tag:blogger.com,1999:blog-22541269748374226802024-03-14T11:17:46.383-07:00AES Middle YearsAESMYhttp://www.blogger.com/profile/09482865030909974510noreply@blogger.comBlogger55125tag:blogger.com,1999:blog-2254126974837422680.post-22725108093869102602014-05-07T13:39:00.000-07:002014-05-07T13:39:06.423-07:007/8 ELAJust an update on the Grade 7/8's current ELA. We have read a short novel, Loon Island, by Donna Gamache and are excited to have her visiting us next week! I was BEGGED everyday to READ MORE of this novel to them! We have also started another new novel, Touching Spirit Bear, that is just as interesting as the last two!<div>
<br /></div>
<div>
Many in our class expressed interest in looking for summer jobs. As a result, we are learning how to write professional resumes & cover letters. Students may be bringing an outline home to go over with parents if they feel they are missing something or needing help with some dates or ideas. </div>
<div>
<br /></div>
<div>
With our school days quickly dwindling, we will have to be reading and writing machines from now until the end! :)</div>
AESMYhttp://www.blogger.com/profile/09482865030909974510noreply@blogger.com0tag:blogger.com,1999:blog-2254126974837422680.post-41995731554538727972014-04-22T14:28:00.001-07:002014-04-22T14:28:10.618-07:00Artist in the SchoolWe have an Artist in the School coming the last week in April! She is going to try and incorporate e<span style="font-family: 'Times New Roman', serif; font-size: 16px;">nvironmental sustainability and responsibility, as well as social justice into her activities with the kids and is asking that everyone collect </span><span style="font-family: 'Times New Roman', serif; font-size: 16px;">plastic bottles (dish soap, pop, windex etc., milk containers,sour cream and yogurt containers..) to bring to use.</span><div>
<span style="font-family: 'Times New Roman', serif; font-size: 16px;">Thanks!</span></div>
AESMYhttp://www.blogger.com/profile/09482865030909974510noreply@blogger.com0tag:blogger.com,1999:blog-2254126974837422680.post-65784514287629269952014-04-22T14:25:00.001-07:002014-04-22T14:25:18.755-07:007/8 ELA Due Dates: <br />
<div>
Tomorrow, Wednesday, April 23 - Character Sketch (about half are already handed in)<br />
<div>
Monday, April 28th - Commemorative Stamp </div>
</div>
<div>
<br /></div>
<div>
<br /></div>
AESMYhttp://www.blogger.com/profile/09482865030909974510noreply@blogger.com0tag:blogger.com,1999:blog-2254126974837422680.post-62778810010004058982014-04-16T10:54:00.004-07:002014-04-16T10:54:48.576-07:00Quiz Tuesday April 22nd in Science
<br />
<div class="MsoNormal" style="margin: 0in 0in 8pt;">
<span style="font-family: "Comic Sans MS"; font-size: 14pt; line-height: 107%;">Quiz Review<o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="margin: 0in 0in 8pt;">
<span style="font-family: "Comic Sans MS"; font-size: 14pt; line-height: 107%;"><o:p> </o:p></span></div>
<br />
<div class="MsoNormal" style="margin: 0in 0in 8pt;">
<span style="font-family: "Comic Sans MS"; font-size: 14pt; line-height: 107%;">Know and be able to label the rock cycle – you may have to
describe it.<o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="margin: 0in 0in 8pt;">
<span style="font-family: "Comic Sans MS"; font-size: 14pt; line-height: 107%;">Define: <o:p></o:p></span></div>
<br />
<div class="MsoListParagraphCxSpFirst" style="margin: 0in 0in 0pt 0.5in; mso-list: l0 level1 lfo1; text-indent: -0.25in;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 14pt; line-height: 107%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 14pt; line-height: 107%;">Rock<o:p></o:p></span></div>
<br />
<div class="MsoListParagraphCxSpMiddle" style="margin: 0in 0in 0pt 0.5in; mso-list: l0 level1 lfo1; text-indent: -0.25in;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 14pt; line-height: 107%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 14pt; line-height: 107%;">Mineral<o:p></o:p></span></div>
<br />
<div class="MsoListParagraphCxSpMiddle" style="margin: 0in 0in 0pt 0.5in; mso-list: l0 level1 lfo1; text-indent: -0.25in;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 14pt; line-height: 107%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 14pt; line-height: 107%;">Chemical weathering<o:p></o:p></span></div>
<br />
<div class="MsoListParagraphCxSpMiddle" style="margin: 0in 0in 0pt 0.5in; mso-list: l0 level1 lfo1; text-indent: -0.25in;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 14pt; line-height: 107%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 14pt; line-height: 107%;">Mechanical weathering<o:p></o:p></span></div>
<br />
<div class="MsoListParagraphCxSpMiddle" style="margin: 0in 0in 0pt 0.5in; mso-list: l0 level1 lfo1; text-indent: -0.25in;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 14pt; line-height: 107%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 14pt; line-height: 107%;">Biological weathering<o:p></o:p></span></div>
<br />
<div class="MsoListParagraphCxSpMiddle" style="margin: 0in 0in 0pt 0.5in; mso-list: l0 level1 lfo1; text-indent: -0.25in;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 14pt; line-height: 107%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 14pt; line-height: 107%;">Erosion<o:p></o:p></span></div>
<br />
<div class="MsoListParagraphCxSpLast" style="margin: 0in 0in 8pt 0.5in; mso-list: l0 level1 lfo1; text-indent: -0.25in;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 14pt; line-height: 107%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 14pt; line-height: 107%;">Deposition<o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="margin: 0in 0in 8pt;">
<span style="font-family: "Comic Sans MS"; font-size: 14pt; line-height: 107%;"><o:p> </o:p></span></div>
<br />
<div class="MsoNormal" style="margin: 0in 0in 8pt;">
<span style="font-family: "Comic Sans MS"; font-size: 14pt; line-height: 107%;">Explain 2 of the following – If you can explain how it is
relevant to Manitoba all the better!<o:p></o:p></span></div>
<br />
<div class="MsoListParagraphCxSpFirst" style="margin: 0in 0in 0pt 0.5in; mso-list: l0 level1 lfo1; text-indent: -0.25in;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 14pt; line-height: 107%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 14pt; line-height: 107%;">Core sampling<o:p></o:p></span></div>
<br />
<div class="MsoListParagraphCxSpMiddle" style="margin: 0in 0in 0pt 0.5in; mso-list: l0 level1 lfo1; text-indent: -0.25in;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 14pt; line-height: 107%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 14pt; line-height: 107%;">Diamond drilling<o:p></o:p></span></div>
<br />
<div class="MsoListParagraphCxSpMiddle" style="margin: 0in 0in 0pt 0.5in; mso-list: l0 level1 lfo1; text-indent: -0.25in;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 14pt; line-height: 107%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 14pt; line-height: 107%;">Fossil fuels<o:p></o:p></span></div>
<br />
<div class="MsoListParagraphCxSpMiddle" style="margin: 0in 0in 0pt 0.5in; mso-list: l0 level1 lfo1; text-indent: -0.25in;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 14pt; line-height: 107%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 14pt; line-height: 107%;">Geothermal<o:p></o:p></span></div>
<br />
<div class="MsoListParagraphCxSpMiddle" style="margin: 0in 0in 0pt 0.5in; mso-list: l0 level1 lfo1; text-indent: -0.25in;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 14pt; line-height: 107%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 14pt; line-height: 107%;">Heat exchanges<o:p></o:p></span></div>
<br />
<div class="MsoListParagraphCxSpLast" style="margin: 0in 0in 8pt 0.5in; mso-list: l0 level1 lfo1; text-indent: -0.25in;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 14pt; line-height: 107%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-family: "Comic Sans MS"; font-size: 14pt; line-height: 107%;">Petroleum<o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="margin: 0in 0in 8pt;">
<span style="font-family: "Comic Sans MS"; font-size: 14pt; line-height: 107%;">Bonus: <o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="margin: 0in 0in 8pt;">
<span style="font-family: "Comic Sans MS"; font-size: 14pt; line-height: 107%;">What makes Manitoba rock makes it easy to extract oil from the
ground<o:p></o:p></span></div>
AESMYhttp://www.blogger.com/profile/09482865030909974510noreply@blogger.com0tag:blogger.com,1999:blog-2254126974837422680.post-82423759668822559482014-04-16T10:21:00.002-07:002014-04-16T10:21:36.539-07:00MCI Wellness FairThe grade 7/8 class is lucky enough to be going to MCI tomorrow at 1:15 as part of the Wellness Fair to see an amazing speaker, Robb Nash. He has rave reviews and we are very excited they have this opportunity to see him. You can learn more about him at his website : <a href="http://robbnash.com/index.html">http://robbnash.com/index.html</a>AESMYhttp://www.blogger.com/profile/09482865030909974510noreply@blogger.com0tag:blogger.com,1999:blog-2254126974837422680.post-87593636795425623752014-03-20T12:48:00.002-07:002014-03-20T12:48:30.226-07:006-8 Science AssignmentJust a quick note for any parents or students who don't have their science done and don't have the assignment at home to finish. Here is a copy!<br />
<br /><br />
<br /><br />
<div align="center" style="margin: 0in 0in 0pt; mso-pagination: none; text-align: center;">
<span style="font-family: "Comic Sans MS"; font-size: 18pt; line-height: 115%; mso-bidi-font-family: "Comic Sans MS"; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Comic Sans MS";">Earthquakes, Volcanoes & Mountains</span></div>
<br /><br />
<div align="center" style="margin: 0in 0in 0pt; mso-pagination: none; text-align: center;">
<span style="font-family: "Comic Sans MS"; font-size: 18pt; line-height: 115%; mso-bidi-font-family: "Comic Sans MS"; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Comic Sans MS";">Layered Curriculum</span></div>
<br /><br />
<div align="center">
<table border="1" cellpadding="0" cellspacing="0" style="border-collapse: collapse; border-image: none; border: currentColor; mso-border-alt: solid black 1.0pt; mso-border-insideh: 1.0pt solid black; mso-border-insidev: 1.0pt solid black; mso-padding-alt: 0in .5pt 0in .5pt; mso-table-layout-alt: fixed; width: 624px;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="background-color: transparent; border-image: none; border: 1pt solid black; padding: 5pt; width: 6.5in;" valign="top" width="624">
<div style="line-height: normal; margin: 0in 0in 0pt; mso-pagination: none;">
<span style="font-family: "Comic Sans MS"; font-size: 10pt; mso-bidi-font-family: "Comic Sans MS"; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Comic Sans MS";">7-4-14
- Explain geological process and events using the theory of plate tectonics.
Include : mountain formation, earthquakes, volcanoes</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1; mso-yfti-lastrow: yes;">
<td style="background-color: transparent; border-color: rgb(0, 0, 0) black black; border-image: none; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-top-alt: solid black 1.0pt; padding: 5pt; width: 6.5in;" valign="top" width="624">
<div style="line-height: normal; margin: 0in 0in 0pt; mso-pagination: none;">
<span style="font-family: "Comic Sans MS"; font-size: 10pt; mso-bidi-font-family: "Comic Sans MS"; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Comic Sans MS";">7-4-15
- Identify specialized careers involving the study of the Earth’s crust or
the utilization of geological resources, and give examples of technologies
used in each. Examples :geophysicist, seismologist, volcanologist, farmer</span></div>
</td>
</tr>
</tbody></table>
</div>
<br /><br />
<div align="center" style="margin: 0in 0in 0pt; mso-pagination: none; text-align: center;">
<span style="font-family: Arial;"> </span></div>
<br /><br />
<div style="margin: 0in 0in 0pt; mso-pagination: none;">
<span style="font-family: "Comic Sans MS"; font-size: 14pt; line-height: 115%; mso-bidi-font-family: "Comic Sans MS"; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Comic Sans MS";">To
complete the following assignment students may use a variety of ways to access
information.<span style="mso-spacerun: yes;"> </span>You may sit in class during
lecture, watch the videos, use the resources in the textbooks and/ or research
information in books or the internet.</span></div>
<br /><br />
<div style="margin: 0in 0in 0pt; mso-pagination: none;">
<span style="font-family: Arial;"> </span></div>
<br /><br />
<div style="margin: 0in 0in 0pt; mso-pagination: none;">
<span style="font-family: "Comic Sans MS"; font-size: 14pt; line-height: 115%; mso-bidi-font-family: "Comic Sans MS"; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Comic Sans MS";">The
teacher will let students know each class what topics will be covered so
students will know what information they can gain.</span></div>
<br /><br />
<div style="margin: 0in 0in 0pt; mso-pagination: none;">
<span style="font-family: Arial;"> </span></div>
<br /><br />
<div style="margin: 0in 0in 0pt; mso-pagination: none;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Comic Sans MS"; font-size: 14pt; line-height: 115%; mso-bidi-font-family: "Comic Sans MS"; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Comic Sans MS";">Students will be required to orally
defend their answers when asked.</span></b></div>
<br /><br />
<div style="margin: 0in 0in 0pt; mso-pagination: none;">
<span style="font-family: Arial;"> </span></div>
<br /><br />
<div style="margin: 0in 0in 0pt; mso-pagination: none;">
<u><span style="font-family: "Comic Sans MS"; font-size: 14pt; line-height: 115%; mso-bidi-font-family: "Comic Sans MS"; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Comic Sans MS";">Level
C (50 points)</span></u></div>
<br /><br />
<div style="margin: 0in 0in 0pt; mso-pagination: none;">
<span style="font-family: Arial;"> </span></div>
<br /><br />
<div style="margin: 0in 0in 0pt; mso-pagination: none;">
<span style="font-family: "Comic Sans MS"; font-size: 14pt; line-height: 115%; mso-bidi-font-family: "Comic Sans MS"; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Comic Sans MS";">1.
(15 marks) - Create vocabulary definitions for the following terms, using
flashcards or other format; mountains, volcanoes, earthquakes, seismographs,
Richter scale, shock wave, epicenter, seismologist, volcanologist, fault line,
primary wave, secondary wave, ring of fire, pyroclastic flow, and magnitude.</span></div>
<br /><br />
<div style="margin: 0in 0in 0pt; mso-pagination: none;">
<span style="font-family: Arial;"> </span></div>
<br /><br />
<div style="margin: 0in 0in 0pt; mso-pagination: none;">
<span style="font-family: "Comic Sans MS"; font-size: 14pt; line-height: 115%; mso-bidi-font-family: "Comic Sans MS"; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Comic Sans MS";">2.
(10 marks) - Describe how mountains are formed. In your description explain fold,
dome, and block mountains. Include pictures to help in your explanation. You
may use powerpoint, paragraph, or a poster to help illustrate.</span></div>
<br /><br />
<div style="margin: 0in 0in 0pt; mso-pagination: none;">
<span style="font-family: "Comic Sans MS"; font-size: 14pt; line-height: 115%; mso-bidi-font-family: "Comic Sans MS"; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Comic Sans MS";">www.hubpages.com/hub/Types-and-Formation-of-Mountains-For-Kids</span></div>
<br /><br />
<div style="margin: 0in 0in 0pt; mso-pagination: none;">
<span style="font-family: Arial;"> </span></div>
<br /><br />
<div style="margin: 0in 0in 0pt; mso-pagination: none;">
<span style="font-family: Arial;"> </span></div>
<br /><br />
<div style="margin: 0in 0in 0pt; mso-pagination: none;">
<span style="font-family: "Comic Sans MS"; font-size: 14pt; line-height: 115%; mso-bidi-font-family: "Comic Sans MS"; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Comic Sans MS";">3.
(10 marks) - Create a chart that explains the formation of cinder cone, shield,
and composite volcanoes. Include pictures to help in your explanation. You may
use powerpoint, paragraph or a poster to help illustrate.</span></div>
<br /><br />
<div style="margin: 0in 0in 0pt; mso-pagination: none;">
<span style="font-family: "Comic Sans MS"; font-size: 14pt; line-height: 115%; mso-bidi-font-family: "Comic Sans MS"; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Comic Sans MS";">Library.thinkquest.org/17457/volcanoes/types.php</span></div>
<br /><br />
<div style="margin: 0in 0in 0pt; mso-pagination: none;">
<span style="font-family: Arial;"> </span></div>
<br /><br />
<div style="margin: 0in 0in 0pt; mso-pagination: none;">
<span style="font-family: "Comic Sans MS"; font-size: 14pt; line-height: 115%; mso-bidi-font-family: "Comic Sans MS"; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Comic Sans MS";">4.
(5 marks) - Draw a cross section of the mid-ocean ridge, provide 2 cool facts
about it and indicate where volcanoes may occur.</span></div>
<br /><br />
<div style="margin: 0in 0in 0pt; mso-pagination: none;">
<span style="font-family: "Comic Sans MS"; font-size: 14pt; line-height: 115%; mso-bidi-font-family: "Comic Sans MS"; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Comic Sans MS";">Www.classroomatsea.net/general_science/plate_tectonics/oceanic_constr.html</span></div>
<br /><br />
<div style="margin: 0in 0in 0pt; mso-pagination: none;">
<span style="font-family: Arial;"> </span></div>
<br /><br />
<div style="margin: 0in 0in 0pt; mso-pagination: none;">
<span style="font-family: "Comic Sans MS"; font-size: 14pt; line-height: 115%; mso-bidi-font-family: "Comic Sans MS"; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Comic Sans MS";">5.
(10 marks) - Explain how earthquakes occur and what happens under the ground as
well as on top of the surface during an earthquake. Where do earthquakes tend
to occur? Why do earthquakes occur in these areas? You may use a map to help
you answer your question.</span></div>
<br /><br />
<div style="margin: 0in 0in 0pt; mso-pagination: none;">
<span style="font-family: "Comic Sans MS"; font-size: 14pt; line-height: 115%; mso-bidi-font-family: "Comic Sans MS"; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Comic Sans MS";"><span style="mso-tab-count: 1;"> </span>a. Include an explanation on the
tectonic plates movement.</span></div>
<br /><br />
<div style="margin: 0in 0in 0pt; mso-pagination: none;">
<span style="font-family: "Comic Sans MS"; font-size: 14pt; line-height: 115%; mso-bidi-font-family: "Comic Sans MS"; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Comic Sans MS";"><span style="mso-tab-count: 1;"> </span>b. How the pressure is released and what
happens to the released pressure.</span></div>
<br /><br />
<div style="margin: 0in 0in 0pt; mso-pagination: none;">
<span style="font-family: Arial;"> </span></div>
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: Arial; mso-fareast-language: EN-US;">
</span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: Arial; mso-fareast-language: EN-US;">
</span><br />
<div style="margin: 0in 0in 0pt; mso-pagination: none;">
<u><span style="font-family: "Comic Sans MS"; font-size: 14pt; line-height: 115%; mso-bidi-font-family: "Comic Sans MS"; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Comic Sans MS";">Level
B (20 marks)</span></u></div>
<br /><br />
<div style="margin: 0in 0in 0pt; mso-pagination: none;">
<span style="font-family: "Comic Sans MS"; font-size: 14pt; line-height: 115%; mso-bidi-font-family: "Comic Sans MS"; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Comic Sans MS";">You
are required to only complete 15 marks worth from the questions below.</span></div>
<br /><br />
<div style="margin: 0in 0in 0pt; mso-pagination: none;">
<span style="font-family: Arial;"> </span></div>
<br /><br />
<div style="margin: 0in 0in 0pt; mso-pagination: none;">
<span style="font-family: "Comic Sans MS"; font-size: 14pt; line-height: 115%; mso-bidi-font-family: "Comic Sans MS"; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Comic Sans MS";">1.
(5 marks) How does a building’s design affect its ability to withstand an
earthquake? Use playing cards or sugar cubes to answer this question.</span></div>
<br /><br />
<div style="margin: 0in 0in 0pt; mso-pagination: none;">
<span style="font-family: Arial;"> </span></div>
<br /><br />
<div style="margin: 0in 0in 0pt; mso-pagination: none;">
<span style="font-family: "Comic Sans MS"; font-size: 14pt; line-height: 115%; mso-bidi-font-family: "Comic Sans MS"; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Comic Sans MS";">2.
(5 marks) You are living in a town in the path of an active volcano. Explain
what is going through your mind. What would the countryside look like and
explain what you evacuation plan be?</span></div>
<br /><br />
<div style="margin: 0in 0in 0pt; mso-pagination: none;">
<span style="font-family: Arial;"> </span></div>
<br /><br />
<div style="margin: 0in 0in 0pt; mso-pagination: none;">
<span style="font-family: "Comic Sans MS"; font-size: 14pt; line-height: 115%; mso-bidi-font-family: "Comic Sans MS"; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Comic Sans MS";">3.
(10 marks) Imagine yourself as a seismologist and you are going to explain how
a seismograph works and why it is important to understand plate movement to
keep people safe to a group of young children.</span></div>
<br /><br />
<div style="margin: 0in 0in 0pt; mso-pagination: none;">
<span style="font-family: "Comic Sans MS"; font-size: 14pt; line-height: 115%; mso-bidi-font-family: "Comic Sans MS"; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Comic Sans MS";">4.
(15 marks) Find a world map and label the location of where the 1994 earthquake
took place in Los Angeles. Along what fault line did it occur?<span style="mso-spacerun: yes;"> </span>What was the magnitude and duration of the
quake? Was the quake caused by the tectonic plates converging, diverging, or
subduction? How much devastation occurred as a result of this earthquake?
Explain how this earthquake affected the people in the region.</span></div>
<br /><br />
<div style="margin: 0in 0in 0pt; mso-pagination: none;">
<span style="font-family: Arial;"> </span></div>
<br /><br />
<div style="margin: 0in 0in 0pt; mso-pagination: none;">
<span style="font-family: "Comic Sans MS"; font-size: 14pt; line-height: 115%; mso-bidi-font-family: "Comic Sans MS"; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Comic Sans MS";">5.
(15 marks) Watch the movie <i style="mso-bidi-font-style: normal;">Nature’s Rages
</i>on volcanoes and earthquakes and write a summary paragraph on the devastation
that is created by earthquakes and volcanoes.</span></div>
<br /><br />
<div style="margin: 0in 0in 0pt; mso-pagination: none;">
<span style="font-family: Arial;"> </span></div>
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: Arial; mso-fareast-language: EN-US;">
</span><br />
<div style="margin: 0in 0in 0pt; mso-pagination: none;">
<u><span style="font-family: "Comic Sans MS"; font-size: 14pt; line-height: 115%; mso-bidi-font-family: "Comic Sans MS"; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Comic Sans MS";">Level
A (20 marks)</span></u></div>
<br /><br />
<div style="margin: 0in 0in 0pt; mso-pagination: none;">
<span style="font-family: Arial;"> </span></div>
<br /><br />
<div style="margin: 0in 0in 0pt; mso-pagination: none;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Comic Sans MS"; font-size: 14pt; line-height: 115%; mso-bidi-font-family: "Comic Sans MS"; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Comic Sans MS";">Do one of the following questions. A
poster, powerpoint, Touchcast/ regular video, or essay format can be used.</span></b></div>
<br /><br />
<div style="margin: 0in 0in 0pt; mso-pagination: none;">
<span style="font-family: Arial;"> </span></div>
<br /><br />
<div style="margin: 0in 0in 0pt; mso-pagination: none;">
<span style="font-family: "Comic Sans MS"; font-size: 14pt; line-height: 115%; mso-bidi-font-family: "Comic Sans MS"; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Comic Sans MS";">1.
Create newspaper articles as if you were one of the journalists writing on the
major volcanic of Mount Pinatubo. You must include important facts, dates, type
of eruption, and a detailed summary of events over the course of the month. You
should have at least 5 articles that follow the story.</span></div>
<br /><br />
<div style="margin: 0in 0in 0pt; mso-pagination: none;">
<span style="font-family: Arial;"> </span></div>
<br /><br />
<div style="margin: 0in 0in 0pt; mso-pagination: none;">
<span style="font-family: "Comic Sans MS"; font-size: 14pt; line-height: 115%; mso-bidi-font-family: "Comic Sans MS"; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Comic Sans MS";">2.
Research and create an emergency evacuation/ response plan for a city in an
earthquake or volcano zone.</span></div>
<br /><br />
<div style="margin: 0in 0in 0pt; mso-pagination: none;">
<span style="font-family: Arial;"> </span></div>
<br /><br />
<div style="margin: 0in 0in 0pt; mso-pagination: none;">
<span style="font-family: "Comic Sans MS"; font-size: 14pt; line-height: 115%; mso-bidi-font-family: "Comic Sans MS"; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Comic Sans MS";">3.
Should insurance companies be required to insure homes that are built on
earthquake zones or active volcanoes? Explain your point of view and make sure
you provide supportive information (facts).</span></div>
<br /><br />
<div style="margin: 0in 0in 0pt; mso-pagination: none;">
<span style="font-family: Arial;"> </span></div>
<br /><br />
<div style="margin: 0in 0in 0pt; mso-pagination: none;">
<u><span style="font-family: "Comic Sans MS"; font-size: 14pt; line-height: 115%; mso-bidi-font-family: "Comic Sans MS"; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Comic Sans MS";">Design
Process (20 marks)</span></u></div>
<br /><br />
<div style="margin: 0in 0in 0pt; mso-pagination: none;">
<span style="font-family: Arial;"> </span></div>
<br /><br />
<div style="margin: 0in 0in 0pt; mso-pagination: none;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Comic Sans MS"; font-size: 14pt; line-height: 115%; mso-bidi-font-family: "Comic Sans MS"; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Comic Sans MS";">Do one of the following projects</span></b></div>
<br /><br />
<div style="margin: 0in 0in 0pt; mso-pagination: none;">
<span style="font-family: "Comic Sans MS"; font-size: 14pt; line-height: 115%; mso-bidi-font-family: "Comic Sans MS"; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Comic Sans MS";">1.
Build an earthquake resistant building.</span></div>
<br /><br />
<div style="margin: 0in 0in 0pt; mso-pagination: none;">
<span style="font-family: "Comic Sans MS"; font-size: 14pt; line-height: 115%; mso-bidi-font-family: "Comic Sans MS"; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Comic Sans MS";"><span style="mso-tab-count: 1;"> </span>a. Your building must be at least 50 cm
tall.</span></div>
<br /><br />
<div style="margin: 0in 0in 0pt; mso-pagination: none;">
<span style="font-family: "Comic Sans MS"; font-size: 14pt; line-height: 115%; mso-bidi-font-family: "Comic Sans MS"; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Comic Sans MS";"><span style="mso-tab-count: 1;"> </span>b. The only materials that can be used
are: Styrofoam, popsicle sticks, straws, cardboard, paper, string, thumbtacks,
elastic bands, paper clips, toothpicks and glue</span></div>
<br /><br />
<div style="margin: 0in 0in 0pt; mso-pagination: none;">
<span style="font-family: "Comic Sans MS"; font-size: 14pt; line-height: 115%; mso-bidi-font-family: "Comic Sans MS"; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Comic Sans MS";"><span style="mso-tab-count: 1;"> </span>c. No tape can be used.</span></div>
<br /><br />
<div style="margin: 0in 0in 0pt; mso-pagination: none;">
<span style="font-family: Arial;"> </span></div>
<br /><br />
<div style="margin: 0in 0in 0pt; mso-pagination: none;">
<span style="font-family: "Comic Sans MS"; font-size: 14pt; line-height: 115%; mso-bidi-font-family: "Comic Sans MS"; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Comic Sans MS";">You
must explain why you designed the structure the way that you did. Explain any
special features and state why you used the materials that you did. (Ex. used
styrofoam because it absorbs the shaking force.)</span></div>
<br /><br />
<div style="margin: 0in 0in 0pt; mso-pagination: none;">
<span style="font-family: Arial;"> </span></div>
<br /><br />
<div style="margin: 0in 0in 0pt; mso-pagination: none;">
<span style="font-family: "Comic Sans MS"; font-size: 14pt; line-height: 115%; mso-bidi-font-family: "Comic Sans MS"; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Comic Sans MS";">2.
Design a model to explain one of the following things.</span></div>
<br /><br />
<div style="margin: 0in 0in 0pt; mso-pagination: none;">
<span style="font-family: "Comic Sans MS"; font-size: 14pt; line-height: 115%; mso-bidi-font-family: "Comic Sans MS"; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Comic Sans MS";"><span style="mso-tab-count: 1;"> </span>a. The theory of plate tectonics</span></div>
<br /><br />
<div style="margin: 0in 0in 0pt; mso-pagination: none;">
<span style="font-family: "Comic Sans MS"; font-size: 14pt; line-height: 115%; mso-bidi-font-family: "Comic Sans MS"; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Comic Sans MS";"><span style="mso-tab-count: 1;"> </span>b. Mountain formations</span></div>
<br /><br />
<div style="margin: 0in 0in 0pt; mso-pagination: none;">
<span style="font-family: "Comic Sans MS"; font-size: 14pt; line-height: 115%; mso-bidi-font-family: "Comic Sans MS"; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Comic Sans MS";"><span style="mso-tab-count: 1;"> </span>c. Earthquakes</span></div>
<br /><br />
<div style="margin: 0in 0in 0pt; mso-pagination: none;">
<span style="font-family: Arial;"> </span></div>
<br /><br />
<div style="margin: 0in 0in 0pt; mso-pagination: none;">
<span style="font-family: "Comic Sans MS"; font-size: 14pt; line-height: 115%; mso-bidi-font-family: "Comic Sans MS"; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Comic Sans MS";">You
must video yourself explaining the concept using your model. You can either
“build the model” or create graphics on the computer to show what happens.</span></div>
<br />AESMYhttp://www.blogger.com/profile/09482865030909974510noreply@blogger.com0tag:blogger.com,1999:blog-2254126974837422680.post-36200363968560160942014-03-07T13:54:00.000-08:002014-03-07T13:54:08.377-08:00Science Quiz Thursday March 13Here is the science quiz outline and study guide for those of who will be starting to studying this weekend.<br />
<br /><br />
<div align="center" style="margin: 0in 0in 8pt; text-align: center;">
<span style="font-family: "Comic Sans MS";">Science Test Outline</span></div>
<br /><br />
<div align="center" style="margin: 0in 0in 8pt; text-align: center;">
<span style="font-family: "Comic Sans MS";">The Earth’s Crust</span></div>
<br /><br />
<div style="margin: 0in 0in 8pt;">
<span style="font-family: "Comic Sans MS";"> </span></div>
<br /><br />
<ol style="direction: ltr; list-style-type: decimal;">
<li style="color: black; font-family: "Comic Sans MS"; font-size: 11pt; font-style: normal; font-weight: normal;"><div style="color: black; font-family: "Calibri","sans-serif"; font-size: 11pt; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0in; mso-list: l0 level1 lfo1;">
<span style="font-family: "Comic Sans MS";"><span style="mso-spacerun: yes;"> </span>Layers of the Earth – label diagram, thickest?
Thinnest?</span></div>
</li>
<li style="color: black; font-family: "Comic Sans MS"; font-size: 11pt; font-style: normal; font-weight: normal;"><div style="color: black; font-family: "Calibri","sans-serif"; font-size: 11pt; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0in; mso-list: l0 level1 lfo1;">
<span style="font-family: "Comic Sans MS";">Continental Drift / Alfred Wegener – 3
types of evidence</span></div>
</li>
<li style="color: black; font-family: "Comic Sans MS"; font-size: 11pt; font-style: normal; font-weight: normal;"><div style="color: black; font-family: "Calibri","sans-serif"; font-size: 11pt; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0in; mso-list: l0 level1 lfo1;">
<span style="font-family: "Comic Sans MS";">The Theory of Plate Tectonics </span></div>
</li>
<li style="color: black; font-family: "Comic Sans MS"; font-size: 11pt; font-style: normal; font-weight: normal;"><div style="color: black; font-family: "Calibri","sans-serif"; font-size: 11pt; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0in; mso-list: l0 level1 lfo1;">
<span style="font-family: "Comic Sans MS";">Role of technology in development of plate
tectonics</span></div>
</li>
<li style="color: black; font-family: "Comic Sans MS"; font-size: 11pt; font-style: normal; font-weight: normal;"><div style="color: black; font-family: "Calibri","sans-serif"; font-size: 11pt; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0in; mso-list: l0 level1 lfo1;">
<span style="font-family: "Comic Sans MS";">Vocabulary – ring of fire, magnitude, fault
line, Richter scale, epicenter, pyroclastic flow</span></div>
</li>
<li style="color: black; font-family: "Comic Sans MS"; font-size: 11pt; font-style: normal; font-weight: normal;"><div style="color: black; font-family: "Calibri","sans-serif"; font-size: 11pt; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0in; mso-list: l0 level1 lfo1;">
<span style="font-family: "Comic Sans MS";">Mountain formation – fold, dome and fault
block</span></div>
</li>
<li style="color: black; font-family: "Comic Sans MS"; font-size: 11pt; font-style: normal; font-weight: normal;"><div style="color: black; font-family: "Calibri","sans-serif"; font-size: 11pt; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0in; mso-list: l0 level1 lfo1;">
<span style="font-family: "Comic Sans MS";">Types of volcanoes – cinder cone, shield,
composite</span></div>
</li>
<li style="color: black; font-family: "Comic Sans MS"; font-size: 11pt; font-style: normal; font-weight: normal;"><div style="color: black; font-family: "Calibri","sans-serif"; font-size: 11pt; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0in; mso-list: l0 level1 lfo1;">
<span style="font-family: "Comic Sans MS";">Mid-ocean ridge – be able to explain the
diagram</span></div>
</li>
<li style="color: black; font-family: "Comic Sans MS"; font-size: 11pt; font-style: normal; font-weight: normal;"><div style="color: black; font-family: "Calibri","sans-serif"; font-size: 11pt; font-style: normal; font-weight: normal; margin-bottom: 8pt; margin-top: 0in; mso-list: l0 level1 lfo1;">
<span style="font-family: "Comic Sans MS";">What causes an earthquake?</span></div>
</li>
</ol>
<br />AESMYhttp://www.blogger.com/profile/09482865030909974510noreply@blogger.com0tag:blogger.com,1999:blog-2254126974837422680.post-22617628306799415032014-03-07T07:59:00.001-08:002014-03-07T07:59:15.186-08:00Art Reflection & JournalJust a reminder to all grade 6/7 and 7/8 students that their art reflection (one page, quick questions) was due this week. If you have not yet done it, finish for homework and hand it in on Monday!<br /><br />Also, for grade 7/8s, your one page journal reflection (from our novel) on heroes will be due on Monday. You will have only 25 minutes to work on it on Monday so make sure you have enough done to finish up in that time. <br />{It is: What is your definition of a hero? (You may also write who your hero is and why in this part). Do you think Ponyboy, Johnny & Dally are heroes? Explain why or why not.)}<br /><br />Have a great weekend! It might start to feel like spring! :)AESMYhttp://www.blogger.com/profile/09482865030909974510noreply@blogger.com0tag:blogger.com,1999:blog-2254126974837422680.post-32140131863706312892014-02-28T12:49:00.001-08:002014-02-28T12:49:25.270-08:007/8 ELA Newspaper Article The students have started to write a newspaper article on an event that happened in our novel, The Outsiders. They need to have a rough copy of the article done for Monday so we can revise them to make them better, edit them and then type a good copy into a website that will turn them into an actual newspaper article. <br />Have a great weekend, keep warm!AESMYhttp://www.blogger.com/profile/09482865030909974510noreply@blogger.com0tag:blogger.com,1999:blog-2254126974837422680.post-12653014540521829552014-02-13T10:55:00.003-08:002014-02-13T10:55:53.124-08:00Grade 7/8 ELAJust wanted to write a little update on what the grade 7/8s are currently working on in ELA. We have started a novel study on The Outsiders. To gain a little background information to help us better understand the novel's setting, they have been working on a 1960s webquest to find out about the economy, fashion, music, etc. of the 60s. <br /><br />In writing, we have just begun a persuasive essay-the dreaded e-word! We looked at a sample yesterday to show that writing an essay really is not scary and they just got started on a little bit of pre-research for them. AESMYhttp://www.blogger.com/profile/09482865030909974510noreply@blogger.com0tag:blogger.com,1999:blog-2254126974837422680.post-10415753897477764972014-02-06T10:59:00.002-08:002014-02-06T10:59:19.692-08:006-8 Science Links and Video sites!<b style="font-weight: normal;"></b><div dir="ltr" id="docs-internal-guid-438c10db-0884-9041-e11a-9636dacc3b40" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt; text-align: center;">
<b style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 19px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline;">Video Links to Youtube</span></b></div>
<b style="font-weight: normal;">
<br /><span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 19px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline;"></span><br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 19px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline;">Mountain Formation</span></div>
<br /><span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 19px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline;"></span><br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<a href="http://www.youtube.com/watch?v=tJk9cFz152s" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: "Comic Sans MS"; font-size: 19px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: underline; vertical-align: baseline;">http://www.youtube.com/watch?v=tJk9cFz152s</span></a><span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 19px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline;"></span></div>
<br /><span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 19px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline;"></span><br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<a href="http://www.youtube.com/watch?v=Jy3ORIgyXyk" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: "Comic Sans MS"; font-size: 19px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: underline; vertical-align: baseline;">http://www.youtube.com/watch?v=Jy3ORIgyXyk</span></a><span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 19px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline;"></span></div>
<br /><span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 19px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline;"></span><br /><span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 19px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline;"></span><br /><span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 19px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline;"></span><br /><span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 19px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline;"></span><br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 19px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline;">Volcanoes</span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<a href="http://video.nationalgeographic.com/video/kids/forces-of-nature-kids/volcanoes-101-kids/" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: "Comic Sans MS"; font-size: 19px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: underline; vertical-align: baseline;">http://video.nationalgeographic.com/video/kids/forces-of-nature-kids/volcanoes-101-kids/</span></a><span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 19px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline;"></span></div>
<br /><span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 19px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline;"></span><br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<a href="http://www.youtube.com/watch?v=tGm2ymM0Gaw" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: "Comic Sans MS"; font-size: 19px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: underline; vertical-align: baseline;">http://www.youtube.com/watch?v=tGm2ymM0Gaw</span></a><span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 19px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline;"></span></div>
<br /><span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 19px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline;"></span><br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<a href="http://www.youtube.com/watch?v=PnilQsno2WI" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: "Comic Sans MS"; font-size: 19px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: underline; vertical-align: baseline;">http://www.youtube.com/watch?v=PnilQsno2WI</span></a><span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 19px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline;"></span></div>
<br /><span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 19px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline;"></span><br /><span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 19px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline;"></span><br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 19px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline;">Earthquakes</span></div>
<br /><span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 19px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"></span><br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<a href="http://video.nationalgeographic.com/video/environment/environment-natural-disasters/earthquakes/earthquake-101/" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: "Comic Sans MS"; font-size: 19px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline;">http://video.nationalgeographic.com/video/environment/environment-natural-disasters/earthquakes/earthquake-101/</span></a><span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 19px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"></span></div>
<br /><span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 19px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"></span><br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<a href="http://www.youtube.com/watch?v=hlePrsXTGxQ" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: "Comic Sans MS"; font-size: 19px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline;">http://www.youtube.com/watch?v=hlePrsXTGxQ</span></a><span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 19px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"></span></div>
<br /><span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 19px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"></span><br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<a href="http://www.youtube.com/watch?v=sA6oZ4YgKCA" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: "Comic Sans MS"; font-size: 19px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline;">http://www.youtube.com/watch?v=sA6oZ4YgKCA</span></a><span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 19px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"></span></div>
<br /><span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 19px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"></span><br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<a href="http://www.youtube.com/watch?v=lcVwAn8W-jo" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: "Comic Sans MS"; font-size: 19px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline;">http://www.youtube.com/watch?v=lcVwAn8W-jo</span></a><br />
<br /><br />
<br /><br />
<span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 19px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"><b style="font-weight: normal;"><div dir="ltr" id="docs-internal-guid--157e218-088b-0490-4b31-f840ced71b81" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt; text-align: center;">
<span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 24px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline;">Website Links</span></div>
<br /><span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 19px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"></span><br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 15px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline;">Mountain Formation</span></div>
<br /><span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 15px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline;"></span><br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<a href="http://hubpages.com/hub/Types-and-Formation-of-Mountains-For-kids" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: "Comic Sans MS"; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline;">http://hubpages.com/hub/Types-and-Formation-of-Mountains-For-kids</span></a><span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"></span></div>
<br /><span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"></span><br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<a href="http://www.primaryhomeworkhelp.co.uk/mountains/types.htm" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: "Comic Sans MS"; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline;">http://www.primaryhomeworkhelp.co.uk/mountains/types.htm</span></a><span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"></span></div>
<br /><span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"></span><br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<a href="http://knowledge2kids.blogspot.ca/2009/09/how-are-mountains-formed.html" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: "Comic Sans MS"; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline;">http://knowledge2kids.blogspot.ca/2009/09/how-are-mountains-formed.html</span></a><span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"></span></div>
<br /><span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"></span><br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<a href="http://en.wikipedia.org/wiki/Mountain_formation" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: "Comic Sans MS"; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: underline; vertical-align: baseline;">http://en.wikipedia.org/wiki/Mountain_formation</span></a><span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"></span></div>
<br /><span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"></span><br /><span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"></span><br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 15px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline;">Volcanoes</span></div>
<br /><span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 15px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline;"></span><br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<a href="http://www.primaryhomeworkhelp.co.uk/mountains/volcanoes.htm" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: "Comic Sans MS"; font-size: 15px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: underline; vertical-align: baseline;">http://www.primaryhomeworkhelp.co.uk/mountains/volcanoes.htm</span></a><span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 15px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline;"></span></div>
<br /><span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 15px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline;"></span><br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<a href="http://www.primaryhomeworkhelp.co.uk/mountains/volcanotypes.html" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: "Comic Sans MS"; font-size: 15px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: underline; vertical-align: baseline;">http://www.primaryhomeworkhelp.co.uk/mountains/volcanotypes.html</span></a><span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 15px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline;"></span></div>
<br /><span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 15px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline;"></span><br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<a href="http://www.weatherwizkids.com/weather-volcano.htm" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: "Comic Sans MS"; font-size: 15px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: underline; vertical-align: baseline;">http://www.weatherwizkids.com/weather-volcano.htm</span></a><span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 15px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline;"></span></div>
<br /><span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 15px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline;"></span><br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<a href="http://www.dosomething.org/tipsandtools/11-facts-about-volcanoes" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: "Comic Sans MS"; font-size: 15px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: underline; vertical-align: baseline;">http://www.dosomething.org/tipsandtools/11-facts-about-volcanoes</span></a><span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 15px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline;"></span></div>
<br /><span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 15px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline;"></span><br /><span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 15px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline;"></span><br /><span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 15px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline;"></span><br /><span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 15px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline;"></span><br /><span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 15px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline;"></span><br /><span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 15px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline;"></span><br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 15px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline;">Earthquakes</span></div>
<br /><span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 15px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline;"></span><br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<a href="http://www.weatherwizkids.com/weather-earthquake.htm" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: "Comic Sans MS"; font-size: 15px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: underline; vertical-align: baseline;">http://www.weatherwizkids.com/weather-earthquake.htm</span></a><span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 15px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline;"></span></div>
<br /><span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 15px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline;"></span><br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<a href="http://kids.discovery.com/tell-me/curiosity-corner/earth/natural-disasters/how-earthquakes-work" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: "Comic Sans MS"; font-size: 15px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: underline; vertical-align: baseline;">http://kids.discovery.com/tell-me/curiosity-corner/earth/natural-disasters/how-earthquakes-work</span></a><span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 15px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline;"></span></div>
<br /><span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 15px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline;"></span><br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<a href="http://www.sciencekids.co.nz/sciencefacts/earth/earthquakes.html" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: "Comic Sans MS"; font-size: 15px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: underline; vertical-align: baseline;">http://www.sciencekids.co.nz/sciencefacts/earth/earthquakes.html</span></a><span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 15px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline;"></span></div>
<br /><span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 15px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline;"></span><br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<a href="http://www.dosomething.org/actnow/tipsandtools/11-facts-about-earthquakes" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: "Comic Sans MS"; font-size: 15px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: underline; vertical-align: baseline;">http://www.dosomething.org/actnow/tipsandtools/11-facts-about-earthquakes</span></a><span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 15px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline;"></span></div>
<br /><span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 15px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline;"></span><br />
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<a href="http://scienceforkids.kidipede.com/geology/earthquakes/" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: "Comic Sans MS"; font-size: 15px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: underline; vertical-align: baseline;">http://scienceforkids.kidipede.com/geology/earthquakes/</span></a><span style="background-color: transparent; color: black; font-family: "Comic Sans MS"; font-size: 15px; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline;"></span></div>
<br /></b><br /></span><br /></div>
</b><br />AESMYhttp://www.blogger.com/profile/09482865030909974510noreply@blogger.com0tag:blogger.com,1999:blog-2254126974837422680.post-70387250150184846442014-01-28T06:25:00.001-08:002014-01-28T06:25:17.087-08:004/5 Science Body SystemsHere is a link to a body systems activity - <span style="font-family: HelloFirstie; font-size: 12pt; line-height: 115%;">Build
Arnold's body back together, one system at a time, by placing the correct
organs onto his body outline.</span><br />
<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>EN-CA</w:LidThemeOther>
<w:LidThemeAsian>JA</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:EnableOpenTypeKerning/>
<w:DontFlipMirrorIndents/>
<w:OverrideTableStyleHps/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="276">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]-->
<!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0cm;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:Calibri;
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-ansi-language:EN-CA;}
</style>
<![endif]-->
<!--StartFragment--><span lang="EN-CA" style="font-family: HelloFirstie; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-CA; mso-bidi-font-family: CenturySchoolbook; mso-bidi-font-size: 11.0pt; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;">
<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>EN-CA</w:LidThemeOther>
<w:LidThemeAsian>JA</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:EnableOpenTypeKerning/>
<w:DontFlipMirrorIndents/>
<w:OverrideTableStyleHps/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="276">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]-->
<!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0cm;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:Calibri;
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-ansi-language:EN-CA;}
</style>
<![endif]-->
<!--StartFragment--><span lang="EN-CA" style="font-size: 12pt; line-height: 115%;">http://sciencenetlinks.com/interactives/systems.html</span></span><div>
<span lang="EN-CA" style="font-family: HelloFirstie; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-CA; mso-bidi-font-family: CenturySchoolbook; mso-bidi-font-size: 11.0pt; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;"><span lang="EN-CA" style="font-size: 12pt; line-height: 115%;"> </span><!--EndFragment--></span><!--EndFragment--></div>
AESMYhttp://www.blogger.com/profile/09482865030909974510noreply@blogger.com0tag:blogger.com,1999:blog-2254126974837422680.post-72648573145731858622014-01-23T21:32:00.001-08:002014-01-23T21:36:37.307-08:00<img src="data:image/png;base64,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" /><br />
<br />
<br />
<img src="data:image/png;base64,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" />AESMYhttp://www.blogger.com/profile/09482865030909974510noreply@blogger.com0tag:blogger.com,1999:blog-2254126974837422680.post-73530958188478238862014-01-23T12:44:00.003-08:002014-01-23T12:44:56.554-08:007/8 Homework - Smartphone Reflection & Pest WantedThe grade 7/8s have read an interesting article on smartphones and have written reflections on them. I'm just waiting on a couple more to come in-one page, answering the questions at the bottom of the article. <br /><br />We have also started a pest wanted poster-we are making up a pest (a creative creature of some sort), who is wanted for doing something bad (as silly and goofy as you want) and writing a descriptive paragraph on it. The paragraph (rough copy) needs to be finished up tonight, as we will type them, print them and begin drawing them tomorrow when we have the computer lab. <br />AESMYhttp://www.blogger.com/profile/09482865030909974510noreply@blogger.com0tag:blogger.com,1999:blog-2254126974837422680.post-6767947020484772482014-01-21T20:22:00.002-08:002014-01-21T20:22:28.890-08:006/7 French AssignmentGrade 6/7's are working on creating a power point/poster/brochure welcoming a visitor from a foreign country. This visitor has never been to Canada and has no idea what they need to bring with them or what they can expect to do in Canada (specifically in the prairie provinces preferably) in January. The students must make a attractive poster/power point/flyer explaining what this person needs to pack, what they can eat and what they can expect to do in the winter here for activities. Each student must also make a personal recommendation on what they think this person should do.<br />
The assignment must contain:<br />
<br />
<ul>
<li>what to wear</li>
<li>what to do</li>
<li>try something new</li>
<li>what they can eat</li>
</ul>
<div>
Assignment Break down:</div>
<div>
Yesterday's class: Research</div>
<div>
Jan 22: Research gather all the information and choose the format you want to present with</div>
<div>
Jan 23: use a french english dictionary to translate clothing words and start forming simple sentences followed by lists of needed items. (Teacher directed)</div>
<div>
Jan 28th: use google translate to help translate more complex sentences and work on formatting of assignment (start organzing your poster or power point or whatever it is you decided to make)</div>
<div>
Jan 30th: Finish inputting all your information, add graphics and make overall presentation attractive to the eye.</div>
<div>
<br /></div>
<br />
<br />AESMYhttp://www.blogger.com/profile/09482865030909974510noreply@blogger.com0tag:blogger.com,1999:blog-2254126974837422680.post-237172948720970592014-01-21T20:10:00.001-08:002014-01-21T20:10:38.716-08:00French AssignmentThe grade 7/8 students are in the midst of creating a travel brochure on a French cultural destination. In this assignment they need to include places to eat, things to do and things to see as well as a personal recommendation. There are three verbs that they MUST include in this assignment: voulior, pouvior, devoir. Each student should have his or her own notes explaining the conjugations and meanings of these terms.<br />
Break down of the assignment:<br />
Today's class: Finish research<br />
Day 1 Jan 22 - Write your information with detail in an interesting format<br />
Day 3 Jan 24 - Translate and add detail/ edit your work, start inputting it into the brochure format<br />
Day 6 Jan 29 - Finishing touches on brochure and make sure that there are appropriate detail. One to two sentences for each section is not enough.AESMYhttp://www.blogger.com/profile/09482865030909974510noreply@blogger.com3tag:blogger.com,1999:blog-2254126974837422680.post-77028240031346597902014-01-09T12:31:00.001-08:002014-01-09T12:31:16.604-08:007/8 Writing SampleThe grade 7/8s are finishing up their mid-year writing samples. They are writing about their Christmas Break, at least 3/4 of a page of writing, organized into paragraphs. It is due tomorrow, Friday, January 10th.AESMYhttp://www.blogger.com/profile/09482865030909974510noreply@blogger.com0tag:blogger.com,1999:blog-2254126974837422680.post-8453253124009173182014-01-08T16:49:00.001-08:002014-01-08T16:49:31.812-08:007/8 Christmas Around the World PreziJust a quick reminder that you will be presenting your Christmas Around the World prezis tomorrow, Thursday, January 9th.AESMYhttp://www.blogger.com/profile/09482865030909974510noreply@blogger.com0tag:blogger.com,1999:blog-2254126974837422680.post-36662425522089942552013-12-19T16:38:00.001-08:002013-12-19T16:38:42.184-08:00Homemade Ice-Cream!As promised, I will post the recipe for homemade ice-cream that 4/5 Science and 7/8 ELA made today:<br /><br />In a small Ziploc bag, combine 1 cup milk, 2 tablespoons sugar and 1 teaspoon of vanilla. Squeeze out the air when you close it and put this bag into another small Ziploc bag and seal it. (Just in case the first bag tears or opens).<br /><br />Fill a large Ziploc bag with snow (or ice) and add 6 tablespoons of salt to it. Put the small bag into the large bag with snow and seal the large bag. Now....SHAKE SHAKE SHAKE for 15 minutes! <br />Voila! Soft serve, homemade, better than store-bought ice-cream!<br /><br />Thanks for a super fun day!AESMYhttp://www.blogger.com/profile/09482865030909974510noreply@blogger.com0tag:blogger.com,1999:blog-2254126974837422680.post-88351765233648644352013-12-06T18:48:00.002-08:002013-12-06T18:48:27.955-08:00Upcoming Week<div>
This week should be a busy one!</div>
<ul>
<li>On Monday, the grade 7/8s are going to MES at 9:15 to attend a presentation called Dying to be Thin, dealing with adolescent
eating disorders.</li>
<li>Safety Services Manitoba will be doing an ATV & Snowmobile Presentation for
Grades 4-8 from 11:15-12:55 on Tuesday.</li>
<li>Tuesday is also Subway lunch!</li>
<li>Dress pretty on Thursday, because the entire school will be treated to a Christmas Lunch! </li>
</ul>
AESMYhttp://www.blogger.com/profile/09482865030909974510noreply@blogger.com0tag:blogger.com,1999:blog-2254126974837422680.post-45156831907394143432013-12-06T18:42:00.002-08:002013-12-06T18:42:18.095-08:007/8 ELA Weekend HomeworkGood evening!<br />The grade 7/8s have some homework for this weekend if it wasn't finished. First, they have some Christmas similes and metaphors to write. Second, they started a descriptive writing, describing a fantasy room. Their writing must be at least 3/4 of a page, have one metaphor or simile included and 7-10 sensory words (which they are to underline). They were given a sheet with example sensory words to help them out. The room can be as imaginative and creative as they want!<br />Keep warm this weekend! :)AESMYhttp://www.blogger.com/profile/09482865030909974510noreply@blogger.com0tag:blogger.com,1999:blog-2254126974837422680.post-32884534592688153462013-12-03T14:56:00.001-08:002013-12-03T14:56:29.345-08:007/8 Independent Novel StudiesBy Friday, students will need to have their entire novel studies finished. 8 responses were to be done for today, by Friday all 10 need to be completed. They will have some time to work on them on Thursday, however, many may need to spend some time on them at home.AESMYhttp://www.blogger.com/profile/09482865030909974510noreply@blogger.com0tag:blogger.com,1999:blog-2254126974837422680.post-7977196953631427852013-12-03T14:53:00.005-08:002013-12-03T14:53:57.216-08:007/8 ELA Film Idiom RepresentationsThe grade 7/8 class watched a short film, "My Shoes", about envy and empathy and talked about different idiomatic expressions (such as the grass is always greener on the other side, put yourself in someone else's shoes, count your blessings, etc.). Each student has chosen one to draw and represent on a picture. These were due today, however, many are not done. These are to be finished, asap!AESMYhttp://www.blogger.com/profile/09482865030909974510noreply@blogger.com0tag:blogger.com,1999:blog-2254126974837422680.post-23944471841600489062013-12-01T20:22:00.001-08:002013-12-01T20:22:06.324-08:00Today's Assignement<span style="font-family: Times, Times New Roman, serif; font-size: large;">Grade 6/7, today you will doing a reading comprehension on Christmas traditions in France. Ms. Craik will hand you out the reading. When you are done reading it, please respectfully go up to the desk and ask for the assignment. You will use the reading to help answer the questions in the assignment. You must answer each question with a full sentence or more. These assignments are due Wednesday, December 3rd at 12:05. Failure to complete this assignment on time will result in you staying in at lunch hours to complete and a phone call home about homework. Once you are done the assignment you are to choose one of these words and make a 8x11 flash card (regular sized white paper) with a corresponding picture for the word. these will be displayed on one of our french Bulletin boards and are to encourage some of our younger students to use the simple language to express their understanding! Please put your best effort into these! Your vocabulary is:</span><br />
<div>
<table align="left" cellpadding="0" cellspacing="0" hspace="0" vspace="0">
<tbody>
<tr>
<td align="left" style="padding-bottom: 0cm; padding-left: 9.0pt; padding-right: 9.0pt; padding-top: 0cm;" valign="top">
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">etoile
<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="FR-CA" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: FR-CA;">chandelle</span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;"><o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="FR-CA" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: FR-CA;">Noel<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="FR-CA" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: FR-CA;">Hiver<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="FR-CA" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: FR-CA;">Cadeau<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="FR-CA" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: FR-CA;">Le revellion<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="FR-CA" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: FR-CA;">Un bonhomme de neige<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="FR-CA" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: FR-CA;">il neige<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="FR-CA" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: FR-CA;">un ange de neige<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="FR-CA" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: FR-CA;">une pelle<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="FR-CA" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: FR-CA;">les mitaines<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="FR-CA" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: FR-CA;">une raquette<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="FR-CA" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: FR-CA;">le glacon<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="FR-CA" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: FR-CA;">les ski<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="FR-CA" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: FR-CA;">patiner<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="FR-CA" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: FR-CA;">la glace<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="FR-CA" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: FR-CA;">les patines<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="FR-CA" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: FR-CA;">le chocolat chaud<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="FR-CA" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: FR-CA;">les gants<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="FR-CA" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: FR-CA;">un habit du neige<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="FR-CA" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: FR-CA;">un manteau<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: Times New Roman, serif;"><span style="font-size: 19px; line-height: 21px;">Have a Great Day!</span></span></div>
<div class="MsoNormal">
<span style="font-family: Times New Roman, serif;"><span style="font-size: 19px; line-height: 21px;">Mrs. Froese</span></span></div>
</td>
</tr>
</tbody></table>
</div>
AESMYhttp://www.blogger.com/profile/09482865030909974510noreply@blogger.com0tag:blogger.com,1999:blog-2254126974837422680.post-370441972394288202013-11-29T08:04:00.000-08:002013-11-29T08:05:22.962-08:004/5/ Science - Need Pop BottlesThe grade 4/5 class has started their unit on Maintaining A Healthy Body. We have already studied the digestive system, creating a scale model of it to find out just how long our "small intestines" really are and today we will be doing activities to see the job each organ performs. <br />
<br />
On Tuesday, we are going to start learning about the respiratory system. In order to build a model of our lungs and show how our diaphragm works, I'm asking <strong>students to each bring in a small plastic pop bottle.</strong> Thanks!AESMYhttp://www.blogger.com/profile/09482865030909974510noreply@blogger.com0