tag:blogger.com,1999:blog-77664273039400632082023-11-15T11:01:41.558-08:00Moving Forward- Sharing the ChangeJ. Burthttp://www.blogger.com/profile/05268215436801935793noreply@blogger.comBlogger36125tag:blogger.com,1999:blog-7766427303940063208.post-90295449601773633192014-04-13T14:16:00.000-07:002014-04-13T14:16:37.002-07:00Next Chess Meet & Greet May 3rd The next NCRBC Chess Meet & Greet will be Saturday May 3rd 2014 at Peru City Hall from 9:30 to 111:30am<br />
<br />
You can see some pictures from the April Meet & Greet in the <a href="http://www.ncrbc.net/photogallery">NCRBC Photo Gallery</a>J. Burthttp://www.blogger.com/profile/05268215436801935793noreply@blogger.com0tag:blogger.com,1999:blog-7766427303940063208.post-61157166845759827992014-03-21T15:23:00.000-07:002014-03-22T10:34:25.140-07:00Teachers as Spring Valley Parents - Moving Things Forward<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
</w:Compatibility>
<w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel>
</w:WordDocument>
</xml><![endif]--><br />
<!--[if !mso]><img src="//img2.blogblog.com/img/video_object.png" style="background-color: #b2b2b2; " class="BLOGGER-object-element tr_noresize tr_placeholder" id="ieooui" data-original-id="ieooui" />
<style>
st1\:*{behavior:url(#ieooui) }
</style>
<![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin:0in;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:10.0pt;
font-family:"Times New Roman";}
</style>
<![endif]-->
<br />
<div class="MsoNormal">
One of the questions that swirls around trying to get more
and better participation from parents in their children’s education is “How?”<span style="mso-spacerun: yes;"> </span>What methods are there?</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Friday afternoon I had an opportunity to witness an event
which may possibly hold an answer.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
At John F.
Kennedy School
in Spring Valley Illinois,
the school held a curriculum session and invited members of the public to
attend.<span style="mso-spacerun: yes;"> </span>Approximately 12 parents showed
up, and most of them were teachers from other districts who also happen to have
children in the Spring Valley elementary school system.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
This group came because they are concerned their children
might end up like so many others, who are not prepared when they leave for what
comes next.<span style="mso-spacerun: yes;"> </span>As outside teachers they
could see the data to know that in today’s world no one can assume that the
educational system on its own will insure that children have been properly prepared.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
It is hard to imagine a group coming into such a meeting
with any more credibility than these women. And here is some of what they had
to say:</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
“If we had better communications from the school, we could
do a better job as parents.”</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
“We are not here to rip our fellow teachers; we love and
appreciate what you do. But you have to step it up a notch.”</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
“I know my child is getting good grades, but I don’t know
what my child does (or does not) know.” </div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
“If I know what you are teaching and when, then I can follow
along at home and supplement even if I have to go to the web to find supporting
homework or assignments.”</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Teachers acting as concerned parents.<span style="mso-spacerun: yes;"> </span>Think about that. <span style="mso-spacerun: yes;"> </span>Nobody knows where things stand, and just what
the challenges are more than this group.<span style="mso-spacerun: yes;"> </span>And
they came with a respectful tone, with questions and concerns.<span style="mso-spacerun: yes;"> </span>So lets do a little check list. </div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Parents with children.<span style="mso-tab-count: 2;"> </span><span style="mso-tab-count: 3;"> </span><span style="mso-tab-count: 2;"> </span>Check.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Concerned enough to interact with the school.<span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>Check.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Concerned enough to interact with kids at home on learning. <span style="mso-tab-count: 1;"> </span>Check.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Why would these people not be perfect to lead by example and
teach other parents how to do what they do?<span style="mso-spacerun: yes;">
</span>Can we find some money to make it worth their while? The dividends to
the community would be 100 fold.</div>
J. Burthttp://www.blogger.com/profile/05268215436801935793noreply@blogger.com0tag:blogger.com,1999:blog-7766427303940063208.post-78779698367710481632014-02-23T15:38:00.000-08:002014-02-23T15:38:30.577-08:00Spring Valley Education to Economic Prosperity March 11th<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
</w:Compatibility>
<w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel>
</w:WordDocument>
</xml><![endif]--><br />
<!--[if !mso]><img src="//img2.blogblog.com/img/video_object.png" style="background-color: #b2b2b2; " class="BLOGGER-object-element tr_noresize tr_placeholder" id="ieooui" data-original-id="ieooui" />
<style>
st1\:*{behavior:url(#ieooui) }
</style>
<![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin:0in;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:10.0pt;
font-family:"Times New Roman";}
</style>
<![endif]-->
<br />
<div class="MsoNormal">
<span style="color: black; font-family: "Times New Roman"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span>A coalition of major stakeholders
and education advocates in </span><span style="color: black; font-family: "Times New Roman"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">Spring Valley</span><span style="color: black; font-family: "Times New Roman"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"> will hold a community wide forum on Tuesday March 11<sup>th</sup>
on the new importance of education in determining the economic prospects for
the city and its residents. The meeting will be held at the </span><span style="color: black; font-family: "Times New Roman"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">Spring Valley</span><span style="color: black; font-family: "Times New Roman"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"> </span><span style="color: black; font-family: "Times New Roman"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">City Hall</span><span style="color: black; font-family: "Times New Roman"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"> </span><span style="font-family: "Times New Roman";">in its City Hall Community Room, </span><span style="font-family: "Times New Roman";">215 N. Greenwood St</span>.
<span style="color: black; font-family: "Times New Roman"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">beginning at </span><span style="color: black; font-family: "Times New Roman"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">6:30pm</span><span style="color: black; font-family: "Times New Roman"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">.</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: .5in;">
<span style="color: black; font-family: "Times New Roman"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">The
sponsors of the forum are </span><span style="color: black; font-family: "Times New Roman"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Hall Township High School</span><span style="color: black; font-family: "Times New Roman"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">, </span><span style="color: black; font-family: "Times New Roman"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Illinois</span><span style="color: black; font-family: "Times New Roman"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> Valley Community College, City Spring Valley, Spring Valley
Boosters, Spring Valley Partners for Progress, and the North Central Regional
Betterment Coalition.</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: .5in;">
<span style="color: black; font-family: "Times New Roman"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">The
featured speakers include Hall High School Superintendent Michael Struna, who
will cover the impact of the most recent High School Performance Report Card,
and IVCC President Dr. Jerry Corcoran who will draw the line from academic
achievement to economic prosperity in a rapidly changing world.</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: .5in;">
<span style="color: black; font-family: "Times New Roman"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">According
to Spring Valley Economic Development Director Debb Ladgenski, “the meeting is
intended for any resident of </span><span style="color: black; font-family: "Times New Roman"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Spring Valley</span><span style="color: black; font-family: "Times New Roman"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> concerned about the future of their children, and/or the future
of </span><span style="color: black; font-family: "Times New Roman"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Spring Valley</span><span style="color: black; font-family: "Times New Roman"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> as a vibrant community.”</span></div>
<div class="MsoNormal" style="text-indent: .5in;">
<span style="color: #282828; font-family: "Times New Roman"; font-size: 12.0pt; line-height: 115%;">Corcoran, who did
28 similar presentations across the college’s district in 2012-13, added, “All
available data shows us how important a college education is to lifetime
earnings. Individuals with even one-year certificates, let alone advanced
degrees, can expect to make hundreds of thousands more over their working lives.”</span></div>
<div class="MsoNormal" style="text-indent: .5in;">
<span style="color: #282828; font-family: "Times New Roman"; font-size: 12.0pt; line-height: 115%;">“Our mission is
to get that message out; this event is an excellent opportunity to do just
that.</span><span style="color: #282828; font-family: "Times New Roman";">” </span></div>
<div class="MsoNormal" style="text-indent: .5in;">
<span style="color: #282828; font-family: "Times New Roman";">Struna added, “Where we are now and where we need to go cannot
be accomplished in a vacuum. I look forward to this opportunity to engage the
residents of </span><span style="color: #282828; font-family: "Times New Roman";">Hall</span><span style="color: #282828; font-family: "Times New Roman";"> </span><span style="color: #282828; font-family: "Times New Roman";">Township</span><span style="color: #282828; font-family: "Times New Roman";"> in the process of further
building an education process that prepares our students for the best future
which awaits them”</span></div>
J. Burthttp://www.blogger.com/profile/05268215436801935793noreply@blogger.com0tag:blogger.com,1999:blog-7766427303940063208.post-90613636952838237532013-05-06T18:30:00.001-07:002013-05-06T18:30:53.953-07:00Chess Meet and Greets This SummerThe Starved Rock Chess League Announces Summer Chess Meet and Greets!<br />
<br />
All events will be held at Peru City Hall 1901 Fourth St. Peru.<br />
<br />
All events are on Thursday Afternoons from 1:00 to 3:00<br />
<br />
June 6th, June 20th, July 18th, and August 1st<br />
<br />
Sponsored by Ford Farms, PDQ, S&J Electric, and the North Central Regional Betterment Coalition<br />
<br />
For more information contact Deanna Carlson at <a href="mailto:dcarlson.usa@gmail.com">dcarlson.usa@gmail.com</a>J. Burthttp://www.blogger.com/profile/05268215436801935793noreply@blogger.com0tag:blogger.com,1999:blog-7766427303940063208.post-29139953026376785722012-10-22T17:30:00.002-07:002012-10-22T17:30:33.161-07:00Robin Lasker Excellence in Foreign Language TeachingCongratulations to Robin Lasker. The 2nd year Foreign Language Teacher at LaSalle Peru High School has been chosen for the Montserrat Villarruba Award of Excellence through the Illinois Council on the Teaching for Foreign Languages.<br />
<br />
Full details in Saturday's News Tribune. If they provide a link I will post it here.<br />
<br />
Anytime a local teacher is recognized, especially in an area as important as Foreign Language, its a cause for celebration.<br />
<br />
<br />J. Burthttp://www.blogger.com/profile/05268215436801935793noreply@blogger.com1tag:blogger.com,1999:blog-7766427303940063208.post-88126437455184209132012-10-14T13:31:00.001-07:002012-10-14T13:31:35.706-07:00Local Educators Ahead of the CurveOften times I will read something in the paper and think, "Gee, why aren't we doing that?"<br />
So Friday it was an absolute delight to open the Chicago Tribune and see the story from Bonnie Miller Rubin with the headline High School Work Pays Off. The article details a report from the National Association of School Boards that shows how high schools can greatly influence the potential success for kids who go on to college. Specifically they mention the importance of more quality guidance counselor time and more Advanced Placement Classes. If you follow the coverage in the News Tribune of LaSalle-Peru Township High School then you already know Superintendent Steve Wrobleski and the LP Board have already been making a lot of moves in this direction. I'm sure there is more to do, but its nice to see a local school ahead of the curve.<br />
<br />
<a href="http://www.chicagotribune.com/news/education/ct-met-college-success-1012-20121012,0,7272117.story">http://www.chicagotribune.com/news/education/ct-met-college-success-1012-20121012,0,7272117.story</a><br />
<br />J. Burthttp://www.blogger.com/profile/05268215436801935793noreply@blogger.com0tag:blogger.com,1999:blog-7766427303940063208.post-65143448067778367562012-09-03T07:10:00.001-07:002012-09-03T07:10:44.753-07:00Sometimes five minutes of reading can do more to advance an idea, than 100's speeches to 100's of people.<br />
<br />
The idea, communities which are serious about valuing education will have more economic vitality than those that don't.<br />
<br />
With that idea in mind, take a look at this editorial from the Chicago Tribune on Labor Day 2012.<br />
<br />
<a href="http://www.chicagotribune.com/news/opinion/editorials/ct-edit-jobs-20120903,0,6222554.story">http://www.chicagotribune.com/news/opinion/editorials/ct-edit-jobs-20120903,0,6222554.story</a><br />
<br />
<br />J. Burthttp://www.blogger.com/profile/05268215436801935793noreply@blogger.com0tag:blogger.com,1999:blog-7766427303940063208.post-90452093292667440952012-09-02T09:55:00.003-07:002012-09-02T09:55:42.831-07:00There are so many things going on right now that are so important. It may not be obvious to you on first blush, but the story of the potential for a strike by Chicago Teachers is really important to people who are concerned about the economic vitality of LaSalle, Bureau, and Putnam County.<br />
<br />
<a href="http://www.chicagotribune.com/news/opinion/editorials/ct-edit-strike-20120831,0,7044674.story">http://www.chicagotribune.com/news/opinion/editorials/ct-edit-strike-20120831,0,7044674.story</a>J. Burthttp://www.blogger.com/profile/05268215436801935793noreply@blogger.com0tag:blogger.com,1999:blog-7766427303940063208.post-4652035936944342472012-08-27T19:10:00.000-07:002012-08-27T19:10:20.482-07:00From the Tribune: Only the BestChicago Tribune Editorial on the importance of Great Teachers<br />
<br />
<br />
<br />
<a href="http://www.chicagotribune.com/news/opinion/editorials/ct-edit-schools-0823-jm-20120823,0,1473834.story">http://www.chicagotribune.com/news/opinion/editorials/ct-edit-schools-0823-jm-20120823,0,1473834.story</a><br />
<br />
<br />
<br />J. Burthttp://www.blogger.com/profile/05268215436801935793noreply@blogger.com0tag:blogger.com,1999:blog-7766427303940063208.post-44770230143719574052012-02-29T21:30:00.000-08:002012-02-29T21:30:42.087-08:00Now is the Time-Encourage an Outstanding Teacher to Become National Board Certified<!--[if !mso]> <style>
v\:* {behavior:url(#default#VML);}
o\:* {behavior:url(#default#VML);}
w\:* {behavior:url(#default#VML);}
.shape {behavior:url(#default#VML);}
</style> <![endif]--><!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>EN-US</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:DontVertAlignCellWithSp/> <w:DontBreakConstrainedForcedTables/> <w:DontVertAlignInTxbx/> <w:Word11KerningPairs/> <w:CachedColBalance/> <w:UseFELayout/> </w:Compatibility> <w:DoNotOptimizeForBrowser/> <m:mathPr> <m:mathFont m:val="Cambria Math"/> <m:brkBin m:val="before"/> <m:brkBinSub m:val="--"/> <m:smallFrac m:val="off"/> <m:dispDef/> <m:lMargin m:val="0"/> <m:rMargin m:val="0"/> <m:defJc m:val="centerGroup"/> <m:wrapIndent m:val="1440"/> <m:intLim m:val="subSup"/> <m:naryLim m:val="undOvr"/> </m:mathPr></w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267"> <w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/> <w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/> <w:LsdException Locked="false" Priority="39" Name="toc 1"/> <w:LsdException Locked="false" Priority="39" Name="toc 2"/> <w:LsdException Locked="false" Priority="39" Name="toc 3"/> <w:LsdException Locked="false" Priority="39" Name="toc 4"/> <w:LsdException Locked="false" Priority="39" Name="toc 5"/> <w:LsdException Locked="false" Priority="39" Name="toc 6"/> <w:LsdException Locked="false" Priority="39" Name="toc 7"/> <w:LsdException Locked="false" Priority="39" Name="toc 8"/> <w:LsdException Locked="false" Priority="39" Name="toc 9"/> <w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/> <w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/> <w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/> <w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/> <w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/> <w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/> <w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/> <w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/> <w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/> <w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/> <w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/> <w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/> <w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/> <w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/> <w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/> <w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/> <w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/> <w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/> <w:LsdException Locked="false" Priority="37" Name="Bibliography"/> <w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/> </w:LatentStyles> </xml><![endif]--><!--[if gte mso 10]> <style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin-top:0in;
mso-para-margin-right:0in;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0in;
mso-pagination:widow-orphan;
font-size:11.0pt;
mso-bidi-font-size:10.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;}
</style> <![endif]--><!--[if gte mso 9]><xml> <o:shapedefaults v:ext="edit" spidmax="1027"/> </xml><![endif]--><!--[if gte mso 9]><xml> <o:shapelayout v:ext="edit"> <o:idmap v:ext="edit" data="1"/> </o:shapelayout></xml><![endif]--> <br />
<div align="center" class="MsoNoSpacing" style="text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt;">Encourage an outstanding teacher or counselor to become a </span></b></div><div align="center" class="MsoNoSpacing" style="text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt;">National Board Certified Teacher</span></b></div><div align="center" class="MsoNoSpacing" style="text-align: center;"><br />
</div><div class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif";">National Board Certification offers a way for accomplished teachers to be assessed and recognized, and a way for parents to know their child’s teacher has met high and rigorous standards. <i style="mso-bidi-font-style: normal;">The single most important action the nation can take to improve schools is to strengthen teaching.</i> NBPTS develops high and rigorous standards for accomplished teachers and 100,000 teachers across the country and 5,152 teachers in Illinois have demonstrated that they meet those standards by achieving National Board Certification.</span></b></div><div class="MsoNoSpacing"><br />
</div><div class="MsoNoSpacing"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif";"><span style="mso-spacerun: yes;"> </span>National Board Certified Teachers are among the nation’s most effective teachers who have demonstrated that they meet the highest teaching standards.</span></b></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif";">The NBPTS certification process takes from one to three years to complete. Throughout this period, candidates:</span></b></div><div class="MsoNormal"><br />
</div><div class="MsoListParagraphCxSpFirst" style="margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -.25in;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif";">Analyze and reflect on student learning based on small and large group work with students that is supported by video recordings of classroom teaching.</span></b></div><div class="MsoListParagraphCxSpMiddle" style="margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -.25in;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif";">Analyze and reflect on student learning using student work samples.</span></b></div><div class="MsoListParagraphCxSpMiddle" style="margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -.25in;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif";">Document accomplishments of working with families and the community, colleagues and the profession and evidence of how that work impacts student learning.</span></b></div><div class="MsoListParagraphCxSpLast" style="margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -.25in;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif";">Respond to online assessment exercises that demonstrate subject-matter expertise.</span></b></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="mso-spacerun: yes;"> </span><a href="http://www.nbpts.org/userfiles/file/NBPTS%20Research%20Pocket%20Card.pdf"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 10.0pt;">NBPTS Certification-The Facts</span></b></a><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 10.0pt;"></span></b></div><div class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 10.0pt;"><span style="mso-spacerun: yes;"> </span><a href="http://www.nbpts.org/userfiles/file/GettingItRight%20Executive%20Summary.pdf">A Comprehensive Guide to Developing and Sustaining Teacher Evaluation </a></span></b></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 10.0pt;"><span style="mso-spacerun: yes;"> </span></span></b><a href="http://issuu.com/nbpts/docs/nbptsqa?mode=embed&layout=http%3A%2F%2Fskin.issuu.com%2Fv%2Fcolor%2Flayout.xm"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 10.0pt;">Q&A Guide for Teachers and Other Educators</span></b></a><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Cambria","serif"; font-size: 14.0pt;"> </span></i></b></div><div class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><u><a href="http://www.nbrc.ilstu.edu/Newsletters/2012/February%202012/Hillborough%20Summary.pdf">The Bill and Melinda Gates Foundation’s Measures of Effective Teaching (MET) Project</a></u></b></div><div class="MsoNormal"><br />
</div><h2 style="margin-top: 0in;"><a href="http://issuu.com/NBPTS/docs/bestteacher2010/1?zoomed=&zoomPercent=&zoomX=&zoomY=&noteText=&noteX=&noteY=&viewMode=magazine"><img align="left" alt="Open Document" border="0" height="149" hspace="12" src="file:///C:/Users/Snappy/AppData/Local/Temp/msohtmlclip1/01/clip_image001.jpg" title="" width="84" /></a><i style="mso-bidi-font-style: normal;"><span style="font-family: "Cambria","serif"; font-size: 12.0pt;">The Illinois State Board of Education is pleased to announce</span></i><span style="font-family: "Cambria","serif"; font-size: 12.0pt; font-weight: normal; mso-bidi-font-weight: bold;"> the opening of the 2012 Spring Window for the Illinois $2,000 NBPTS Candidate Fee Subsidy. The</span><a href="http://nbrc.illinoisstate.edu/"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; font-weight: normal; mso-bidi-font-weight: bold;"> National Board Resource Center at Illinois State University </span></a><span style="font-family: "Cambria","serif"; font-size: 12.0pt; font-weight: normal; mso-bidi-font-weight: bold;">will process applications for eligible Illinois teachers. Funding is limited to 500 candidates at this time. Please invite an outstanding teacher or counselor to become a National Board Certified Teacher by forwarding this message to them and adding a personal note of encouragement. You can also send an electronic invitation by completing the online </span><a href="http://www.nbpts.org/encourage_a_candidate"><span style="font-family: "Cambria","serif"; font-size: 12.0pt; font-weight: normal; mso-bidi-font-weight: bold;">nomination form</span></a><span style="font-family: "Cambria","serif"; font-size: 12.0pt; font-weight: normal; mso-bidi-font-weight: bold;">. </span></h2><div class="MsoNormal"><br />
</div><div class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 10.0pt;">To know:</span></b></div><h2 style="margin-top: 0in;"><span style="font-family: "Cambria","serif"; font-size: 10.0pt; font-weight: normal; mso-bidi-font-weight: bold;">The National Board Resource Center at Illinois State University assists candidates in finding support while going through the National Board process. </span></h2><h2 style="margin-top: 0in;"><span style="font-family: "Cambria","serif"; font-size: 10.0pt; font-weight: normal; mso-bidi-font-weight: bold;"> </span></h2><h2 style="margin-top: 0in;"><span style="font-family: "Cambria","serif"; font-size: 10.0pt; font-weight: normal; mso-bidi-font-weight: bold;">The Resource Center provides the following support to candidates free of charge:</span></h2><h2 style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; mso-list: l1 level1 lfo2; text-indent: -.25in;"><span style="font-family: "Cambria","serif"; font-size: 10.0pt; font-weight: normal; mso-bidi-font-family: Cambria; mso-bidi-font-weight: bold; mso-fareast-font-family: Cambria;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Cambria","serif"; font-size: 10.0pt; font-weight: normal; mso-bidi-font-weight: bold;">Face to face cohorts- organized around larger groups of candidates (6 or more) throughout the state.</span></h2><h2 style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; mso-list: l1 level1 lfo2; text-indent: -.25in;"><span style="font-family: "Cambria","serif"; font-size: 10.0pt; font-weight: normal; mso-bidi-font-family: Cambria; mso-bidi-font-weight: bold; mso-fareast-font-family: Cambria;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Cambria","serif"; font-size: 10.0pt; font-weight: normal; mso-bidi-font-weight: bold;">Virtual cohorts-online support for candidates in areas of the state where there are low numbers of candidates.</span></h2><h2 style="margin-top: 0in;"><span style="font-family: "Cambria","serif"; font-size: 10.0pt; font-weight: normal; mso-bidi-font-weight: bold;">Candidates can also receive support through:</span></h2><h2 style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; mso-list: l2 level1 lfo3; text-indent: -.25in;"><span style="font-family: "Cambria","serif"; font-size: 10.0pt; font-weight: normal; mso-bidi-font-family: Cambria; mso-bidi-font-weight: bold; mso-fareast-font-family: Cambria;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Cambria","serif"; font-size: 10.0pt; font-weight: normal; mso-bidi-font-weight: bold;">NBPTS support provided through school districts.</span></h2><div class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Cambria","serif"; font-size: 10.0pt;">University coursework designated for NBPTS.</span></b></div>J. Burthttp://www.blogger.com/profile/05268215436801935793noreply@blogger.com0tag:blogger.com,1999:blog-7766427303940063208.post-19492363042656954202012-02-08T18:46:00.000-08:002012-02-08T18:49:07.207-08:00Mendota's Amy Brewer - Illinois Outstanding Science Teacher AwardAll of Mendota and North Central Illinois should be proud of Mendota's Amy Brewer! Mrs. Brewer, a Nationally Board Certified Teacher, has been named one of Illinois Outstanding Science Teachers by the Illinois Science Teachers Association. Congratulations Amy for taking the time and effort to be the best teacher that you can be!<br />
<br />
<br />
<img alt="" src="data:image/png;base64,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" /> <a href="http://www.ista-il.org/awards-2010-2011-winners.htm">More information is available here</a>J. Burthttp://www.blogger.com/profile/05268215436801935793noreply@blogger.com0tag:blogger.com,1999:blog-7766427303940063208.post-19707879392462040032012-02-08T18:27:00.000-08:002012-02-08T18:27:50.277-08:00National Board Certification Subsidy to Open February 15thOne of the positive ways to bring about change to schools, which will in turn bring about positive change in our local economy, is to encourage more teachers to become Nationally Board Certified. Great News! Starting February 15th the application window will open for 500 first time National Board Candidates in Illinois to get a $2,000 subsidy for the program's tuition.<br />
<br />
<a href="http://nbrc.illinoisstate.edu/">Click here for information</a>J. Burthttp://www.blogger.com/profile/05268215436801935793noreply@blogger.com0tag:blogger.com,1999:blog-7766427303940063208.post-15090468838588176512011-12-13T18:50:00.000-08:002011-12-13T18:50:37.068-08:00What is the Drop Out Rate for Your High School?<a href="http://www.chicagotribune.com/news/opinion/editorials/ct-edit-graduate-20111212,0,138099.story">http://www.chicagotribune.com/news/opinion/editorials/ct-edit-graduate-20111212,0,138099.story</a><br />
<br />
The Tribune notes the importance of getting excellent teachers in front of students as one way to improve the dropout numbers.J. Burthttp://www.blogger.com/profile/05268215436801935793noreply@blogger.com0tag:blogger.com,1999:blog-7766427303940063208.post-26566820308991145372011-09-24T07:43:00.000-07:002011-09-24T07:43:45.165-07:00Math and Science: Our FutureHats off to the NewsTribune and reporter Matthew Baker for the article in the 9/23/11 edition titled Math+Science=Fun <br />
<br />
<a href="http://www.newstrib.com/articles/weekend/weekend-cover-story/default.asp?Article=1D95A3C31638E6A8AE82C4D5A4F32582084D83E63D5127F4">http://www.newstrib.com/articles/weekend/weekend-cover-story/default.asp?Article=1D95A3C31638E6A8AE82C4D5A4F32582084D83E63D5127F4</a><br />
<br />
For anyone who cares about the future of LaSalle, Bureau, and Putnam Counties, the State of Illinois, or the United States of America, you may not read a more important article this year or next.<br />
<br />
Why?<br />
<br />
Future job growth will be based on these skills. The areas that develop and keep these students will prosper, those that don't will wilt away to insignificance. It really is just that simple.<br />
<br />
Every School Board member, every Economic Developer, every Alderman and Mayor, every County Board member, every State Legislator, every Federal Legislator, every parent, and every homeowner should internalize the meaning and importance of this article and find ways to advance these principles.J. Burthttp://www.blogger.com/profile/05268215436801935793noreply@blogger.com0tag:blogger.com,1999:blog-7766427303940063208.post-29470802423232976892011-09-11T07:13:00.000-07:002011-09-11T07:13:39.195-07:00Are Illinois Kids Ready for College When They Leave High School?There has been some progress, but nobody should kid themselves that there not more work to do. <br />
<br />
<br />
<a href="http://www.chicagotribune.com/news/opinion/editorials/ct-edit-gpa-20110910,0,592173.story">http://www.chicagotribune.com/news/opinion/editorials/ct-edit-gpa-20110910,0,592173.story</a>J. Burthttp://www.blogger.com/profile/05268215436801935793noreply@blogger.com2tag:blogger.com,1999:blog-7766427303940063208.post-8348867150329304532011-07-13T05:44:00.000-07:002011-07-13T05:44:08.904-07:00Inside Baseball-the Political Story Behind Performance CountsHere is an opportunity to learn more about Mr. Edelman, and his efforts to bring about education reform in the State of Illinois.<br />
<a href="http://www.chicagotribune.com/news/local/ct-met-madigan-education-reform-0713-20110713,0,4603449.story">http://www.chicagotribune.com/news/local/ct-met-madigan-education-reform-0713-20110713,0,4603449.story</a>J. Burthttp://www.blogger.com/profile/05268215436801935793noreply@blogger.com0tag:blogger.com,1999:blog-7766427303940063208.post-76338424503593487542011-07-01T08:41:00.000-07:002011-07-01T08:41:09.527-07:00More Proof: Jobs Will Go To Where the Better Educated LiveYou don't need to be a Rocket Scientist, to know Economic Development will follow wherever the Rocket Scientists' live. Regions' that commit to producing better students, and keeping the best and brightest, will enjoy a private economic advantage over the regions' that don't. <br />
<br />
Please follow the link to see how this issue is playing out in real time.<br />
<br />
<a href="http://www.google.com/hostednews/ap/article/ALeqM5gmusHoUUNO_T2zHD92MlYPE35i7g?docId=e1735504543c4622a63fcc6c4c80a3ef">http://www.google.com/hostednews/ap/article/ALeqM5gmusHoUUNO_T2zHD92MlYPE35i7g?docId=e1735504543c4622a63fcc6c4c80a3ef</a><br />
<br />
If you want to understand this issue in greater detail, may I recommend: <i>Winning the Global Talent Showdown</i>, by Edward Gordon.J. Burthttp://www.blogger.com/profile/05268215436801935793noreply@blogger.com0tag:blogger.com,1999:blog-7766427303940063208.post-68140755028076928002011-06-27T09:32:00.000-07:002011-06-27T09:32:05.566-07:00Chicago Tribune Cites Need for Teachers to be Better TrainedLast year a study, funded by Advance Illinois, was rolled out which was critical of some schools, including Northern Illinois University and Illinois State State University, for having teacher preparation programs that did not produce great quality teachers. Some in the education community were critical of the methods used in the study. Now comes information which appears to more objectively document the shortfalls of some teacher prep programs.<br />
<br />
<a href="http://www.chicagotribune.com/news/opinion/editorials/ct-edit-teacher-20110625,0,2455993.story">http://www.chicagotribune.com/news/opinion/editorials/ct-edit-teacher-20110625,0,2455993.story</a>J. Burthttp://www.blogger.com/profile/05268215436801935793noreply@blogger.com0tag:blogger.com,1999:blog-7766427303940063208.post-89129801628303276142011-06-24T06:15:00.000-07:002011-06-24T06:15:16.994-07:00BCR Gets Local Reaction to Performance CountsIn case you missed it, the Bureau County Republican ran a great piece last week on the local reaction to the new Performance Counts legislation.<br />
<br />
<a href="http://nl.newsbank.com/nl-search/we/Archives?p_action=doc&p_docid=137E7E00C5AA1A90&p_docnum=1"> http://nl.newsbank.com/nl-search/we/Archives?p_action=doc&p_docid=137E7E00C5AA1A90&p_docnum=1</a>J. Burthttp://www.blogger.com/profile/05268215436801935793noreply@blogger.com0tag:blogger.com,1999:blog-7766427303940063208.post-45302267936724633372011-06-13T05:24:00.000-07:002011-06-13T05:24:31.446-07:00Governor Quinn to Sign Perforamnce Counts Today!This is a really big deal. Here is some excellent commentary.<br />
<br />
<a href="http://www.chicagotribune.com/news/opinion/ct-oped-0613-reform-20110613,0,7530822.story">http://www.chicagotribune.com/news/opinion/ct-oped-0613-reform-20110613,0,7530822.story</a>J. Burthttp://www.blogger.com/profile/05268215436801935793noreply@blogger.com2tag:blogger.com,1999:blog-7766427303940063208.post-83938865760694522612011-05-13T20:21:00.000-07:002011-05-13T20:21:01.424-07:00Illinois House Passes Performance CountsOn a 112 to 1 vote. <br />
<br />
From the Chicago Tribune<br />
<br />
http://www.chicagotribune.com/news/education/ct-met-illinois-legislature-0513-20110512-53,0,6101492.story<br />
<br />
<br />
<br />
J. Burthttp://www.blogger.com/profile/05268215436801935793noreply@blogger.com0tag:blogger.com,1999:blog-7766427303940063208.post-23579288142580215312011-04-19T17:47:00.000-07:002011-04-19T17:47:24.117-07:00Great EducatorsThanks to Allison Ryan for info on <a href="http://www.greateducators.com/">www.greateducators.com</a><br />
<br />
This site is attempting to do what we would like to do for LaSalle, Bureau, and Putnam County education.J. Burthttp://www.blogger.com/profile/05268215436801935793noreply@blogger.com1tag:blogger.com,1999:blog-7766427303940063208.post-82985997312753570862011-04-13T20:25:00.000-07:002011-04-13T20:25:08.334-07:00Bureau County Republican Coverage of the P20 Event<a href="http://www.bcrnews.com/articles/2011/04/12/r_auo5xjystene43wjfd1gq/index.xml">http://www.bcrnews.com/articles/2011/04/12/r_auo5xjystene43wjfd1gq/index.xml</a>J. Burthttp://www.blogger.com/profile/05268215436801935793noreply@blogger.com0tag:blogger.com,1999:blog-7766427303940063208.post-52535251337316900352011-04-13T20:22:00.000-07:002011-04-13T20:29:33.594-07:00Ottawa Times Coverage of the P20 Event<a href="http://mywebtimes.com/archives/ottawa/display.php?id=428931">http://mywebtimes.com/archives/ottawa/display.php?id=428931</a>J. Burthttp://www.blogger.com/profile/05268215436801935793noreply@blogger.com0tag:blogger.com,1999:blog-7766427303940063208.post-22871929573487437702011-04-13T20:00:00.000-07:002011-04-13T20:00:21.725-07:00News Tribune Coverage of the P20 Event<a href="http://www.newstrib.com/articles/news/nci/default.asp?article=27025&aname=Betterment+council+says+education%2C+families+vital">http://www.newstrib.com/articles/news/nci/default.asp?article=27025&aname=Betterment+council+says+education%2C+families+vital</a>J. Burthttp://www.blogger.com/profile/05268215436801935793noreply@blogger.com0