<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-3914794998852344527</id><updated>2026-05-10T23:34:17.007-07:00</updated><title type='text'>Fresh 4th Grade</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://lpa4a.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3914794998852344527/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://lpa4a.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/3914794998852344527/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>LPA4A</name><uri>http://www.blogger.com/profile/02538276375297009282</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>56</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-3914794998852344527.post-8048240729064353557</id><published>2012-05-24T15:44:00.004-07:00</published><updated>2012-05-24T15:44:35.583-07:00</updated><title type='text'></title><content type='html'>&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;Summer break is finally here!&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
Have a wonderful season full of rest and relaxation as you prepare for fifth grade. Have fun, be safe, and don&#39;t forget to write.&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: x-large;&quot;&gt;Bon voyage!&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lpa4a.blogspot.com/feeds/8048240729064353557/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lpa4a.blogspot.com/2012/05/summer-break-is-finally-here-have.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3914794998852344527/posts/default/8048240729064353557'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3914794998852344527/posts/default/8048240729064353557'/><link rel='alternate' type='text/html' href='http://lpa4a.blogspot.com/2012/05/summer-break-is-finally-here-have.html' title=''/><author><name>LPA4A</name><uri>http://www.blogger.com/profile/02538276375297009282</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3914794998852344527.post-3023156425264478999</id><published>2012-04-30T12:19:00.002-07:00</published><updated>2012-04-30T12:26:19.990-07:00</updated><title type='text'>Science Fair Report Template</title><content type='html'>Write an A+ paper with the help of the templates attached here. Just click a link, read carefully and add your replace the document with your report:&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;&lt;a href=&quot;http://crunkscience.weebly.com/science-fair-templates.html&quot;&gt;http://crunkscience.weebly.com/science-fair-templates.html&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;file:///F:/Science/SFair%20Project%20Research%20Paper%20Template.htm&quot; target=&quot;_blank&quot;&gt;Project Research Paper Template&lt;/a&gt;&lt;/li&gt;
&lt;/ul&gt;
For more information to make the best project, visit &lt;a href=&quot;http://www.sciencebuddies.org/&quot;&gt;http://www.sciencebuddies.org/&lt;/a&gt;,&amp;nbsp;&lt;a href=&quot;http://nces.ed.gov/nceskids/createagraph/default.aspx&quot; target=&quot;_blank&quot;&gt;Create a Graph&lt;/a&gt;,&amp;nbsp;and &lt;a href=&quot;http://easybib.com/&quot;&gt;http://easybib.com/&lt;/a&gt;.</content><link rel='replies' type='application/atom+xml' href='http://lpa4a.blogspot.com/feeds/3023156425264478999/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lpa4a.blogspot.com/2012/04/science-fair-report-template.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3914794998852344527/posts/default/3023156425264478999'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3914794998852344527/posts/default/3023156425264478999'/><link rel='alternate' type='text/html' href='http://lpa4a.blogspot.com/2012/04/science-fair-report-template.html' title='Science Fair Report Template'/><author><name>LPA4A</name><uri>http://www.blogger.com/profile/02538276375297009282</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3914794998852344527.post-937394673577806455</id><published>2012-04-30T09:17:00.003-07:00</published><updated>2012-04-30T09:18:17.360-07:00</updated><title type='text'>Testing, Science Fair, Field Day, and more</title><content type='html'>It&#39;s the last month of the school year and there is so much happening at LPA. Georgia Performance Standard review continues to be our skill focus in all four academic areas. We are excited about the opportunity to strengthen the foundation we have been building all year. The CRCT is giving us the chance to demonstrate all we have learned as we look forward to reaching the next grade level. Before we get there, here are a few notes on important upcoming events:&lt;br /&gt;
&lt;br /&gt;
Our 4th Grade Science Fair- each student is learning to apply the scientific method by creating a project for our fair. Parents and guardians can be supportive by helping to complete project experiments and purchasing supplies, such as, experiment materials and a three-tier display board for the fair.&amp;nbsp; Please review the Science Fair Project Time line for project due dates.&lt;br /&gt;
&lt;br /&gt;
&lt;table align=&quot;left&quot; border=&quot;1&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;MsoTableGrid&quot; style=&quot;border-bottom: medium none; border-collapse: collapse; border-left: medium none; border-right: medium none; border-top: medium none; margin: auto 7.1pt; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-table-anchor-horizontal: margin; mso-table-anchor-vertical: page; mso-table-left: center; mso-table-lspace: 9.35pt; mso-table-overlap: never; mso-table-rspace: 9.35pt; mso-table-top: middle; mso-yfti-tbllook: 1184;&quot;&gt;&lt;tbody&gt;
&lt;tr style=&quot;mso-yfti-firstrow: yes; mso-yfti-irow: 0;&quot;&gt;&lt;td style=&quot;background-color: transparent; border-bottom: windowtext 1pt solid; border-left: windowtext 1pt solid; border-right: windowtext 1pt solid; border-top: windowtext 1pt solid; mso-border-alt: solid windowtext .5pt; padding-bottom: 0in; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0in; width: 1.2in;&quot; valign=&quot;top&quot; width=&quot;115&quot;&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0in 0in 0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.35pt; mso-element-left: center; mso-element-top: middle; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;color: red; font-size: 20pt; mso-bidi-font-size: 11.0pt; mso-effects-shadow-align: topleft; mso-effects-shadow-alpha: 35.0%; mso-effects-shadow-angledirection: 7020000; mso-effects-shadow-anglekx: 0; mso-effects-shadow-angleky: 0; mso-effects-shadow-color: black; mso-effects-shadow-dpidistance: 3.0pt; mso-effects-shadow-dpiradius: 3.0pt; mso-effects-shadow-pctsx: 100.0%; mso-effects-shadow-pctsy: 100.0%; mso-style-textfill-fill-gradientfill-shade-linearshade-angle: 5400000; mso-style-textfill-fill-gradientfill-shade-linearshade-fscaled: no; mso-style-textfill-fill-gradientfill-shadetype: linear; mso-style-textfill-fill-gradientfill-stoplist: &amp;quot;10000 #FBF3F3 5 100000 tint=10000 satm=155000,60000 #F3D8D8 5 100000 tint=30000 satm=155000,100000 #E38C8A 5 100000 tint=73000 satm=155000&amp;quot;; mso-style-textfill-type: gradient; mso-style-textoutline-fill-alpha: 100.0%; mso-style-textoutline-fill-color: #D02E29; mso-style-textoutline-fill-colortransforms: &amp;quot;shade=85000 satm=155000&amp;quot;; mso-style-textoutline-fill-themecolor: accent2; mso-style-textoutline-outlinestyle-align: center; mso-style-textoutline-outlinestyle-compound: double; mso-style-textoutline-outlinestyle-dash: solid; mso-style-textoutline-outlinestyle-dpiwidth: .965pt; mso-style-textoutline-outlinestyle-join: miter; mso-style-textoutline-outlinestyle-linecap: flat; mso-style-textoutline-outlinestyle-pctmiterlimit: 0%; mso-style-textoutline-type: solid;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Due Date&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom: windowtext 1pt solid; border-left: #f0f0f0; border-right: windowtext 1pt solid; border-top: windowtext 1pt solid; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding-bottom: 0in; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0in; width: 369.9pt;&quot; valign=&quot;top&quot; width=&quot;493&quot;&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0in 0in 0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.35pt; mso-element-left: center; mso-element-top: middle; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;color: red; font-size: 20pt; mso-bidi-font-size: 11.0pt; mso-effects-shadow-align: topleft; mso-effects-shadow-alpha: 35.0%; mso-effects-shadow-angledirection: 7020000; mso-effects-shadow-anglekx: 0; mso-effects-shadow-angleky: 0; mso-effects-shadow-color: black; mso-effects-shadow-dpidistance: 3.0pt; mso-effects-shadow-dpiradius: 3.0pt; mso-effects-shadow-pctsx: 100.0%; mso-effects-shadow-pctsy: 100.0%; mso-style-textfill-fill-gradientfill-shade-linearshade-angle: 5400000; mso-style-textfill-fill-gradientfill-shade-linearshade-fscaled: no; mso-style-textfill-fill-gradientfill-shadetype: linear; mso-style-textfill-fill-gradientfill-stoplist: &amp;quot;10000 #FBF3F3 5 100000 tint=10000 satm=155000,60000 #F3D8D8 5 100000 tint=30000 satm=155000,100000 #E38C8A 5 100000 tint=73000 satm=155000&amp;quot;; mso-style-textfill-type: gradient; mso-style-textoutline-fill-alpha: 100.0%; mso-style-textoutline-fill-color: #D02E29; mso-style-textoutline-fill-colortransforms: &amp;quot;shade=85000 satm=155000&amp;quot;; mso-style-textoutline-fill-themecolor: accent2; mso-style-textoutline-outlinestyle-align: center; mso-style-textoutline-outlinestyle-compound: double; mso-style-textoutline-outlinestyle-dash: solid; mso-style-textoutline-outlinestyle-dpiwidth: .965pt; mso-style-textoutline-outlinestyle-join: miter; mso-style-textoutline-outlinestyle-linecap: flat; mso-style-textoutline-outlinestyle-pctmiterlimit: 0%; mso-style-textoutline-type: solid;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Things to do&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 1;&quot;&gt;&lt;td style=&quot;background-color: transparent; border-bottom: windowtext 1pt solid; border-left: windowtext 1pt solid; border-right: windowtext 1pt solid; border-top: #f0f0f0; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding-bottom: 0in; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0in; width: 1.2in;&quot; valign=&quot;top&quot; width=&quot;115&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0in 0in 0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.35pt; mso-element-left: center; mso-element-top: middle; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;&quot;&gt;
&lt;span style=&quot;font-size: 20pt; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;April 9-10&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom: windowtext 1pt solid; border-left: #f0f0f0; border-right: windowtext 1pt solid; border-top: #f0f0f0; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding-bottom: 0in; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0in; width: 369.9pt;&quot; valign=&quot;top&quot; width=&quot;493&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0in 0in 0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.35pt; mso-element-left: center; mso-element-top: middle; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;&quot;&gt;
&lt;span style=&quot;font-size: 20pt; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Choose Topic &amp;amp; Question&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 2;&quot;&gt;&lt;td style=&quot;background-color: transparent; border-bottom: windowtext 1pt solid; border-left: windowtext 1pt solid; border-right: windowtext 1pt solid; border-top: #f0f0f0; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding-bottom: 0in; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0in; width: 1.2in;&quot; valign=&quot;top&quot; width=&quot;115&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0in 0in 0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.35pt; mso-element-left: center; mso-element-top: middle; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;&quot;&gt;
&lt;span style=&quot;font-size: 20pt; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;April 18&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom: windowtext 1pt solid; border-left: #f0f0f0; border-right: windowtext 1pt solid; border-top: #f0f0f0; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding-bottom: 0in; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0in; width: 369.9pt;&quot; valign=&quot;top&quot; width=&quot;493&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0in 0in 0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.35pt; mso-element-left: center; mso-element-top: middle; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;&quot;&gt;
&lt;span style=&quot;font-size: 20pt; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Research&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 3;&quot;&gt;&lt;td style=&quot;background-color: transparent; border-bottom: windowtext 1pt solid; border-left: windowtext 1pt solid; border-right: windowtext 1pt solid; border-top: #f0f0f0; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding-bottom: 0in; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0in; width: 1.2in;&quot; valign=&quot;top&quot; width=&quot;115&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0in 0in 0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.35pt; mso-element-left: center; mso-element-top: middle; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;&quot;&gt;
&lt;span style=&quot;font-size: 20pt; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;April 18&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom: windowtext 1pt solid; border-left: #f0f0f0; border-right: windowtext 1pt solid; border-top: #f0f0f0; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding-bottom: 0in; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0in; width: 369.9pt;&quot; valign=&quot;top&quot; width=&quot;493&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0in 0in 0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.35pt; mso-element-left: center; mso-element-top: middle; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;&quot;&gt;
&lt;span style=&quot;font-size: 20pt; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Hypothesis&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 4;&quot;&gt;&lt;td style=&quot;background-color: transparent; border-bottom: windowtext 1pt solid; border-left: windowtext 1pt solid; border-right: windowtext 1pt solid; border-top: #f0f0f0; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding-bottom: 0in; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0in; width: 1.2in;&quot; valign=&quot;top&quot; width=&quot;115&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0in 0in 0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.35pt; mso-element-left: center; mso-element-top: middle; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;&quot;&gt;
&lt;span style=&quot;font-size: 20pt; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;April 25&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom: windowtext 1pt solid; border-left: #f0f0f0; border-right: windowtext 1pt solid; border-top: #f0f0f0; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding-bottom: 0in; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0in; width: 369.9pt;&quot; valign=&quot;top&quot; width=&quot;493&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0in 0in 0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.35pt; mso-element-left: center; mso-element-top: middle; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;&quot;&gt;
&lt;span style=&quot;font-size: 20pt; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Design experiment&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 5;&quot;&gt;&lt;td style=&quot;background-color: transparent; border-bottom: windowtext 1pt solid; border-left: windowtext 1pt solid; border-right: windowtext 1pt solid; border-top: #f0f0f0; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding-bottom: 0in; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0in; width: 1.2in;&quot; valign=&quot;top&quot; width=&quot;115&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0in 0in 0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.35pt; mso-element-left: center; mso-element-top: middle; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;&quot;&gt;
&lt;span style=&quot;font-size: 20pt; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;May 2&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom: windowtext 1pt solid; border-left: #f0f0f0; border-right: windowtext 1pt solid; border-top: #f0f0f0; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding-bottom: 0in; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0in; width: 369.9pt;&quot; valign=&quot;top&quot; width=&quot;493&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0in 0in 0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.35pt; mso-element-left: center; mso-element-top: middle; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;&quot;&gt;
&lt;span style=&quot;font-size: 20pt; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Conduct experiment &amp;amp; record observations&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 6;&quot;&gt;&lt;td style=&quot;background-color: transparent; border-bottom: windowtext 1pt solid; border-left: windowtext 1pt solid; border-right: windowtext 1pt solid; border-top: #f0f0f0; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding-bottom: 0in; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0in; width: 1.2in;&quot; valign=&quot;top&quot; width=&quot;115&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0in 0in 0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.35pt; mso-element-left: center; mso-element-top: middle; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;&quot;&gt;
&lt;span style=&quot;font-size: 20pt; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;May 9&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom: windowtext 1pt solid; border-left: #f0f0f0; border-right: windowtext 1pt solid; border-top: #f0f0f0; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding-bottom: 0in; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0in; width: 369.9pt;&quot; valign=&quot;top&quot; width=&quot;493&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0in 0in 0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.35pt; mso-element-left: center; mso-element-top: middle; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;&quot;&gt;
&lt;span style=&quot;font-size: 20pt; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Table/chart &amp;amp; graph(s) of data&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 7;&quot;&gt;&lt;td style=&quot;background-color: transparent; border-bottom: windowtext 1pt solid; border-left: windowtext 1pt solid; border-right: windowtext 1pt solid; border-top: #f0f0f0; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding-bottom: 0in; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0in; width: 1.2in;&quot; valign=&quot;top&quot; width=&quot;115&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0in 0in 0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.35pt; mso-element-left: center; mso-element-top: middle; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;&quot;&gt;
&lt;span style=&quot;font-size: 20pt; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;May 9&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom: windowtext 1pt solid; border-left: #f0f0f0; border-right: windowtext 1pt solid; border-top: #f0f0f0; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding-bottom: 0in; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0in; width: 369.9pt;&quot; valign=&quot;top&quot; width=&quot;493&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0in 0in 0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.35pt; mso-element-left: center; mso-element-top: middle; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;&quot;&gt;
&lt;span style=&quot;font-size: 20pt; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Report&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 8;&quot;&gt;&lt;td style=&quot;background-color: transparent; border-bottom: windowtext 1pt solid; border-left: windowtext 1pt solid; border-right: windowtext 1pt solid; border-top: #f0f0f0; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding-bottom: 0in; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0in; width: 1.2in;&quot; valign=&quot;top&quot; width=&quot;115&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0in 0in 0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.35pt; mso-element-left: center; mso-element-top: middle; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;&quot;&gt;
&lt;span style=&quot;font-size: 20pt; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;May 9-15&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom: windowtext 1pt solid; border-left: #f0f0f0; border-right: windowtext 1pt solid; border-top: #f0f0f0; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding-bottom: 0in; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0in; width: 369.9pt;&quot; valign=&quot;top&quot; width=&quot;493&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0in 0in 0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.35pt; mso-element-left: center; mso-element-top: middle; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;&quot;&gt;
&lt;span style=&quot;font-size: 20pt; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Make display/exhibit &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 9; mso-yfti-lastrow: yes;&quot;&gt;&lt;td style=&quot;background-color: transparent; border-bottom: windowtext 1pt solid; border-left: windowtext 1pt solid; border-right: windowtext 1pt solid; border-top: #f0f0f0; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding-bottom: 0in; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0in; width: 1.2in;&quot; valign=&quot;top&quot; width=&quot;115&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0in 0in 0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.35pt; mso-element-left: center; mso-element-top: middle; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;&quot;&gt;
&lt;span style=&quot;font-size: 20pt; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;May 16&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom: windowtext 1pt solid; border-left: #f0f0f0; border-right: windowtext 1pt solid; border-top: #f0f0f0; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding-bottom: 0in; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0in; width: 369.9pt;&quot; valign=&quot;top&quot; width=&quot;493&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0in 0in 0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 9.35pt; mso-element-left: center; mso-element-top: middle; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;&quot;&gt;
&lt;span style=&quot;font-size: 20pt; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Present project&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
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Field Day is May 4th and it will be an opportunity to celebrate school pride. Whether your family still needs to complete volunteer hours or not, this is a great time to be a visible part of the LPA community.</content><link rel='replies' type='application/atom+xml' href='http://lpa4a.blogspot.com/feeds/937394673577806455/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lpa4a.blogspot.com/2012/04/testing-science-fair-field-day-and-more.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3914794998852344527/posts/default/937394673577806455'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3914794998852344527/posts/default/937394673577806455'/><link rel='alternate' type='text/html' href='http://lpa4a.blogspot.com/2012/04/testing-science-fair-field-day-and-more.html' title='Testing, Science Fair, Field Day, and more'/><author><name>LPA4A</name><uri>http://www.blogger.com/profile/02538276375297009282</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3914794998852344527.post-9068775397145387568</id><published>2012-04-09T12:23:00.002-07:00</published><updated>2012-04-11T16:15:25.917-07:00</updated><title type='text'>Skills of this week</title><content type='html'>Welcome back Grade 4 families! Everyone looked well rested and ready to finish strong as we returned for class this morning. We are only a couople weeks away from the CRCT. Crunch Time- we are&amp;nbsp;learning and reviewing every day so that we can blow that test away! We hope you can use the information below to better prepare at home. &lt;br /&gt;
&lt;br /&gt;
&lt;u&gt;English &amp;amp; Language Arts:&lt;/u&gt; General Skill Review with multiple resources (Coach Books, Study Island, CRCT Study Guide, etc.)&lt;br /&gt;
&lt;u&gt;Mathematics:&lt;/u&gt; Data Analysis- Organizing &amp;amp; Analyzing Data, Graphing with multiple resources (Coach Books, Study Island, CRCT Study Guide, etc.)&lt;br /&gt;
&lt;u&gt;Science:&lt;/u&gt; Science Fair Project &lt;br /&gt;
See Science Fair Pack sent home Monday, April 9th for due dates and guidelines. More info. will be delivered during each stage. I highly recommend the following websites to jumpstart research for the written report and display. Please remind your child to take notes for the Bibliography.&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0in 0in 0pt;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;1. Science Buddies:&lt;/b&gt;&amp;nbsp; &lt;a href=&quot;http://www.sciencebuddies.org/&quot;&gt;&lt;span style=&quot;color: blue;&quot;&gt;www.sciencebuddies.org/&lt;/span&gt;&lt;/a&gt; - lots of info/ guides for science fairs and experiments&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0in 0in 0pt;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;2. American Museum of Natural History&lt;/b&gt; –&amp;nbsp;many ways to learn about and&amp;nbsp;experiment with topics we have studied this year&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0in 0in 0pt;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;3. Discovery Education&lt;/b&gt; - &lt;a href=&quot;http://school.discoveryeducation.com/sciencefaircentral/&quot;&gt;&lt;span style=&quot;color: blue;&quot;&gt;http://school.discoveryeducation.com/sciencefaircentral/&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
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&lt;u&gt;Social Studies:&lt;/u&gt; The Industrial Revolution</content><link rel='replies' type='application/atom+xml' href='http://lpa4a.blogspot.com/feeds/9068775397145387568/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lpa4a.blogspot.com/2012/04/skill-sheet-week.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3914794998852344527/posts/default/9068775397145387568'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3914794998852344527/posts/default/9068775397145387568'/><link rel='alternate' type='text/html' href='http://lpa4a.blogspot.com/2012/04/skill-sheet-week.html' title='Skills of this week'/><author><name>LPA4A</name><uri>http://www.blogger.com/profile/02538276375297009282</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3914794998852344527.post-2078618200635422542</id><published>2012-03-28T05:37:00.000-07:00</published><updated>2012-03-28T05:37:58.573-07:00</updated><title type='text'>Skills for this week</title><content type='html'>This week 4th grade is Practicing Test taking skills in preparation for the CRCT. Please make sure your child is visiting Study Island whenever possible to sharpen their skills in various topics. The following assignments are being covered in our academic subjects:&lt;br /&gt;
English Language Arts: General Skill Review &amp;amp; Practice with Coach Books&lt;br /&gt;
Mathematics: Geometry &amp;amp; Data Analysis&lt;br /&gt;
Science: Weather Review with Weather Tic-Tac-Toe class projects&lt;br /&gt;
Social Studies:&amp;nbsp;Expansion of A New Nation</content><link rel='replies' type='application/atom+xml' href='http://lpa4a.blogspot.com/feeds/2078618200635422542/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lpa4a.blogspot.com/2012/03/skills-for-this-week.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3914794998852344527/posts/default/2078618200635422542'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3914794998852344527/posts/default/2078618200635422542'/><link rel='alternate' type='text/html' href='http://lpa4a.blogspot.com/2012/03/skills-for-this-week.html' title='Skills for this week'/><author><name>LPA4A</name><uri>http://www.blogger.com/profile/02538276375297009282</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3914794998852344527.post-8259888596731834705</id><published>2012-03-16T12:52:00.001-07:00</published><updated>2012-03-16T12:56:37.131-07:00</updated><title type='text'>Week 30 Skill Sheet</title><content type='html'>&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;float: left; margin-right: 1em; text-align: left;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlMriedk8WwtAf60ldoqDrnsT0Qg3iax-gw441vjoMrIvzO7xn5uM7PAHA7HlbzKjEWC9sOanhOIXyvW0fEhJuVCHr1DCMzdnOR_x-VSL9mnDI5VBcmPUAM1Ryk0lAO2nOfXX6fBbI1l8d/s1600/skill+sheet.png&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; cssfloat: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;&quot;&gt;&lt;img aea=&quot;true&quot; border=&quot;0&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlMriedk8WwtAf60ldoqDrnsT0Qg3iax-gw441vjoMrIvzO7xn5uM7PAHA7HlbzKjEWC9sOanhOIXyvW0fEhJuVCHr1DCMzdnOR_x-VSL9mnDI5VBcmPUAM1Ryk0lAO2nOfXX6fBbI1l8d/s640/skill+sheet.png&quot; width=&quot;592&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;</content><link rel='replies' type='application/atom+xml' href='http://lpa4a.blogspot.com/feeds/8259888596731834705/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lpa4a.blogspot.com/2012/03/week-29-skill-sheet_16.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3914794998852344527/posts/default/8259888596731834705'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3914794998852344527/posts/default/8259888596731834705'/><link rel='alternate' type='text/html' href='http://lpa4a.blogspot.com/2012/03/week-29-skill-sheet_16.html' title='Week 30 Skill Sheet'/><author><name>LPA4A</name><uri>http://www.blogger.com/profile/02538276375297009282</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlMriedk8WwtAf60ldoqDrnsT0Qg3iax-gw441vjoMrIvzO7xn5uM7PAHA7HlbzKjEWC9sOanhOIXyvW0fEhJuVCHr1DCMzdnOR_x-VSL9mnDI5VBcmPUAM1Ryk0lAO2nOfXX6fBbI1l8d/s72-c/skill+sheet.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3914794998852344527.post-4793465774403185678</id><published>2012-03-15T08:59:00.006-07:00</published><updated>2012-03-16T13:04:12.945-07:00</updated><title type='text'>Science Review Sites</title><content type='html'>Fourth Grade has officially studied every&amp;nbsp;Georgia Performance Standards for the school year. Now we are ready to sharpen our skills through review. Every site listed below is a wonderful resource for sharpening our skills through fun and engaging practice. I encourage every student to put them to good use as we prepare to ace our CRCTs.&lt;br /&gt;
Study Island Science Class Page (Of course! Each&amp;nbsp;question aligns with GPS)&lt;br /&gt;
Engineering Interact: &lt;a href=&quot;http://www.engineeringinteract.org/interact.htm&quot;&gt;http://www.engineeringinteract.org/interact.htm&lt;/a&gt;&amp;nbsp;(Physical Science)&lt;br /&gt;
Edhead: &lt;a href=&quot;http://www.edheads.org/activities/simple-machines/frame_loader.htm&quot;&gt;http://www.edheads.org/activities/simple-machines/frame_loader.htm&lt;/a&gt;&amp;nbsp;(Simple &amp;amp; Complex Machines)&lt;br /&gt;
&lt;span style=&quot;color: blue;&quot;&gt;&lt;span style=&quot;color: blue;&quot;&gt;Kids Exploring Space: &lt;a href=&quot;http://library.thinkquest.org/CR0210901/&quot;&gt;http://library.thinkquest.org/CR0210901/&lt;/a&gt;&lt;span style=&quot;background-color: white;&quot;&gt;(Earth Science- Astronomy)&lt;/span&gt;BBC K2S Science: &lt;a href=&quot;http://www.bbc.co.uk/schools/ks2bitesize/science/&quot;&gt;http://www.bbc.co.uk/schools/ks2bitesize/science/&lt;/a&gt;&amp;nbsp;(All Sciences)&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: blue;&quot;&gt;&lt;span style=&quot;color: blue;&quot;&gt;Museum of Science and Industry: Simple Machine Game: &lt;a href=&quot;http://www.msichicago.org/fileadmin/Activities/Games/simple_machines/&quot;&gt;http://www.msichicago.org/fileadmin/Activities/Games/simple_machines/&lt;/a&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;em&gt;Enjoy!&lt;/em&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://lpa4a.blogspot.com/feeds/4793465774403185678/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lpa4a.blogspot.com/2012/03/science-review-sites.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3914794998852344527/posts/default/4793465774403185678'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3914794998852344527/posts/default/4793465774403185678'/><link rel='alternate' type='text/html' href='http://lpa4a.blogspot.com/2012/03/science-review-sites.html' title='Science Review Sites'/><author><name>LPA4A</name><uri>http://www.blogger.com/profile/02538276375297009282</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3914794998852344527.post-2155645046074221398</id><published>2012-03-10T08:35:00.000-08:00</published><updated>2012-03-10T08:35:14.857-08:00</updated><title type='text'>Week 29 Skill Sheet</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuu7EnC2fffOCyyciW0h-7FU1RAKulvVjmrm-ok3R5mlcQpZX3UYlZ6g5IoKfdk0YOmqkTYlICSwB-Jf4YQpeWzEL7rm6ZnPAKXsNNc-oPmhd8z6IKtSDFrnqoPQmp5ZVelE2f1vBU4g-U/s1600/skill+sheet.png&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuu7EnC2fffOCyyciW0h-7FU1RAKulvVjmrm-ok3R5mlcQpZX3UYlZ6g5IoKfdk0YOmqkTYlICSwB-Jf4YQpeWzEL7rm6ZnPAKXsNNc-oPmhd8z6IKtSDFrnqoPQmp5ZVelE2f1vBU4g-U/s1600/skill+sheet.png&quot; /&gt;&lt;/a&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lpa4a.blogspot.com/feeds/2155645046074221398/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lpa4a.blogspot.com/2012/03/week-29-skill-sheet.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3914794998852344527/posts/default/2155645046074221398'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3914794998852344527/posts/default/2155645046074221398'/><link rel='alternate' type='text/html' href='http://lpa4a.blogspot.com/2012/03/week-29-skill-sheet.html' title='Week 29 Skill Sheet'/><author><name>LPA4A</name><uri>http://www.blogger.com/profile/02538276375297009282</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuu7EnC2fffOCyyciW0h-7FU1RAKulvVjmrm-ok3R5mlcQpZX3UYlZ6g5IoKfdk0YOmqkTYlICSwB-Jf4YQpeWzEL7rm6ZnPAKXsNNc-oPmhd8z6IKtSDFrnqoPQmp5ZVelE2f1vBU4g-U/s72-c/skill+sheet.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3914794998852344527.post-2408788107011505715</id><published>2012-03-02T13:49:00.000-08:00</published><updated>2012-03-02T13:49:55.939-08:00</updated><title type='text'>Week 28 Skill Sheet</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2VC7jiwZlWDEpIJVKfOUUt8MSb0x6OiS8UUJiaG0-rzMYsA50mq00-rmR25xOkcc5lzu2cH49K25-LAVZnZ4n9ig_TbN7OqUzShiHGdftOr50HKC-QS5P3VbxwXQJ_PkQM8J1SR2gvvL2/s1600/skill+sheet.png&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2VC7jiwZlWDEpIJVKfOUUt8MSb0x6OiS8UUJiaG0-rzMYsA50mq00-rmR25xOkcc5lzu2cH49K25-LAVZnZ4n9ig_TbN7OqUzShiHGdftOr50HKC-QS5P3VbxwXQJ_PkQM8J1SR2gvvL2/s1600/skill+sheet.png&quot; /&gt;&lt;/a&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lpa4a.blogspot.com/feeds/2408788107011505715/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lpa4a.blogspot.com/2012/03/week-28-skill-sheet.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3914794998852344527/posts/default/2408788107011505715'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3914794998852344527/posts/default/2408788107011505715'/><link rel='alternate' type='text/html' href='http://lpa4a.blogspot.com/2012/03/week-28-skill-sheet.html' title='Week 28 Skill Sheet'/><author><name>LPA4A</name><uri>http://www.blogger.com/profile/02538276375297009282</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2VC7jiwZlWDEpIJVKfOUUt8MSb0x6OiS8UUJiaG0-rzMYsA50mq00-rmR25xOkcc5lzu2cH49K25-LAVZnZ4n9ig_TbN7OqUzShiHGdftOr50HKC-QS5P3VbxwXQJ_PkQM8J1SR2gvvL2/s72-c/skill+sheet.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3914794998852344527.post-2796097509085348301</id><published>2012-02-20T08:59:00.003-08:00</published><updated>2012-03-02T13:50:23.731-08:00</updated><title type='text'>Week 26 Skill Sheet</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjne3ZWrI0eFJ9ezG7ubDD-EMgk8_yEFEEVv2GN1LF3CZfjkUKLtZSnhWvG9r1EuDP7AH2d8Qb-XSZ5qinIIa6Au-FSnWDaNgODM2OMVi_ghsBBUnXwnkiBATZRkYcs6b2RgxnntBW-v_zm/s1600/skill+sheet.png&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjne3ZWrI0eFJ9ezG7ubDD-EMgk8_yEFEEVv2GN1LF3CZfjkUKLtZSnhWvG9r1EuDP7AH2d8Qb-XSZ5qinIIa6Au-FSnWDaNgODM2OMVi_ghsBBUnXwnkiBATZRkYcs6b2RgxnntBW-v_zm/s1600/skill+sheet.png&quot; /&gt;&lt;/a&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lpa4a.blogspot.com/feeds/2796097509085348301/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lpa4a.blogspot.com/2012/02/week-25-skill-sheet_20.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3914794998852344527/posts/default/2796097509085348301'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3914794998852344527/posts/default/2796097509085348301'/><link rel='alternate' type='text/html' href='http://lpa4a.blogspot.com/2012/02/week-25-skill-sheet_20.html' title='Week 26 Skill Sheet'/><author><name>LPA4A</name><uri>http://www.blogger.com/profile/02538276375297009282</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjne3ZWrI0eFJ9ezG7ubDD-EMgk8_yEFEEVv2GN1LF3CZfjkUKLtZSnhWvG9r1EuDP7AH2d8Qb-XSZ5qinIIa6Au-FSnWDaNgODM2OMVi_ghsBBUnXwnkiBATZRkYcs6b2RgxnntBW-v_zm/s72-c/skill+sheet.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3914794998852344527.post-5266312236216490481</id><published>2012-02-12T08:11:00.000-08:00</published><updated>2012-02-12T08:11:33.227-08:00</updated><title type='text'>Week 25 Skill Sheet</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgY129dS3IwmPsJTv3PkC6_APNMPfZh5qoYZ8ievJGaxsjDtVzxMn-J80H6MWIBC7qhR58bVMuSUA9dC8lq8n8HF9IaVEpdbPLYWLU7vEU6SM3Wqv9HLZBiiH9kTeAADKjv7iXn65tcgQX9/s1600/skill+sheet+24.png&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgY129dS3IwmPsJTv3PkC6_APNMPfZh5qoYZ8ievJGaxsjDtVzxMn-J80H6MWIBC7qhR58bVMuSUA9dC8lq8n8HF9IaVEpdbPLYWLU7vEU6SM3Wqv9HLZBiiH9kTeAADKjv7iXn65tcgQX9/s1600/skill+sheet+24.png&quot; /&gt;&lt;/a&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lpa4a.blogspot.com/feeds/5266312236216490481/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lpa4a.blogspot.com/2012/02/week-25-skill-sheet.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3914794998852344527/posts/default/5266312236216490481'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3914794998852344527/posts/default/5266312236216490481'/><link rel='alternate' type='text/html' href='http://lpa4a.blogspot.com/2012/02/week-25-skill-sheet.html' title='Week 25 Skill Sheet'/><author><name>LPA4A</name><uri>http://www.blogger.com/profile/02538276375297009282</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgY129dS3IwmPsJTv3PkC6_APNMPfZh5qoYZ8ievJGaxsjDtVzxMn-J80H6MWIBC7qhR58bVMuSUA9dC8lq8n8HF9IaVEpdbPLYWLU7vEU6SM3Wqv9HLZBiiH9kTeAADKjv7iXn65tcgQX9/s72-c/skill+sheet+24.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3914794998852344527.post-6766746498975297652</id><published>2012-02-09T16:16:00.000-08:00</published><updated>2012-02-09T16:16:47.611-08:00</updated><title type='text'>Valentine&#39;s Day Appreciation Celebration</title><content type='html'>Though the dance has been canceled, the show must go on! We are looking forward the 4th grade Valentine&#39;s Day party from 1-2 p.m., February 14th, where we will come together to spread kindness and acceptance. Every student can contribute to the celebration by bringing in $3 for refreshments by this Friday and bringing in a container of valentines, sweets, or savory treats by the 14th. We will combine these items to make special gifts that will surprise the people who make L.P.A. great!&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;&lt;i&gt;Shhh... it&#39;s going to be a surprise.&lt;/i&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggvosFVAOr3MKu9TkWCHBapWzgfR9FNBrXUbSjD6kcAdAbiwi1gJxgBkabMzrEGcdOZJ0gJEWGAsj35B0vNV5NuLvCX1JWFXjZeszwWr2taRHsWFAcIb1oWhehVrgThiyGBHxocm6b04L5/s1600/JK100JunkFoodBasket.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggvosFVAOr3MKu9TkWCHBapWzgfR9FNBrXUbSjD6kcAdAbiwi1gJxgBkabMzrEGcdOZJ0gJEWGAsj35B0vNV5NuLvCX1JWFXjZeszwWr2taRHsWFAcIb1oWhehVrgThiyGBHxocm6b04L5/s320/JK100JunkFoodBasket.jpg&quot; width=&quot;217&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lpa4a.blogspot.com/feeds/6766746498975297652/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lpa4a.blogspot.com/2012/02/valentines-day-appreciation-celebration.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3914794998852344527/posts/default/6766746498975297652'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3914794998852344527/posts/default/6766746498975297652'/><link rel='alternate' type='text/html' href='http://lpa4a.blogspot.com/2012/02/valentines-day-appreciation-celebration.html' title='Valentine&#39;s Day Appreciation Celebration'/><author><name>LPA4A</name><uri>http://www.blogger.com/profile/02538276375297009282</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggvosFVAOr3MKu9TkWCHBapWzgfR9FNBrXUbSjD6kcAdAbiwi1gJxgBkabMzrEGcdOZJ0gJEWGAsj35B0vNV5NuLvCX1JWFXjZeszwWr2taRHsWFAcIb1oWhehVrgThiyGBHxocm6b04L5/s72-c/JK100JunkFoodBasket.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3914794998852344527.post-3684932203939996555</id><published>2012-02-04T03:12:00.000-08:00</published><updated>2012-02-04T03:12:13.550-08:00</updated><title type='text'>Week 24 Skill Sheet</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWqZOI6zBSlhbiekLcb9KVBXAmqsSHlEcEhNIj5RPMtZ_9qtQV8Eq7NvJ5TE2ryjJJBRf4f1K1LZq2OV-4tcOmGBNzyzf6kOLTqz9CHGYk8nEExVdRdYO5dr9BGFS6efd1QYI_bYUYosmX/s1600/Weekly+Skill+Sheet+24.png&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWqZOI6zBSlhbiekLcb9KVBXAmqsSHlEcEhNIj5RPMtZ_9qtQV8Eq7NvJ5TE2ryjJJBRf4f1K1LZq2OV-4tcOmGBNzyzf6kOLTqz9CHGYk8nEExVdRdYO5dr9BGFS6efd1QYI_bYUYosmX/s1600/Weekly+Skill+Sheet+24.png&quot; /&gt;&lt;/a&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lpa4a.blogspot.com/feeds/3684932203939996555/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lpa4a.blogspot.com/2012/02/week-24-skill-sheet.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3914794998852344527/posts/default/3684932203939996555'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3914794998852344527/posts/default/3684932203939996555'/><link rel='alternate' type='text/html' href='http://lpa4a.blogspot.com/2012/02/week-24-skill-sheet.html' title='Week 24 Skill Sheet'/><author><name>LPA4A</name><uri>http://www.blogger.com/profile/02538276375297009282</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWqZOI6zBSlhbiekLcb9KVBXAmqsSHlEcEhNIj5RPMtZ_9qtQV8Eq7NvJ5TE2ryjJJBRf4f1K1LZq2OV-4tcOmGBNzyzf6kOLTqz9CHGYk8nEExVdRdYO5dr9BGFS6efd1QYI_bYUYosmX/s72-c/Weekly+Skill+Sheet+24.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3914794998852344527.post-6832247263164406694</id><published>2012-01-27T13:23:00.000-08:00</published><updated>2012-01-27T13:30:15.460-08:00</updated><title type='text'>Weekly Skill Sheet 23</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7AKmEja1g_F-dRlTUQmQq1HpR5qS-MioeaCcaOq4Qhu6g0MqKNWTFWZ80IrFY8hPeX47ggo2NEoHv3RRzmZAMb1uBV57eeM1U_f7IOsGnToA_Ww-j_ko592wAyKkBsCx447iRJimjSfIW/s1600/skill23.PNG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; gda=&quot;true&quot; height=&quot;547&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7AKmEja1g_F-dRlTUQmQq1HpR5qS-MioeaCcaOq4Qhu6g0MqKNWTFWZ80IrFY8hPeX47ggo2NEoHv3RRzmZAMb1uBV57eeM1U_f7IOsGnToA_Ww-j_ko592wAyKkBsCx447iRJimjSfIW/s640/skill23.PNG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lpa4a.blogspot.com/feeds/6832247263164406694/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lpa4a.blogspot.com/2012/01/weekly-skill-sheet-22.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3914794998852344527/posts/default/6832247263164406694'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3914794998852344527/posts/default/6832247263164406694'/><link rel='alternate' type='text/html' href='http://lpa4a.blogspot.com/2012/01/weekly-skill-sheet-22.html' title='Weekly Skill Sheet 23'/><author><name>LPA4A</name><uri>http://www.blogger.com/profile/02538276375297009282</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7AKmEja1g_F-dRlTUQmQq1HpR5qS-MioeaCcaOq4Qhu6g0MqKNWTFWZ80IrFY8hPeX47ggo2NEoHv3RRzmZAMb1uBV57eeM1U_f7IOsGnToA_Ww-j_ko592wAyKkBsCx447iRJimjSfIW/s72-c/skill23.PNG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3914794998852344527.post-7184853095085476135</id><published>2012-01-20T13:00:00.000-08:00</published><updated>2012-01-20T13:00:10.205-08:00</updated><title type='text'>Weekly Skill Sheet, Week 22</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiamZEuCz6JNINwk2LndUiL5tz3ijKyzV3f87DC0B8p6qTaxPm9_VUHqIvVft0rVdMs_Xh9CRnweBfY5ETZj8HixlqrFwQjixEWRe34ucUtqBNW7EAKZNEBnWXDb4R97Oy0JlyLuQ5G6nlo/s1600/Week+22+skill.PNG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiamZEuCz6JNINwk2LndUiL5tz3ijKyzV3f87DC0B8p6qTaxPm9_VUHqIvVft0rVdMs_Xh9CRnweBfY5ETZj8HixlqrFwQjixEWRe34ucUtqBNW7EAKZNEBnWXDb4R97Oy0JlyLuQ5G6nlo/s640/Week+22+skill.PNG&quot; width=&quot;531&quot; /&gt;&lt;/a&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lpa4a.blogspot.com/feeds/7184853095085476135/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lpa4a.blogspot.com/2012/01/weekly-skill-sheet-week-22.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3914794998852344527/posts/default/7184853095085476135'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3914794998852344527/posts/default/7184853095085476135'/><link rel='alternate' type='text/html' href='http://lpa4a.blogspot.com/2012/01/weekly-skill-sheet-week-22.html' title='Weekly Skill Sheet, Week 22'/><author><name>LPA4A</name><uri>http://www.blogger.com/profile/02538276375297009282</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiamZEuCz6JNINwk2LndUiL5tz3ijKyzV3f87DC0B8p6qTaxPm9_VUHqIvVft0rVdMs_Xh9CRnweBfY5ETZj8HixlqrFwQjixEWRe34ucUtqBNW7EAKZNEBnWXDb4R97Oy0JlyLuQ5G6nlo/s72-c/Week+22+skill.PNG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3914794998852344527.post-3293059147791944792</id><published>2012-01-16T06:54:00.000-08:00</published><updated>2012-01-18T04:26:45.030-08:00</updated><title type='text'>Week 21 Skill Sheet</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhaUH-O9nk8ZMWwkXG5Zx1lWYgCXozQGrFWdsWCNDu6lxyXvaGaLEqfxmnuqXU7chiCya3QNqhf3zW_D6EvVnnPLA0TbvrCorWKen92bImpUShKvK8VykLEUb0Q_0db2qvBhYkUbIX8GRLj/s1600/skill+sheet+21.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhaUH-O9nk8ZMWwkXG5Zx1lWYgCXozQGrFWdsWCNDu6lxyXvaGaLEqfxmnuqXU7chiCya3QNqhf3zW_D6EvVnnPLA0TbvrCorWKen92bImpUShKvK8VykLEUb0Q_0db2qvBhYkUbIX8GRLj/s1600/skill+sheet+21.png&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lpa4a.blogspot.com/feeds/3293059147791944792/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lpa4a.blogspot.com/2012/01/week-22-skill-sheet.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3914794998852344527/posts/default/3293059147791944792'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3914794998852344527/posts/default/3293059147791944792'/><link rel='alternate' type='text/html' href='http://lpa4a.blogspot.com/2012/01/week-22-skill-sheet.html' title='Week 21 Skill Sheet'/><author><name>LPA4A</name><uri>http://www.blogger.com/profile/02538276375297009282</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhaUH-O9nk8ZMWwkXG5Zx1lWYgCXozQGrFWdsWCNDu6lxyXvaGaLEqfxmnuqXU7chiCya3QNqhf3zW_D6EvVnnPLA0TbvrCorWKen92bImpUShKvK8VykLEUb0Q_0db2qvBhYkUbIX8GRLj/s72-c/skill+sheet+21.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3914794998852344527.post-3151184561050758794</id><published>2012-01-16T06:08:00.000-08:00</published><updated>2012-01-16T06:08:28.317-08:00</updated><title type='text'>Happy Birthday Dr. King!  January 16, 2012</title><content type='html'>&lt;iframe src=&quot;http://www.youtube.com/embed/KflMtDnjxSQ?fs=1&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;270&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;Happy Birthday to Dr. Martin Luther King Jr.! The leaders of today and tomorrow are hard at work upholding your legacy. Today is a great day to practice our random acts of kindness in honor of Dr. King&#39;s great dream.</content><link rel='replies' type='application/atom+xml' href='http://lpa4a.blogspot.com/feeds/3151184561050758794/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lpa4a.blogspot.com/2012/01/happy-birthday-dr-king-january-16-2012.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3914794998852344527/posts/default/3151184561050758794'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3914794998852344527/posts/default/3151184561050758794'/><link rel='alternate' type='text/html' href='http://lpa4a.blogspot.com/2012/01/happy-birthday-dr-king-january-16-2012.html' title='Happy Birthday Dr. King!  January 16, 2012'/><author><name>LPA4A</name><uri>http://www.blogger.com/profile/02538276375297009282</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://img.youtube.com/vi/KflMtDnjxSQ/default.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3914794998852344527.post-7517824654681252181</id><published>2012-01-10T09:31:00.000-08:00</published><updated>2012-01-10T09:32:48.549-08:00</updated><title type='text'>Black Journey Field Trip</title><content type='html'>Two weeks until we visit the Robert Ferst Theatre for the musical Black Journey. Have you returned your permission slip and finished submitting your funds for admission? Please do so immediately so we can confirm the number of participants.</content><link rel='replies' type='application/atom+xml' href='http://lpa4a.blogspot.com/feeds/7517824654681252181/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lpa4a.blogspot.com/2012/01/trip-black-journey.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3914794998852344527/posts/default/7517824654681252181'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3914794998852344527/posts/default/7517824654681252181'/><link rel='alternate' type='text/html' href='http://lpa4a.blogspot.com/2012/01/trip-black-journey.html' title='Black Journey Field Trip'/><author><name>LPA4A</name><uri>http://www.blogger.com/profile/02538276375297009282</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3914794998852344527.post-5214941486835997311</id><published>2012-01-05T14:31:00.000-08:00</published><updated>2012-01-05T14:40:22.942-08:00</updated><title type='text'>New Year, New Beginnings</title><content type='html'>Happy New Year and welcome back! I hope you are all well rested and excited about the potential of a brand new year. You can look forward to seeing more video and pictures of all that we are doing in Grade 4 and throughout LPA. Keep coming back for regular updates of what your child(ren) will accomplish in the weeks and months to come in weekly skill sheets. See the first listed below&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjw8vROGRIZZKasoyNG5JXYawLgPLROdQ3KwxjTT3ZF1tqYXo69BBLvroojd0ojxSrNTp0CN4_YLqcTsl0jMrHFmnIp11FBPFHmtnd1dVh2wre6cZioTdxhvjuCnqQwHuZMlE86BScB570p/s1600/w20sills.gif&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjw8vROGRIZZKasoyNG5JXYawLgPLROdQ3KwxjTT3ZF1tqYXo69BBLvroojd0ojxSrNTp0CN4_YLqcTsl0jMrHFmnIp11FBPFHmtnd1dVh2wre6cZioTdxhvjuCnqQwHuZMlE86BScB570p/s1600/w20sills.gif&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
&lt;br /&gt;
To a grand fresh start,&lt;br /&gt;
Ms. Penn</content><link rel='replies' type='application/atom+xml' href='http://lpa4a.blogspot.com/feeds/5214941486835997311/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lpa4a.blogspot.com/2012/01/new-year-new-beginnings.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3914794998852344527/posts/default/5214941486835997311'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3914794998852344527/posts/default/5214941486835997311'/><link rel='alternate' type='text/html' href='http://lpa4a.blogspot.com/2012/01/new-year-new-beginnings.html' title='New Year, New Beginnings'/><author><name>LPA4A</name><uri>http://www.blogger.com/profile/02538276375297009282</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjw8vROGRIZZKasoyNG5JXYawLgPLROdQ3KwxjTT3ZF1tqYXo69BBLvroojd0ojxSrNTp0CN4_YLqcTsl0jMrHFmnIp11FBPFHmtnd1dVh2wre6cZioTdxhvjuCnqQwHuZMlE86BScB570p/s72-c/w20sills.gif" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3914794998852344527.post-4524716769090640067</id><published>2011-12-28T08:50:00.000-08:00</published><updated>2011-12-28T09:15:08.419-08:00</updated><title type='text'>Season&#39;s Greetings at LPA</title><content type='html'>&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfQNdjIAwy5IFt_ADLV_XGQm2tu17_WL_KqeK7SkME3oAs17fJuNaoCmZnCJ6FUE70fz3ZFjjLeiLgNGEP-OFqsEHuxi2tdu8tMzpe4e79RNwbvOSjHIA5yer1q7W6N6bcTGpw3PctNrQ-/s1600/new_years_ball_drop.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;316&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfQNdjIAwy5IFt_ADLV_XGQm2tu17_WL_KqeK7SkME3oAs17fJuNaoCmZnCJ6FUE70fz3ZFjjLeiLgNGEP-OFqsEHuxi2tdu8tMzpe4e79RNwbvOSjHIA5yer1q7W6N6bcTGpw3PctNrQ-/s320/new_years_ball_drop.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;i&gt;Happy Holidays and Happy New Year!&lt;/i&gt;&lt;/span&gt;&lt;div style=&quot;background-color: white; color: black; text-align: center;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;i&gt;I hope that you are all  making the most of every moment with your loved ones. 2012 will be a  wonderful year filled with possibilities. What will you do with your  potential? &lt;/i&gt;&lt;/span&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;i&gt;We had such a wonderful time getting into the holiday spirit even before leaving the break began. See a few highlights in the special video featured below. &lt;/i&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;
&lt;iframe allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;270&quot; src=&quot;http://www.youtube.com/embed/a-fmfjHbUAQ?fs=1&quot; width=&quot;480&quot;&gt;&amp;amp;amp;amp;lt;span style=&quot;background-color: rgb(204, 0, 0);&quot;&amp;amp;amp;amp;gt;&amp;amp;amp;amp;lt;span style=&quot;background-color: rgb(204, 204, 204);&quot;&amp;amp;amp;amp;gt;&amp;amp;amp;amp;lt;/span&amp;amp;amp;amp;gt;&amp;amp;amp;amp;lt;/span&amp;amp;amp;amp;gt;&lt;/iframe&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;i&gt;&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lpa4a.blogspot.com/feeds/4524716769090640067/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lpa4a.blogspot.com/2011/12/holidays-lpa.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3914794998852344527/posts/default/4524716769090640067'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3914794998852344527/posts/default/4524716769090640067'/><link rel='alternate' type='text/html' href='http://lpa4a.blogspot.com/2011/12/holidays-lpa.html' title='Season&#39;s Greetings at LPA'/><author><name>LPA4A</name><uri>http://www.blogger.com/profile/02538276375297009282</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfQNdjIAwy5IFt_ADLV_XGQm2tu17_WL_KqeK7SkME3oAs17fJuNaoCmZnCJ6FUE70fz3ZFjjLeiLgNGEP-OFqsEHuxi2tdu8tMzpe4e79RNwbvOSjHIA5yer1q7W6N6bcTGpw3PctNrQ-/s72-c/new_years_ball_drop.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3914794998852344527.post-882296130701267575</id><published>2011-12-28T05:15:00.001-08:00</published><updated>2011-12-28T05:15:55.751-08:00</updated><title type='text'>Studying Space was out of this world!</title><content type='html'>&lt;iframe src=&quot;http://www.youtube.com/embed/-UJ67Z-EzAw?fs=1&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;270&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;</content><link rel='replies' type='application/atom+xml' href='http://lpa4a.blogspot.com/feeds/882296130701267575/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lpa4a.blogspot.com/2011/12/studying-space-was-out-of-this-world.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3914794998852344527/posts/default/882296130701267575'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3914794998852344527/posts/default/882296130701267575'/><link rel='alternate' type='text/html' href='http://lpa4a.blogspot.com/2011/12/studying-space-was-out-of-this-world.html' title='Studying Space was out of this world!'/><author><name>LPA4A</name><uri>http://www.blogger.com/profile/02538276375297009282</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://img.youtube.com/vi/-UJ67Z-EzAw/default.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3914794998852344527.post-7550972708418833973</id><published>2011-12-28T05:15:00.000-08:00</published><updated>2011-12-28T05:15:13.910-08:00</updated><title type='text'>2nd Annual LPA Spelling Bee</title><content type='html'>&lt;iframe src=&quot;http://www.youtube.com/embed/wuEO5Va32LI?fs=1&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;270&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;</content><link rel='replies' type='application/atom+xml' href='http://lpa4a.blogspot.com/feeds/7550972708418833973/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lpa4a.blogspot.com/2011/12/2nd-annual-lpa-spelling-bee.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3914794998852344527/posts/default/7550972708418833973'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3914794998852344527/posts/default/7550972708418833973'/><link rel='alternate' type='text/html' href='http://lpa4a.blogspot.com/2011/12/2nd-annual-lpa-spelling-bee.html' title='2nd Annual LPA Spelling Bee'/><author><name>LPA4A</name><uri>http://www.blogger.com/profile/02538276375297009282</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://img.youtube.com/vi/wuEO5Va32LI/default.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3914794998852344527.post-5251061954676967413</id><published>2011-11-26T04:45:00.000-08:00</published><updated>2011-11-26T04:45:13.586-08:00</updated><title type='text'>The Stars and Our Solar System</title><content type='html'>Our classroom will be transformed into a museum hall as everyone brings in exhibits and demonstrations about one of the following Earth Science topics we&#39;ve studied:&lt;br /&gt;
&lt;br /&gt;
a. The number, size, color, and patterns of stars&lt;br /&gt;
b. Comparison of planets to stars to include appearance, position, and number in the night sky&lt;br /&gt;
c. An explanation of why the patterns of stars in a constellation appear in the same locations in the night sky, but planets can be seen in different locations at different times&lt;br /&gt;
d. The use of technology for observing distant objects in the sky&lt;br /&gt;
e. Day/night cycle of the Earth&lt;br /&gt;
f. Sequences of the phases of Earth’s moon&lt;br /&gt;
g. Revolution of the Earth around the sun and the Earth’s tilt to explain seasonal changes&lt;br /&gt;
h. Relative size and order from the sun of the planets in the solar system&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;&lt;i&gt;&lt;b&gt;Can&#39;t wait to see all the creative intelligence behind every display!&lt;/b&gt;&lt;/i&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lpa4a.blogspot.com/feeds/5251061954676967413/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lpa4a.blogspot.com/2011/11/stars-and-our-solar-system.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3914794998852344527/posts/default/5251061954676967413'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3914794998852344527/posts/default/5251061954676967413'/><link rel='alternate' type='text/html' href='http://lpa4a.blogspot.com/2011/11/stars-and-our-solar-system.html' title='The Stars and Our Solar System'/><author><name>LPA4A</name><uri>http://www.blogger.com/profile/02538276375297009282</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3914794998852344527.post-7899571084621719920</id><published>2011-11-15T06:43:00.000-08:00</published><updated>2011-11-15T06:43:41.906-08:00</updated><title type='text'>Kindness in the Classroom</title><content type='html'>&lt;iframe height=&quot;270&quot; src=&quot;http://www.youtube.com/embed/UqsYq2EhRzw?fs=1&quot; frameborder=&quot;0&quot; width=&quot;480&quot; allowfullscreen=&quot;&quot;&gt;&lt;/iframe&gt;This is DCSS&#39;s random acts of kindness month. Ask you child how we are showing kindness to others and changing our community, one person at a time.</content><link rel='replies' type='application/atom+xml' href='http://lpa4a.blogspot.com/feeds/7899571084621719920/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lpa4a.blogspot.com/2011/11/kindness-in-classroom.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3914794998852344527/posts/default/7899571084621719920'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3914794998852344527/posts/default/7899571084621719920'/><link rel='alternate' type='text/html' href='http://lpa4a.blogspot.com/2011/11/kindness-in-classroom.html' title='Kindness in the Classroom'/><author><name>LPA4A</name><uri>http://www.blogger.com/profile/02538276375297009282</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://img.youtube.com/vi/UqsYq2EhRzw/default.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3914794998852344527.post-6841684112827096065</id><published>2011-11-09T16:23:00.000-08:00</published><updated>2011-11-09T16:23:52.536-08:00</updated><title type='text'>Harvest Festival</title><content type='html'>&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;float: right; margin-left: 1em; text-align: right;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;img alt=&quot;&quot; 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&quot; style=&quot;margin-left: auto; margin-right: auto;&quot; /&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Time to celebrate the results of our hard work and dedication. It&#39;s time  for our first annual Harvest Festival! Our class will host a freeze  dancing booth and we need your help. Parent volunteers will man the  booths as teachers and students visit the various activities. If you can  stop/start a cd player and stomach silly dancers, we invite you to join  the fun. Please contact Ms. Penn to RSVP.&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;</content><link rel='replies' type='application/atom+xml' href='http://lpa4a.blogspot.com/feeds/6841684112827096065/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lpa4a.blogspot.com/2011/11/harvest-festival.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3914794998852344527/posts/default/6841684112827096065'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3914794998852344527/posts/default/6841684112827096065'/><link rel='alternate' type='text/html' href='http://lpa4a.blogspot.com/2011/11/harvest-festival.html' title='Harvest Festival'/><author><name>LPA4A</name><uri>http://www.blogger.com/profile/02538276375297009282</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry></feed>