tag:blogger.com,1999:blog-55864648350277680902024-02-19T00:51:56.445-05:00Class 4-208 Our home on the webUnknownnoreply@blogger.comBlogger269125tag:blogger.com,1999:blog-5586464835027768090.post-76752435396046368142013-06-25T19:43:00.001-04:002013-06-25T19:43:28.994-04:00<strong>I'm not sure if anyone is still checking here, but in case you are - </strong><br />
<strong><br /></strong>
<strong><br /></strong>
<strong>Welcome
to the new fourth graders and their families. I'll post more of a
welcome to you next week. If you need anything or have any questions,
feel free to email me through the link at the left. </strong><br />
<strong><br /></strong>
<strong>For now, I just have one more thing to say to the outgoing 4th grade.</strong><br />
<strong><br /></strong>
<div style="text-align: center;">
<br /><img alt="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_1Kk3xacFxIb4MiFDPH07XWDN27iNafCGVpYggRpvzl2Vy0HWsIbuFLk6yBggxVNz-yf8kL0xpJhIPIIeS44GlTMGAQLujDipXZ7VkmZw9DXGfpucwxTzGHItksPHBGUmlFl5InjKPVsJ/s400/goodbye.jpg" height="174" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_1Kk3xacFxIb4MiFDPH07XWDN27iNafCGVpYggRpvzl2Vy0HWsIbuFLk6yBggxVNz-yf8kL0xpJhIPIIeS44GlTMGAQLujDipXZ7VkmZw9DXGfpucwxTzGHItksPHBGUmlFl5InjKPVsJ/s400/goodbye.jpg" width="232" /></div>
<div style="text-align: center;">
<strong><br /></strong></div>
<div style="text-align: left;">
<img alt="http://www.cardmaster.com/card/Good%20Bye/Post%20Card/missyou.gif" height="157" src="http://www.cardmaster.com/card/Good%20Bye/Post%20Card/missyou.gif" style="display: block; margin-left: auto; margin-right: auto;" width="157" /></div>
<strong>Everything else I had to say was in the letters I wrote to you and your parents. </strong><br />
<strong>I hope you have a wonderful summer, keep the good memories of 4th grade close, forget about testing <img alt="Cool" border="0" src="http://www.homeworknow.com/hwnow/tinymce/jscripts/tiny_mce/plugins/emotions/img/smiley-cool.gif" title="Cool" /> And enjoy your vacation!</strong><br />
<strong><br /></strong>
<strong><br /></strong>
<strong>And
never stop learning! For example, did you know that this weekend's
SuperMoon looks much larger because it's closer to earth, but it's
really only 3 miles closer than usual? It's true. You can read about it
here - <a href="http://www.homeworknow.com/hwnow/Full%20moon%20falls%20on%20June%2023,%202013%20at%2011:32%20UTC%20%286:32%20a.m.%20CDT%20in%20the%20U.S.%29.%20Thus,%20for%20many,%20the%20moon%20appears%20about%20as%20full%20in%20the%20June%2022%20evening%20sky%20as%20it%20does%20on%20the%20evening%20of%20June%2023.%20This%20full%20moon%20is%20not%20only%20the%20closest%20and%20largest%20full%20moon%20of%20the%20year.%20It%20also%20presents%20the%20moon%E2%80%99s%20closest%20encounter%20with%20Earth%20for%20all%20of%202013.%20The%20moon%20will%20not%20be%20so%20close%20again%20until%20August,%202014.%20In%20other%20words,%20it%E2%80%99s%20not%20just%20a%20supermoon.%20It%E2%80%99s%20the%20closest%20supermoon%20of%202013." target="_blank">SUPERMOON</a>. </strong><br />
<strong>It's the biggest moon we'll see until 2014.</strong><br />
<strong>The moon is also called the perigee moon. There's a vocabulary word for you!</strong><br />
<strong>If you're feeling really interested, you could do your own entry in your Science Journal!</strong><br />
<strong><br /></strong>
<div style="text-align: center;">
<strong><br /></strong></div>
<div style="text-align: center;">
<strong>Last week of school</strong></div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<strong><span class="aBn" data-term="goog_886959763" tabindex="0"><span class="aQJ">Wednesday</span></span> -</strong></div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<strong><span style="color: #33cccc;">YES!!!!
There is dress down for the last day of school. Mrs. Bartone announced
it to the students this morning. She said they may dress down but
appropriate for church so no short shorts, tank tops, flipflops, etc.</span></strong></div>
<div style="text-align: left;">
<strong><span style="color: #33cccc;"><br /></span></strong></div>
<div style="text-align: left;">
<span><strong><br />
</strong></span></div>
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<span><strong><span class="aBn" data-term="goog_886959764" tabindex="0"><span class="aQJ">Tuesday</span></span> news:</strong></span></div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
Mrs.
Bardo said that anyone who would like a copy of their video should
bring a flash drive or CD to school <span class="aBn" data-term="goog_886959765" tabindex="0"><span class="aQJ">tomorrow</span></span> and she will copy it for
you.</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
We will have a class end-of-the-year celebration <span class="aBn" data-term="goog_886959766" tabindex="0"><span class="aQJ">tomorrow</span></span> (<span class="aBn" data-term="goog_886959767" tabindex="0"><span class="aQJ">Wednesday</span></span>) so if anyone would like to send in treats, please do.</div>
<div style="text-align: left;">
</div>
<div style="text-align: left;">
<span class="aBn" data-term="goog_886959768" tabindex="0"><span class="aQJ">Thursday</span></span> we will attend the <span class="aBn" data-term="goog_886959769" tabindex="0"><span class="aQJ">8:45</span></span> Mass as a school and dismissal will be at <span class="aBn" data-term="goog_886959770" tabindex="0"><span class="aQJ">10:00</span></span>.</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
Report cards will be distributed and children will find out their 5th grade classes at that time.</div>
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<div style="text-align: left;">
Mythology Day has come and gone and Mount Olympus is still intact. <img alt="Cool" border="0" src="http://www.homeworknow.com/hwnow/tinymce/jscripts/tiny_mce/plugins/emotions/img/smiley-cool.gif" title="Cool" /></div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
I
was so impressed by the creativity of the costumes and the students'
enthusiasm. I think we could open our own armory based on the assortment
of tridents, spears, and lightning bolts!</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
The
only homework tonight is to correct and review the math assessment. I
was rather disappointed in some of the careless mistakes because this
was Math everyone should know well. We will re-assess <span class="aBn" data-term="goog_886959771" tabindex="0"><span class="aQJ">tomorrow</span></span>.</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
Just
a reminder - because we're expanding Reflex to grades K - 8, I had to
change the login. The login for the entire school is now SESReflex.
Your passwords stay the same. Over the summer, I will switch you up to
5th grade!</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
IMPORTANT: PLease be sure you see the notice about school being closed <span class="aBn" data-term="goog_886959772" tabindex="0"><span class="aQJ">on Wednesday</span></span>.</div>
<div style="text-align: left;">
</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
MYTHOLOGY DAY - (<span class="aBn" data-term="goog_886959773" tabindex="0"><span class="aQJ">Thursday</span></span>)</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
Students
may wear their costumes to school or they may wear regular clothes
(uniforms not required) and change when they get here. <img alt="Innocent" border="0" src="http://www.homeworknow.com/hwnow/tinymce/jscripts/tiny_mce/plugins/emotions/img/smiley-innocent.gif" title="Innocent" /></div>
<div style="text-align: left;">
</div>
<div style="text-align: left;">
<span class="aBn" data-term="goog_886959774" tabindex="0"><span class="aQJ">Tuesday</span></span> Homework -</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
Write a paragraph about the God/Goddess/Hero that you chose to be. Tell us about the character and why you chose him/her.</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
Make sure your Science notebook is complete and ready to be graded <span class="aBn" data-term="goog_886959775" tabindex="0"><span class="aQJ">on Thursday</span></span>!</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
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<div style="text-align: left;">
</div>
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<span class="aBn" data-term="goog_886959776" tabindex="0"><span class="aQJ">Monday</span></span> Homework -</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
SS sheet on longiture and latitude.</div>
<div style="text-align: left;">
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<div style="text-align: left;">
Math review sheet</div>
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<div style="text-align: left;">
Write a poem about butterflies on the butterfly shape sheet.</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
Science
- read the butterfly sheets and tape/staple/glue them into your
notebook. Start checking your notebook to be sure it is complete. I will
be collecting them <span class="aBn" data-term="goog_886959777" tabindex="0"><span class="aQJ">on Thursday</span></span> to grade.</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
MYTHOLOGY
DAY is <span class="aBn" data-term="goog_886959778" tabindex="0"><span class="aQJ">Thursday</span></span>. As part of our celebration, we will be watching The
Lightning Thief. It is rated PG so if you do not want your child to
watch it, please send me a note.</div>
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<div style="text-align: left;">
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<div style="text-align: left;">
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<div style="text-align: left;">
I promised that once testing was done there would be no weekend homework.</div>
<div style="text-align: left;">
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<div style="text-align: left;">
So - unless you need to be doing REFLEX, you have no specific homework.</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<span class="aBn" data-term="goog_886959779" tabindex="0"><span class="aQJ">Thursday</span></span>
will be Mythology Day. Parent, please don't feel obligated to come up
with some fancy costume. Sheets as togas, cloth draped around, anything
you come up with is fine. It's just meant to be fun.</div>
<div style="text-align: left;">
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<div style="text-align: left;">
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<div style="text-align: left;">
<span class="aBn" data-term="goog_886959780" tabindex="0"><span class="aQJ">Thursday</span></span>:</div>
<div style="text-align: left;">
I
was gone all day today to score the 8th grade Science test. I got such a
good report about how hard everyone worked all day, that once again the
only homework will be to read and REFLEX for those who need it.</div>
<div style="text-align: left;">
<br /></div>
REMEMBER - <span class="aBn" data-term="goog_886959781" tabindex="0"><span class="aQJ">tomorrow</span></span> is DONUT DAY!<br />
<br />
<br />
<br />
<div style="text-align: left;">
No written homework as a reward for being so diligent about Field testing today. I was so proud of the work everyone did!</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
Read for 30 minutes and do REFLEX if you are not at 100%.</div>
<div style="text-align: left;">
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<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
REMINDER - <span class="aBn" data-term="goog_886959782" tabindex="0"><span class="aQJ">Tomorrow</span></span> is a Dress Down Day. $2 to benefit the 8th grade activities.</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
The
note on the calendar was a bit confusing (at least to me!) It appeared
(to at least some besides me) that the dress down day was only for 8th
graders, but in fact it was meant for all but to benefit the 8th grade.</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<span class="aBn" data-term="goog_886959783" tabindex="0"><span class="aQJ">Friday</span></span>
is National Donut Day. Since we are celebrating the contributions of
the Dutch (including donuts), we will celebrate <span class="aBn" data-term="goog_886959784" tabindex="0"><span class="aQJ">on Friday</span></span>. Anyone who
would like to send in any kind of donuts are welcome to. Please email
me if you can send in donuts so I have some idea what to expect. Thank
you!</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<span class="aBn" data-term="goog_886959785" tabindex="0"><span class="aQJ">Tomorrow</span></span>
is the ELA Field test. This test does not count toward the children's
scores. In fact, we get no results or reports for these field tests.</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<span class="aBn" data-term="goog_886959786" tabindex="0"><span class="aQJ">Tuesday</span></span> Homework -</div>
<div style="text-align: left;">
Read for 30 minutes.</div>
<div style="text-align: left;">
Math sheet</div>
<div style="text-align: left;">
Social Studies - only pages 39, 40, 42. You do not have to do the extra question about the brochure.</div>
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<div style="text-align: left;">
Here is the link to Steven and Michael's Math game for anyone who would like to play.</div>
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<br /></div>
<div style="text-align: left;">
<a href="http://www.classtools.net/mob/quiz_63/Fourth_Grade_Math_lRUzH.htm" target="_blank">Math Game</a></div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
All
actual state testing is finished! We have been chosen to participate in
a Field Test for ELA - Writing <span class="aBn" data-term="goog_886959787" tabindex="0"><span class="aQJ">on Wednesday</span></span>, but those scores will not
count.</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
Because the children have worked so hard preparing for the tests, there is no homework tonight!</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
Reminder - <span class="aBn" data-term="goog_886959788" tabindex="0"><span class="aQJ">tomorrow</span></span> is Nacho Day.</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
Also,
<span class="aBn" data-term="goog_886959789" tabindex="0"><span class="aQJ">Friday</span></span> is National Donut Day. Since we are celebrating the
contributions of the Dutch (including donuts), we will celebrate on
Friday. Anyone who would like to send in any kind of donuts are welcome
to.</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
Thanks in advance!</div>
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<div style="text-align: left;">
So, we're done with one of the two days of Science testing.</div>
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<br /></div>
<div style="text-align: left;">
The final session - the multiple choise and written response test - will be on Monday, June 3rd.</div>
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<br /></div>
<div style="text-align: left;">
For homework this weekend, I gave the 2009 test as a practice.</div>
<div style="text-align: left;">
I also made up a study packet based on some common mistakes I have been seeing.</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
If there is anything you are confused about, feel free to email me.</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
For
those who were concerned because some of the answers in the study
packet didn't photocopy well, here are the correct answers.</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
Page 3: The chart for the water cycle should read like this:</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
Condensation A</div>
<div style="text-align: left;">
Evaporation E</div>
<div style="text-align: left;">
Groundwater D</div>
<div style="text-align: left;">
Precipitation B</div>
<div style="text-align: left;">
Runoff C</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
The picture below that - Letter C is the correct choice to show runoff.</div>
<div style="text-align: left;">
</div>
<div style="text-align: left;">
Page 4:</div>
<div style="text-align: left;">
34. Evaporation</div>
<div style="text-align: left;">
35. Condensation</div>
<div style="text-align: left;">
36. Any two of the following: rain, sleet, snow, hail, freezing rain</div>
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<div style="text-align: left;">
Page 5. # 31</div>
<div style="text-align: left;">
Condensation B</div>
<div style="text-align: left;">
Evaporation A</div>
<div style="text-align: left;">
Precipitation C</div>
<div style="text-align: left;">
Runoff D</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
Page 8</div>
<div style="text-align: left;">
#41 should be Germination occurs between seed and seedling.</div>
<div style="text-align: left;">
#42 Seeds are produced by the Mature Plant.</div>
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<div style="text-align: left;">
Happy Weekend!!!</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
For those who were curious - this is the link to <a href="http://camphalfbloodbklyn.com/" target="_blank">Camp Half-blood in Prospect Park.</a><br />
</div>
<br />
<div style="text-align: left;">
The
Science Performance Test (experiments) will be on Friday, May 31st (a
change from <span class="aBn" data-term="goog_886959791" tabindex="0"><span class="aQJ">Wednesday</span></span> the 29th) and the Written test will be on Monday,
June 3rd.</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<strong><span class="aBn" data-term="goog_886959792" tabindex="0"><span class="aQJ">Thursday</span></span> Homework</strong></div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<span class="aBn" data-term="goog_886959793" tabindex="0"><span class="aQJ">Tomorrow</span></span>
is the Science Performance test. The students should feel confident
because they are totally ready for this. They just need to read
carefully and follow directions.</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
As
a review - look over the following lessons in the Science text and be
sure you know the main info we have discussed: Lessons E 2, F 1 and F8.</div>
<div style="text-align: left;">
Get a good night's sleep, eat a hearty breakfast, and bring #2 pencils.</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
</div>
<div style="text-align: left;">
<span class="aBn" data-term="goog_886959794" tabindex="0"><span class="aQJ">Wednesday</span></span> Homework -</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
2006 Science Test</div>
<div style="text-align: left;">
Update your notebooks with your Quest info.</div>
<div style="text-align: left;">
</div>
<div style="text-align: left;">
Remember to leave 5 - 6 pages empty for our butterfly observations.</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
Page
32 Quest # 1 Staple, paste or tape the quest sheet and the data sheet
for the Rain Quest. Write which container you chose and why you chose
it.</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
Page
33 Quest # 2 Staple, paste or tape the quest sheet into your notebook.
Make a chart showing which items you tested and whether or not they
conducted electricity.</div>
<div style="text-align: left;">
Write which material you plan to use for your lightning container and explain why you chose it.</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
Page
34 Quest #3 Staple, paste or tape the quest sheet into your notebook.
Make a chart showing which items you tested and whether or not they were
attracted to the magnet.</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
If
you didn't get to test everything for Quest 3, you can use what you
remember from when you were training for this quest last week.</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
Explain how you plan to shield the lightning bolt from the big magnet Hades is using.</div>
<div style="text-align: left;">
</div>
<div style="text-align: left;">
Use
what you have learned about Science and what you know from mythology to
create your best work! Percy, Annabeth, and Grover are counting on
you!</div>
<div style="text-align: left;">
<br /></div>
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<span class="aBn" data-term="goog_886959795" tabindex="0"><span class="aQJ">Tuesday</span></span> Homework -</div>
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1. Read Lessons Read Lessons 21 - 24 and take notes on anything important you need to learn.</div>
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2. Prepare for your Quest by studying the chapters in COACH that will help.</div>
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3. REFLEX</div>
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<span class="aBn" data-term="goog_886959796" tabindex="0"><span class="aQJ">Friday</span></span> Homework -</div>
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READ COACH Lessons 29, 30, 31, 32, 33, and 34.</div>
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Do 2007 practice test.</div>
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Have a Happy Memorial Day!</div>
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<span class="aBn" data-term="goog_886959797" tabindex="0"><span class="aQJ">Thursday</span></span> Homework -</div>
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Read for 30 minutes.</div>
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Math - REFLEX for those who are below 90%</div>
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Science - 3 worksheets to review ecosystems, water cycle, etc.</div>
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COACH - read lessons 27, 35 and 36. Reread it until you are sure you understand.</div>
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Do a Cicada observation in your notebook based on the cicadas we saw today and the pictures we looked at. <br />When I get home, I'll upload the pictures of the cicadas that Mrs. Mainolfi sent me.</div>
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<span class="aBn" data-term="goog_886959798" tabindex="0"><span class="aQJ">Wednesday</span></span> Homework -</div>
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Read for 30 minutes.</div>
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Math - REFLEX</div>
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Wordly Wise - study - test <span class="aBn" data-term="goog_886959799" tabindex="0"><span class="aQJ">tomorrow</span></span>.</div>
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Science - Read pages F78 - 85 and do questions 1 - 4 in your notebook.</div>
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RRJ - Write a paragraph to answer this question. Would you want to live forever like Chiron? Why or why not?</div>
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<span class="aBn" data-term="goog_886959800" tabindex="0"><span class="aQJ">Tuesday</span></span> Homework -</div>
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Read for 30 minutes.</div>
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Math - workbook page 153</div>
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Wordly Wise - study. Spelling test is <span class="aBn" data-term="goog_886959801" tabindex="0"><span class="aQJ">tomorrow</span></span>. Vocabulary test is <span class="aBn" data-term="goog_886959802" tabindex="0"><span class="aQJ">Thursday</span></span>.</div>
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Science - Read COACH Lessons 17 - 20 (Just think about the questions.)</div>
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Do sheet about water cycle</div>
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<span class="aBn" data-term="goog_886959803" tabindex="0"><span class="aQJ">Monday</span></span> Homework -</div>
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Read for 30 minutes.</div>
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REFLEX Math</div>
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Wordly Wise Lesson 12 E</div>
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Religion page 185 activity</div>
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Science - sheet (both sides)</div>
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Weekend Homework -<br />
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Wordly Wise test <span class="aBn" data-term="goog_886959804" tabindex="0"><span class="aQJ">Wednesday</span></span>. I reminded everyone to bring the book home to study!<br />
<br />
Science
- I'm sorry, I thought I had a copy of the COACH book home, but I don't
so I don't have the exact page numbers. The assignment is the first
three lessons in Chapter 5.<br />
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<br />
<span class="aBn" data-term="goog_886959805" tabindex="0"><span class="aQJ">Thursday</span></span> Homework -<br />
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Read for 30 minutes.</div>
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Science - 2010 Practice test</div>
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Math - workbook page 160</div>
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Reminders:</div>
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Bring in pictures of what you ate.</div>
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Make sure you have your egg drop materials.</div>
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Your myth about the 22 degree halo is due <span class="aBn" data-term="goog_886959806" tabindex="0"><span class="aQJ">Friday</span></span>.</div>
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<span class="aBn" data-term="goog_886959807" tabindex="0"><span class="aQJ">Wednesday</span></span> Homework -</div>
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</div>
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Read for 30 minutes.</div>
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Wordly Wise C & D</div>
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Science - Lesson 6 in packet</div>
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Reminders:</div>
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Bring in pictures of what you ate.</div>
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Make sure you have your egg drop materials.</div>
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Your myth about the 22 degree halo is due <span class="aBn" data-term="goog_886959808" tabindex="0"><span class="aQJ">Friday</span></span>.</div>
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<img alt="" src="http://www.homeworknow.com/uploads/1cd926f54636700dfdd7e89be94e490f.jpg" /></div>
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<span class="aBn" data-term="goog_886959809" tabindex="0"><span class="aQJ">Tuesday</span></span> Homework -</div>
<div style="text-align: left;">
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Read for 30 minutes (Mythology packet)</div>
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Science - 2 sides of sheet</div>
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Math - finish packet</div>
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Writing - work on a "myth" to "explain" the 22 degree halo we saw today. Due <span class="aBn" data-term="goog_886959810" tabindex="0"><span class="aQJ">Friday</span></span>.</div>
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Update: For those who have been wondering - t</div>
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These are some pictures of the 22 degree Halo we saw at recess today.</div>
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<span class="aBn" data-term="goog_886959811" tabindex="0"><span class="aQJ">Monday</span></span> Homework -</div>
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Read for 35 minutes.</div>
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REFLEX Math</div>
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Wordly Wise Lesson 12 A & B</div>
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Start to bring in your materials for the Egg Drop (Don't bring eggs.)</div>
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<img alt="" height="371" src="http://jivraj9teaindia.files.wordpress.com/2012/05/4.jpg" style="margin-top: 124px;" width="495" /></div>
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<strong><span style="color: blue;">Happy Mother's Day to all of our wonderful mothers. Your children are so very lucky to have you!</span></strong><br />
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<span style="color: blue;"><br /></span></div>
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<span>Weekend homework -</span></div>
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<span><br />
</span></div>
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<span>Science - read pages A 40 - A 50 and take notes on the important facts the way you have learned.</span></div>
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<span>Study
the information I gave you on the measurement sheet (The little chart
that reviews what you are measuring, the tool, and the unit of measure).</span></div>
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<span style="font-family: courier new,courier;"><strong><span style="color: red; font-size: medium;"><span class="aBn" data-term="goog_886959812" tabindex="0"><span class="aQJ">Thursday</span></span> Homework - </span></strong></span></div>
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<div style="text-align: left;">
<span style="font-family: courier new,courier; font-size: medium;">Read for 30 minutes</span></div>
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<span style="font-family: courier new,courier; font-size: medium;">Science - finish plant packet</span></div>
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<span style="font-family: courier new,courier; font-size: medium;">Math - sheet to review double-digit multiplication</span></div>
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<span style="font-family: courier new,courier; font-size: medium;">Study for Religion test.</span></div>
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<span style="font-family: courier new,courier; font-size: medium;"><br />
</span></div>
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<span style="font-family: courier new,courier; font-size: medium;">Reminder - <span class="aBn" data-term="goog_886959813" tabindex="0"><span class="aQJ">tomorrow</span></span> is Spanish so don't forget whatever you said you would bring in.</span></div>
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<span style="font-family: courier new,courier;"><strong><span style="color: red; font-size: medium;"><br /></span></strong></span></div>
<div style="text-align: left;">
<span style="font-family: courier new,courier;"><strong><span style="color: red; font-size: medium;"><span style="color: blue;">Mr.
Diffendale is asking for any students who would like to perform during
the Night of Hope benefit on May 31st. Anyone who would like to
participate should let me know as soon as possible. Notices about the
benefit went home with the students.</span></span></strong></span></div>
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<span style="font-family: courier new,courier;"><strong><span style="color: red; font-size: medium;"><span class="aBn" data-term="goog_886959814" tabindex="0"><span class="aQJ">Wednesday</span></span> Homework - </span></strong></span></div>
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<span style="font-family: courier new,courier;"><strong><span style="color: red; font-size: medium;">Study Wordly Wise and Religion</span></strong></span></div>
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<span style="font-family: courier new,courier; font-size: medium;">Read for 30 minutes</span></div>
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<span style="font-family: courier new,courier; font-size: medium;">Science - sheet</span></div>
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<span style="font-family: courier new,courier;"><span style="font-size: medium;">SS - Read text pages 112 - 117. Do questions 1 - 5 from page 117 in your notebook </span><span style="font-size: medium;">using TTQA. No need to write the question out if you do TTQA.</span></span></div>
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<strong><span style="color: red; font-family: book antiqua,palatino; font-size: medium;"><br /></span></strong></div>
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<span><strong><span style="font-family: book antiqua,palatino; font-size: medium;">Remember - Newbery Award project - sheet due <span class="aBn" data-term="goog_886959815" tabindex="0"><span class="aQJ">tomorrow</span></span> </span></strong></span></div>
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<strong><span style="color: red; font-family: book antiqua,palatino; font-size: medium;"><br /></span></strong></div>
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<strong><span style="color: red; font-family: book antiqua,palatino; font-size: medium;"><span class="aBn" data-term="goog_886959816" tabindex="0"><span class="aQJ">Tuesday</span></span> Homework - </span></strong></div>
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<span><span style="font-family: book antiqua,palatino; font-size: medium;">Read for 30 minutes.</span></span></div>
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<span style="color: red; font-family: book antiqua,palatino; font-size: medium;"><span style="color: black;"><span style="font-family: book antiqua,palatino; font-size: medium;">Science- thermometer sheet and Plants packet up to page 22.</span></span></span><strong></strong></div>
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<span style="color: red; font-family: book antiqua,palatino; font-size: medium;"><span style="color: black;"><span style="font-family: book antiqua,palatino; font-size: medium;">Newbery Award Project - sheet due <span class="aBn" data-term="goog_886959817" tabindex="0"><span class="aQJ">Thursday</span></span>. Remember to draw your award on the back.<br />
</span></span></span></div>
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<strong><span style="color: red; font-family: book antiqua,palatino; font-size: medium;"><br /></span></strong></div>
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<strong><span style="color: red; font-family: book antiqua,palatino; font-size: medium;"><span class="aBn" data-term="goog_886959818" tabindex="0"><span class="aQJ">Monday</span></span> Homework - </span></strong></div>
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<strong></strong><span><span style="font-family: book antiqua,palatino; font-size: medium;">Read for 30 minutes.</span></span></div>
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<span><span style="font-family: book antiqua,palatino; font-size: medium;">Science - Read pages A82 - 89 and take notes</span></span></div>
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<span><span style="font-family: book antiqua,palatino; font-size: medium;">Religion - page 182</span></span></div>
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<span><span style="font-family: book antiqua,palatino; font-size: medium;">REFLEX Math<br />
</span></span></div>
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<strong><span style="color: red; font-family: book antiqua,palatino; font-size: medium;"><br /></span></strong></div>
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<strong><span style="color: red; font-family: book antiqua,palatino; font-size: medium;"><span class="aBn" data-term="goog_886959819" tabindex="0"><span class="aQJ">Friday</span></span> Homework -</span></strong></div>
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<span style="font-family: book antiqua,palatino; font-size: medium;"><br /></span></div>
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<span style="font-family: book antiqua,palatino; font-size: medium;">There is no written homewo</span><span style="font-family: book antiqua,palatino; font-size: medium;">rk.</span><span style="font-family: book antiqua,palatino; font-size: medium;"> You get one more weekend to relax and enjoy </span><span style="font-family: book antiqua,palatino; font-size: medium;">Spring.</span><strong></strong></div>
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<strong><span style="font-family: book antiqua,palatino; font-size: medium;">Upcoming Tests:</span></strong></div>
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<span style="font-family: book antiqua,palatino; font-size: medium;">Wordly Wise – we will be having a test on Lesson 11 <span class="aBn" data-term="goog_886959820" tabindex="0"><span class="aQJ">on Thursday</span></span>!</span></div>
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<span style="font-family: book antiqua,palatino; font-size: medium;">Religion Test on the 4th Commandment <span class="aBn" data-term="goog_886959821" tabindex="0"><span class="aQJ">on Friday</span></span>.</span></div>
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<strong><span style="color: red; font-family: book antiqua,palatino; font-size: medium;">REMEMBER: Art homework is due <span class="aBn" data-term="goog_886959822" tabindex="0"><span class="aQJ">Tuesday</span></span>.<br />
</span></strong></div>
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<strong><span style="color: red; font-family: book antiqua,palatino; font-size: medium;"><br /></span></strong></div>
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<strong><span style="color: red; font-family: book antiqua,palatino; font-size: medium;"><span class="aBn" data-term="goog_886959823" tabindex="0"><span class="aQJ">Thursday</span></span> Homework - </span></strong> </div>
<div style="text-align: left;">
<strong>REMEMBER
- <span class="aBn" data-term="goog_886959824" tabindex="0"><span class="aQJ">tomorrow</span></span> is a dress down day. $2 and dress in your favorite team
shirt. It can be either a professional sport or your own team sport.</strong></div>
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<div style="text-align: left;">
Read Social Studies pages 104 - 108. Read it two times and take notes in your notebook.</div>
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<div style="text-align: left;">
ELA - sheet based on our Newbery study</div>
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<strong><span style="color: red; font-family: book antiqua,palatino; font-size: medium;"><span class="aBn" data-term="goog_886959825" tabindex="0"><span class="aQJ">Wednesday</span></span> Homework - </span></strong><br />
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Read for 30 minutes.<br />
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In your RRJ – fold page in half to make two columns. In one column list <strong>at least three</strong> things that you think make <em>Tale of Despereaux</em> a good enough book to win the Newbery Award (even if you didn’t like it).<br />
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In the second column write anything that you think was a problem in the book or things that made you dislike it.<br />
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Science – sheet (You need your text book)<br />
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<strong><span style="color: red; font-family: book antiqua,palatino; font-size: medium;"><br /></span></strong></div>
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<strong><span style="color: red; font-family: book antiqua,palatino; font-size: medium;"><br />
</span></strong></div>
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<strong><span style="color: red; font-family: book antiqua,palatino; font-size: medium;"><span class="aBn" data-term="goog_886959826" tabindex="0"><span class="aQJ">Tuesday</span></span> Homework - </span></strong></div>
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<strong><span style="color: red; font-family: book antiqua,palatino; font-size: medium;"><br />
</span></strong></div>
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<strong>Science
- Read pages A68 – A74 and take notes the way you have learned
(Headings and important facts.) This will be #20 in your Table of
Contents. Title is All About Plants.</strong><br />
<strong>Be sure to copy the main idea.</strong><br />
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<br />
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<strong>Wordly Wise – we will be having a test on Lesson 11 next week so study!</strong><br />
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<strong><span style="color: red; font-family: book antiqua,palatino; font-size: medium;"><br /></span></strong></div>
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<strong><span style="color: red; font-family: book antiqua,palatino; font-size: medium;"><span class="aBn" data-term="goog_886959827" tabindex="0"><span class="aQJ">Monday</span></span> Homework:</span></strong></div>
<div style="text-align: left;">
<span><strong><span style="font-family: book antiqua,palatino; font-size: medium;"><br /></span></strong></span></div>
<div style="text-align: left;">
<span><strong><span style="font-family: book antiqua,palatino; font-size: medium;">Read for 30 minutes for fun!</span></strong></span></div>
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<strong><span style="color: red; font-family: book antiqua,palatino; font-size: medium;"><span style="color: black;">Clean
up your Science notebook by stapling or taping the Cicada papers into
the space where we left room. Read the rest of the Three Sisters Garden
paper and take notes on what you need to do to finish your garden. You
can add more info in on what you've already learned and done. Remember,
the more you do, the better your Science notebook will be.</span></span></strong></div>
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<strong><span style="color: red; font-family: book antiqua,palatino; font-size: medium;"><br /></span></strong></div>
<div style="text-align: left;">
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<strong><span style="color: red; font-family: book antiqua,palatino; font-size: medium;"><span style="color: black;">Remember to bring <em>Tale of Despereaux</em> to school. </span></span></strong><br />
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<strong><span style="color: red; font-family: book antiqua,palatino; font-size: medium;"><br /></span></strong></div>
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<strong><span style="color: red; font-family: book antiqua,palatino; font-size: medium;">Testing is</span></strong></div>
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Congratulations on accomplishing SO much!!!!<br />
<br />
Enjoy
the weekend and relax. There's no homework except to look at these
pictures and imagine how you would make a model of the cicada.<br />
<br />
Parents:
we're going to be doing a number of projects that require soil. If
anyone is able to donate some bags of potting soil, it would be greatly
appreciated. Thank you.<br />
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<div style="border: 1px solid black; margin: 0px auto; min-height: 425px; width: 640px;">
<a href="http://www.tomuphoto.com/gallery/Reptiles/17_year_cicada_2?full=1" target="_blank"><img alt="17 year cicada 2" height="425" src="http://www.tomuphoto.com/albums/Reptiles/17_year_cicada_2.sized.jpg" title="17 year cicada 2" width="640" /></a><br />
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<div style="border: 1px solid black; margin: 0px auto; min-height: 425px; width: 640px;">
<a href="http://www.ces.ncsu.edu/wp-content/uploads/2013/04/cicada.jpg" target="_blank"><img alt="13-year cicada in 2011 from Brood XIX" height="346" src="http://www.ces.ncsu.edu/wp-content/uploads/2013/04/cicada.jpg" title="13-year cicada in 2011 from Brood XIX" width="400" /></a><img alt="http://global.fncstatic.com/static/managed/img/Scitech/cicadas%20color.jpg" src="http://global.fncstatic.com/static/managed/img/Scitech/cicadas%20color.jpg" /></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5586464835027768090.post-49058889799257966642013-04-29T18:25:00.004-04:002013-04-29T18:25:57.002-04:00First week of May!<div style="text-align: left;">
<strong><span data-mce-style="color: #ff0000; font-family: book antiqua,palatino; font-size: large;" style="color: red; font-family: book antiqua,palatino; font-size: medium;">Monday Homework:</span></strong></div>
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<span style="color: black;"><strong><span data-mce-style="font-family: book antiqua,palatino; font-size: large;" style="font-family: book antiqua,palatino; font-size: medium;"><br /></span></strong></span></div>
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<span style="color: black;"><strong><span data-mce-style="font-family: book antiqua,palatino; font-size: large;" style="font-family: book antiqua,palatino; font-size: medium;">Read for 30 minutes for fun!</span></strong></span></div>
<strong><span data-mce-style="color: #ff0000; font-family: book antiqua,palatino; font-size: large;" style="color: red; font-family: book antiqua,palatino; font-size: medium;"><span style="color: black;">Clean up your Science notebook by stapling or taping the Cicada papers into the space where we left room. Read the rest of the Three Sisters Garden paper and take notes on what you need to do to finish your garden. You can add more info in on what you've already learned and done. Remember, the more you do, the better your Science notebook will be.</span></span></strong><br />
<br />
<strong><span data-mce-style="color: #ff0000; font-family: book antiqua,palatino; font-size: large;" style="color: red; font-family: book antiqua,palatino; font-size: medium;"><span style="color: black;">Remember to bring <i>Tale of Despereaux</i> to school. </span></span></strong>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5586464835027768090.post-24524982358657980842013-04-26T21:40:00.000-04:002013-04-26T21:53:22.426-04:00Happy Weekend!<img alt="" 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" /><br />
<br />
No weekend homework!<br />
<br />
Parents: we're going to be doing a number of projects that require soil.
If anyone is able to donate some bags of potting soil, it would be
greatly appreciated. Thank you.<br />
<br />
<br />
except... look at these pictures of cicadas and imagine how you would make a model.<br />
<img alt="http://global.fncstatic.com/static/managed/img/Scitech/cicadas%20color.jpg" class="decoded" src="http://global.fncstatic.com/static/managed/img/Scitech/cicadas%20color.jpg" /><br />
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<div class="g-photo" id="galleryImageFrame" style="border: 1px solid black; height: 425px; margin: 0 auto; width: 640px;">
<a href="http://www.tomuphoto.com/gallery/Reptiles/17_year_cicada_2?full=1"><img alt="17 year cicada 2" height="425" id="galleryImage" src="http://www.tomuphoto.com/albums/Reptiles/17_year_cicada_2.sized.jpg" title="17 year cicada 2" width="640" /></a></div>
<a href="http://www.ces.ncsu.edu/wp-content/uploads/2013/04/cicada.jpg"><img alt="13-year cicada in 2011 from Brood XIX" class="aligncenter size-full wp-image-212495" height="346" src="http://www.ces.ncsu.edu/wp-content/uploads/2013/04/cicada.jpg" title="13-year cicada in 2011 from Brood XIX" width="400" /></a></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5586464835027768090.post-67399728266424039582013-04-22T14:59:00.000-04:002013-04-25T18:32:18.879-04:00Week of Math State Testing<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjr-TtJCI1YKKOBUNK_vJIxvB8DGqs2G5FvTi-eFIcU6q1mvpwoW9HkRs68byqMXfKKbiU7x8ocCFm5bKlr8R_AxXbh2ZpWEoNqJxBeC8GM07KGbLHV6mcH8fgTFkCEeOKfnCAYQ5c_mGA/s1600/Earth-Week-20131-300x224.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjr-TtJCI1YKKOBUNK_vJIxvB8DGqs2G5FvTi-eFIcU6q1mvpwoW9HkRs68byqMXfKKbiU7x8ocCFm5bKlr8R_AxXbh2ZpWEoNqJxBeC8GM07KGbLHV6mcH8fgTFkCEeOKfnCAYQ5c_mGA/s1600/Earth-Week-20131-300x224.jpg" /></a></div>
<br />
<br />
<br />
<strong>THURSDAY</strong><br />
<br />
We're almost done!!!!!<br />
<br />
I didn't give any written homework tonight, but....<br />
We were working on a packet in school this afternoon. I gave the
children the answer sheet so they can check any problems they didn't
finish. I particularly suggest they review # 67 because that shows
division by the rectangle model.<br />
<br />
<br />
WEDNESDAY -<br />
<br />
I'm not giving any written homework today, but I suggested the
children take home the READY NY books and review - especially anything
that may have been confusing on today's test.<br />
<br />
<br />
<br />
<br />
Links - Here is the link for the math questions - <a href="http://www.homeworknow.com/hwnow/gethw.php?id=168375">http://www.homeworknow.com/hwnow/gethw.php?id=168375</a><br />
<br />
<br />
For anyone who is interested - here are some links you can use:<br />
To practice measuring with a protractor (they have one that you can move on the screen) <a href="http://www.mathplayground.com/measuringangles.html">http://www.mathplayground.com/measuringangles.html</a><br />
<br />
For measuring with a ruler -<a href="http://www.rickyspears.com/rulergame/">The ruler game</a><br />
<br />
For a refresher on area model of multiplication - <a href="http://www.learner.org/courses/learningmath/number/session4/part_b/multiplication.html">http://www.learner.org/courses/learningmath/number/session4/part_b/multiplication.html</a><br />
Hint - you needed that for problem # 13<br />
<br />
<br />
Tuesday Homework -<br />
<br />
You know the drill for Wednesday - sleep, eat, relax, bring pencils and a positive attitude! :)<br />
<br />
The only homework is to finish the packet we started in school.<br />
<br />
<br />
Remember: Tuesday is a free dress down for anyone who walks to school. If you live too far away, taking public transportation or the school bus counts or you can park a block or two away from school and walk the rest of the way.<br />
<br />
Monday -<br />
<br />
COACH Practice Test 2 - pages 24 - 33 (Questions 1 - 45). Just copy the letter on loose leaf.<br />
<br />
Properties Packet<br />
<br />
Sheet on fractions/percents<br />
<br />
I gave out an other copy of the measurement study sheet because some students still haven't memorized the basic measurements. <br />
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5586464835027768090.post-74503598771208037632013-04-20T12:08:00.002-04:002013-04-20T12:28:57.360-04:00Weekend HomeworkNYSCC Math tests are next week on Wednesday, Thursday and Friday.<br />
<br />
Weekend Homework -<br />
<br />
Study your measurement facts. You can't do the word problems if you haven't memorized the facts.<br />
<br />
Study math vocabulary. You need to know the words to know what the question is asking you to do!<br />
<br />
Know your equivalent fractions. Often the answer choices show an equivalent fraction rather than the one you're expecting. If you know the equivalents, you'll figure out the answers!<br />
<br />
I'm trying to skip around with the practice and assign the things we did a long time ago or that seemed weak.<br />
<br />
READY NY Math:<br />
Lessons 31 and 32. You don't actually have to write out every last but, but make sure you understand the information.<br />
<br />
Pages 302 - 303 and 326, 327, 328.<br />
<br />
<br />
<strong>Other work:</strong><br />
<br />
** Poem is due Monday (See Thursday's homework for details.)<br />
<br />
** Earth Week Project (Due any time next week.) - Make a poster
promoting the message of Earth Day/Week. Make sure you use recycled
materials to make your poster.<br />
<br />
<div style="text-align: center;">
Some ideas:</div>
<ul style="text-align: center;">
<li> Cut up a cereal box to use as the background.</li>
<li> Use the 4 sides of a milk container.</li>
<li> Use old newspaper to cut out letters.</li>
<li> Find things around your house that you can recycle and attach them to your poster </li>
</ul>
<div style="text-align: center;">
Use your imagination!!!!</div>
<br />
<br />
<br />
<img alt="" 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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5586464835027768090.post-30835170875434262622013-04-15T14:56:00.000-04:002013-04-18T18:19:53.236-04:00Week of ELA testingELA is finished. Onward to Math!<br />
<br />
Tonight's homework has two parts.<br />
<br />
1) complete the math packet on patterns that we were working on today. Do the two packets on measurement. (Good work on last night's packets!)<br />
<br />
2) Today was Poem in Your Pocket Day and we celebrated by finding poems we like. Each student is to take either the poem they found (or a new one) and write his/her own poem about the same topic. That is due Monday. We are going to do a project with it in school for April is Poetry Month (Nie to celebrate something other than April is Testing Month!).<br />
<br />
<br />
<br />
Two days of ELA down, one to go.<br />
<br />
Today's test was pretty exhausting so the only homework is to do the two math packets. We did area and perimeter back in December when we were doing the area model of multiplication, but it needs some serious reviewing. :)<br />
<br />
<br />
<br />
<br />
One day of testing done! Everyone worked really hard. Good job!<br />
<br />
Tuesday Homework -<br />
We're practicing remembering to add details to our essays.<br />
Do Practice Test 1, Test 2 in the Practice Book. It begins on pages 21 - 27. (Up, Up and Away)<br />
<br />
Math - READY NY pages 34 - 36 and study page 2. Also make sure you know the measurement sheet I gave you.<br />
<br />
<br />
<br />
<br />
Be sure to:<br />
Get a good night's sleep.<br />
Eat a hearty breakfast.<br />
Remember pencils and sharpener.<br />
<br />
Snack will be after the test ends.<br />
<br />
Monday Homework:<br />
<br />
1) Finish Math READY NY Lesson 11.<br />
2) ELA - revise one of the two essays in the Practice Book (either <i>How Beaver Stole Fire/Stealing Fire from Zeus or A Project for Two</i>.) I would prefer you do <i>How Beaver Stole Fire/Stealing Fire from Zeus.</i><br />
Use the feedback I have given you on your other essays as well as the notes we took.<br />
Flip through the READY ELA book for anything you may not be sure of. Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5586464835027768090.post-37909809672221734212013-04-08T14:12:00.002-04:002013-04-12T15:59:24.777-04:00Week of April 8th<b>Friday Homework</b><br />
<br />
READY NY Math - Lesson 12. This is a review of the area model of multiplication.<br />
READY NY ELA - Lesson 23<br />
Finish COACH essay<br />
<br />
Some have to redo the essay that I graded.<br />
<br />
<b>Thursday Homework - </b><br />
<br />
4th Grade is hosting our school Mass at 11:00 tomorrow. All are welcome to join us.<br />
<br />
Math - orange workbook. Review how to turn an improper fraction into a mixed number. Almost everyone is forgetting how to do this in word problem answers.<br />
READY NY Math - pages 14, 15, 24, 25.<br />
READY NY ELA - pages 1 - 10<br />
<br />
<b> Book Fair will be on again tomorrow for anyone who did not get what they wanted today.</b><br />
<b><br /></b>
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<b>Wednesday Homework – </b></div>
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REFLEX</div>
<div class="MsoNormal">
READY MATH – pages 168 – 173 (This is what we worked on in class today.)</div>
READY ELA - <span style="mso-spacerun: yes;"> </span>pages 193–202<br />
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<b>REMINDER – Book Fair tomorrow.</b><br />
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<b>Tuesday Homework – </b></div>
<b>
</b><br />
<div class="MsoNormal">
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REFLEX</div>
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READY MATH – pages 150 – 151</div>
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Review</div>
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<span style="mso-spacerun: yes;"> </span>equivalent fractions</div>
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<br /></div>
<div class="MsoNormal">
READY ELA - <span style="mso-spacerun: yes;"> </span>pages 185
– 192</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<br />
<br />
<br />
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<br />
<div class="MsoNormal">
Monday Homework:</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
READY ELA – pages 177 – 184 in notebook.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Smart Poem</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
READY Math – Lesson 17 in notebook</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5586464835027768090.post-69034839056652979532013-03-31T17:44:00.003-04:002013-03-31T17:44:57.627-04:00Happy Easter<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_DiOkWjuMrkKAaeyVLs4ZrsVXsyBAZCH2V2c1eaFdTi9oAitWjrz2zY1xhIU-U2tNWBPFrsSMQYz8otdi67lNEqpCAnB_d-vtCDcalbW8x6PPQjPD1ZXSUKNHKW6MV9dANxF-GzhyphenhyphenUrA/s1600/religious-easter-wallpapers.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_DiOkWjuMrkKAaeyVLs4ZrsVXsyBAZCH2V2c1eaFdTi9oAitWjrz2zY1xhIU-U2tNWBPFrsSMQYz8otdi67lNEqpCAnB_d-vtCDcalbW8x6PPQjPD1ZXSUKNHKW6MV9dANxF-GzhyphenhyphenUrA/s320/religious-easter-wallpapers.jpg" width="320" /></a></div>
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5586464835027768090.post-46295078880976139862013-03-25T15:08:00.001-04:002013-03-26T18:29:36.886-04:00Week of March 25thREMINDER: Dismissal tomorrow is at 11:30. There is NO afterschool.<br />
<br />
The homework I assigned today is due after vacation.<br />
<br />
There was a letter from Mrs. Rao and me detailing practice test work to do over break. What I suggested to the children is that after they do one part, they use the review books to look up any questions they had, or lessons they were unsure of. That way they can see if it will help on the second one.<br />
<br />
I also gave them a set of vocabulary flashcards for math. These words are key to understanding the questions. They should finish making the cards and STUDY the words! <br />
<br />
If you have any questions, feel free to email me.<br />
<br />
Note re: SS test. Yes, it's cancelled.<br />
With all the stress over the Science Fair and test prep and vacation, it seems cruel to add another test in there, so I'll just count the practice one they did. Now if anyone is disappointed and wants the test, I'll be happy to accommodate individuals. ;)<br />
<br />
<br />
This is the letter -<br />
<div style="text-align: left;">
<br /></div>
The children are bringing home their <b><span style="text-decoration: underline;">Ready ELA and Math Test Practice</span></b>
books. Their homework assignment to be completed during spring break
is to complete Practice tests 2 & 3 in both books. Please have your
child <b>work at a table, </b>in a <b>quiet setting free from distractions,</b> and have the following tools available:<br />
<ul>
<li>Timer</li>
<li>2 sharpened pencils</li>
<li>Highlighter</li>
<li>Ruler</li>
<li>Protractor (we included a paper one)</li>
<li>Bubble sheet ELA p. 107 Math p. 121</li>
<li>Math testing Notebook</li>
</ul>
<br />
Please administer each test separately and follow timed schedule:<br />
<br />
<b>ELA</b>:<br />
<br />
Practice Test 2 Book 1 60 Mins. Pages 37- 56<br />
Practice Test 2 Book 2 60 Mins Pages 57- 64<br />
Practice Test 2 Book 3 60 Mins Pages 65 – 72<br />
<br />
Practice Test 3 Book 1 60 Mins Pages 73 – 90<br />
Practice Test 3 Book 2 60 Mins Pages 91 – 98<br />
Practice Test 3 Book 3 60 Mins Pages 99 – 105<br />
<br />
<b>Math:</b><br />
<br />
Practice Test 2 Book 1 60 Mins. Pages 39- 53<br />
Practice Test 2 Book 2 60 Mins Pages 54- 67<br />
Practice Test 2 Book 3 60 Mins Pages 68 – 79<br />
<br />
Practice Test 3 Book 1 60 Mins Pages 80 – 94<br />
Practice Test 3 Book 2 60 Mins Pages 95 – 109<br />
Practice Test 3 Book 3 60 Mins Pages 110 – 119<br />
<br />
<b><b><br /></b></b>
<b><b>REMEMBER </b></b>to have your index cards and glue sticks/scissors with you tomorrow.<b><b></b></b><br />
We are working in the Test Prep Ready NYCC:<br />
<br />
Tonight's homework -<br />
<br />
Math - pages 119 - 125. It says do with a group, but this is all work we have done before, so just write out the answers on your own in the back half of the notebook.<br />
<br />
ELA - pages 159 - 168. Read carefully!!!! You don't have to write everything out. Just write out the answers. Do it in the front half of the notebook I gave you.<br />
<br />
Parents - I sent home the COACH books to those who ordered. You can feel free to have your child work on any part of it you wish (alone or with you or the tutor). The children did a practice test today so I will send home individualized suggestions for practice.I will be happy to check any work if you like.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5586464835027768090.post-70440265513449776952013-03-18T18:32:00.001-04:002013-03-21T18:20:35.671-04:00Week of March 18th<b>Remember - tomorrow is Dress Down for Autism $2 donation</b><br />
<br />
<b>Thursday Homework - </b><br />
<br />
Read for 30 minutes<br />
<br />
Math - 2 sheets<br />
SS- take home test (due Friday) Actual test will be next Tuesday.<br />
<br />
<br />
<br />
<b>Wednesday Homework - </b><br />
<br />
Read for 30 minutes.<br />
SS/ELA - read the packet with info about the Algonquians. Take notes on important facts in SS notebook.<br />
Math - workbook pages 109 (try) and 111 (finish).<br />
<br />
Wordly Wise test will not be until after Easter break.<br />
<br />
<b>Tuesday Homework - </b><br />
<br />
Read for 30 minutes. That may include the ELA.<br />
<br />
ELA - In a recent writing assignment, there was some confusion about the difference between plot and theme. So for tonight, I'd like the students to work in the COACH book and do Lesson 28 - Plot and Lesson 31 - Theme. Do any exercises on loose leaf.<br />
<br />
Math - REFLEX<br />
<br />
<br />
<br />
Reminder - dismissal is at 11:30 tomorrow.<br />
<br />
A followup slip went home to everyone who signed up for a Tuesday conference, so please check with your child.<br />
<br />
Monday Homework -<br />
<br />
Read for 30 minutes.<br />
Math - for Measurement Monday we were practicing measuring angles. The workbook pages (119 and 120) are a review of some of the skills we worked on.<br />
<br />
ELA - finish a good draft of your <i>Pourquoi</i> story on looseleaf.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5586464835027768090.post-51096787745352916902013-03-15T16:48:00.000-04:002013-03-15T19:20:40.544-04:00Weekend HomeworkBest wishes to everyone participating in HOOP it UP tonight. Hope you have a great time.<br />
<br />
REMINDER - Each child signed up for a specific day next week to present Science Fair projects. You should bring your boards and materials in on that day.<br />
<br />
Read!<br />
<br />
Math - COACH review lessons on measurement (pages 158 - 170)<br />
ELA - Main idea packet - pages 4 - 15<br />
Draft of Pourquoi story in your Writer's NotebookUnknownnoreply@blogger.com0tag:blogger.com,1999:blog-5586464835027768090.post-2675510616835321362013-03-11T15:08:00.004-04:002013-03-14T16:07:16.009-04:00Week of March 11th<br />
<br />
Thursday Homework<br />
<br />
Read for 30 minutes<br />
Social Studies sheet - do in notebook<br />
Math - sheet. You do not have to do questions #6 and 10 - 13 because those involve simplifying. If you understand simplifying fractions, you can give them a try.<br />
Wordly Wise - finish E. Test tomorrow <br />
<br />
Wednesday Homework -<br />
<br />
Read in Social Studies text (pages 94 - 99) and take notes. <br />
Math - workbook page 100. (This is a review of factors before using them to simplify fractions.)<br />
Wordly Wise D and E. E is not due until Friday. Test is Friday.<br />
Science - work on your egg plan. I want to see some writing about it!<br />
<br />
<br />
Parents - I have to return for round 2 of the state testing workshops tomorrow afternoon. I'll be at school until 12 and then the students will most likely join the Jr. High for Stations from 12 - 12:30. Barring any last minute changes, dismissal will be from Church.<br />
<br />
<br />
Tuesday Homework<br />
<br />
Read for 30 minutes<br />
ELA - essay sheet about King Puck story (in your notebook). This is not your final draft.<br />
Math - Finish equivalent fractions sheet and do orange workbook page 99<br />
<br />
REFLEX!!!!<br />
<br />
Social Studies - this afternoon you were supposed to be working on taking notes on pages 88 - 92. If you did not complete that, finish it for homework.<br />
<br />
<br />
<br />
<br />
<br />
<br />
Monday Homework<br />
<br />
Read for 30 minutes<br />
ELA sheet<br />
<br />
Math - orange workbook page 76<br />
Green workbook page 8 (in your problem solving notebook)<br />
REFLEX!!!!<br />
<br />
Think about the egg experiment and what you want to do.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5586464835027768090.post-81408694579068110902013-03-04T14:47:00.001-05:002013-03-08T20:17:51.940-05:00Week of March 4th<b>Weekend homework - </b><br />
<br />
Read for 30 minutes.<br />
Science - study for test - Chapter 9, Lesson 6 only. That covers the part of weather we have been working on about air, atmosphere, winds, clouds, etc.<br />
<br />
Math - mini packet - Safari word problems.<br />
ELA - 2007 test<br />
<br />
<b> </b><br />
<b>Reminder - Re-registration is due by Friday. Even if you are not returning, please return the form so we know.</b><br />
<br />
<br />
Thursday Homework -<br />
<br />
Read for 30 minutes in your Newbery book.<br />
Write a letter to me telling me how your Newbery reading has been going. Tell me what you've read so far and what you think of it. Do you agree that the book deserved an award? How would you compare it to other books you have read. Share your thoughts.<br />
The letter must be at least one side of looseleaf.<br />
Wordly Wise - B and C<br />
Science -sheet (both sides)<br />
Math
- workbook page 98<br />
<br />
REMINDER - you need to be doing REFLEX at least 3 times a week.<br />
<br />
Religion test was postponed until tomorrow because the copy machine was under repair the past two days.<br />
<br />
<br />
<br />
<b>Wednesday Homework - </b><br />
<br />
Read for 30 minutes in your Newbery book.<br />
<br />
Science - Continue with note-taking for pages D64 - 69<br />
<br />
Math - Because we had the fraction test today, tonight's homework is a word problem review. Number Sense and Operations Packet - pages 59 - 67.<br />
<br />
Reminder - Religion test is tomorrow.<br />
<br />
<br />
Regarding the Math homework -<br />
<br />
I'm not sure what happened, but the papers must have fed through the copier wrong. I noticed a number of words were cut off along with parts of questions 3 and 4. You can skip anything you can't read, but I think only question 3 was really affected.<br />
<br />
So just to clarify some things I've gotten questions about - Math quiz is Wednesday. It's on what we've done so far on
fractions - identifying them, adding and subtracting them, simple
equivalent fractions (ex 1/2 = 2/4).<br />
<br />
Measurement Monday is
something altogether separate. I find that doing all measurement
together as a unit is overwhelming, so we do it on Mondays in March and
April - Measurement Mondays. Each Monday will be a different type of
measurement. For this week it was using a ruler/yardstick for inches,
feet, yards, and converting the measurements - inches to feet, feet to
yards, etc. Once we've done the measurement, I'll begin to include that
kind of problem in our word problem practice. Measurement is NOT on
Wednesday's test.<br />
<br />
Religion test is on the three
chapters they did practice tests for - Chapters 8, 9, 10. They only have to study what is on the sheets. Ch 8
is an overview of the Ten Commandments. Ch. 9 is Commandment #1 and 10
is Commandment #2. <br />
<br />
<br />
Reminder - the Science Fair project approval papers should have been turned in already.<br />
Projects will be due the week of March 18th. Children will be scheduled for different days during that week.<br />
<br />
<br />
Tuesday Homework -<br />
Read for 30 minutes in your Newbery book.<br />
<br />
Wordly Wise - Look up new words and make the chart of words you know and words you need to learn.<br />
Math - packet<br />
ELA - grammar sheet and page 2 of packet (which is numbered page 176).<br />
<br />
Monday Homework -<br />
Read for 30 minutes in your Newbery book.<br />
<br />
Wordly Wise - review sheet<br />
Math - Measurement Monday! Do workbook pages 71 and 72.<br />
Social Studies read pages 84 and 85 and do questions on page 85 in notebook.<br />
Religion test - study the tests I gave back. <br />
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5586464835027768090.post-91624477995044939482013-02-25T16:17:00.002-05:002013-03-01T15:00:16.708-05:00Week of February 25th<b>A couple of items:</b><br />
<b>1) Just a reminder - the new dismissal policy will begin on Monday. Our class will be dismissing under the bridge.</b><br />
<br />
<b>2) As promised, here are the links for the COACH books mentioned in yesterday's notice. Please send in the check by Monday if you are ordering.</b><br />
<b><br /></b>
MATH: <a data-mce-href="http://www.triumphlearning.com/new-york-common-core-coach-student-edition-24187.html" href="http://www.triumphlearning.com/new-york-common-core-coach-student-edition-24187.html">http://www.triumphlearning.com/new-york-common-core-coach-student-edition-24187.html</a><br />
<br />
ELA: <a data-mce-href="http://www.triumphlearning.com/common-core/implementation-and-transition/new-york-common-core-coach-student-edition.html" href="http://www.triumphlearning.com/common-core/implementation-and-transition/new-york-common-core-coach-student-edition.html">http://www.triumphlearning.com/common-core/implementation-and-transition/new-york-common-core-coach-student-edition.html</a><br />
<b><br /></b>
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<b><br /></b>
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</b><br />
<b>Friday Homework:</b><br />
<b><br /></b>
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</b><br />
<b>Math - RALLY Number Sense and Operations - pages 30 - 40.</b><br />
<b>ELA - RALLY Sequence packet - pages 1 - 15.</b><br />
<b><br /></b>
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</b><br />
<b>Science:</b><br />
<b>1) Complete your Oobleck observation. Be sure to include sketches and a paragraph about how the oobleck you made is similar to or different from the oobleck in the book.</b><br />
<b>2) 2 sheets. The information can be found in the text between pages 2 and 59. We will be having a test on this material on March 11th. I will give a study guide next week.</b><br />
<b><br /></b>
<b>Upcoming tests -</b><br />
<b>Religion - Thursday on first two commandments</b><br />
<b>Math - fraction quiz on Wednesday on what we have learned so far. (Identifying fractions, fractions on a number line, adding and subtracting fractions).</b><br />
<b><br /></b>
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</b><br />
<div class="MsoNormal">
<b>Thursday Homework</b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b>2 notices and March calendar went home.</b></div>
<b>
</b><br />
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b>Read</b> for 30 minutes in Tale of Despereaux or Newbery books.
Logs due tomorrow.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b>Wordly Wise</b> – midterm test (Yes, you may use the book!)</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b>Math</b> – Make models of the addition and subtraction problems
(4 of each). Do in notebook.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b>Social Studies </b>– Make two ecosystem charts (living/nonliving
things). One should be from the SS text pictures on pages 80 and 82. One should
be the view from your house of your neighborhood. You may sketch or take a
photo to go with that one.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<br />
<br />
<b>Wednesday Homework -</b><br />
<br />
<b>Read</b> for 30 minutes in <i>Tale of Despereaux</i> or your Newbery book. Remember to log. Logs are due Friday.<br />
<b>Math</b> - workbook page 96<br />
<b>Social Studies</b> - read pages 77 - 83in text and take notes for each of the sections as we have done in the past by writing the title of the section and at least one important fact from each section.<br />
<b>Religion</b> - complete open book test if you did not complete it in class.<br />
<br />
<br />
<b>Tuesday Homework -</b><br />
<br />
<b>Read</b> for 30 minutes in <i>Tale of Despereaux</i> or your Newbery book. Remember to log. Logs are due Friday.<br />
Anyone who still wishes to send in the Six Flags log must send it in by tomorrow.<br />
<b>Math</b> - sheets.<br />
Anyone who did not do page 95 from last night should make it up tonight. My apologies for leaving it off the homework page.<br />
<b>Science</b> - read pages A 40 - 45 in Science text and complete the art ecosystem chart in your notebook. <br />
<br />
<b>Wordly Wise</b> - study! Test is tomorrow<br />
<br />
<br />
Monday Homework -<br />
<br />
Read for 30 minutes in <i>Tale of Despereaux</i> or your Newbery book. We need to be finishing up TofD.<br />
ELA - Do planning page for essay. I should see three sections:<br />
How did Shadowtail behave at the beginning of the passage.<br />
How did Shadowtail behave at the end of the passage.<br />
What caused his behavior to change.<br />
<br />
Remember to fill each of those lists with details from the passage. Do NOT write the essay and do not finish question 30.<br />
<br />
Religion - think about ways to show love for God and for your neighbor this week.<br />
Wordly Wise - study! Test is WednesdayUnknownnoreply@blogger.com0tag:blogger.com,1999:blog-5586464835027768090.post-66213761121304507672013-02-15T13:41:00.001-05:002013-02-15T13:43:49.119-05:00Vacation Homework<b>Happy Vacation</b><br />
<br />
The following work needs to be completed over break. You can space it out or do it in chunks, but please don't get help! I need to know what you can do on your own, <b>so please, no parental, sibling, or tutor help on these. </b><br />
Parents, if you would like to work on a skill you notice your child got wrong, that's fine, but please don't correct the work. If I think it's all correct, I won't review the skills in class. Thank you!<br />
<br />
<br />
I would like each child to have the following when they return from break -<br />
~ one set of 3 x 5 lined index cards<br />
~ working highlighters (Many have broken or run out)<br />
~ post-its (Again, many have been lost or used up) <br />
~ sharpened pencils and pens (This is becoming a problem :( )<br />
~ test prep folders. (Many students already have one, but it's better to have one for Math and one for ELA since they're already bulging!)<br />
<br />
Homework:<br />
<br />
<b>RALLY Reading</b> - Rally Packet Practice Test 1 in the back. I had the children fold over the correct pages since they're not numbered. It starts with <i>Atalanta and the Golden Apples</i>, and ends with P<i>eaceful Paintings in Troubled Times</i>.<br />
<br />
Again, please don't correct the answers (or help with the writing). I will be differentiating practice based on which skills individual students need help with. Thanks! <br />
<br />
<b>Wordly Wise</b> - D and E. Test will be on Wednesday, February 27th.<br />
<br />
<b>RALLY Math</b> - We already did questions 1 - 10, so begin with #11 on page 21 and continue through # 27 on page 38. Do all work in the corresponding notebook.<br />
<br />
Enjoy the time off!Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5586464835027768090.post-82728035791855295222013-02-12T13:33:00.002-05:002013-02-14T18:51:54.455-05:00Week of February 11th<!--[if gte mso 9]><xml>
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<br />
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<b>REMINDERS:</b><br />
<br />
<b>Dismissal tomorrow is at 11:30. There is no afterschool.</b><br />
<b>Tomorrow is a N.U.T Day </b><br />
<br />
<b>Thursday Homework</b><br />
<b><br />
</b><br />
<div class="MsoNormal">
<b>Read for 30 minutes in <i style="mso-bidi-font-style: normal;">Tale
of Despereaux</i> or your Newbery book.</b></div>
<b>
</b><br />
<div class="MsoNormal">
<b>Wordly Wise – 10 B and C</b></div>
<b>
<div class="MsoNormal">
Science – Read pages<span style="mso-spacerun: yes;"> </span>R
2 – 3 and 6 – 11.</div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>On looseleaf
make a list of some ways you use measurement in your life.</div>
<div class="MsoNormal">
The Nicest Thing. – Read and write:</div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l0 level1 lfo1; tab-stops: list .5in; text-indent: -.25in;">
<span style="mso-list: Ignore;">1)<span style="font: 7.0pt "Times New Roman";"> </span></span>Your
favorite from the stories.</div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l0 level1 lfo1; tab-stops: list .5in; text-indent: -.25in;">
<span style="mso-list: Ignore;">2)<span style="font: 7.0pt "Times New Roman";"> </span></span>Nicest
thing anyone ever did for you.</div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l0 level1 lfo1; tab-stops: list .5in; text-indent: -.25in;">
<span style="mso-list: Ignore;">3)<span style="font: 7.0pt "Times New Roman";"> </span></span>Nicest
thing you ever did for anyone else.</div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l0 level1 lfo1; tab-stops: list .5in; text-indent: -.25in;">
<br /></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l0 level1 lfo1; tab-stops: list .5in; text-indent: -.25in;">
<br /></div>
Wednesday Homework - </b></div>
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<br /></div>
<br />
1. Read for 30 minutes in <i>Tale of Despereaux</i> or your Newbery book.<br />
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
2. Religion – <span style="mso-spacerun: yes;"> </span>Read pages
231 – 233. Think about what you plan to do </div>
<div class="MsoNormal">
during Lent.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
3. Social Studies – pages 74 – 75.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
4. Math – study for test! I sent home a sheet about what is on test.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Dress in Red tomorrow<span style="mso-spacerun: yes;">
</span>-- $2</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
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<![endif]--><b>Tuesday Homework </b>-<br />
<br />
1. Read for 30 minutes in <i>Tale of Despereaux</i> or your Newbery book.<br />
2. Math - 2 sheets. Study for Thursday's test which will be division and word problems related to multiplication and division.<br />
3. ELA - packet on Abraham Lincoln<br />
4. Study for tomorrow's test. Study the Take Home test, the work in your notebook, and the review sheet I gave you. There will be one part that is open book that requires you to write about what you have learned. The rest of the test is not open book.<br />
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5586464835027768090.post-33864796208036696902013-02-08T18:27:00.001-05:002013-02-08T18:31:09.812-05:00Weekend UpdateReminder - Home School Meeting on Monday night. The focus is state testing in grades 4, 6, 8 (also of importance to students in grades 3, 5, and 7).<br />
<br />
<br />
Read for 30 minutes.<br />
Math - finish practice sheet on multiplicative comparison.<br />
ELA - packet<br />
<br />
<br />
I promised to link this video that we watched in school.<br />
<br />
<iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/EDun2Qhixo8" width="420"></iframe> Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5586464835027768090.post-64737614443068016742013-02-04T15:09:00.001-05:002013-02-07T14:17:18.844-05:00Week of February 4th<b>Thursday Homework -</b><br />
<br />
<b>Read</b> for 30 minutes in <i>T</i>a<i>le of Despereaux </i>(or your new Newbery book if you've finished TofD)<i>.</i><br />
<b>Wordly Wise</b> - Test tomorrow.<br />
<b>Social Studies</b> - test next Wednesday.<br />
<b>Math</b> - Finish sheet. Make sure to follow directions and do all parts!<br />
STUDY 2 D shapes!<br />
REFLEX (I will be checking. I am getting too many low usage notices!)<br />
<br />
<b>Religion</b> - finish pages 116 - 118<br />
<b>ELA </b>- snowman cookie packet<br />
<br />
<br />
Wednesday Homework -<br />
<br />
<b>Read</b> for 30 minutes in <i>T</i>a<i>le of Despereaux </i>(or your new Newbery book if you've finished TofD)<i>.</i><br />
<b>Wordly Wise</b> - 9 E. Remember there is a test this Friday.<br />
<b>Social Studies</b> - test next Wednesday. I will return Take Home tests to study from. in the meantime, study notes and vocabulary.<br />
<b>Math</b> - STUDY 2 D shapes!<br />
REFLEX (I will be checking. I am getting too many low usage notices!)<br />
Sheet (both sides)<br />
<br />
<br />
Tuesday Homework -<br />
<br />
Read for 30 minutes in <i>T</i>a<i>le of Despereaux </i>(or your new Newbery book if you've finished TofD)<i>.</i><br />
Wordly Wise - 9 C and D. Remember there is a test this Friday.<br />
Social Studies - Take Home test - due Wednesday.<br />
Math - STUDY 2 D shapes!<br />
Reflex.<br />
Sheet of 4 questions. Cut out each question, glue or tape into notebook and then solve the problem underneath. Write an equation for the problem and do the check.<br />
ELA - Rosa Parks sheets<br />
<br />
Monday Homework -<br />
<br />
We went over the Geometry that caused problems this weekend. This is one of those gap topics that students are expected to know by now so we can do more advanced geometry with measuring angles.<br />
<br />
Read for 30 minutes in Tale of Despereaux.<br />
Wordly Wise - 9 A and B. Remember there is a test this Friday.<br />
Social Studies - finish vocab. Take Home test - due Wednesday.<br />
Math - staple (or glue or tape) shape sheets into notebook. STUDY!<br />
Reflex.<br />
<br />
Religion- finish the chapter review if you did not finish in class.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5586464835027768090.post-64929458920107161202013-02-01T14:49:00.001-05:002013-02-01T14:49:53.976-05:00Weekend HomeworkRead for 30 minutes in Tale of Despereaux.<br />
ELA - Cause and Effect booklet pages 10 - 15.<br />
Geometry book - pages 5 -19<br />
Wordly Wise - test on FridayUnknownnoreply@blogger.com0tag:blogger.com,1999:blog-5586464835027768090.post-48854661016681775002013-01-28T18:56:00.001-05:002013-01-31T14:18:08.657-05:00Week of January 28th!Thursday -<br />
<br />
No homework tonight in honor of Student Appreciation Day tomorrow.<br />
<br />
Students have a free dress down tomorrow.<br />
<br />
I sent home a new reading log to be used for February. <br />
<br />
<br />
Wednesday Homework -<br />
<br />
Read for 30 minutes in <i>Tale of Despereaux</i>. Continue to makenotes on post-its of references to light and dark.<br />
Finish the 2 pages on Cause and Effect. <br />
<br />
Math - sheet. Follow directions!!! You are only supposed to do 4 of the problems. Be sure to follow step by step from the Partial Quotients sheet. Check your work by multiplying at the end.<br />
<br />
Wordly Wise - page 66 and review new words.<br />
<br />
<br />
<br />
Tuesday Homework -<br />
<br />
Read for 30 minutes in <i>Tale of Despereaux</i>. Continue to makenotes on post-its of references to light and dark.<br />
<br />
Math - we have been practicing making story (word) problems that show the inverse operations of multiplication and division.<br />
Create 2 pairs of problems. Each pair should have a multiplication version and a division version.<br />
Write the equations, first using a variable, then with the answer.For example:<br />
Karen
wanted to go fishing with her brother and grandfather. Grandfather had
15 colorful lures. How many could each of them use. 15 ÷ by 3 = f
15 ÷ 3 = 5<br />
<br />
Karen, her brother and her grandfather each use 5 fishing lures. How many are used in all?<br />
3 X 5 = f<br />
3 X 5 = 15<br />
<br />
Science - sheet (both sides). You do not need the text book. All information is on the sheet.<br />
<br />
<br />
<br />
Thank you to all of the parents/friends who were able to visit with us today. We enjoyed having you.<br />
<br />
For anyone who is curious - <i><b>One and Only Ivan</b></i> won the Newbery.<br />
<br />
<img alt="http://bellbulldogreaders.edublogs.org/files/2013/01/11594337-2czzpyl.jpg" class="decoded" height="320" src="http://bellbulldogreaders.edublogs.org/files/2013/01/11594337-2czzpyl.jpg" width="226" /><br />
<br />
A complete list of all winners in all categories is available <a href="http://www.ala.org/news/pr?id=12298">here</a>.<br />
<br />
Monday homework -<br />
<br />
Read for 30 minutes in Tale of Despereaux. Basically that means read as far as you get in 30 minutes (but don't go past Book 1).<br />
* While you are reading, use post-its to take notes of any mentions of light or dark<br />
* Continue to fill in your graphic organizer. You don't need to finish it, but work on it.<br />
<br />
Wordly Wise - finish exercise E. Remember test tomorrow.<br />
<br />
Math - make up two word problems using multiplication. Do on loose leaf.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5586464835027768090.post-14485058499143421162013-01-26T14:56:00.002-05:002013-01-26T14:56:27.516-05:00Weekend UpdateREMINDER - Sunday is the beginning of Catholic Schools Week. We will be celebrating the 10:oo AM Mass with Bishop Caggiano. All students are asked to attend in uniform. Thank you.<br />
<br />
Homework:<br />
<br />
1. If you did not finish your essay in class, finish it over the weekend. Reminder - look at the guidelines under Thursday homework.<br />
<br />
2. Math - new Measurement review book - pages 16 - 30. This is a review of measurement we have been doing all year in Science.)<br />
<br />
3. RALLY Reading - Unit 4, Passage 1.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5586464835027768090.post-55133253641101524132013-01-22T15:14:00.002-05:002013-01-24T15:24:31.208-05:00Week of January 22nd<br />
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J5H12Gee5t4RdQO7OPRPJwCagFD8R+iuczn7NyxkSBYvo6/PglzG7AL9HjdkdSjqaMrChB&#xA;9wcqxinSagUx6+WrMPbNhjcfH9LGr6Fi9FUs3YAVOZ8JbMZc1C365OSHpH5P6DpWt+afqmqQfWLZ&#xA;beSURlmUc1ZaV4kE9emVwiDKi7Hs/FGeSpCxT6O0/S9N06H0LC1itYtvghRUBp40G+ZgiByejjAR&#xA;FAUicLJ2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2Kpf5fDjRLHkas0CMT/AKy8v44qjyAQQdweoxVB&#xA;/oq1Xe25WjdawHgtfEx7xn6VxV1NVh+y0d0g7PWKT/gl5Ix/2K4q79KQptdRyWh7mVfgHzkQvGPp&#xA;bFUVHIkiB42DowqrKagj2IxVdirsVdiqEOmxoeVo7WjdSsdPTJ94zVN+5AB98Va+tX0G1zB6qf7/&#xA;ALcE/S0RJcf7EtiqIt7q2uVLQSLIAaNQ7qfBh1B9jiqQefNJ0268v3c9xbRyTxKvpzFRzX4wNmHx&#xA;d8wO0YgYpS6j9bj6nDGcTxB4nPodkJC7cmHZSdvwoc0MdVOqdGdNGPJCTW8EIIijVB34ilcujMnm&#xA;XDzCnndv1zfSaXqn5EyFPO6LSvqW0yn26N/xrkcX1O07LP734PovMt6J2KuxV2KuxV2KuxV2KuxV&#xA;2KuxV2KuxV2KuxVL/L5Y6DppcUY2sHIe/prXFUfirsVdirsVQkml2TO0iJ6MrbtLCTExP+UUpy/2&#xA;VcVa9HU4f7qdLlR+xOvBz/z0jHH/AJJ4q79ImP8A3qt5YP8ALC+qn/BR8iB7sBiqIguLe4TnBKkq&#xA;VpyRgwqPcYqqYq7FVCeytp2DulJV2WVCUkA8A6kNT2xVIvNqX0Pl28DTC4gKoCXHGUVdd6qOLfLi&#xA;PnmF2j/cS/HVry/SXklz3zlsbp8iT3ffM3G6zO85h/vD886AuOHp35IScfPlotK84p1+X7st/DIY&#xA;vrdp2Yf3vwL6QzMejdirsVdirsVdirsVdirsVdirsVdirsVdiq2RwkbOdwoLEfIVxVJtGu7yPSLE&#xA;PZu6C3i4yQujCnAdQxjavsAcVRn6YsB/eyG3/wCYhXhH0GQKD9GKouORJEDxsHQ9GU1B+kYquxV2&#xA;KuxV2KuxVDT6fZzv6jxAS/7+QlJNv8tCrfjiqn9Wv4t4Lr1F7R3ChvoDpwb6W5Yq39euYtrq0dR3&#xA;kh/fp9ygSf8ACYqh7vzR5etIy9zqMEVBUo0g9T/kX9v8Mux6fJP6QS42fW4cP1yjH47/AC5sc1rz&#xA;lomt6fdaZpryTyyopSXgUjJV1Yj4+Ldv5cGt7LzHDIULI5X+A4Ee2MGU8MCT51t9u/2PP9QsL2AE&#xA;ywuq/wA1Ph+8bZxs9HlxfXEj8d7XM3ySC775ZjdZnedRgiVgeoJr9+b88nHD0j8lpOP5gaatK81u&#xA;F+X+ju38Mjj+sOy7NP70fH7n0rmY9K7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FVG8YLaTsxoBG5J&#xA;9gpxVR0w/wC420/4wx/8RGKomuKoSTS9Odi/1dEkJqZYx6clf9dOLfjiq36hKn9xeTxjsjFZV+ky&#xA;Bn/4bFW/9zEfe3uB/s4CP+T1fwxVr9IzIKz2cyAdXQLKv0CMs5/4HFVyatp7MEM6xyHYRy1jf/gH&#xA;4t+GKouuKurirq4q8I88+ZfMEnmHUrM6hOLSKZ4kgRykfANspVOIb6c7Ds7S4vBjLhHFXN807a1+&#xA;f8xOHHLhBqroV7gxQP7ZnGDoxKk70LX7DSna5uufAKQFRasSew3A+/MPPglPYO37O1cMZsoi/wDz&#xA;shtarYaY0u3wyTyBN/dED/8AEsxf5MJ+ou9j2qP4YsQn/MLVvMOrQQXFpZ2sTly31aHg5ojEcnYs&#xA;x3Hjmq7Y7JwYtPPIB6xW/wDnBZ6uWQUQGKD/AHok/wBY/rzRdGsPQPyfl9Lz/pDUrVpVp0+3A6/x&#xA;yGP6w7Hs8/vo/jo+nMzXpnYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYqhtT/45t3/xhk/4gcVatAFt&#xA;IVAoBGoA9gBiqtXFXVxV1cVdXFXVxVa6q6lHUMp2KkVB+g4qhf0Tp4NY4vQP/FDNDX5+mVr9OKtf&#xA;VL2P+5vXI7JMiSL/AMKI3+9sVd6urxj4oYbgD9pHaNj8kYMP+HxV4F5xYt5p1VmUoTcyEo1Kjfoe&#xA;JI+452/Z39xD3PlPbX+N5P6yTZll1ahqH+8h+Yysc2/DzYte9ThLt8SzQm465bH3YfejDNP27G9J&#xA;P4f7oOdjcwAupQOgdh+Ocb0DeGcflXJ6fnrRmpWs3H/gkZf45CH1Bz9Af3sX1Fmc9Q8m88Ta15w/&#xA;M22/L6z1G50rQrGw/SmvXFmxinn5vwjt1kH2V3UnxqfAYquuPyn1jyrrGkat+Xl7cJHHcrHrmkX1&#xA;3JLbXFo323AkLUkXt86jpuqjPzt1PVZ7TRPJmh3b2Wtear5IFuomZZIbS3pNcSgoQ3w0XoRUVxVL&#xA;fy7t5PPv5bQaFr2o39prPlu+ksNTmsbp4LlprTnGvqSULMrRyCterCuKsd8tfl7HqP5oecfLNx5j&#xA;1/8ARuhR6e9kV1KYSVurcSyc23DfEdtsVTi+17T/ACb+dWk6ZqmuyW2g2/lZUV9QujwknF3IqvIW&#xA;IV5Sq/apXFXfmT+ZHl/VNZ8i2nljzFDczSeZLBb2Gxualrdn4ssgjO6EkAg7YqumsdT/ADQ/MHX9&#xA;NvdSutP8m+VpVsvqFlKYHvLtlJkaZ134pQinyp+1iqE81eXrz8pdQ0jzL5a1K9k8tz3sNlrmhXU7&#xA;3EXp3BIE0RkqVZT9Nadq4qyXybqF/N+d35hWUtzLJZ2sOlG2tndmijL2is/BCeK8juadcVRH/OQN&#xA;/fWH5Ra9d2NxLaXUf1T07iB2jkXlewqeLqQRUEjFQkXmm91vzf570n8u7PUbjTNIg0tNW8w3Vo5j&#xA;uZkJEaQLJ1UEsvLxr7YqiLr8pdX8q6ppWr/l3e3KmK4VNZ0i+u5JLa5tW2dqScqSCm34dMVela7/&#xA;AMcTUP8AmGm/5NnFVGPUFijVJLa5jCgDeMydAB/un1MKrv0vYA0kkaH/AIzI8X/JxVxVfHqmmymk&#xA;V3C58FkU/qOKomuBXVxV1cVdXFUDPrujQcvVvoFK9V9RS3/Agk5jZNbhh9U4/NvhpskuUT8kE/nD&#xA;RBT0pHnr/IhH/E+Oa/N2/pociZe4frpyY9mZjzAHx/UiIPMFlLH6hDopJA5AfwJyen7YxZI8VEBh&#xA;PQzia2LxbzjpWoyeYdQu47d5Leed3idByqrGoNBUj6c7bs7t/Q+FGJyxiQP4jw/fT5p212BrjqJz&#xA;GKcoyO3COL/c2WOyQzRNxlRoyezAg/jm8x58eQXCQkPI28zm0+TEanGUT5gj70LqH+8Z+YyQ5pw8&#xA;2LXvU4S7fEo6MQNata/zH/iJzVdtD/BMnu/S50FR/wDeyb/jI3/Es4ofSG8Mx/LWQJ510ViK1uo1&#xA;/wCCPH+OVx+oOdoj+9j731Rme9S8g873lz5D/NaDz5dW01x5W1XTv0Zq9xAhlNpLHJ6kcrqvxcCF&#xA;A+/vTFV2sfm1N5u1bSPL/wCV95JcTy3Ucut6ytqxgtbFRWRSbmPjzeop8PtsTiqCXy9qn5gfmxr2&#xA;sw6pe6JY+V0j0jSru0EYeSVgzXRX1UdaBjxJHUUxVU8naPqPkP8AOW60ae9utU03zfZfXF1C5C8v&#xA;r1sWLByiolTHy3pvVcVTbyVDMv56fmPK0bLFJDpHpuQQrUtFBoe9MVQ2taNaaj/zkZZLqFjHeWQ8&#xA;rna4iWWL1BeyU+2CvKhxVR/Nzyzo9jq35fzaTpNvayf4o0/1pLW3SNvTD1PIxqPh+eKoS212D8q/&#xA;zG8zHzHDLb+VfNNwuo2GsxQvJDHctX1opvTDFSzNtt799lVPzn5psfzX1DR/KXk0y3+lQ38N75h1&#xA;kRSR20MFueQiV5AnKR67Ae3vRVTi876H5O/PDz7c659Yigv49LW1khtppwxis057xK1KchiqJ/Nn&#xA;zvoXnT8l/NX+H/rFwbVrFZUkt5oWq97Cw4rIqltlPTFQu8z3Fz5F/MXSfP1xbzz+WNR0hNK1uW3R&#xA;5TavGRJHPIi1+E8VWvb4u5AKqK1r825fNupaT5f/ACuvHubya6il1jV1tibe1sRUyBjcx8ebbU+H&#xA;264q9O8wBjoOpBTRjazgHwPptiqvXFDq4qslhhlFJY1kHgwDD8cVQ/6I0qtRaQo3XkiKjePVaHFW&#xA;v0VbD7Lzp4cbiag2psvPj+GKu+ozj7F/cKv8v7pvxeNj+OKsa/MGK+j8tyepciWP1Y6gxhW6/wAy&#xA;kD/hc1XbP9wfeHZ9k/33wLzi3ZhShzi5B6cptaXEi06H55jTiGBCjqvnDU7KU2kCRcAoPJgxarf7&#xA;ID8M2OjNY6YDTRO5YvqXmnXZQSbor7Iqr+IFcyo4IHmLbRiiGNjVNSuNThS4u5pYyWqjyMV+yexN&#xA;M6PsDHCOqhQA3dB7Vwvs3Nt/D+kI+/8A942+Y/XnqQ5vgeHmGK3vU4S7fEh9J/47Fp/xkGaztb/F&#xA;cn9VzYIi4/46Nz/xlf8A4kc4eH0j3ORFlX5fOE846GTvW+t1/wCCkUfxyA+oe9zNIayR976tzPer&#xA;YR58/MLUdE1nSvLXl/SxrHmbWFklgt3l9GCGCEVaWZ6HbYgD269AVUs8v/mL5isfN1h5Q84eXodG&#xA;udXSWTSLuxnE9tK0Kl5EYUUowAxVU138z9euPNd15V8j6Gut6jpgVtXvbiYW9nbFxVYy1CWc+A6e&#xA;9DRVd5X/ADM1t/OC+TfOWjJouuXMDXOmTQTie1ukSpZUagKuoVjQ+B6bVVTj8u/PEvm611uaS0W0&#xA;OkavdaSqq5k9RbYIRIahaFvU6Yq6LzxI/wCaM/kk2iiGHSBq317meRPrrD6fClKfFWvLFWMQ/mr5&#xA;z8zajeJ+X/luLUtEsZGgfXL+4+rQzSr9pYEA5Mo/m/ViqY+TPzNutX8xXfk3zXox0LzPBD662xkE&#xA;9tdQVoZIJKAH/V3777MAqlw/NLzLretX+k/l15bh1PT9IkaC81i7nFtaGcfaigCgl6VrX8KEEqph&#xA;5U/NDVJ/Nn+DvOOi/oHzDLGZ9PaOYT2t3GoJb0ZKD4gAfh36HodsVTfyH54l80XXmWGS0W1Ggavc&#xA;6SjK5f1VtzQSGoXiW8N8Vd+Y/n6PydpVpNFZPqeq6pdR2Gk6bGwjM1zL9kFzXivvTwxVikn5ledv&#xA;Kl1po86eV7XT9D1K5js11DTbkSi3nlPw+tGQPhNDuPDvsMVej+YGYaHf8RVmgdQP9ZeP8cVVq4q6&#xA;uKurirq4q6uKurirF/zIP/Osyf8AGWP9eartn+4+Idl2T/ffAvMIM4uT05TK27ZRJiUk8ygC/FO8&#xA;ak/ecz9J9DZDkxu8+ycz8aUmh/46tv8A6x/4ic3/AGN/jOP+sHRe0v8AxnZv+FlO7/8A3jf6P156&#xA;iOb8+4eYYpe9ThLt8SF03/jr2n/GVf15r+1P8Wyf1S52NFXIpqNz/wAZX/4kc4SH0D3N0WSeSZFi&#xA;806NK1Ssd9bMQOtBMpysfUHM0x/eR/rD731nmweseX/mB5e8ueZ/P+m2Fnrl1oHn7S7J7zT7u3jL&#xA;qbR2MbBg4VH+It8IYGnKuKpYuufmT5Q86eWtJ84Taf5m0vWrhrOx1eO3W3vLeYqBuoogDVFaVqK7&#xA;+Kqt+RTJb+YPzE066ZRrCa/cXE6H7bQSk+lJvuVPxEfPFWcat5r8s2nnPRvLlzCbjX9QjmmsikSy&#xA;ehHGpLO7k1jVuJAp1piryP8AK3y1+YGqf4uuPLvnL/DtkvmXUY5LL9G219zlHpky+pMysKqyrx6b&#xA;V74pXadonm6z/OHzJYarrZ8w61N5MuPq18trHZN8dwixxiKEstQ3frvirOP+cebvTp/yl0SOz4hr&#xA;UTQ3cQ+0k4mdnDigoW5cvkcUJN5+rqH57+SrPSqHVNNstRub+RDQxwTQtHDzI6VeoH+t74qiv+cZ&#xA;p7L/AJVdb2MYCajYXd3DqsR/vFnMzMOY619MqPoxUqX5ovFe/m5+W2m2dH1S2ubm9nCgFo7QKpYs&#xA;eoV/SYD5YqiPyO/46X5i/wDgV6j/AMSGKlH/AJv6X5P139AeXtc1C40rVb68Mnl2/tVbkl3ABsXo&#xA;VWvqCgJFT0NRirE/OF9+an5c6XHq+u6rY+dPK0NxFHdwXdosF4iu1FZClUZh/MxO/bwVev8AmKQR&#xA;6LdMQSOIG253YD+OKqTalbKKsJVHiYZQP+I4qs/TNh/O/wDyLk/5pxV36ZsP53/5Fyf804q79M2H&#xA;87/8i5P+acVd+mLD+dv+Rcn/ADTiq86lZgVMlAOpo39MVYx5/wBSsbjy68cMyu5ljPEddjmq7Z/u&#xA;PiHZdlf33wLzuDOLk9OUytu2USYlJPM3+96/8Yl/Wcz9J9DZDkxu8+ycz8aUmh/46tv/AKx/4ic3&#xA;/Y3+M4/6wdF7S/8AGdm/4WU8vP8AeGX5D/iQz1Ac35+wc2J3vU5Iu2xIOwYrqtmR/v6MfewGYHaQ&#xA;vTZP6kvuc7Gjbv8A46Vz/wAZW/XnBQ+ge5ujyTzyvII9c06RqlUuoWNOtBIpyB5uVg+uPvD66zYP&#xA;XMT86/lroXmy5s7+ee603WtODCx1jTpjBdRq3VOVGDKfAjxpSpxVAeXvyh0bTddg1/VNU1PzHrNm&#xA;GFjc6tcGZbfkKH0Y1CKtR418cVVfNv5S+X/MOtLr8N3faH5hVBEdV0qc28zotKLJsyuNgOnTbFVf&#xA;yZ+V+geV9QudWSe81bXrxBHc6zqc31i5aMEHgrUVVXYbAdh4YqmflTydpHleHUYdMMpTVL+bU7n1&#xA;mDn17gKH40C0X4BQYq6PydpCedJPOCmX9LS2H6MYFh6XoCUS7JSvLkvWuKsX1X8k9El1m61nQdX1&#xA;Xyxe3zGS+TSbj0YJnPV3iKsvLvt33pXFU78lflx5d8om6nsTcXup35BvtX1CX6xeTU6B5SF29gBi&#xA;qUa7+TOg32uz6/pGp6l5a1e7Nb2fSLj0EnNa1ljKsrHf233xVM/Jn5ZeX/Kt3c6jDLd6prd4oS61&#xA;nU5jc3boN+HMhQq1HQDfvWgxVJbj8ivLEmp6jqMGra1Yy6pdS313FZ3zQRGady7kIi+J2r2xVMLn&#xA;8oPK955WHl3ULi/voY7n65a6hc3LSXtvPQANDORVaU2FKYql1v8AkfpMt7bXGv8AmDW/MkFk6yWu&#xA;n6nd+pbBozVGeNFTmw8T174qzjX2C6VISaDnEPpMqjFXVxV1cVdXFXVxV1cVdXFWKfmUf+deT/mI&#xA;T/iLZp+2/wC4/wA4fpdp2R/e/wCb+p5zBnHSelKZW3bKJMSknmb/AHvX/jEv6zmfpPobIcmN3n2T&#xA;mfjSkiEjU7en84ze9kf4xj/rx+903tEL7Pz/APC5fcn94K2MvyH/ABIZ6l1fnrDzYle9Tki7bEgb&#xA;RgupWjHos0ZP0OMw9fG8GQf0JfcXOgmF6ANTuKf78P688/x/QPc3Q5JtobhNRtHbos0bGngGByuX&#xA;NycJ9Q976/zYvXvOdWsZtY/MufS5NQvLW0WzWULazGP4gF8Qy9/DN7hyDFpBMRiZcVbh5PU4ZZ+0&#xA;TiM5xjwX6ZUpebfL+peVdN/TWla9fs0EiB7e6l9VXDNx6UVT16EHJaPUw1E/Dnjjv1Aph2nosmix&#xA;+NizZPSRtI3f49zMdS816VpOlWt/qknofWkUxwqC7szKGKqB4V6nNXi0c8kzGAunf6jtPFgxRnlP&#xA;DxdPhaG0Hz7oGtXv1CAy298QSttcp6bsFFTShZem9K1pk9R2dlxR4jRj3ho0XbWDUT4BcZ/zZCj+&#xA;kLdDudMi1nzHKNSlmMDxveRT8litgokPwFtuJANaeGHUQmceMcIF8q5y5LpMmOObMeMmq4geUOfL&#xA;8dEIn5reU3uBHyuFty3AXrQkQcvCtef/AAuWnsfOBe1917uPH2l0plXq4f51en9f2J3r3mfRdCtY&#xA;7jUbgRrMSIEUF3cgVPFR2Hj0zE0+kyZjUBydlre0cOmiJZDV8upP4+Sh5f8AOeg67I0NnMyXaLye&#xA;0nUxygeNDs3vxJyep0OTCLkPT3jk1aHtbBqTUDUv5p2P49ya397b2NlNeXBKwW6GSVgCxCqKnYb5&#xA;jY8ZnIRHMubmzRxQM5fTEWXnGl+eZ9W8q+YIJ7t31OGO5ntnVBEVtlCKlGQKKhm+eb3N2eMebGQP&#xA;QaB677vJaXtmWfTZoyl+8AlKO1VHauXn8Ubon5neXbHR9NtLyaee5S3jF3OiGRUcr+2xNSflXKs/&#xA;ZWWc5SiABZpyNJ7RafFixwmZSlwjiNXRrr+y2Y3nmDR7PSl1a4ukSwdVeObc8w4qvEDckjsBmrhp&#xA;skp8AHqegy63DjxeLKQED1777kr0T8wvLOsXSWkEzw3MtfQjuEMfqAGnwHdT8q1zIz9m5sUeIix5&#xA;dHC0fbmm1EuGJIkeVir934tM9fUNpvE7gz2wI9vrEeYDt1tcVY55885J5S0L9LPam8X1kh9FX9M/&#xA;HXepDdKZVmy8AtzdBo/zGTgutrYbafn1ZXKmmkSxsR8JMqsK+/wrmN+d8nan2fI/j+z9qa2/5ny3&#xA;QHo26xk9eakj8Hx/NSPQL/I0BzJavPzGvretWtvdRDKSP+Si4DqZju+1lHsjEf53zH6mL6v/AM5A&#xA;PpsvovbrLIRyUrbnjStOpuQfwyP5rJ5fj4uRDsDFIXcvmP8AiWLeY/8AnIKTVrP6pLZARq4kVljK&#xA;NyUEU3mfbfMfVCWeHDLlfRvwdlQwS4gTfv8A2MXh/N+Y3cEKacrCV1RizlaciBUUDZrJdkxomy2z&#xA;lT1627ZzckFJPM3+96/8Yl/Wcz9J9DZDkxu8+ycz8aUkX/jp2/8AxkGb3sj/ABjH/Xj97pvaH/jP&#xA;z/8ACpfcn93/ALxTf6v8RnqXV+ecLEr3qckXb4kvh/3ut/8AjKn/ABIZjav+6n/VP3ObDkmd9/x0&#xA;7j/XOeeY/oDdDkmGmuqTxO32VZSfkDXKpOTjNEPsTNk9g8z1XSZNU/NO4to724sG+pK/r2rmOTYL&#xA;8NR2Nc3+HMMejBMRL1ci8hqdMc3aZiJSh+75xNHohfPflO90fT7fWG1W51aKznjLWeosZozU9dzS&#xA;laAim4PXLez9ZHLI4+AQMgd47ON212ZPBjGXxJZRGQ9M/UPx0I7jzT3zjq0T63oVnY6Yl/r5U3Ng&#xA;Z3dYoFbcsQpUP/dE79KZh6HCRjnKUuHHyNcz+Ldn2rqQc2KEICef6o2TUb69L+n4UlV0vmP/AJWJ&#xA;5dfXWs/XZZPSisufwoFb7Zk+Lc9N6dcyIeF+VyeHxVt9X7HDyDUfyhhOfgveuC+4873VbCGyn1Hz&#xA;/BfXIs7aZ4Y3umNAhf1VUncV+Ijau/TI5JSEdOYjiIvb5M8MYSyayM5cETwi+6+L9PzQ1xH5s0by&#xA;uLW9tLLX/K6Rqxkidkf0CQyNyBU+BqFNPHLInBlzXEyx5r+1pyR1WDTcM4wz6auhIPD0/AB96jfX&#xA;N3qHnTQ5dHt7dv8AcXHLptrfl/TUUetOJqzqAd/avbJY4xhp5jIT9Z4jH4fY155zy6zEcIj/AHQM&#xA;BO669x5j9HkmU1l5om86aHfas2m2t3EWVI7aRxNLEQeY4vy5cQzfecojkwjTzjDjMT38gXLlh1Ut&#xA;ZinmOKMh/NJsjrzu63+16NmieteYaD/5LnzV/wAxN5/ybTOh1P8AjWL+rH7y8Zof8Q1P9ef+5inW&#xA;l2VrD+VEiRxqBLpk0smw3d4mcsfeuYmXITrd/wCeB9rsMOKMOyjQ54pH48JLC53vp/L/AJGgjWKb&#xA;1JrgJFcE+g8iThY1kApsAafTm2iIjLnJsbDlz5b087KU56fSxFG5T2l9JInQtO/Ntj51vYLA6odJ&#xA;0821yjWVxG8iOJKGiKX59aVoB2GYejyaeBlweJKxuNuTsu08GtyRh4pww4Zekiwb7t7+XkzvzIUG&#xA;lcnYIi3FqzMTQALcxncn5Zz72aX/AKZ0rtdxOfBHVj9yknFDzn8+dShl8kRxxBzzvoQWaORVoFc7&#xA;Myha7eOYur+ke93ns+P8IP8AVP6Hj2jfs5rg9ZNnei/s5bFxJrNckpJIPc/rxksA8q83vy1FB4Rj&#xA;8WORi7DF9LHJsk15EPaf8dO0/wCM8f8AxMYz+k+51uV9R23bOFkkpJ5m/wB71/4xL+s5n6T6GcOT&#xA;G7z7JzPxskiZuOo2x6/vUH3mmbzsn/GMf9eP3uo7ejegz/8ACp/7ksiuhWym/wBX+Iz1Pq/O+JiN&#xA;71OSLt8SWj/emL/XX9YyjP8ARL3FzYJvqP8Ax1bj/WH6hnnOL6A3Q5Iq17ZXNvD7GjkWSNZF3VwG&#xA;U+xFc2T2SSXWkaHp+vP5nvLw207xC2b1pI0gptT7QB5fD/NmZDNknj8GIsXewNutyabDiznUzlwm&#xA;uHcgR/Hxb1GDy95u0mbT475Z7dijSPaSxs6lWDLXZ6Vp3GOKWXTTEjGj5hc8MGuxHGJ8Udr4SLH3&#xA;oXWPIljqMNgVu7m2v9NjWG31CNgJiiilHIC1+YplmHtCUDLYGMtzHo06rsbHlEPVKM8YoSB9VeaF&#xA;f8s9MaWG6/SOofpSF+f6SafnORSnGrCgUdqD78sHas6MeGHAf4a2aJez+MkS48niD+Pi9Saw+UNI&#xA;SbWZH9SZdcp9dikYcRxDAenxVSv2/E5jS1syIDYeHyc6PZeIHKTZ8b6gfjy+aR/8qvjaEWUuuahJ&#xA;pK0pp5k+DipBCn9mgI/lzM/lY3xCEOPvp1n+h0EcBy5Di/m3t+r7E31vyTpOpwWSRtLYXGnKEsLq&#xA;1bhJGoFAtd6jb5+/XMXBr54zK6kJcwern6vsjFmjEAmEsf0mJojy/G/mh/LXlTSLa+fVP0jJrWpQ&#xA;8rc3k8omMJA+KNaE8W+Leu+/vlmq1k5R4OEY4HegKvzauz+zcMJnJxnNkj6eIy4uHvHkftZRmud0&#xA;xe3/AC/023bVVjvLtbTVVlWWzDr6SGYgs6LxpyHGik128c2Eu0py4bEeKFb9dnTY+xMcfEAlPhy3&#xA;cb2HF1Arn0Hkm8WhWkWgfoNXkNp9WNpzJX1ODIUJrTjyofDMY6iRy+J/FducNFAafwLPBw8PnVV8&#xA;/glK+TfLV15fTy6szTxae54SrIhuIZWYvUlQAD8fQr0zJOuyxy+LVGXlsQ4A7J009P8Al74hA87H&#xA;FEnfp7+5T038vrWG/gvtS1G71ea0PK0W7kLJGdjyCmu+3j9GSy9pSMTGEYwB511Y6fsOEcgnknPK&#xA;Y/TxGwPx+Am/mME2Eajo1zb8ge4Eqt/DNa7xD8sKHmX/ADkHKF8lWin9vUYVH/ImY/wzF1f0/F33&#xA;s8P35/qH7w8e0b9nNaHqps70X9nLYuJNB69J+9l/1j+vIyZYw8u80Ny1EH/isf8AEmxi5+P6Uhmy&#xA;TVkQ9p/x07T/AIzx/wDExjP6T7nW5X1Hbds4WSSknmb/AHvX/jEv6zmfpPoZw5MbvPsnM/GySCX/&#xA;AI6Fr/xmj/4mM3nZX+MY/wCvH7w6rt3/ABDP/wAJyf7gsluf945v9X+Oep9X51xMQvepyRdviSti&#xA;RMhHUMP15VkHpPuc7GnWpimqzj3B+9Qc82xfQG2HJE2vbITbw+wNNdX061dd1aGNgfYqDmxjyewj&#xA;yDz7zxPpsXn3TH8xozaEtq3o1Vmi9YluRZVB5fs1A/ya7Zv9BGZ00vC/vOL41+P0vJdsTxR12M6g&#xA;fueDbnV7/Ppdf0b2R9joGhXHmPTtZ8pXdpFFAGXU7aCTd4mAC/u1rQ+PKnY5Tk1GSOKWPOJEn6Se&#xA;/wB7lYdFhlqIZtLKAAvjAPMe4fprvUvLuqa/J+YWtRy6cyxyegtyhuEZbZFi+BwP2/U2NF6V3yWp&#xA;w4hpYES762+rf7KYaHU5zr8oMNjw36h6dtj58XlyVT+YWuXFpc6rpegm50O1L8rt51jdki3dxGRy&#xA;pT2OR/k3HGQhPJWQ9Kvn5sz25mnGWXFh4sMb9RkBy5muf3o3WPzCtrDStI1OGykuoNVYBY1bjImw&#xA;qAtG5tXalR88qwdmmc5wMqMPk5Oq7bjixY8kYmQy/MfrK3TfO+rN5gtdI1nRX0xr9Wa0l9USglV5&#xA;cWooHbfeoNKjHLoIeEZ458fDz2pjp+18pzxxZsRx8f0m7/H6NtlO68/alJqV3baJocuq2unsyXV0&#xA;j8AXTZlj+FuRB7Dc9h3yUOzoCAOSYgZch+thl7ayHJKOHEckYczdbjmBtv8Aee5KvJvma00zyhru&#xA;uyRu8J1SaSOEUDkyiIIp7D7W+ZOu0ksmeGMHfgH2W4XZXaMMOky5yCR4sjXv4a+9NF88a9Z31hHr&#xA;ugtYWmoyrDDcJOspR3+yHUD33rQ9etKZjfkMcoyOPJxSiLqqc0dsZ8c4DNh4I5JUDxA8+/8AA691&#xA;L9W8/Xtt5iutAsNGe/vYVRoikoUMGjV2Lgr8AXlTrv7Y4ezoyxDLKfDE+XmnUdtzjqJYMeIznGq3&#xA;8gd9tqtu/wDPWo/pabTNG0aTVJrJQ1+6yCNY2IqYwSrAt/GoAODH2fHgE8k+AS5bfanN2zk8U48O&#xA;I5DD6t6ry5fjuSjyv5ot7S1816/c28kSLdI72rCkiuw4ema9PjNMydXpDKWLECPp5/p+Tg9ndoxh&#xA;HUZ5AgcQ263yr5ppbeeNdiuNPOs6GbDT9TkSG3ulnSTi8orGHUAEV96Zjz0GMiXhz4pQFkV3OZj7&#xA;YzCUPGxcEMhAB4gdzysfrprV/OmnXXmSfypDBcC/sZIJppmQCBlIjkIRwxaoEyfaUA78a8Wpq3oU&#xA;05Yq8u/5yFlT/COnRk/G2pRsF8QsEwJ/4YZias+l33s6P30j/Q/SHk2jfs5rg9TNnei/s5bFxJpT&#xA;r8n76b/Wb9eRk2Yw808wtW+B/wAgfrOCLnQ5JLNk2nIh7T/jp2n/ABnj/wCJjGf0n3OtyvqO27Zw&#xA;sklJPM3+96/8Yl/Wcz9J9DOHJjd59k5n42SQS/7323/GaP8A4kM3fZcgM8Cf58fvdZ21Ay0WaI5n&#xA;FP8A3JZNMoNpMD/Ix+7fPU+r854WH3vU5Mu3xJTM3Fg3gQfuyEhYpzsae6r/AMdef5r/AMQGeaYf&#xA;oDbDkiLXtkJt4fXWgur6Hpzqaq1rCQfYxjNhDkHr8f0j3Md1XzNDb+a30PzDDapodzAJLK4nQlWk&#xA;FAyyM5MfXl2FNvHNth0plh8TEZeIDuB+jr3Oj1PaAjqjh1Ah4Mo3Ekddud7d/wBjG9UtvK8PnPy8&#xA;3lV4zePdD66lk3qR+jVeZPElV+DlUL2rXM/DLMdPk8a+Hh24u/8Atp1Gpx6aOswnSkcZn6uDcVtf&#xA;kNr5dLTmy1GGy/MHzSGdBcy29s1pAxo0rR24JVB1Y+wzEyYjPS4u6zfl6nY4c8cev1G/qMY0O+o9&#xA;GMNqUeq+V7zVda80TLezpMsWjW0ojXluscbwipZW2rt06nNiMRx5hDHiHCK9RHz3dJLUDPppZc2o&#xA;PGRKscTQ8gY9Qfu6oqOaGXRfIIjdX9O/RH4kHiwkUlTTod8qMSMme/5n6G/jBw6OjyyR/wB0GR+d&#xA;v+Uw8nf8xFx/zKzB0H9xm9w/S7ftb/G9N/Wl/vUv8ga5pGgabqmmaxcpZ3tleSvOJSQ0gIUB0B3c&#xA;nj0Wvbxy/tHTzzTjPGOKMoj4fqcPsTWYtLjyYs0hGcJm76+Y7+XTy70lsPMl/YeRdU1HSj6D3mty&#xA;KJmXkYY5Y0fkRRh2C9O+ZWTSxnqYwnvw4x8aLg4e0J49FkyYtuPOd/5oIB8/d8VnmH9E20+jN/iW&#xA;bWrz67DLMXnV7aKMGrPxBYRmtP2ulcOm45Cf7oY48J6bn9bDW+FCWL9/LNPxAT6riB1Nb8Pz5Ms0&#xA;P03/ADQ8wSrRv9Ft+Djf4WjiOx8DQZrtRY0eMf0j95d3oqPaec/0Y/7mKG8razpeja/5ostVmjsZ&#xA;3vpLuN5mCCSGQll4k9SAQae+3fJ6vBPLixSgOIcNbd7X2bq8Wnz54ZSIS8Qy32sH8cvNKdP1bRLj&#xA;SPOF/dWsl1pFzeoWSH4XKO3wSjlxoeVGzJyYckZ4Yg1MR6/d+hwcGpwyw6nJKJlilk6eZ2PTrusu&#xA;Lt/Lj6fJ5a8yHVreeaKCPRZHSZuDV2FD8HZfsr1wxh4/EM2PgIBPFy/t+ZYTynSGB02fxYmQHhkg&#xA;7fo7uQVJZpG/Mq+eOKF7JmHp3UJvSfV4xxuJDI5syzNbMh9NAw9LiSaMBzj3DKJtQs4W4yzxxt2V&#xA;mAP3Vriryn8/byG40LShHzIW8PxMjoD+6boWAB+jMPWcg9F7Of3k/wCr+l5vo37Oa8PTTZ3ov7OW&#xA;xcSbH9fk/ey/6zfryEm7G8810g3SHxTf/gmxi5cOSTzZNqyIe0/46dp/xnj/AOJjGf0n3OtyvqO2&#xA;7ZwsklJfM3+9yf8AGJf1nM7SfR8WyHJjV59k5sMaWPzf7323/GaP/iQzb6H+8j/WH3uF2j/i2T+p&#xA;L/cll8dnNPbXHGgpE5NfZa9s9VlIAh+ccGM0T3bsUvdIvzUpHzH+SR/GmWkOXi1UOpSK9sb2MEyQ&#xA;SKPEqaffkXZYcsJciHsemeQNb1VVkj0cktv61xGsYoe9ZQK7eGeSxw5uKhbu8OjySH0/P9rJ9M/I&#xA;iNnEup3SRA9YbYMf+GJUD/gTmdj0s/4pOZj7KN3KXyer2NpFZ2VvZxEmK2jSGMtu3GNQorSm9Bmc&#xA;BQp3UY0KU9Q0rTdShEN/axXUSmqrKgeh8RXoflluPNPGbiSGrPpseUVkiJDzFqWmaBoul1/R1lDb&#xA;MwozxoAxHgW+0fvyWXUZMn1SJa9PosOH+7jGPuCvJpunSXaXslrC95EKR3LRqZVH+S5HIdfHIjLM&#xA;R4QTw93Rslp8ZmJmI4x1oX80ND5c0CC7a8h062S6YkmZYkDVbYkGm1a75OWqymPCZGve1Q0GCM+M&#xA;QiJd9C18Og6HCsaRafbIsMpniCxIOEpp+8XbZthuMEtRkPOR3Fc+iYaHBEACERRsekbHv96InsbK&#xA;4mhnnt45ZrclreV0VmjJpUoxFVrQdMhHJIAgEgHn5t08MJESkATHka5e7uQt75f0K+uRc3un29zc&#xA;KKCWWJHag6A1BrlmPU5ICoyIHvac2hwZZcU4RkfMAqx0rTDbz25tIfq90xkuYvTXjI7U5M4pRmNB&#xA;uch407Bs2OXk2flsfCY8MeGW5FDc9570PH5Z8ux2slommWq28tDLEIkoxX7Jbbciu2WHVZSeLilY&#xA;82mPZ+nETEY4cJ5+kboqHTtPgne4gtoop3VUeZEVXZUACqWAqQABQZVLLIiiSQ3wwY4yMoxAketb&#xA;qOoaDouoypLf2MF1JHsjyxq5A60qR09snj1GSAqMiPcWvNo8OUgzhGRHeAVVNM02NJ40tIUS52uU&#xA;WNAJBTj8YA+LbbfInLMkGzty35Mxp8YBAjGpc9hv7+9C2Xlfy5ZXIubTTbeG4WpWVI1DLUU+E0+H&#xA;6Msnq8sxUpEj3tOLs7T45cUYREu+g8t8rXkV/wCYvM0Nx9UdRq6GOGBbQMsXG+VVn+rwwy8uUTml&#xA;wxf2H2nocxm0MFvAvGGNIl8EUKPwxQ8p/wCchDXT9E/5iJf+ILmFrOnxel9nPqn7g860b9nMAPRz&#xA;Z3ov7OWxcSbFdflBmlIO3Jv15XJyMYYHq7cp0P8Akf8AGzYYuVDklU2TaciHtP8Ajp2n/GeP/iYx&#xA;n9J9zrcr6mtYnND0GcHMpKnqnl5b8idbpYplUIInU8SASa8gffwyzDq+DYiwgZCNq2YvqnlfV4lY&#xA;pGJ1H7UTBvuU0b8M2eHWYz1r3sxMFiTWN1+nLG1kjaGaW5hRVlBWhaQAVqK5vdFMcQPMWGjWR4sM&#xA;wOsZfc9cH5cebLJbmI2q3CtG8ccsMiMrMykCgYqw37lc9FHaOGRBunw4dhanGJDh4tiNiP2H7FfR&#xA;vyY1efjJqt1HZodzDF+9l+ROyD5gnBn7bgNoDi+wfj5MtJ7KZZb5ZCA7huf1fez3Rfy68p6TxeKz&#xA;FzOP933R9Vv+BICD6FzT5+0c2TmaHls9No+w9Lg3jHil3y3/AGfIMlAAAAFANgBmC7d2KuxV2Kux&#xA;V2KuxV2KuxV2KuxV2KuxV2KuxV2KvKdDa+k1jW5blIGg/Sw+pXdvZNbh41iu14NdmK2W7MRqtVQh&#xA;P9+OSSCrJuWKHkX/ADkFI3oaClfhMtwSPcLHT9eYOs6fH9D0/s2N5/D9LAtG/ZzBD0M2d6L+zlsX&#xA;EmxLVbK9nkk9OI0qfiaijr4mmVkORCQDFtW8vagnFwY5aKQyo243J/aC+PbCDTfDIGOXMckbFJFK&#xA;MOqsCD+OTDXkQ9gpfVrJV6tcRAfMuMMhYIdbmNPriXRdV0+v1u1eNRSr05Jv0+Nar+OcXqtBmxfX&#xA;Egd/T5jZpx6nHk+kgpXc/XJb5be0ieaVlBEcalm79hlenwHJtEWW4yjEWTQT7S/IfmO64vdFLKI9&#xA;eZ5yU/1V2+8jN1g7Ayz+qoj7XX5u1MUfp9RZXY+QtBgVfrSG/cEH9/QpyBrUINvvrm80vY2HCb3l&#xA;L8dP7XVZu0ss9h6R5MjzbuvdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVeP6BarB5&#xA;g1eT9Dfotrq7F0bn463IL3sKkl55yeAiqPgiNGpwAAwoZNNdwQgGWRY69ORAr8vHFXmH556Xrl9p&#xA;+l39ppt1NYWRna7uBC4CBhHxYggHj8LfFSnvmHq43Rek9ncsIymCaMqrz5vJdO1qf1BHEgUfzHc5&#xA;gEU9TLGzvQJriYr6jk+3QfcMMXDyABKtT1rnI5VvhJNPlXAS2Rgx+71Mmu+Cm+MErllkuXWFUMzu&#xA;aJGF5Ek7bDffJAMzEVuzHyj+QfnzWL60vhp/6JtYpY5fVvmMVQh5GkVGmqabHjTMiGOZ6Oi1+s00&#xA;QQJXLy3/AB832BmxeOU4re3h5ejEkfM1fgoWp8TTIQxxj9IAZSmZczapk2LsVdirsVdirsVdirsV&#xA;dirsVdirsVdirsVdirsVdirsVdirsVdirFrH8s/KdjqOo6haQSw3OrXH1rUGWaQCST94fH4B++b7&#xA;NMVT6y0nTLLe1to4mPWQKOZ+bn4j9JxVF4q8982/kh5L16V7y1gGkam25uLRQI2PjJBsh+a8Se5z&#xA;HyaaMuWzttL2zmxbE8cfP9f9rAJvy88xeWpv9LhE9mp+G9gq0dNvtftJu1PiA36VzEOGUebvcXaG&#xA;LNyNS7j+N2AaB+W/n3zMVfTtMlS1fcXlz+4hp4hnpz/2AOVwxSlyDm5+0MGH6pb9w3L0/wAt/wDO&#xA;MlhGVm8y6o9043NpZD04/kZXBdh8lXMqGk7y6TUe0UjtjjXmf1PVvLvkryp5cj4aLpkFm1KGZV5S&#xA;sOnxStykP0nMmGKMeQdHn1eXL9cifx3J3ljjOxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2K&#xA;uxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2Ku&#xA;xV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2Kux&#xA;V2KuxV2KuxV2KuxV2KuxV2KuxV//2Q==</xmpGImg:ima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" width="200" /><br />
Thursday<br />
<br />
REMINDERS:<br />
<br />
Free Dress Down tomorrow as a thank you from Mrs. Bartone for all the Get Well wishes.<br />
SS brochures due tomorrow.<br />
Catholic Schools Week Family papers due tomorrow.<br />
<br />
Because the students were working so hard on ELA and Math today, I agreed to postpone the Wordly Wise test until Tuesday.<br />
<br />
The only homework for tonight is to write a 4-5 paragraph essay using all the information we have been gathering in class.<br />
<br />
The topic is to Explain how Suds changed from the beginning of the story to the end.<br />
<br />
We outlined the steps:<br />
<br />
1) Suds didn't want to be a 4th grade rat.<br />
CHANGE - Suds decided to attempt to be a rat because he wanted Judy Billings to like him.<br />
2) Joey trained Suds as a rat, but Suds failed at everything and Joey said he was a failure as a rat<br />
CHANGE - Judy embarrassed him in the lunchroom and the bully pulled his chair out and dumped him on the floor. Everyone laughed at Suds.<br />
3) Suds snapped and went on a rampage. He became a real rat. <br />
CHANGE - Judy abandons Suds in a tree. He has time to think.<br />
4) Suds decides that a rat isn't who he really is.<br />
<br />
Students are to do a rough draft in their RRJ.<br />
<br />
<b>Wednesday Homework - </b><br />
Progress reports went home. Please sign and return. Feel free to email if you have any questions.<br />
<br />
Also - Catholic Schools Week Family Day papers went home yesterday. Please return as soon as possible but no later than Friday. <br />
<br />
<b>Read</b> for 30 minutes.<br />
In <b>RRJ</b> continue to list examples of evidence from the story that show how Suds changed in the story. You should have separate pages for:<br />
When Suds wanted to be an angel.<br />
Suds attempting to learn to be a rat (in order to win Judy Billings)<br />
Suds becoming a rat for real (after being embarrassed by Judy and Gerald Willis).<br />
Suds deciding that he is not meant to be a rat.<br />
<br />
<b>Math</b> - Rally prep pages 15 - 25 on looseleaf. Answers only.<br />
<b>Wordly Wise</b> C and D<br />
<br />
<br />
<b><br /></b>
<b>Tuesday Homework -</b><br />
<br />
Read for 30 minutes and log.<br />
Math - sheet. (1 - 5 only) Remember to draw the problem on looseleaf and on the answer sheet write the division sentence and the multiplication sentence that shows the inverse operation.<br />
<br />
ELA - In your RRJ write the confession you think Suds will make to his mom. You pretend to be Suds and, using evidence from the story, write what you would say.<br />
WW - 8 A & B (Test Friday)<br />
<br />
SS - brochure due Friday See handout for ideas.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5586464835027768090.post-64089638596332364072013-01-14T15:22:00.000-05:002013-01-18T19:24:56.124-05:00Week of January 14th<b>Weekend Homework - </b><br />
<br />
Read for 30 minutes.<br />
REFLEX Math<br />
<br />
RALLY: <br />
Reading - Unit 3 Passage 2 - all questions 1 - 14.<br />
Math - Review of 3rd grade work (Pages 5 - 14). <br />
<br />
Enjoy the holiday on Monday.<br />
<br />
<br />
<b>Thursday Homework - </b><br />
<br />
Read for 30 minutes.<br />
Math finish packet. Write an equation that describes each array. Then write the corresponding division problem.<br />
<br />
SS - sheet on bar and line graphs<br />
<br />
RALLY - Question 14. Don't write the essay. Just make a planning list or web to show what you will include.<br />
<br />
<br />
<b>Wednesday Homework -</b><br />
<br />
Read for 30 minutes and log.<br />
REFLEX Math<br />
Study for Math test<br />
RALLY Reading - Unit 3 Passage 1<br />
Religion - pages 100 - 103<br />
<br />
Tuesday Homework -<br />
<br />
Math packet<br />
Study Wordly Wise and Math.<br />
<br />
<br />
<br />
Monday Homework -<br />
<br />
Read for 30 minutes.<br />
Religion - finish page 97 and read pages 98 and 99<br />
Think Reading - pages 27 - 31<br />
Math - sheet (Test on multiplication - Thursday)<br />
Wordly Wise - study for test Wednesday<br />
<br />
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5586464835027768090.post-29323976071370741192013-01-07T14:58:00.001-05:002013-01-11T15:07:05.034-05:00Week of January 7th<b>Weekend Homework - </b><br />
<br />
<b>Math - </b>watch the videos to help you understand Area Model Multiplication.<br />
<br /><br />
<a href="http://teachertube.com/viewVideo.php?video_id=104876"><b>http://teachertube.com/viewVideo.php?video_id=104876</b></a><br />
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<a href="http://www.schooltube.com/video/7f17a38ac342a92ebca4/Area-Model-of-Multiplication"><b>School Tube - Area Model Multiplication</b></a><br />
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Use the area method (on the blank sheets I gave you) to solve the same 4 problems that you did earlier in the week. (Remember the ones you had to do three ways?) They are on the last page of the packet<b>. </b><br />
Then finish that page using all 4 methods. You only have to do each problem once, but try to use a variety of the 4 different methods to make sure you can do them all.<b> </b><br />
<br /><b>Test - next Thursday on all methods of multiplication.</b><br />
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<b>RALLY Reading</b> - Unit 2 Passage 2<br />
You only have to write the letter and the paragraph where you found the answer.<br />
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Remember - Wordly Wise test Wednesday.<br />
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<b>Thursday Homework - </b><br />
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<b>I apologize that the children did not have a chance to copy the homework. We were so engrossed in boat-building that Library snuck up on us.</b><br />
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<b>Reading - </b>Read for 30 minutes. Students have new Reading Logs that need to be initialed.<br />
Comprehension sheet (both sides)<br />
<b>Wordly Wise</b> - D<br />
<b>Math</b> - I gave two sheets that demonstrate area model multiplication. Study those and use them to guide you as you do the one homework problem on the other sheet.<br />
<b>Reflex</b><br />
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<b>Wednesday Homework - </b><br />
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<b>Read</b>
for 30 minutes. Note: You do not have to log this. Tomorrow you will be
getting a new reading log as part of the Six Flags Read for Success
program.<br />
The SS and Rally homework can count toward the 30 minutes.<br />
<b>SS</b> - Read Lesson 3 and do the accompanying sheet.<br />
<b>Rally</b> - Unit 2: Passage 1. <br />
We
have a new procedure for this. You do NOT have to write out the
questions. According to our deal, you'll work hard to look up the
answers and then you onlyh ave to write the letter of the answer and the
# of the paragraph where you found it.<br />
<b>Wordly Wise</b> - Exercise C. Reminder - test is next Wednesday.<br />
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There is no Math homework tonight because we did REFLEX in school and also spent an hour on the area method.<br />
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<b>Tuesday Homework</b><br />
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<b>Read </b>pages 46 - 51 in Social Studies text. This can count toward your thirty minutes.<br />
<b>Social Studies</b> - sheet<br />
<b>RALLY </b>- page 18 essay. Use evidence from the story as much as you can to explain your answer.<br />
<b>Math -</b> 4 questions three ways.<br />
What that means is you have 4 questions from your packet - Last page # 4, 7, 13, 16. <br />
You have to do each of them three different ways: traditional, grid, and lattice.<br />
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UPDATE:
Don't try to use the area model. The graph paper you have won't give
you a large enough grid to use that model for these problems.<br />
<b>Remember REFLEX at least 3 times a week. </b><br />
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Monday Homework<br />
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Read for thirty minutes.<br />
Wordly Wise - Lesson 7 A and B (if you haven't done themyet)<br />
RALLY Reading - pages 13 - 17. NOT page 18.<br />
Reading Notebook - Response to <i>Fourth Grade Rats</i>:<br />
1. Who would you prefer to have as a friend, Suds or Joey? Why?<br />
2. Suds was thinking of the things he couldn't live without. Make your list of things you can't imagine living without.<br />
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I'll be collecting Advent Journals tomorrow so make sure yours is complete.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5586464835027768090.post-15278639429356232862013-01-04T18:41:00.001-05:002013-01-04T18:43:00.294-05:00Weekend HomeworkThe "new normal" until testing is over -<br />
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Weekend homework:<br />
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RALLY Reading book - Passage 1. Read carefully. Read the hints for answering the questions. Do all the questions in your THINK READING notebook. Start at the back and work forward as I explained.<br />
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For the multiple choice questions, you do not need to write everything out. Just write the question and the answer you choose. If you do well with this, we'll continue doing it this way. Otherwise well have to write it out more. The essay question should be answered with evidence from the story as we have been practicing.<br />
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Math - REFLEX. I'm switching you over to multiplication so get started on that. The people who have reached 100% fluency in multiplication do not have to do this. Of course you can if you want.<br />
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My one WORD.<br />
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Choose your word for the year based on the list we brainstormed. Make a poster of your word on construction paper. You can decorate it however you want but try to be creative and do it in a way that has something to do with your word.<br />
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NOTE: The free RALLY prep site that I showed you is still available until January 6th.Unknownnoreply@blogger.com0