div>Check Edmodo for details including attachments and links.</div>]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/prod/15809061/1dc64f8528074dd714406551805de992/Padlet__STEM_Career.pdf" />
         <pubDate>2017-08-03 19:15:30 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/180068986</guid>
      </item>
      <item>
         <title>Visit Edmodo for details.</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/180294957</link>
         <description><![CDATA[<div>HW:&nbsp;<br>1. Complete setting up your iSNb (interactive science notebook). <br>2. Submit your finished STEM Career Poster to the "Assignment" area. </div>]]></description>
         <enclosure url="" />
         <pubDate>2017-08-07 18:43:21 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/180294957</guid>
      </item>
      <item>
         <title>HW: Check Edmodo for details</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/180404416</link>
         <description><![CDATA[]]></description>
         <enclosure url="" />
         <pubDate>2017-08-08 19:03:48 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/180404416</guid>
      </item>
      <item>
         <title></title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/180517546</link>
         <description><![CDATA[<div>HIGH SCHOOL SCIENCE: Check Edmodo for Details!<br><br></div>]]></description>
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         <pubDate>2017-08-09 18:55:00 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/180517546</guid>
      </item>
      <item>
         <title>8th grade Science: Check Edmodo for Details</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/180517592</link>
         <description><![CDATA[]]></description>
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         <pubDate>2017-08-09 18:55:32 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/180517592</guid>
      </item>
      <item>
         <title>HIGH SCHOOL SCIENCE: Check Edmodo for HW notes, today&#39;s lesson details, &amp; extra credit opportunity.</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/180657408</link>
         <description><![CDATA[]]></description>
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         <pubDate>2017-08-10 19:57:14 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/180657408</guid>
      </item>
      <item>
         <title>8th grade SCIENCE: Check Edmodo for today&#39;s lesson details, &amp; extra credit opportunity. QUIZ tomorrow.</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/180657461</link>
         <description><![CDATA[<div>Quiz tom</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-08-10 19:58:16 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/180657461</guid>
      </item>
      <item>
         <title>HIGH SCHOOL SCIENCE: Check Edmodo for HW notes, today&#39;s lesson details.</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/180771816</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/prod/15809061/eb03ac770cbadc88aee4a1a65cdc9232/Aug_11__P_.pdf" />
         <pubDate>2017-08-11 19:19:47 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/180771816</guid>
      </item>
      <item>
         <title>8th grade SCIENCE: Check Edmodo for HW notes, today&#39;s lesson details.</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/180771871</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/prod/15809061/137376a1091806a175f1cf3b1837c36f/Aug___11__P_.pdf" />
         <pubDate>2017-08-11 19:20:22 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/180771871</guid>
      </item>
      <item>
         <title>8th grade SCIENCE: Check Edmodo for notes, today&#39;s lesson details, &amp; extra credit OPPORTUNITY.</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/181326994</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/prod/15809061/5228e90eb61a3791be2a4d425078121c/Aug___16__P_.pdf" />
         <pubDate>2017-08-16 19:40:27 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/181326994</guid>
      </item>
      <item>
         <title>HIGH SCHOOL SCIENCE: Check Edmodo for HW notes, today&#39;s lesson details. </title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/181327105</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/prod/15809061/9840f4cebc060efc07bc064dafcd738f/Aug_16__P_.pdf" />
         <pubDate>2017-08-16 19:41:18 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/181327105</guid>
      </item>
      <item>
         <title>High school Science---</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/181511959</link>
         <description><![CDATA[<div>8th Science---<br><br>PLEASE check your Edmodo pages for the agenda and HW details.</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-08-17 19:00:25 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/181511959</guid>
      </item>
      <item>
         <title>8th Science---PLEASE check your Edmodo pages for the agenda and class notes. Quiz this coming Tuesday!</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/181687713</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/prod/15809061/b84fc9df4990aa10cd3b1072bbf60cf2/Aug___18__P_.pdf" />
         <pubDate>2017-08-18 19:11:18 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/181687713</guid>
      </item>
      <item>
         <title>High School Science---PLEASE check your Edmodo pages for the agenda and class notes. Quiz this coming Friday 8/25/17!</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/181687882</link>
         <description><![CDATA[]]></description>
         <enclosure url="" />
         <pubDate>2017-08-18 19:12:04 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/181687882</guid>
      </item>
      <item>
         <title>High School Science--Quiz this coming Friday 8/25/17!</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/181950533</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/prod/15809061/546b1e8a87d37cc1752748449d0b5df8/Aug_21__P____ED_.pdf" />
         <pubDate>2017-08-21 19:47:37 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/181950533</guid>
      </item>
      <item>
         <title>8th Science---PLEASE check your Edmodo pages for the agenda, HW (webquest &amp; quizziz code), and class notes. Quiz tomorrow--Tuesday!</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/181950669</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/prod/15809061/3b0febb1ce7c74209e4ea15bfe70e12c/Aug___21__P_.pdf" />
         <pubDate>2017-08-21 19:48:28 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/181950669</guid>
      </item>
      <item>
         <title>HIGH SCHOOL---PLEASE check your Edmodo pages for the agenda, and class notes. Mini-Quiz tomorrow--Thursday!</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/182436063</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/prod/15809061/f8b379a580c75861b49f5bf5982139af/Aug_23_P_.pdf" />
         <pubDate>2017-08-23 19:53:40 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/182436063</guid>
      </item>
      <item>
         <title>8th Science---PLEASE check your Edmodo pages for the agenda CER AUTOPSY FORMAT. </title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/182436298</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/prod/15809061/5cee4119f1bd50c6cd9f40fdf098a095/Aug___23__P_.pdf" />
         <pubDate>2017-08-23 19:54:38 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/182436298</guid>
      </item>
      <item>
         <title>HIGHSCHOOL SCIENCE--Today&#39;s agenda, notes, CER autopsy format, &amp; PRACTICE QUIZ are posted on EDMODO. The DI activity sheet is NOT homework.For the practice quiz...screen shot or take a picture of your results showing your name on the screeN. Save it to your back pack.</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/182679124</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/prod/15809061/cfe74d74744c7f8fe372f0d7bdd797ac/Aug_24_P_.pdf" />
         <pubDate>2017-08-24 19:43:30 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/182679124</guid>
      </item>
      <item>
         <title>8th REGULAR SCIENCE---</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/182680829</link>
         <description><![CDATA[<div>Today's agenda &amp; notes are posted on EDMODO. </div>]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/prod/15809061/a27f040f644483df4a01d3a50f579d83/Aug___24__P_.pdf" />
         <pubDate>2017-08-24 19:51:07 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/182680829</guid>
      </item>
      <item>
         <title>HIGHSCHOOL SCIENCE--Check EDMODO for details.</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/183222607</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/prod/15809061/1746b23d4ef3badfd8bb47e737884c7c/Aug_28_EP_.pdf" />
         <pubDate>2017-08-28 19:08:21 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/183222607</guid>
      </item>
      <item>
         <title>REGULAR SCIENCE--Check EDMODO for details.</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/183223232</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/prod/15809061/b3997dc16498c019d0ee5aaede501ba7/Aug___28__P_.pdf" />
         <pubDate>2017-08-28 19:10:27 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/183223232</guid>
      </item>
      <item>
         <title>REGULAR SCIENCE--Check EDMODO for details. REMINDER: Quiz #3 this Friday...STUDY &#39;States of Matter&quot;.</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/183481111</link>
         <description><![CDATA[<div>HW: Brainpop quiz</div>]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/prod/15809061/93cf7d71c75cb39080501b97d7a9611b/Aug___29__p_.pdf" />
         <pubDate>2017-08-29 17:52:42 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/183481111</guid>
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         <title>HIGH SCHOOL Physical SCIENCE                               ROARING REMINDERS:*Quiz #3 Wednesday (9/6/17)(Describing force, acceleration, friction, mass, and the motion of objects, etc)**HW: Copy &quot;Newton Laws NOTES&quot;</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/183486506</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/prod/15809061/a72e8b1b7f95e366e8f38ce6bbf38811/Aug_29_p_.pdf" />
         <pubDate>2017-08-29 18:07:08 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/183486506</guid>
      </item>
      <item>
         <title>HIGH SCHOOL Physical SCIENCE                               REGULAR SCIENCE--Check EDMODO for details. REMINDER: Quiz #3 this Friday...STUDY &#39;&quot;States of Matter&quot;...what are the different states, describe particle arrangement &amp; movement, how does adding or removing heat affect each type?                                        </title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/183774205</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/prod/15809061/664fcc585d81d04aa0d1b8b21357e561/Aug_30_p_.pdf" />
         <pubDate>2017-08-30 18:21:01 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/183774205</guid>
      </item>
      <item>
         <title>REGULAR SCIENCE--Check EDMODO for details. REMINDER: Quiz #3 this Friday...STUDY &#39;&quot;States of Matter&quot;...what are the different states, describe particle arrangement &amp; movement, how does adding or removing heat affect each type?</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/183774895</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/prod/15809061/4cfec6881163cd36ff29134c226ae2b5/Aug___30__p_.pdf" />
         <pubDate>2017-08-30 18:22:38 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/183774895</guid>
      </item>
      <item>
         <title>REGULAR SCIENCE</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/187699941</link>
         <description><![CDATA[<div>CHECK EDMODOD for today's agenda. READ IT CAREFULLY...especially if you were absent or in ISS.<br>HW:<br>1. Elements, Compounds, Mixtures MINI-SHEET (1-15).<br>2. If you didn't finish the Webquest Tasks # 3-5 or BrainPop, do so for HW.<br>3. Study for tomorrow's quiz..QUIZZIZ EXTRA CREDIT (1st pd: 483187) (2nd pd: 129069).</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-09-14 18:05:21 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/187699941</guid>
      </item>
      <item>
         <title>HIGH SCHOOL</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/187745590</link>
         <description><![CDATA[<div>Check EDMODO for HW details and today's agenda.</div><div><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-09-14 19:55:10 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/187745590</guid>
      </item>
      <item>
         <title>Check Edmodo for today&#39;s agenda and HW</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/188635280</link>
         <description><![CDATA[]]></description>
         <enclosure url="" />
         <pubDate>2017-09-18 19:09:19 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/188635280</guid>
      </item>
      <item>
         <title>HIGH SCHOOL</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/189069616</link>
         <description><![CDATA[<div>Check EDMODO for HW details and today's agenda.</div><div><br></div>]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/prod/15809061/f4df0d0244f15334909c7dbd6e85f7ba/Sept_19___p_.pdf" />
         <pubDate>2017-09-19 19:12:54 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/189069616</guid>
      </item>
      <item>
         <title>REGULAR SCIENCE</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/189069906</link>
         <description><![CDATA[<div>CHECK EDMODO for today's agenda, foldable, and other details. READ IT CAREFULLY...especially if you were absent or in ISS.<br><br><br></div>]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/prod/15809061/157f8cccccc15d78b40c1ac86fd7a126/Sept_19__P_.pdf" />
         <pubDate>2017-09-19 19:13:44 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/189069906</guid>
      </item>
      <item>
         <title>REGULAR SCIENCE</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/189466568</link>
         <description><![CDATA[<div>CHECK EDMODO for today's agenda, SPG, and other details. READ IT CAREFULLY...especially if you were absent or in ISS.<br><br><br></div>]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/prod/15809061/d07a3ef0002b28d71dd397ed1e554174/Sept_20__Ep_.pdf" />
         <pubDate>2017-09-20 17:55:22 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/189466568</guid>
      </item>
      <item>
         <title>HIGH SCHOOL</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/189468993</link>
         <description><![CDATA[<div>Check EDMODO for  details and today's agenda.</div><div><br></div>]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/prod/15809061/bd0999268304f9b0cf890c7b35fbd0a8/Sept_20___p_.pdf" />
         <pubDate>2017-09-20 17:59:21 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/189468993</guid>
      </item>
      <item>
         <title>REGULAR SCIENCE</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/191415743</link>
         <description><![CDATA[<div>Here is Monday's &amp; Today's agendas.&nbsp;</div>]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/prod/15809061/98db9e6599be1d0d3c917d6fd0a24632/Sept_26_27__Ep_R.pdf" />
         <pubDate>2017-09-26 18:39:42 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/191415743</guid>
      </item>
      <item>
         <title>REGULAR SCIENCECheck Edmodo for DETAILS.</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/191415832</link>
         <description><![CDATA[<div>HW tonight!!!</div>]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/prod/15809061/98db9e6599be1d0d3c917d6fd0a24632/Sept_26_27__Ep_R.pdf" />
         <pubDate>2017-09-26 18:39:52 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/191415832</guid>
      </item>
      <item>
         <title>HIGH SCHOOL PHY. SCI</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/191416150</link>
         <description><![CDATA[<div>Here is Monday's &amp; Today's agendas. Check Edmodo for details</div>]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/prod/15809061/f63ac6c784fc6d191ba5828ee8a48753/Sept_26_27__Ep_.pdf" />
         <pubDate>2017-09-26 18:40:29 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/191416150</guid>
      </item>
      <item>
         <title>REGULAR SCIENCE</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/191838550</link>
         <description><![CDATA[<div>Today's agenda &amp; notes are on EDMODO</div><div><br></div><div>Go back and make sure your notes are complete, ESPECIALLY if you were absent or in ISS.</div><div><br></div><div>HW:<br>1. Finish your conclusion<br>2. STUDY for tomorrow's common asmt.</div>]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/prod/15809061/c33aa8f62f9aee59e2284cced8ed9d97/Sept_27__p_.pdf" />
         <pubDate>2017-09-27 19:02:31 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/191838550</guid>
      </item>
      <item>
         <title>HIGH SCHOOL</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/191840532</link>
         <description><![CDATA[<div>Check Edmodo for details.</div>]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/prod/15809061/76fd8462666566969f80022582754c75/Sept_27___p_.pdf" />
         <pubDate>2017-09-27 19:06:40 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/191840532</guid>
      </item>
      <item>
         <title>HIGH SCHOOL</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/192206741</link>
         <description><![CDATA[<div>Today's AGENDA is posted to EDMODO:</div><div><br></div><div>1. HW: Free Fall Virtual Interactive Lab<br>&nbsp; &nbsp; i. Create an account. Use this code j39pgo1z in the sign-up code field.<br>&nbsp; &nbsp;ii. Upon completion…WRITE an explanation using C.E.R about the relationship between mass and gravitational force for falling objects. &nbsp;</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-09-28 17:53:57 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/192206741</guid>
      </item>
      <item>
         <title>REGULAR SCIENCE</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/192226513</link>
         <description><![CDATA[<div>Today's agenda is posted to Edmodo.<br>T</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-09-28 18:29:43 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/192226513</guid>
      </item>
      <item>
         <title>Regular Science....Check EDMODO for the agenda and details.</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/193175684</link>
         <description><![CDATA[]]></description>
         <enclosure url="" />
         <pubDate>2017-10-02 19:04:27 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/193175684</guid>
      </item>
      <item>
         <title>High School Science</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/193175948</link>
         <description><![CDATA[<div>Check Edmodo.</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-10-02 19:05:01 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/193175948</guid>
      </item>
      <item>
         <title>HIGH SCHOOL SCIENCE</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/194025492</link>
         <description><![CDATA[<div><br>Midterm Test: Describing Motion (Speed, Velocity &amp; Acceleration) &amp; Newton's Laws</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-10-04 18:18:42 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/194025492</guid>
      </item>
      <item>
         <title>REGULAR SCIENCE</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/194026346</link>
         <description><![CDATA[<div>Midterm Test: Matter Unit</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-10-04 18:20:08 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/194026346</guid>
      </item>
      <item>
         <title></title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/197488182</link>
         <description><![CDATA[<div>REGULAR Science---Check Edmodo for details</div>]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/prod/15809061/b78fc450e4baa0f632788cd595e0b5c0/Oct__16__P_.pdf" />
         <pubDate>2017-10-16 17:43:33 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/197488182</guid>
      </item>
      <item>
         <title>HIGH SCHOOL Science</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/197488567</link>
         <description><![CDATA[<div>Check Edmodo for details</div>]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/prod/15809061/8c891c67a45ea3f09e7371886e5e924c/Oct_16___P_.pdf" />
         <pubDate>2017-10-16 17:44:09 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/197488567</guid>
      </item>
      <item>
         <title>REGULAR Science</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/197970062</link>
         <description><![CDATA[<div>See Edmodo for details--notes &amp; HW</div>]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/prod/15809061/dcf6e4695fcf34d43510db355d14900d/Oct_17__ED___p_.pdf" />
         <pubDate>2017-10-17 18:36:58 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/197970062</guid>
      </item>
      <item>
         <title>HIGH SCHOOL</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/198039966</link>
         <description><![CDATA[<div><br>See Edmodo for details</div>]]></description>
         <enclosure url="https://www.pinterest.com/pin/303781937340003914/" />
         <pubDate>2017-10-17 22:08:06 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/198039966</guid>
      </item>
      <item>
         <title>REGULAR Science</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/199053057</link>
         <description><![CDATA[<div><br>Quiz today on Atoms (Kahoot &amp; Quizlet Review</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-10-20 13:45:28 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/199053057</guid>
      </item>
      <item>
         <title></title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/199768806</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://mskuksclass.weebly.com/lesson-2-forms-of-energy.html" />
         <pubDate>2017-10-23 19:57:19 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/199768806</guid>
      </item>
      <item>
         <title>REGULAR &amp; GIFTED Science</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/200583374</link>
         <description><![CDATA[<div>Check Edmodo for today's agenda</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-10-25 19:07:55 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/200583374</guid>
      </item>
      <item>
         <title>HIGH School Science</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/201287310</link>
         <description><![CDATA[<blockquote><a href="https://www.google.com/url?sa=i&amp;rct=j&amp;q=&amp;esrc=s&amp;source=images&amp;cd=&amp;cad=rja&amp;uact=8&amp;ved=0ahUKEwj32b_XpZHXAhWIMSYKHayYANsQjRwIBw&amp;url=https%3A%2F%2Fwww.emaze.com%2F%40AOWFRWTR%2FSIMPLE-MACHINES&amp;psig=AOvVaw1qwln0kTFkFkTE84ZdFani&amp;ust=1509210383176657"><figure class="attachment attachment--preview" data-trix-attachment='{"contentType":"image","height":550,"url":"http://userscontent2.emaze.com/images/ebe8a4a1-b1bf-4362-869e-40362d3661e6/2c6aa5a4-5627-439d-a4e3-7fe296cf8655.jpg","width":550}' data-trix-content-type="image"><img width="550" height="550" src="http://userscontent2.emaze.com/images/ebe8a4a1-b1bf-4362-869e-40362d3661e6/2c6aa5a4-5627-439d-a4e3-7fe296cf8655.jpg"><figcaption class="attachment__caption"></figcaption></figure></a></blockquote>]]></description>
         <enclosure url="" />
         <pubDate>2017-10-27 17:08:35 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/201287310</guid>
      </item>
      <item>
         <title>Regular Science</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/202121724</link>
         <description><![CDATA[<div>Finish your "Elemental Name Plate" for HW<a href="https://www.google.com/url?sa=i&amp;rct=j&amp;q=&amp;esrc=s&amp;source=images&amp;cd=&amp;cad=rja&amp;uact=8&amp;ved=0ahUKEwicxaiz_JrXAhWI5iYKHeXHCPUQjRwIBw&amp;url=https%3A%2F%2Fwww.spreadshirt.com%2Fperiodic%2Btable%2Blong%2Bsleeve%2Bshirts&amp;psig=AOvVaw26XftVezpQLuRmiqn32pIa&amp;ust=1509543082922086"><figure class="attachment attachment--preview" data-trix-attachment='{"contentType":"image","height":300,"url":"https://image.spreadshirtmedia.com/image-server/v1/mp/compositions/T876A366PA1867PT17X44Y18D1010266960S23/views/1,width=300,height=300,appearanceId=366,backgroundColor=E8E8E8/periodic-table-periodically-i-think-of-something-women-s-premium-long-sleeve-t-shirt.jpg","width":300}' data-trix-content-type="image"><img width="300" height="300" src="https://image.spreadshirtmedia.com/image-server/v1/mp/compositions/T876A366PA1867PT17X44Y18D1010266960S23/views/1,width=300,height=300,appearanceId=366,backgroundColor=E8E8E8/periodic-table-periodically-i-think-of-something-women-s-premium-long-sleeve-t-shirt.jpg"><figcaption class="attachment__caption"></figcaption></figure></a></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-10-31 13:30:42 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/202121724</guid>
      </item>
      <item>
         <title>HIGH SCHOOL</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/202212874</link>
         <description><![CDATA[<div>10-31-17&nbsp; Finish your PHet Lab on "Energy Forms &amp; Changes" for HW. We will check our answers in class tomorrow.<a href="https://www.mrcorfe.com/KS4/AQA/Phy1/HeatEnergy/EnergyTransfer.php"><figure class="attachment attachment--preview" data-trix-attachment='{"contentType":"image","height":317,"url":"https://www.mrcorfe.com/KS4/AQA/Phy1/HeatEnergy/images/EnergyTrans.gif","width":800}' data-trix-content-type="image"><img width="800" height="317" src="https://www.mrcorfe.com/KS4/AQA/Phy1/HeatEnergy/images/EnergyTrans.gif"><figcaption class="attachment__caption"></figcaption></figure></a>10/-31/<a href="https://www.google.com/url?sa=i&amp;rct=j&amp;q=&amp;esrc=s&amp;source=images&amp;cd=&amp;cad=rja&amp;uact=8&amp;ved=0ahUKEwj6u7O_npvXAhUE5CYKHTSIB_IQjRwIBw&amp;url=https%3A%2F%2Fwww.slideshare.net%2FPRATHAMESHDESHPANDE10%2Fenergy-transfer-by-work&amp;psig=AOvVaw1-86ZHciI5dcQBmfCRxQst&amp;ust=1509552186670245"><figure class="attachment attachment--preview" data-trix-attachment='{"contentType":"image","height":479,"url":"https://image.slidesharecdn.com/b-19-160729145826/95/energy-transfer-by-work-2-638.jpg?cb=1469804427","width":638}' data-trix-content-type="image"><img width="638" height="479" src="https://image.slidesharecdn.com/b-19-160729145826/95/energy-transfer-by-work-2-638.jpg?cb=1469804427"><figcaption class="attachment__caption"></figcaption></figure></a><a href="http://www.google.com/url?sa=i&amp;rct=j&amp;q=&amp;esrc=s&amp;source=images&amp;cd=&amp;cad=rja&amp;uact=8&amp;ved=0ahUKEwj6u7O_npvXAhUE5CYKHTSIB_IQjRwIBw&amp;url=http%3A%2F%2Fwww.bbc.co.uk%2Feducation%2Fguides%2Fz3qd7p3%2Frevision%2F5&amp;psig=AOvVaw1-86ZHciI5dcQBmfCRxQst&amp;ust=1509552186670245"><figure class="attachment attachment--preview" data-trix-attachment='{"contentType":"image","height":463,"url":"https://bam.files.bbci.co.uk/bam/live/content/zt747p3/large","width":624}' data-trix-content-type="image"><img width="624" height="463" src="https://bam.files.bbci.co.uk/bam/live/content/zt747p3/large"><figcaption class="attachment__caption"></figcaption></figure></a></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-10-31 16:06:02 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/202212874</guid>
      </item>
      <item>
         <title>REGULAR SCIENCE</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/202506494</link>
         <description><![CDATA[<div><a href="https://www.google.com/url?sa=i&amp;rct=j&amp;q=&amp;esrc=s&amp;source=images&amp;cd=&amp;cad=rja&amp;uact=8&amp;ved=0ahUKEwib34jOhp7XAhXFMyYKHUllCO4QjRwIBw&amp;url=http%3A%2F%2Fslideplayer.com%2Fslide%2F3961718%2F&amp;psig=AOvVaw3gHpgLqQhFR8-juiAhstsP&amp;ust=1509631439865407"><figure class="attachment attachment--preview" data-trix-attachment='{"contentType":"image","height":720,"url":"http://slideplayer.com/3961718/13/images/3/Exothermic+and+Endothermic+Reactions.jpg","width":960}' data-trix-content-type="image"><img width="960" height="720" src="http://slideplayer.com/3961718/13/images/3/Exothermic+and+Endothermic+Reactions.jpg"><figcaption class="attachment__caption"></figcaption></figure></a><a href="https://www.google.com/url?sa=i&amp;rct=j&amp;q=&amp;esrc=s&amp;source=images&amp;cd=&amp;cad=rja&amp;uact=8&amp;ved=0ahUKEwipmuHCxZ3XAhUJ5iYKHbNVCvUQjRwIBw&amp;url=https%3A%2F%2Fbyjus.com%2Fchemistry%2Fendothermic-exothermic-reactions-difference%2F&amp;psig=AOvVaw3gHpgLqQhFR8-juiAhstsP&amp;ust=1509631439865407"><figure class="attachment attachment--preview" data-trix-attachment='{"contentType":"image","height":365,"url":"http://byjus.com/chemistry/wp-content/uploads/2016/11/Endothermic-and-Exothermic-Reactions.png","width":628}' data-trix-content-type="image"><img width="628" height="365" src="http://byjus.com/chemistry/wp-content/uploads/2016/11/Endothermic-and-Exothermic-Reactions.png"><figcaption class="attachment__caption"></figcaption></figure></a>Today we completed our LCM lab---tomorrow, we will finish our POST lab questions. THIS IS A TEST GRADE!&nbsp;</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-11-01 14:06:31 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/202506494</guid>
      </item>
      <item>
         <title>HIGH SCHOOL</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/202689257</link>
         <description><![CDATA[<div><a href="https://www.google.com/url?sa=i&amp;rct=j&amp;q=&amp;esrc=s&amp;source=images&amp;cd=&amp;cad=rja&amp;uact=8&amp;ved=0ahUKEwjys8OMj57XAhUHZCYKHT9-DPQQjRwIBw&amp;url=https%3A%2F%2Fwww.slideshare.net%2Fjbishopgcms%2Fmechanical-advantage-and-efficiency&amp;psig=AOvVaw3o1LHl5yWpCrfKQEgEqQNE&amp;ust=1509651191821140"><figure class="attachment attachment--preview" data-trix-attachment='{"contentType":"image","height":546,"url":"https://image.slidesharecdn.com/mechanicaladvantageandefficiency-100815121339-phpapp02/95/mechanical-advantage-and-efficiency-2-728.jpg?cb=1281874454","width":728}' data-trix-content-type="image"><img width="728" height="546" src="https://image.slidesharecdn.com/mechanicaladvantageandefficiency-100815121339-phpapp02/95/mechanical-advantage-and-efficiency-2-728.jpg?cb=1281874454"><figcaption class="attachment__caption"></figcaption></figure></a><a href="https://www.google.com/url?sa=i&amp;rct=j&amp;q=&amp;esrc=s&amp;source=images&amp;cd=&amp;cad=rja&amp;uact=8&amp;ved=0ahUKEwjA3uCdj57XAhXJ4iYKHfDTDOAQjRwIBw&amp;url=http%3A%2F%2Fslideplayer.com%2Fslide%2F9796057%2F&amp;psig=AOvVaw3o1LHl5yWpCrfKQEgEqQNE&amp;ust=1509651191821140"><figure class="attachment attachment--preview" data-trix-attachment='{"contentType":"image","height":720,"url":"http://slideplayer.com/9796057/31/images/2/Mechanical+Advantage+The+mechanical+advantage+of+a+machine+is+the+number+of+times+that+the+machine+increases+an+input+force..jpg","width":960}' data-trix-content-type="image"><img width="960" height="720" src="http://slideplayer.com/9796057/31/images/2/Mechanical+Advantage+The+mechanical+advantage+of+a+machine+is+the+number+of+times+that+the+machine+increases+an+input+force..jpg"><figcaption class="attachment__caption"></figcaption></figure></a></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-11-01 19:33:39 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/202689257</guid>
      </item>
      <item>
         <title>HIGH SCHOOL</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/203412783</link>
         <description><![CDATA[<div><a href="https://www.google.com/url?sa=i&amp;rct=j&amp;q=&amp;esrc=s&amp;source=images&amp;cd=&amp;cad=rja&amp;uact=8&amp;ved=0ahUKEwjXlbO8-6LXAhVHLyYKHYtgAjoQjRwIBw&amp;url=https%3A%2F%2Fgiphy.com%2Fgifs%2Fpe-106nEQgRWNFQic&amp;psig=AOvVaw0gfNAH1lWH4-Lp9_fK3pRb&amp;ust=1509817352302103"><figure class="attachment attachment--preview" data-trix-attachment='{"contentType":"image","height":242,"url":"https://media.giphy.com/media/106nEQgRWNFQic/giphy.gif","width":400}' data-trix-content-type="image"><img width="400" height="242" src="https://media.giphy.com/media/106nEQgRWNFQic/giphy.gif"><figcaption class="attachment__caption"></figcaption></figure></a><a href="https://www.google.com/url?sa=i&amp;rct=j&amp;q=&amp;esrc=s&amp;source=images&amp;cd=&amp;cad=rja&amp;uact=8&amp;ved=0ahUKEwjXufih-6LXAhWK4yYKHXxfADQQjRwIBw&amp;url=https%3A%2F%2Fwww.sites.google.com%2Fsite%2Fnphsoneill%2FCSCS-Activities%2Fcscs---physics%2Ftorque&amp;psig=AOvVaw0gfNAH1lWH4-Lp9_fK3pRb&amp;ust=1509817352302103"><figure class="attachment attachment--preview" data-trix-attachment='{"contentType":"image","height":646,"url":"https://lh3.googleusercontent.com/-GlLBr_-Xsfg/Tq-VIq0hISI/AAAAAAAAaJk/R0k-V2E2FC8/s1600/levers.jpg","width":887}' data-trix-content-type="image"><img width="887" height="646" src="https://lh3.googleusercontent.com/-GlLBr_-Xsfg/Tq-VIq0hISI/AAAAAAAAaJk/R0k-V2E2FC8/s1600/levers.jpg"><figcaption class="attachment__caption"></figcaption></figure></a><a href="https://www.google.com/url?sa=i&amp;rct=j&amp;q=&amp;esrc=s&amp;source=images&amp;cd=&amp;cad=rja&amp;uact=8&amp;ved=0ahUKEwiv57Ot-qLXAhVH6CYKHXjNA18QjRwIBw&amp;url=http%3A%2F%2Fanatomyandphysiologyi.com%2Flever-systems-bone-muscle-relationships%2F&amp;psig=AOvVaw0gfNAH1lWH4-Lp9_fK3pRb&amp;ust=1509817352302103"><figure class="attachment attachment--preview" data-trix-attachment='{"contentType":"image","height":1200,"url":"http://anatomyandphysiologyi.com/wp-content/uploads/2014/07/Lever-systems-operating-at-a-mechanical-advantage-and-a-mechanical-disadvantage.jpg","width":987}' data-trix-content-type="image"><img width="987" height="1200" src="http://anatomyandphysiologyi.com/wp-content/uploads/2014/07/Lever-systems-operating-at-a-mechanical-advantage-and-a-mechanical-disadvantage.jpg"><figcaption class="attachment__caption"></figcaption></figure></a></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-11-03 17:47:19 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/203412783</guid>
      </item>
      <item>
         <title>REGULAR SCIENCE</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/203908604</link>
         <description><![CDATA[<div>Here is the LINK TO "APE MAN" mnuemonic device you will need to complete mini-pg 3 of your HW....Your HW will be graded for accuracy and counted as extra credit on your common asmt tomorrow.<br>https://www.youtube.com/watch?v=-LksYErfZHo</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-11-06 14:56:29 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/203908604</guid>
      </item>
      <item>
         <title>REGULAR SCIENCE</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/204991420</link>
         <description><![CDATA[<div><a href="https://www.google.com/url?sa=i&amp;rct=j&amp;q=&amp;esrc=s&amp;source=images&amp;cd=&amp;cad=rja&amp;uact=8&amp;ved=0ahUKEwijsMWs0a_XAhWL8YMKHUUoBR4QjRwIBw&amp;url=http%3A%2F%2Fwww.eoht.info%2Fpage%2FConservation%2Bof%2Benergy&amp;psig=AOvVaw03ozOTmnTrm1czlcHH7DUh&amp;ust=1510253092297034"><figure class="attachment attachment--preview" data-trix-attachment='{"contentType":"image","height":199,"url":"http://image.wikifoundry.com/image/2/8bKyOnADUz9OY7aJZffUlw25124/GW520H199","width":520}' data-trix-content-type="image"><img width="520" height="199" src="http://image.wikifoundry.com/image/2/8bKyOnADUz9OY7aJZffUlw25124/GW520H199"><figcaption class="attachment__caption"></figcaption></figure></a><br>Be sure to complete your foldable--add, WORK, ENERGY, &amp; LCE (definitions/statement &amp; illustrations). Tomorrow, we will add more info on 10 forms of energy and practice identifying transformations.</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-11-08 18:46:05 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/204991420</guid>
      </item>
      <item>
         <title>HIGH SCHOOL</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/204998495</link>
         <description><![CDATA[<div><figure class="attachment attachment--preview" 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🤬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","width":640}' 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🤬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"><figcaption class="attachment__caption"></figcaption></figure>Proving L.C.E<br><a href="https://www.youtube.com/watch?v=PplaBASQ_3M">https://www.youtube.com/watch?v=PplaBASQ_3M</a><br>10 Forms of Energy<br><a href="https://www.youtube.com/watch?v=w4LnclHkmVQ">https://www.youtube.com/watch?v=w4LnclHkmVQ</a></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-11-08 18:56:44 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/204998495</guid>
      </item>
      <item>
         <title>http://glencoe.mheducation.com/sites/dl/free/0078757150/160350/00076705.swf </title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/206466287</link>
         <description><![CDATA[<div>CHECK OUT ...Forms of Energy---and TRANSFORMATIONS (Roller Coaster)<br>https://gpb.pbslearningmedia.org/resource/hew06.sci.phys.maf.rollercoaster/energy-in-a-roller-coaster-ride/#.Wgn6l7pFy70<br><figure class="attachment attachment--preview" data-trix-attachment='{"contentType":"image","height":399,"url":"https://image.pbs.org/poster_images/assets/mck05_int_rollercoaster_PXcVpNk.jpg.resize.710x399.jpg","width":710}' data-trix-content-type="image"><img width="710" height="399" src="https://image.pbs.org/poster_images/assets/mck05_int_rollercoaster_PXcVpNk.jpg.resize.710x399.jpg"><figcaption class="attachment__caption"></figcaption></figure><br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-11-13 20:02:44 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/206466287</guid>
      </item>
      <item>
         <title>Today&#39;s (11-27-17) Lesson on Types of Heat Transfer</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/210655383</link>
         <description><![CDATA[<div>https://www.wisc-online.com/learn/natural-science/earth-science/sce304/heat-transfer-conduction-convection-radiation<br><br>EXTRA TUTORIAL:<br>http://openhighschoolcourses.org/pluginfile.php/6926/mod_page/content/1/Week_6_Resources/lsps07_int_heattransfer.swf</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-11-27 20:44:24 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/210655383</guid>
      </item>
      <item>
         <title>HIGH SCHOOL   &quot;Intro To Waves&quot; 11-28-17</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/210659272</link>
         <description><![CDATA[<div>&nbsp; &nbsp; &nbsp;&nbsp;</div><div><a href="https://www.google.com/imgres?imgurl=http%3A%2F%2Fwww.acs.psu.edu%2Fdrussell%2FDemos%2Fwaves%2FWater-2016.gif&amp;imgrefurl=http%3A%2F%2Fwww.acs.psu.edu%2Fdrussell%2FDemos%2Fwaves%2Fwavemotion.html&amp;docid=brRlDl-UESBEDM&amp;tbnid=7Bri2B2h7ij8SM%3A&amp;vet=10ahUKEwjE0rOTueHXAhWJZCYKHQ0ABGgQMwjxASgAMAA..i&amp;w=576&amp;h=250&amp;safe=strict&amp;bih=900&amp;biw=1680&amp;q=WAVE%20%20animation&amp;ved=0ahUKEwjE0rOTueHXAhWJZCYKHQ0ABGgQMwjxASgAMAA&amp;iact=mrc&amp;uact=8"><figure class="attachment attachment--preview" data-trix-attachment='{"contentType":"image","height":148,"url":null,"width":341}' data-trix-content-type="image"><img width="341" height="148" src="null"><figcaption class="attachment__caption"></figcaption></figure></a><a href="http://www.acs.psu.edu/drussell/Demos/waves/Water-2016.gif">http://www.acs.psu.edu/drussell/Demos/waves/Water-2016.gif</a></div><div>Wave Animation<br><a href="https://www.classzone.com/books/earth_science/terc/content/visualizations/es1604/es1604page01.cfm?chapter_no=visualization">https://www.classzone.com/books/earth_science/terc/content/visualizations/es1604/es1604page01.cfm?chapter_no=visualization</a></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-11-27 20:53:02 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/210659272</guid>
      </item>
      <item>
         <title></title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/211137457</link>
         <description><![CDATA[]]></description>
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         <pubDate>2017-11-28 19:53:45 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/211137457</guid>
      </item>
      <item>
         <title>HIGH SCHOOL SCIENCE</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/211609287</link>
         <description><![CDATA[<div><br><br></div>]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/prod/15809061/96092baef41feb593b9ac888998768db/EM_Spectrum.jpg" />
         <pubDate>2017-11-29 19:59:46 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/211609287</guid>
      </item>
      <item>
         <title>HIGH SCHOOL</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/211614451</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/prod/15809061/33859a602496d6775c1a39d32b3b12f0/31_form_4_general_wave_properties_17_638.jpg" />
         <pubDate>2017-11-29 20:11:20 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/211614451</guid>
      </item>
      <item>
         <title>REGULAR SCIENCE</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/211620147</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/prod/15809061/1a67ff0f5ac93f5887e5fa64bf89c864/8_forms_of_energy.png" />
         <pubDate>2017-11-29 20:23:04 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/211620147</guid>
      </item>
      <item>
         <title>HIGH SCHOOL</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/211994539</link>
         <description><![CDATA[<div>Complete the self check quiz for a possible 3 bonus points on tomorrow's quiz.<br><br></div>]]></description>
         <enclosure url="http://glencoe.mheducation.com/sites/0078807220/student_view0/chapter14/section_14_2/self-check_quizzes.html" />
         <pubDate>2017-11-30 18:12:31 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/211994539</guid>
      </item>
      <item>
         <title>REGULAR SCIENCE</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/212055592</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/prod/15809061/223918d5f398962da9d5c1aa22ec51a0/forms_of_energy_9_638.jpg" />
         <pubDate>2017-11-30 20:01:47 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/212055592</guid>
      </item>
      <item>
         <title>REGULAR SCIENCE</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/212920954</link>
         <description><![CDATA[<div>12-4-17     Copy into your notes tonight.</div>]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/prod/15809061/d31024d3ce197a19ae18cbee6d909e45/Energy_Trans_NOTES.pdf" />
         <pubDate>2017-12-04 16:01:35 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/212920954</guid>
      </item>
      <item>
         <title></title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/212953541</link>
         <description><![CDATA[<div>Review</div>]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/prod/15809061/e8c54db98b67508cde1df562b520c08a/All_Forms_of_Energy.jpg" />
         <pubDate>2017-12-04 16:56:15 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/212953541</guid>
      </item>
      <item>
         <title>ALL SCIENCE CLASSES</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/213470748</link>
         <description><![CDATA[<div>WATCH!!! Energy Conservations <br><a href="https://www.bing.com/videos/search?q=energy+transformation&amp;view=detail&amp;mid=4919C13241938CB5E4D64919C13241938CB5E4D6&amp;FORM=VIRE">https://www.bing.com/videos/search?q=energy+transformation&amp;view=detail&amp;mid=4919C13241938CB5E4D64919C13241938CB5E4D6&amp;FORM=VIRE</a></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-12-05 19:24:30 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/213470748</guid>
      </item>
      <item>
         <title>Doppler Effect NOTES</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/213898131</link>
         <description><![CDATA[]]></description>
         <enclosure url="" />
         <pubDate>2017-12-06 20:10:20 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/213898131</guid>
      </item>
      <item>
         <title></title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/215461796</link>
         <description><![CDATA[<div>&nbsp;</div><div>Final exams will be Dec. 19th and 20th</div><div>*Cumulative from the full semester</div><div>*1st, 3rd and 1st connection finals on Tuesday Dec. 19th&nbsp;</div><div>*2nd, 4th, and 2nd connection finals on Wednesday Dec. 20th</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-12-12 15:35:18 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/215461796</guid>
      </item>
      <item>
         <title>HIGH SCHOOL</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/215593232</link>
         <description><![CDATA[<div>Wave Behavior &amp; Interaction---FOLDABLE directions &amp; Notes</div>]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/prod/15809061/7c2793db0023996da49b11750a312665/15_3_outline_WAVE_BEHAVIOR.pdf" />
         <pubDate>2017-12-12 19:48:54 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/215593232</guid>
      </item>
      <item>
         <title>HIGH SCHOOL</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/215807984</link>
         <description><![CDATA[<div>Check out this TUTORIAL on Wave Behaviors (Reflection, Diffraction, &amp; Refraction)<br><a href="http://www.acoustics.salford.ac.uk/schools/teacher/lesson3/flash/whiteboardcomplete.swf">http://www.acoustics.salford.ac.uk/schools/teacher/lesson3/flash/whiteboardcomplete.swf</a></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-12-13 14:43:27 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/215807984</guid>
      </item>
      <item>
         <title>HIGH SCHOOL    Online practice for the FINAL</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/216563391</link>
         <description><![CDATA[<div><a href="https://quizlet.com/189279708/physics-unit-quiz-2-flash-cards/">https://quizlet.com/189279708/physics-unit-quiz-2-flash-cards/</a></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-12-15 17:24:38 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/216563391</guid>
      </item>
      <item>
         <title>Heat Transfer REVIEW</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/218830743</link>
         <description><![CDATA[<div><a href="https://evantoh23.files.wordpress.com/2016/07/thermal-transfer-summary.jpg?w=611">https://evantoh23.files.wordpress.com/2016/07/thermal-transfer-summary.jpg?w=611</a></div>]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/prod/15809061/8918560e050d4f0b01a3e36a236c1e75/thermal_transfer_summary.jpg" />
         <pubDate>2018-01-04 19:24:13 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/218830743</guid>
      </item>
      <item>
         <title></title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/218993930</link>
         <description><![CDATA[<div>HIGH SCHOOL<br><br>Page 6--STEM Journal (DEFINE the problem, RESEARCH the problem, &amp; BRAINSTORM possible solutions)</div>]]></description>
         <enclosure url="https://www.youtube.com/watch?v=DlkjMnWNjic" />
         <pubDate>2018-01-05 17:33:15 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/218993930</guid>
      </item>
      <item>
         <title>REGULAR 8th SCIENCE</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/219024971</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://sciencing.com/7-types-electromagnetic-waves-8434704.html" />
         <pubDate>2018-01-05 19:38:11 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/219024971</guid>
      </item>
      <item>
         <title>HIGH SCHOOL</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/219505498</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://learn.sparkfun.com/tutorials/what-is-electricity" />
         <pubDate>2018-01-08 19:11:07 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/219505498</guid>
      </item>
      <item>
         <title>REGULAR 8TH </title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/219801656</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://isle.hanover.edu/Ch03Eye/Ch03BasicWaves_evt.html" />
         <pubDate>2018-01-09 15:58:18 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/219801656</guid>
      </item>
      <item>
         <title>HIGH SCHOOL</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/220321600</link>
         <description><![CDATA[<div>Take a look at he PhET simulation on "TRANSFERRING ELECTRIC CHARGES"</div>]]></description>
         <enclosure url="https://phet.colorado.edu/sims/html/balloons-and-static-electricity/latest/balloons-and-static-electricity_en.html" />
         <pubDate>2018-01-10 18:34:20 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/220321600</guid>
      </item>
      <item>
         <title></title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/225037285</link>
         <description><![CDATA[<div>WAVES Animation</div>]]></description>
         <enclosure url="http://www.physics.nyu.edu/~ts2/Animation/Trans_Long_Periodic_Waves.html" />
         <pubDate>2018-01-26 13:43:17 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/225037285</guid>
      </item>
      <item>
         <title>Doppler Effect Animation</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/225037918</link>
         <description><![CDATA[<div><a href="http://www.physics.nyu.edu/~ts2/Animation/doppler.html">http://www.physics.nyu.edu/~ts2/Animation/doppler.html</a></div>]]></description>
         <enclosure url="http://www.physics.nyu.edu/~ts2/Animation/doppler.html" />
         <pubDate>2018-01-26 13:44:28 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/225037918</guid>
      </item>
      <item>
         <title>Frequency, wavelength, amplitude and wave speed</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/225221059</link>
         <description><![CDATA[<div><a href="http://www.bbc.co.uk/bitesize/standard/physics/telecommunications/communication_using_waves/revision/5/">http://www.bbc.co.uk/bitesize/standard/physics/telecommunications/communication_using_waves/revision/5/</a></div>]]></description>
         <enclosure url="http://www.bbc.co.uk/bitesize/standard/physics/telecommunications/communication_using_waves/revision/5/" />
         <pubDate>2018-01-26 20:09:35 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/225221059</guid>
      </item>
      <item>
         <title>REGULAR Science</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/225832405</link>
         <description><![CDATA[<div>Wave Behavior THINKING MAP directions</div>]]></description>
         <enclosure url="https://padlet-uploads.storage.googleapis.com/15809061/284e2ec7818eec461fb7203df03a70c2/Wave_Behavior_THINKING_MAP.pdf" />
         <pubDate>2018-01-29 19:50:51 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/225832405</guid>
      </item>
      <item>
         <title>Calulating V, I, R in series circuits. </title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/227154609</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://www.youtube.com/watch?v=W1UH0jzWjtI&amp;t=436s" />
         <pubDate>2018-02-01 17:06:43 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/227154609</guid>
      </item>
      <item>
         <title>REGLAR SCIENCE</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/228329870</link>
         <description><![CDATA[<div>HW: SOUND Thinking Map <a href="https://www.brainpop.com/science/energy/sound/">https://www.brainpop.com/science/energy/sound/</a><br>Study for "WAVE BEHAVIOR" quiz</div>]]></description>
         <enclosure url="https://www.ck12.org/c/physics/wave-interactions/enrichment/Reflection-and-Diffraction-of-Mechanical-Waves-Two-Dimensions-Overview/?referrer=concept_details" />
         <pubDate>2018-02-05 19:56:19 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/228329870</guid>
      </item>
      <item>
         <title></title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/228724497</link>
         <description><![CDATA[<div>HIGH SCHOOL...Parallel Circuits</div>]]></description>
         <enclosure url="https://www.youtube.com/watch?v=bjaMvrYT2XY" />
         <pubDate>2018-02-06 17:10:39 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/228724497</guid>
      </item>
      <item>
         <title>SOUND WAVES</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/229617272</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://students.ga.desire2learn.com/d2l/lor/viewer/viewFile.d2lfile/1798/12636/waves-and-sound9.html" />
         <pubDate>2018-02-08 15:23:56 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/229617272</guid>
      </item>
      <item>
         <title>HIGH SCHOOL</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/231671772</link>
         <description><![CDATA[<div>Check this site out as we begin the new unit.</div>]]></description>
         <enclosure url="https://morrisonwchs.weebly.com/unit-1-matter.html" />
         <pubDate>2018-02-14 19:11:40 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/231671772</guid>
      </item>
      <item>
         <title>HIGH SCHOOL</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/231686668</link>
         <description><![CDATA[<div>See Edmodo for details.</div>]]></description>
         <enclosure url="https://padlet-uploads.storage.googleapis.com/15809061/b4a06d45862b0d019310822f30f4545b/Intro_to_ATOMS__AGENDA_ONLY.pdf" />
         <pubDate>2018-02-14 19:39:29 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/231686668</guid>
      </item>
      <item>
         <title>REGULAR 8th</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/234008402</link>
         <description><![CDATA[<div>See Edmodo for HW details, and copy of notes.  Today we discussed "Describing &amp; Measuring Motion"</div>]]></description>
         <enclosure url="https://drive.google.com/file/d/0B2pzkTtUeR03LVQzUUNTeU1Wekk/view" />
         <pubDate>2018-02-21 21:44:48 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/234008402</guid>
      </item>
      <item>
         <title>HIGH SCHOOL</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/234008782</link>
         <description><![CDATA[<div>Tonight's HW...finish your model. Check Thur/Fri's EDMODO post for notes and details.</div>]]></description>
         <enclosure url="https://padlet-uploads.storage.googleapis.com/15809061/58a90db806780bf62e5ee0b3d9bdebdb/Feb_21__Atoms__Ions__Isotopes.png" />
         <pubDate>2018-02-21 21:46:03 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/234008782</guid>
      </item>
      <item>
         <title>REGULAR 8TH</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/234463405</link>
         <description><![CDATA[<div>NOTES...4/4</div>]]></description>
         <enclosure url="https://padlet-uploads.storage.googleapis.com/15809061/ce6dd81e99c0010f77fbfcd0c2054c5d/acceleration_.jpg" />
         <pubDate>2018-02-22 20:02:35 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/234463405</guid>
      </item>
      <item>
         <title>REGLAR 8TH</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/234464504</link>
         <description><![CDATA[<div>NOTES 3/4</div>]]></description>
         <enclosure url="https://padlet-uploads.storage.googleapis.com/15809061/bd3b1a76a22871ae6876f47f4099afb9/Speed_and_Velocity_5.png" />
         <pubDate>2018-02-22 20:04:24 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/234464504</guid>
      </item>
      <item>
         <title>REGULAR 8th</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/234465014</link>
         <description><![CDATA[<div>notes 2/4</div>]]></description>
         <enclosure url="https://padlet-uploads.storage.googleapis.com/15809061/470959b7bfb57324ec923d96bdfdea95/speedvelocityacceleration_11_728.jpg" />
         <pubDate>2018-02-22 20:05:25 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/234465014</guid>
      </item>
      <item>
         <title>REGULAR 8TH</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/234467166</link>
         <description><![CDATA[<div>NOTES ...there are 4 pages to follow.</div>]]></description>
         <enclosure url="https://padlet-uploads.storage.googleapis.com/15809061/534b26a52e2b2a07049e83e157e20780/Motion.jpg" />
         <pubDate>2018-02-22 20:09:34 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/234467166</guid>
      </item>
      <item>
         <title>HIGH SCHOOL</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/234476790</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://padlet-uploads.storage.googleapis.com/15809061/dd9039426c4290c0c1a31ce018500169/Slide1.jpg" />
         <pubDate>2018-02-22 20:27:31 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/234476790</guid>
      </item>
      <item>
         <title>All science classes...go to EDMODO for details about today&#39;s class.</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/234932863</link>
         <description><![CDATA[]]></description>
         <enclosure url="" />
         <pubDate>2018-02-23 23:29:44 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/234932863</guid>
      </item>
      <item>
         <title>REGULAR 8TH</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/235463395</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://padlet-uploads.storage.googleapis.com/15809061/ede2c95d0d9bf4a78ed7f907b1ab55d0/2_26_18__DISTANCE_TIME_GRAPH.pdf" />
         <pubDate>2018-02-26 16:40:14 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/235463395</guid>
      </item>
      <item>
         <title>HIGH SCHOOL</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/236044427</link>
         <description><![CDATA[<div>Covalent Bonding</div>]]></description>
         <enclosure url="https://dlc.dcccd.edu/biology1-2/chemical-bonding" />
         <pubDate>2018-02-27 18:01:08 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/236044427</guid>
      </item>
      <item>
         <title>REGULAR 8th</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/236640530</link>
         <description><![CDATA[<div>Tomorrow we will start on NEWTON'S LAWS OF MOTION.<br>1. Check EDMODO for the reading chapter...that you will use for the guided (fill in the blanks) notes.<br>2. There is a Brainpop Movie...your notes outline (FLOW MAP) and brainpop graded quiz are due Friday (March 2).<br><br>QUIZ #2 on DISTANCE-TIME graphs TOMORROW!!!</div>]]></description>
         <enclosure url="http://blogs.rsd13ct.org/redteamscience/wp-content/uploads/2017/05/Laws%2520of%2520Motion.ppt1.pdf" />
         <pubDate>2018-02-28 19:54:40 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/236640530</guid>
      </item>
      <item>
         <title>HighSchool </title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/237621970</link>
         <description><![CDATA[<div><a href="https://youtu.be/KjoQHqgzda8">https://youtu.be/KjoQHqgzda8</a></div>]]></description>
         <enclosure url="https://padlet-uploads.storage.googleapis.com/15809061/a64c25a72f93f6ad02e507345cd7e825/Mar_5__Bonding__19_1_2.pdf" />
         <pubDate>2018-03-02 21:36:31 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/237621970</guid>
      </item>
      <item>
         <title>Regular 8th</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/237627473</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://padlet-uploads.storage.googleapis.com/15809061/3f555d8f1f434f947a3e75a32f716b47/3_5_18_LAWS_OF_MOTION_Notes.pdf" />
         <pubDate>2018-03-02 22:06:51 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/237627473</guid>
      </item>
      <item>
         <title>ALL Science classes</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/238880532</link>
         <description><![CDATA[<div>Check Edmodo for details of your study guide &amp; HW</div>]]></description>
         <enclosure url="https://magoosh.com/ged/files/2017/03/shutterstock_139821310-e1494531210181.jpg" />
         <pubDate>2018-03-06 20:24:14 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/238880532</guid>
      </item>
      <item>
         <title>Regular 8th Science</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/239297276</link>
         <description><![CDATA[<div> </div><div> </div><div>HW:<br> 1. Watch the 3 STUDY JAMS for Newton's Laws (See Edmodo for link)<br> 2. COMPLETE---STUDY Guide: Newton's Laws, Q# 66-90</div>]]></description>
         <enclosure url="https://www.google.com/url?sa=i&amp;rct=j&amp;q=&amp;esrc=s&amp;source=images&amp;cd=&amp;cad=rja&amp;uact=8&amp;ved=0ahUKEwi4yIyG5NrZAhWR7lMKHdikBKwQjRwIBg&amp;url=http%3A%2F%2Fwww.toondoo.com%2Fcartoon%2F2591680&amp;psig=AOvVaw3L1nSlTnXSEj7ed1Fa9a1P&amp;ust=1520531515676992" />
         <pubDate>2018-03-07 17:49:14 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/239297276</guid>
      </item>
      <item>
         <title>HIGH SCHOOL Science</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/239351097</link>
         <description><![CDATA[<div>HW: Mid-term STUDY GUIDE: MATTER UNIT Sample Items (pg. 42) &amp; CHARGE </div><div>Sample Items, pg. 60-62<br><br></div>]]></description>
         <enclosure url="https://padlet-uploads.storage.googleapis.com/15809061/757dae88cd2a3ff5fda5ffb5a0d431ac/NamingCompounds.jpg" />
         <pubDate>2018-03-07 19:13:32 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/239351097</guid>
      </item>
      <item>
         <title>HIGH SCHOOL</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/241075529</link>
         <description><![CDATA[<div>Practice HW ---quizziz....types of chemical reactions Quizizz&nbsp;code: 274305</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-03-12 19:04:34 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/241075529</guid>
      </item>
      <item>
         <title>Regular Science</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/241099837</link>
         <description><![CDATA[<div>See EDMODO for notes &amp; HW<br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-03-12 19:56:44 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/241099837</guid>
      </item>
      <item>
         <title>High School</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/243633965</link>
         <description><![CDATA[<div>HW Practice---Balancing Equations (10 tiger buck if you show proof of a passing score of at least 80%)</div>]]></description>
         <enclosure url="http://www.sciencegeek.net/APchemistry/APtaters/EquationBalancing.htm" />
         <pubDate>2018-03-19 17:06:58 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/243633965</guid>
      </item>
      <item>
         <title>Tiger Bucks</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/243709743</link>
         <description><![CDATA[<div>Share &amp; Like each video for 5 tiger bucks each. Show me proof on your device.<br><br><a href="https://www.youtube.com/watch?v=z9T39T7HDlI">https://www.youtube.com/watch?v=z9T39T7HDlI</a><br><br></div>]]></description>
         <enclosure url="https://youtu.be/ws8-wo9dWW4" />
         <pubDate>2018-03-19 18:52:12 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/243709743</guid>
      </item>
      <item>
         <title>REGULAR SCIENCE---Check Edmodo</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/244233500</link>
         <description><![CDATA[<div>Electricity<br>Quizziz code: 491639</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-03-20 19:13:34 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/244233500</guid>
      </item>
      <item>
         <title>All classes---Check Edmodo for today&#39;s agenda, m=notes, &amp; handout.</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/244720348</link>
         <description><![CDATA[]]></description>
         <enclosure url="" />
         <pubDate>2018-03-21 19:15:53 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/244720348</guid>
      </item>
      <item>
         <title>High School--- GAS LAWS</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/249964042</link>
         <description><![CDATA[<div><a href="https://chemdemos.uoregon.edu/sites/chemdemos1.uoregon.edu/files/charles_law.swf">https://chemdemos.uoregon.edu/sites/chemdemos1.uoregon.edu/files/charles_law.swf</a></div>]]></description>
         <enclosure url="https://chemdemos.uoregon.edu/sites/chemdemos1.uoregon.edu/files/boyles_law_graph.swf" />
         <pubDate>2018-04-09 18:03:13 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/249964042</guid>
      </item>
      <item>
         <title>Reading Solubility Curves</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/251233620</link>
         <description><![CDATA[<div><br></div><h1>How Temperature Influences Solubility</h1>]]></description>
         <enclosure url="https://www.ck12.org/book/CK-12-Chemistry-Concepts-Intermediate/section/16.4/" />
         <pubDate>2018-04-12 16:16:30 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/251233620</guid>
      </item>
      <item>
         <title></title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/251264815</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://www.youtube.com/watch?v=3G472AA3SEs" />
         <pubDate>2018-04-12 17:13:08 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/251264815</guid>
      </item>
      <item>
         <title>HIGH SCHOOL</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/257418265</link>
         <description><![CDATA[<div>&nbsp; HW ---You've got to finish your EOC Rev #2 (Force &amp; Motion)<br><br>&nbsp;When you arrive to class...you will KEY IN your answers.<br><br>&nbsp;Tomorrow---Nuclear Fission and EOC Rev.#3<br><br>Check EDMODO for the document questions)</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-05-02 19:14:55 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/257418265</guid>
      </item>
      <item>
         <title>HIGH SCHOOL</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/272403821</link>
         <description><![CDATA[<div>See EDMODO for details</div>]]></description>
         <enclosure url="https://padlet-uploads.storage.googleapis.com/15809061/44005e201b1d620a31f283615b45b2d0/Wk_1__8_8_18__AGENDA.pdf" />
         <pubDate>2018-08-08 20:27:42 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/272403821</guid>
      </item>
      <item>
         <title></title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/272651131</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://padlet-uploads.storage.googleapis.com/15809061/3af0aea890435e7ea08f0e4074811f6e/Wk_1__8_9_18__AGENDA.pdf" />
         <pubDate>2018-08-10 17:03:52 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/272651131</guid>
      </item>
      <item>
         <title></title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/272651186</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://padlet-uploads.storage.googleapis.com/15809061/38e60c5db06d7476392ef179125ba6f8/Wk_1__8_10_18__AGENDA.pdf" />
         <pubDate>2018-08-10 17:04:12 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/272651186</guid>
      </item>
      <item>
         <title></title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/272891320</link>
         <description><![CDATA[<div>See Edmodo for the complete lesson.</div>]]></description>
         <enclosure url="https://padlet-uploads.storage.googleapis.com/15809061/d654b231c1380bddc135ab833863b1b6/Wk_2__8_13_18__AGENDA.pdf" />
         <pubDate>2018-08-13 16:08:15 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/272891320</guid>
      </item>
      <item>
         <title></title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/273134916</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://padlet-uploads.storage.googleapis.com/15809061/1e1a76bbd07719537d8123ce87b549fd/Wk_2__8_14_18__AGENDA.pdf" />
         <pubDate>2018-08-14 19:55:56 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/273134916</guid>
      </item>
      <item>
         <title></title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/273337327</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://padlet-uploads.storage.googleapis.com/15809061/83b5c22f4067d6e0e451d259bedd6a29/Wk_2__8_15_18__AGENDA.pdf" />
         <pubDate>2018-08-15 19:52:05 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/273337327</guid>
      </item>
      <item>
         <title></title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/273873602</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://padlet-uploads.storage.googleapis.com/15809061/e34ef075aa838d94816e59621e9a6acc/Wk_2__8_16_18__AGENDA.pdf" />
         <pubDate>2018-08-18 21:04:09 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/273873602</guid>
      </item>
      <item>
         <title></title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/273873660</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://padlet-uploads.storage.googleapis.com/15809061/77bd594e13b1d51dfc399db57af56ae9/Wk_2__8_17_18__AGENDA.pdf" />
         <pubDate>2018-08-18 21:05:43 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/273873660</guid>
      </item>
      <item>
         <title></title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/274036810</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://padlet-uploads.storage.googleapis.com/15809061/a89fb096688389b07eaefd359f966ec7/Wk_3__8_20_18__AGENDA.pdf" />
         <pubDate>2018-08-20 13:17:02 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/274036810</guid>
      </item>
      <item>
         <title></title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/274398652</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://padlet-uploads.storage.googleapis.com/15809061/b93db6c1af8fbfd4577812a5998ce0c1/Wk_3__8_21_18__AGENDA.pdf" />
         <pubDate>2018-08-21 18:41:37 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/274398652</guid>
      </item>
      <item>
         <title></title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/274414624</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://padlet-uploads.storage.googleapis.com/15809061/daa5b3af168020737c86ad6607cb9bd3/Postcard_invite.png" />
         <pubDate>2018-08-21 19:36:23 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/274414624</guid>
      </item>
      <item>
         <title></title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/274671899</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://padlet-uploads.storage.googleapis.com/15809061/0b60754da583102f6eed561cc8db1d81/Wk_3__8_22_18__AGENDA.pdf" />
         <pubDate>2018-08-22 18:02:09 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/274671899</guid>
      </item>
      <item>
         <title></title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/274991059</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://padlet-uploads.storage.googleapis.com/15809061/c27e2d03730529a9653928ffad25225e/Wk_3__8_23_18__AGENDA.pdf" />
         <pubDate>2018-08-23 19:50:32 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/274991059</guid>
      </item>
      <item>
         <title></title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/275651372</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://padlet-uploads.storage.googleapis.com/15809061/acef62648833f94cb84cae8f880dd49a/Wk_4__8_27_18__Agenda.pdf" />
         <pubDate>2018-08-27 18:35:49 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/275651372</guid>
      </item>
      <item>
         <title></title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/276012075</link>
         <description><![CDATA[<div>Check Edmodo!</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-08-28 18:56:11 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/276012075</guid>
      </item>
      <item>
         <title>High School</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/276375022</link>
         <description><![CDATA[<div><strong><br>ROARING REMINDERS:</strong></div><div><strong>NEW!!!...Quiz #4!!! (Fri. 9/7/18)</strong></div><div><strong>STUDY: Graphing Motion &amp; Newton’s Laws<br><br>Be sure to create your data table (names, laps, distance, time) for tomorrow's STEM Lab! Also, runners and walkers make sure you've downloaded the MAPMYFITNESS app. Dress comfortably; bring a water bottle.</strong></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-08-29 18:52:14 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/276375022</guid>
      </item>
      <item>
         <title></title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/276723106</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://padlet-uploads.storage.googleapis.com/15809061/9ef9fd52d1f9173bcaf2ddba8a72b0d5/Wk_4__8_30_18__SPG.pdf" />
         <pubDate>2018-08-30 19:11:20 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/276723106</guid>
      </item>
      <item>
         <title></title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/278156311</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://padlet-uploads.storage.googleapis.com/15809061/4b912a2af32d323231fbc0a27db40924/Wk_5__9_5_18__agenda.pdf" />
         <pubDate>2018-09-05 19:01:55 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/278156311</guid>
      </item>
      <item>
         <title></title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/280059628</link>
         <description><![CDATA[<div><strong><br>ROARING REMINDERS:</strong></div><div><strong>NEW!!!...Newton’s Laws Quiz &nbsp; (Thurs. 9/13/18)</strong></div><div><strong>Motion RETEST Friday<br><br>Check Edmodo today's agenda<br></strong><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-09-11 19:08:00 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/280059628</guid>
      </item>
      <item>
         <title></title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/280556284</link>
         <description><![CDATA[<div>See Edmodo for details.<br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-09-12 19:48:40 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/280556284</guid>
      </item>
      <item>
         <title>This week is pretty busy for HS student given today&#39;s field trip and other activities...however, we start a new element of the standard which covers &quot;WORK, MACHINES, MECHANICAL ADVANTAGE&quot;.</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/285708286</link>
         <description><![CDATA[<div>Yesterday students were given:<br>1. Mid-term study guide (We will complete some questions each day in class. Yet, students are responsible for working on this at home.)<br>2.Notes and study guide for "Work, Machines, &amp; Mechanical Advantage"<br>3. Glencoe min1-pages<br>4. Access to "NEW" Edmodo folder with all of the related element's resources<br><br>PLEASE CHECK EDMODO for further info<br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-09-25 18:04:52 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/285708286</guid>
      </item>
      <item>
         <title></title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/286262248</link>
         <description><![CDATA[<div>International Fair&nbsp;<br><br></div><div>Tuesday, Oct 2, 2018</div><div>6:00 p.m. – 7:30 p.m.</div><div>FMMS cafeteria</div><div>1200 Feagin Mill Road in Warner Robins</div><div><br>Sponsored by HCAGC&nbsp;</div><div><br>You will experience an interactive exchange of world cultures! &nbsp;</div><div>Sample cuisine with food from around the world.&nbsp;</div><div>Engage in traditions.&nbsp;</div><div>Learn from local families who have lived around the world.&nbsp;</div><div>It will be <strong>fun </strong>for the whole family! &nbsp;</div><div>Everyone is invited.<br><br><strong>HCAGC is the booster club for the students in gifted education classes!<br></strong><br></div><div>Check out Facebook at&nbsp;</div><div>“HCAGC” and “HCBOE Gifted and Talented.”</div><div>HCAGC Membership Applications and T-shirts!</div><div><br>To summarize:</div><div>Come and join us for our International Fair with Cultural Performances, Food Tasting with food from around the world, and more.&nbsp;</div><div>See you Tuesday, Oct 2, 2018 at FMMS at 6:00 pm.</div><div>Visit FB</div><div><br><br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-09-26 20:45:17 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/286262248</guid>
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      <item>
         <title>Today we began a NEW Georgia Standard of Excellence (SPS7) on ENERGY. Check Edmodo for the details of today&#39;s lesson and STEM Quest.</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/293015518</link>
         <description><![CDATA[<div><a href="https://www.google.com/url?sa=i&amp;rct=j&amp;q=&amp;esrc=s&amp;source=images&amp;cd=&amp;cad=rja&amp;uact=8&amp;ved=2ahUKEwi71q76koneAhXkg-AKHdRnDcAQjRx6BAgBEAU&amp;url=https%3A%2F%2Fmskuksclass.weebly.com%2Flesson-2-forms-of-energy.html&amp;psig=AOvVaw3AxTHjFln5PX6DxdyjHSix&amp;ust=1539716123744326">h</a></div>]]></description>
         <enclosure url="https://www.google.com/url?sa=i&amp;rct=j&amp;q=&amp;esrc=s&amp;source=images&amp;cd=&amp;cad=rja&amp;uact=8&amp;ved=2ahUKEwi71q76koneAhXkg-AKHdRnDcAQjRx6BAgBEAU&amp;url=https%3A%2F%2Fmskuksclass.weebly.com%2Flesson-2-forms-of-energy.html&amp;psig=AOvVaw3AxTHjFln5PX6DxdyjHSix&amp;ust=1539716123744326" />
         <pubDate>2018-10-15 18:53:22 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/293015518</guid>
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         <title>Today&#39;s continuation f our ENERGY topic was interrupted by the field trip to Macon. However, students are to complete the STEMquest they began in class on yesterday. See yesterday&#39;s EDMODO post for details.</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/293507962</link>
         <description><![CDATA[]]></description>
         <enclosure url="" />
         <pubDate>2018-10-16 17:45:36 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/293507962</guid>
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      <item>
         <title>Hello, </title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/294413840</link>
         <description><![CDATA[<div>If you are locked out of the Edmodo group for the field trip, the new code is ksrbx2 and expire in 2 weeks.</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-10-18 15:25:04 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/294413840</guid>
      </item>
      <item>
         <title>Quiz tomorrow!!!</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/296641307</link>
         <description><![CDATA[<div>We reviewed in class today---task #4 Notes!!! Check Edmodo for tutorial and practice activities.</div>]]></description>
         <enclosure url="https://www.flocabulary.com/unit/heat-transfer/" />
         <pubDate>2018-10-24 18:55:53 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/296641307</guid>
      </item>
      <item>
         <title>Check Edmodo for extra credit opportunity &amp; study guide answers for tomorrow&#39;s quiz!</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/299595009</link>
         <description><![CDATA[]]></description>
         <enclosure url="" />
         <pubDate>2018-11-01 20:59:47 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/299595009</guid>
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      <item>
         <title>Check Edmodo for details of today&#39;s STEM Lesson!</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/301802148</link>
         <description><![CDATA[]]></description>
         <enclosure url="" />
         <pubDate>2018-11-07 21:10:44 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/301802148</guid>
      </item>
      <item>
         <title>Breaking news!!!</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/308019270</link>
         <description><![CDATA[<div>NASA’s InSight successfully lands on Mars after ‘seven minutes of terror!<br><br><br>Be prepared to discuss in class<br><br><a href="https://apple.news/AAIsrjRbgRUa-exkh5f00yw">https://apple.news/AAIsrjRbgRUa-exkh5f00yw</a><br><br>Wear a NASA T-shirt for bonus points tomorrow!!!</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-11-26 20:43:38 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/308019270</guid>
      </item>
      <item>
         <title>Regular</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/320789434</link>
         <description><![CDATA[<div><br>You guys are rocking this week!...I love your progress!<br>This week's common asmt test covers "Waves &amp; EM Spectrum".<br>HW: Tonite complete 1-25 of your study guide.<br><br>Check out the following links...be sure to complete your "GALLERY WALK" that you got yesterday.<br><br><a href="https://bam.files.bbci.co.uk/bam/live/content/zpmyw6f/large">https://bam.files.bbci.co.uk/bam/live/content/zpmyw6f/large</a><br><a href="https://www.bbc.com/bitesize/guides/z32f4qt/revision/2">https://www.bbc.com/bitesize/guides/z32f4qt/revision/2</a></div>]]></description>
         <enclosure url="" />
         <pubDate>2019-01-15 14:59:09 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/320789434</guid>
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      <item>
         <title>HIGH SCHOOL</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/321106154</link>
         <description><![CDATA[<div>SPS10. Obtain, evaluate, and communicate information to explain the properties of and relationships between electricity and magnetism. <br>b. Develop and use models to illustrate and explain the conventional flow (direct and alternating) of current and the flow of electrons in simple series and parallel circuits. (Clarification statement: Advantages and disadvantages of series and parallel circuits should be addressed.) </div>]]></description>
         <enclosure url="https://padlet-uploads.storage.googleapis.com/15809061/7b1254d4a3b7f6031a7dc7ec879dc750/Compare_Series___Parallel_1.png" />
         <pubDate>2019-01-16 07:35:40 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/321106154</guid>
      </item>
      <item>
         <title>HIGH SCHOOL</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/322198176</link>
         <description><![CDATA[<div>SPS10. Obtain, evaluate, and communicate information to explain the properties of and relationships between electricity and magnetism. </div><div> </div><div>a. Use mathematical and computational thinking to support a claim regarding relationships among voltage, current, and resistance. </div>]]></description>
         <enclosure url="https://padlet-uploads.storage.googleapis.com/15809061/771687f9af132589229024d7f645e24d/Ohm_s_LAw.jpg" />
         <pubDate>2019-01-18 16:28:47 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/322198176</guid>
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      <item>
         <title>HIGH SCHOOL</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/323202424</link>
         <description><![CDATA[<div>**OPENING: </div><div>–<strong>1. CHECK: </strong> <strong>14.2 </strong>Parallel Circuits Practice</div><div>–<strong>2. </strong>BRAIN POP: Electric Circuits (<strong>SPG: Graded Quiz</strong>)<br><br></div><div>**MINI-LESSON: <strong>EQ: </strong>What are the pros &amp; cons of series versus parallel circuits?</div><div><br>**WORK SESSION:</div><div>     -1. Check For Understanding: Calculating Ohm’s Law <br><br>**PRACTICE: <a href="https://www.bbc.com/bitesize/guides/z8b2pv4/test">https://www.bbc.com/bitesize/guides/z8b2pv4/test</a></div><div><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2019-01-22 19:59:11 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/323202424</guid>
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      <item>
         <title>HIGH SCHOOL</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/323665123</link>
         <description><![CDATA[<div>TEST TOMORROW!!!</div>]]></description>
         <enclosure url="http://st-edmunds.eu/wp-content/uploads/Series-and-Parallel-Circuits.pdf" />
         <pubDate>2019-01-23 19:59:00 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/323665123</guid>
      </item>
      <item>
         <title>HIGH SCHOOL</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/325017675</link>
         <description><![CDATA[<div>This weeks' quiz covers "ATOMS"..use your ARTICLE and practice sheets as study guides.<br><br><a href="https://www.slideshare.net/dumouchelle/how-to-draw-bohr-diagrams-slideshare?next_slideshow=1">https://www.slideshare.net/dumouchelle/how-to-draw-bohr-diagrams-slideshare?next_slideshow=1</a><br><br><a href="https://www.google.com/url?sa=i&amp;rct=j&amp;q=&amp;esrc=s&amp;source=images&amp;cd=&amp;ved=2ahUKEwiHu6TN_JDgAhUSZN8KHRr4A00QjRx6BAgBEAU&amp;url=https%3A%2F%2Fslideplayer.com%2Fslide%2F8248622%2F&amp;psig=AOvVaw0SPRZRi8j2rzo-E6x0qz7n&amp;ust=1548781966834752">https://www.google.com/url?sa=i&amp;rct=j&amp;q=&amp;esrc=s&amp;source=images&amp;cd=&amp;ved=2ahUKEwiHu6TN_JDgAhUSZN8KHRr4A00QjRx6BAgBEAU&amp;url=https%3A%2F%2Fslideplayer.com%2Fslide%2F8248622%2F&amp;psig=AOvVaw0SPRZRi8j2rzo-E6x0qz7n&amp;ust=1548781966834752</a></div>]]></description>
         <enclosure url="" />
         <pubDate>2019-01-28 16:42:52 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/325017675</guid>
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      <item>
         <title></title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/331017620</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://www.google.com/url?sa=i&amp;rct=j&amp;q=&amp;esrc=s&amp;source=images&amp;cd=&amp;cad=rja&amp;uact=8&amp;ved=2ahUKEwj438-zv7ngAhUynOAKHXKkBKMQjRx6BAgBEAU&amp;url=http%3A%2F%2Fsypaperlvvt.convivio.info%2Ftypes-of-chemical-reactions.html&amp;psig=AOvVaw3yjsPzKqKKpfTbfi_E0xgG&amp;ust=1550174276754985" />
         <pubDate>2019-02-13 19:55:40 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/331017620</guid>
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         <title>Next Week (Feb. 21, 22, 23)</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/331829832</link>
         <description><![CDATA[<div>Next week is an abbreviated week...we have MUCH to do in very little time. You will have to do HW this week to stay ahead!!! <br><br>REMINDERS: <br><br>Wednesday, 2/21...Your GLIDERS &amp; STEM journals are due and will be graded as a TEST!!! <br><br>REGULAR Ed Class: You will also complete a Check For Understanding on the differences between distance-time and speed-time graphs.<br><br>HONORS CLASSES: You will also complete a Check For Understanding on Law of Conservation of Mass &amp; Types of Chemical Reactions). <br><br>Thursday, 2/22...The Ladies from the Museum return for their final visit (you will test your gliders and do a posttest). <br><br>Friday, 2/23...Career Day &amp; Field Trip.</div>]]></description>
         <enclosure url="" />
         <pubDate>2019-02-15 17:26:44 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/331829832</guid>
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      <item>
         <title>NEW tiger time schedule is posted on Edmodo</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/334206203</link>
         <description><![CDATA[]]></description>
         <enclosure url="" />
         <pubDate>2019-02-22 16:21:44 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/334206203</guid>
      </item>
      <item>
         <title>2ND period ONLY (TODAY YOU WILL have a sub, Mrs. Johnson)</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/337261701</link>
         <description><![CDATA[<div><strong>Students will NEED:</strong></div><div><strong>1.</strong> <strong>Their own copy of ….to write on.</strong></div><div><strong>i.</strong>       <strong>“Distance-Speed-Time Graphs: Ms. Fergie’s Bike Ride” </strong></div><div><strong>ii. NEWTON’S LAWS OF MOTION</strong></div><div><strong>2.</strong> <strong>TAPE down in their iSNb at the end of class.  DO NOT COLLECT ANY STUDENT WORK!!!</strong></div><div><strong>3.</strong> <strong> Clean up!!!</strong></div>]]></description>
         <enclosure url="" />
         <pubDate>2019-03-03 19:12:11 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/337261701</guid>
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         <title>The Georgia Section of the American Society of Civil Engineers (ASCE) is holding its 8th Annual Civil Engineering Competition, and I’m hoping that &quot;MY&quot; students will participate! This is a tremendous opportunity for YOU to learn about the engineering sciences and civil engineering as a profession while you create a project (earn a 100% test coupon for your effort) and compete for cash prizes.The competition basically challenges middle school students (6th, 7th, and 8th graders) to tell  “What DO Civil Engineers Do?” This can be in the form of an essay, project, video, or even piece of related art – it’s up to the student or team. The teams can be no greater than 3 members. Cash prizes will be awarded for 1st, 2nd and 3rd place for each grade level.  The deadline for submission is Thursday, April 11, 2019.The top winners will be presented with the award at the ASCE Georgia Section lunch meeting  at the Carlyle House in downtown Norcross.http://www.ascega.org/civil-engineering-contest/</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/347273821</link>
         <description><![CDATA[<div><br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2019-04-01 16:34:09 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/347273821</guid>
      </item>
      <item>
         <title></title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/347273906</link>
         <description><![CDATA[The Georgia Section of the American Society of Civil Engineers (ASCE) is holding its 8th Annual Civil Engineering Competition, and I’m hoping that "MY" students will participate! This is a tremendous opportunity for YOU to learn about the engineering sciences and civil engineering as a profession while you create a project (earn a 100% test coupon for your effort) and compete for cash prizes.The competition basically challenges middle school students (6th, 7th, and 8th graders) to tell  “What DO Civil Engineers Do?” This can be in the form of an essay, project, video, or even piece of related art – it’s up to the student or team. The teams can be no greater than 3 members. Cash prizes will be awarded for 1st, 2nd and 3rd place for each grade level.  The deadline for submission is Thursday, April 11, 2019.The top winners will be presented with the award at the ASCE Georgia Section lunch meeting  at the Carlyle House in downtown Norcross.http://www.ascega.org/civil-engineering-contest/]]></description>
         <enclosure url="" />
         <pubDate>2019-04-01 16:34:18 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/347273906</guid>
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      <item>
         <title></title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/372704250</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://padlet-uploads.storage.googleapis.com/15809061/e4908b126e996b8b120e8f58bdce0c79/Supply_List_2019.gif" />
         <pubDate>2019-07-30 15:55:50 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/372704250</guid>
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      <item>
         <title>See Edmodo for HW details.</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/373308870</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://padlet-uploads.storage.googleapis.com/15809061/a94d3963c3f8f30a25278afb0354485e/Aug_5___IV___DV__Skittles_.pdf" />
         <pubDate>2019-08-05 18:12:08 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/373308870</guid>
      </item>
      <item>
         <title>See Edmodo for HW details.</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/373461149</link>
         <description><![CDATA[]]></description>
         <enclosure url="" />
         <pubDate>2019-08-06 18:38:01 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/373461149</guid>
      </item>
      <item>
         <title>Hello,</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/378731255</link>
         <description><![CDATA[<div><br>Science student grade summaries went home today. All missing assignments are due by Wed. Sept 4th. Students are asked to return the reports signed by a parent/guardian.<br>Please continue to check Edmodo for the daily agenda and class activities.</div>]]></description>
         <enclosure url="" />
         <pubDate>2019-08-30 17:14:45 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/378731255</guid>
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      <item>
         <title></title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/379638214</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://padlet-uploads.storage.googleapis.com/15809061/fa0113ab46963c0796ef068aa1d12e18/image.png" />
         <pubDate>2019-09-03 19:56:18 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/379638214</guid>
      </item>
      <item>
         <title>New standard today---STATES OF MATTER</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/381661807</link>
         <description><![CDATA[<div>Go to EDMODO for daily agenda.</div>]]></description>
         <enclosure url="https://padlet-uploads.storage.googleapis.com/15809061/5624c6abc20f1ddc10d5ba66be09cc07/SOM_Phase_Changes__VISUAL_Notes.jpg" />
         <pubDate>2019-09-09 15:08:14 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/381661807</guid>
      </item>
      <item>
         <title>EOG NEW NOTES!!!</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/392429340</link>
         <description><![CDATA[<div>Review the notes and follow the instructions on each page.<br><br>https://www.kyrene.org/cms/lib2/AZ01001083/Centricity/Domain/968/Physical%20and%20Chemical%20Properties%20of%20Matter%20PP%20v2.pdf </div>]]></description>
         <enclosure url="https://padlet-uploads.storage.googleapis.com/15809061/ea78365c3d11e5f57bdd227ee01cd282/Foldable_example.png" />
         <pubDate>2019-10-02 13:39:41 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/392429340</guid>
      </item>
      <item>
         <title></title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/418558603</link>
         <description><![CDATA[<div>Heat Transfers.<br><br>Please continue to check Edmodo daily!</div>]]></description>
         <enclosure url="https://www.wisc-online.com/learn/natural-science/earth-science/sce304/heat-transfer-conduction-convection-radiation" />
         <pubDate>2019-12-02 16:26:26 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/418558603</guid>
      </item>
      <item>
         <title>Quiz Tuesday on EM Waves and Interactions</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/438880914</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://clarkscience8.weebly.com/behavior-of-waves.html" />
         <pubDate>2020-01-31 17:23:37 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/438880914</guid>
      </item>
      <item>
         <title>Hello Students &amp; Parents/Guardians of Team 8C,                                      Your teachers would like to provide you with lessons and activities to help keep you on track to learning the remaining standards and still prepare you for high school while you are sheltered in place at home. Now is the time to truly show how disciplined and tenacious you are! We know that each of you are hard-working students and will do your best. Please continue to visit the specific learning platforms for each of your individual classes (ex: Padlet for math &amp; history, Edmodo for science, or Google Classroom for ELA) so that you are always informed and where you may ask questions.  Stay safe &amp; healthy! We look forward to seeing you soon. </title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/464553339</link>
         <description><![CDATA[]]></description>
         <enclosure url="" />
         <pubDate>2020-03-18 14:37:07 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/464553339</guid>
      </item>
      <item>
         <title>Hopefully you have &quot;ALL&quot; checked your class Edmodo page.</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/471586786</link>
         <description><![CDATA[<div>Sign in to your SOS portal (CLEVER) for a ZOOM session that I will host tomorrow at <br><br>9:30 a.m. for 1st &amp; 2nd pds <br><strong><em>JOIN<br></em></strong>https://hcbe.zoom.us/j/4592309918<strong><em><br></em></strong>USE     Personal Meeting ID 459-230-9918<br><br><br>and 10:30 a.m.  for 3rd and 4th pds <br>JOIN  </div><div>https://hcbe.zoom.us/j/4592309918 and </div><div>USE--- Meeting ID 459-230-9918) .<br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2020-03-23 19:30:20 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/471586786</guid>
      </item>
      <item>
         <title>NEW!!!</title>
         <author>leshan_ferguson</author>
         <link>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/480813710</link>
         <description><![CDATA[<div>We will begin this NEW schedule on Monday, April 6th.</div>]]></description>
         <enclosure url="https://padlet-uploads.storage.googleapis.com/15809061/94f88d185c07a3fe04498a0a77b1e19e/Team_8C_Digital_Learning_Plan.pdf" />
         <pubDate>2020-03-29 18:28:45 UTC</pubDate>
         <guid>https://padlet.com/leshan_ferguson/l2tguvyow0ac/wish/480813710</guid>
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