<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-6800407920000606023</id><updated>2012-02-01T09:40:16.488-06:00</updated><category term='education'/><category term='transition to adulthood'/><category term='student-centric'/><category term='next generation learning'/><category term='mental health'/><category term='RTT'/><category term='advocacy'/><category term='organizational development'/><category term='lgbt'/><category term='evaluation'/><category term='racial equity'/><category term='teen pregnancy'/><category term='young men of color'/><category term='resources'/><category term='state budget'/><category term='workforce development'/><category term='adolescent brain science'/><category term='innovations'/><category term='federal policy'/><category term='ytfg'/><category term='higher education'/><category term='school to prison pipeline'/><category term='diversity'/><category term='research'/><category term='city leadership'/><category term='philanthropy'/><category term='policy'/><category term='information systems'/><category term='com'/><category term='wins'/><category term='communication'/><category term='rural'/><category term='systems reforms'/><category term='youth development'/><category term='trauma/mental health'/><category term='foster care'/><category term='cross-sector collaboration'/><category term='youth unemployment'/><category term='guest blogger'/><category term='youth leadership'/><category term='online learning'/><category term='multiple pathways'/><category term='competency-based learning'/><category term='innovation'/><category term='juvenile justice'/><category term='educational continuity'/><category term='connected by 25 summit'/><category term='poverty'/><category term='state policy'/><category term='legislation'/><title type='text'>The Connected by 25 Blog</title><subtitle type='html'>The Official Blog of the Youth Transition Funders Group</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://cby25.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6800407920000606023/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://cby25.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/6800407920000606023/posts/default?start-index=101&amp;max-results=100'/><author><name>YTFG Learning By Connections</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>274</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-6800407920000606023.post-7558231324520684849</id><published>2012-02-01T09:40:00.000-06:00</published><updated>2012-02-01T09:40:16.498-06:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='resources'/><category scheme='http://www.blogger.com/atom/ns#' term='organizational development'/><title type='text'>It's All About Talent</title><content type='html'>&lt;table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-XfX5X6Lyxx8/Tylcmwi9DII/AAAAAAAAAZg/zCp66AubXfI/s1600/w.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="133" src="http://3.bp.blogspot.com/-XfX5X6Lyxx8/Tylcmwi9DII/AAAAAAAAAZg/zCp66AubXfI/s200/w.jpg" width="200" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;From Achieve Mission's website&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;There is a great new resource out there for nonprofits that are aggressively strengthening their organizations.&amp;nbsp; &lt;a href="http://www.achievemission.org/" target="_blank"&gt;Achieve Mission&lt;/a&gt;'s &lt;a href="http://www.achievemission.org/talentinitiative" target="_blank"&gt;Talent Initiative has released a new RFP&lt;/a&gt; to help innovative nonprofits address key issues of talent, leadership, diversity, management, training, culture, and strategic human capital.&amp;nbsp; Talent Initiative is focused on high-impact, mid-size ($2–50M) nonprofits that have defined plans for significant organizational growth and/or strategic change, and whose leaders recognize the pivotal role that human capital issues will play in determining the success of those plans.&amp;nbsp;&lt;br /&gt;&lt;br /&gt;Past winners include: Admission Possible, Breakthrough Collaborative, BUILD, Center for Employment Opportunities (CEO), Corporation for Enterprise Development (CFED), Corporation for Supportive Housing, GreatSchools, Harlem RBI, Level Playing Field Institute, Peer Health Exchange, Rhode Island Foundation and Root Capital. &lt;br /&gt;&lt;br /&gt;There are webinars organized for&amp;nbsp; Feb 2nd from 2-3PM ET and Feb 13th from 1-2PM ET.&amp;nbsp; For additional information, or to RSVP for a webinar, &lt;a href="http://www.achievemission.org/talentinitiative" target="_blank"&gt;click here&lt;/a&gt;.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&amp;nbsp;&lt;br /&gt;Proposals are due in about a month on February 29, 2012..so you'll need to get busy. &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6800407920000606023-7558231324520684849?l=cby25.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cby25.blogspot.com/feeds/7558231324520684849/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://cby25.blogspot.com/2012/02/its-all-about-talent.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6800407920000606023/posts/default/7558231324520684849'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6800407920000606023/posts/default/7558231324520684849'/><link rel='alternate' type='text/html' href='http://cby25.blogspot.com/2012/02/its-all-about-talent.html' title='It&apos;s All About Talent'/><author><name>YTFG Learning By Connections</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-XfX5X6Lyxx8/Tylcmwi9DII/AAAAAAAAAZg/zCp66AubXfI/s72-c/w.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6800407920000606023.post-4769132916502764771</id><published>2012-02-01T09:16:00.000-06:00</published><updated>2012-02-01T09:16:50.806-06:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='education'/><category scheme='http://www.blogger.com/atom/ns#' term='multiple pathways'/><category scheme='http://www.blogger.com/atom/ns#' term='guest blogger'/><category scheme='http://www.blogger.com/atom/ns#' term='city leadership'/><category scheme='http://www.blogger.com/atom/ns#' term='higher education'/><category scheme='http://www.blogger.com/atom/ns#' term='innovations'/><title type='text'>Educational Diamond in the Bronx</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-JGylyjnnNlU/TylWntfRSxI/AAAAAAAAAZY/SJ8jzYXeAdE/s1600/students.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="95" src="http://4.bp.blogspot.com/-JGylyjnnNlU/TylWntfRSxI/AAAAAAAAAZY/SJ8jzYXeAdE/s200/students.jpg" width="200" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;From CUNY Prep website&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;Andrew Moore from the &lt;a href="http://www.nlc.org/find-city-solutions/iyef" target="_blank"&gt;Institute for Youth, Education, and Families&lt;/a&gt; at the &lt;a href="http://www.nlc.org/" target="_blank"&gt;National League of Cities&lt;/a&gt; shares his insights from a site visit to &lt;a href="http://www.cunyprep.org/cp.html" target="_blank"&gt;CUNY Prep&lt;/a&gt; in his post &lt;a href="http://citiesspeak.org/2012/01/31/educational-diamond-in-the-bronx/" target="_blank"&gt;Educational Diamond in the Bronx&lt;/a&gt;.&amp;nbsp; He points out that CUNY Prep is a great example of the Back on Track design as outlined by &lt;a href="http://www.jff.org/" target="_blank"&gt;Jobs for the Future&lt;/a&gt;: enriched preparation, postsecondary bridging, and supports during the first year in college and beyond&lt;br /&gt;&lt;br /&gt;&lt;blockquote class="tr_bq"&gt;&lt;i&gt;Notably, with a few years’ experience under its belt, CUNY Prep now operates its own variant of the three-phase model.&amp;nbsp; In an initial three-month cycle, students prepare to take the GED in classes taught at a college level.&amp;nbsp; Once they pass the test – often with months to go before the beginning of the semester at one of CUNY’s six community colleges — students enter a College Transition Academy (CTA).&amp;nbsp;&amp;nbsp; CTA provides classes to start earning credits, as well as catch-up classes to eliminate the need for remediation.&amp;nbsp; CTA’s director tells students, “give us six months, and we’ll save you $3,000” – the fees students would otherwise pay, or charge against financial aid, for remedial classes.&amp;nbsp; Upon admission to college, students gain access to the College Success Network, which includes two on-site college success coaches and a job program to support students’ financial needs.&amp;nbsp;&amp;nbsp; Of the first 100 students benefiting from CTA, nearly half have persisted through the first year of college classes.&lt;/i&gt;&lt;/blockquote&gt;I visited CUNY prep ages and ages ago...and it was already a beacon, pointing us in the direction that our field had to go.&amp;nbsp; While some alternative schools are still stuck in digital worksheets others are stretching our understanding of what we can do and what our young people can do.&amp;nbsp; There are a handful of schools across the country that are pulling this off...and we need to take a hard look about how to refine policy to support them. They also promise to be the best place to understand how our high schools need to be redesigned around youth development practices, accelerated learning and transitional supports.&lt;br /&gt;&lt;br /&gt;JFF has put together a great website with resources to get students ... &lt;a href="http://www.backontrackdesigns.org/" target="_blank"&gt;Back on Track&lt;/a&gt;.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6800407920000606023-4769132916502764771?l=cby25.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cby25.blogspot.com/feeds/4769132916502764771/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://cby25.blogspot.com/2012/02/educational-diamond-in-bronx.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6800407920000606023/posts/default/4769132916502764771'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6800407920000606023/posts/default/4769132916502764771'/><link rel='alternate' type='text/html' href='http://cby25.blogspot.com/2012/02/educational-diamond-in-bronx.html' title='Educational Diamond in the Bronx'/><author><name>YTFG Learning By Connections</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-JGylyjnnNlU/TylWntfRSxI/AAAAAAAAAZY/SJ8jzYXeAdE/s72-c/students.jpg' height='72' width='72'/><thr:total>0</thr:total><georss:featurename>New York, NY, USA</georss:featurename><georss:point>40.7143528 -74.0059731</georss:point><georss:box>40.5217853 -74.3218301 40.9069203 -73.69011610000001</georss:box></entry><entry><id>tag:blogger.com,1999:blog-6800407920000606023.post-6714358759707154879</id><published>2012-01-27T11:26:00.000-06:00</published><updated>2012-01-27T11:27:30.169-06:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='juvenile justice'/><category scheme='http://www.blogger.com/atom/ns#' term='school to prison pipeline'/><category scheme='http://www.blogger.com/atom/ns#' term='education'/><category scheme='http://www.blogger.com/atom/ns#' term='guest blogger'/><title type='text'>New Report: Policing Chicago Public Schools</title><content type='html'>&lt;i&gt;[&lt;i&gt;The following post originally appeared &lt;/i&gt;&lt;/i&gt;&lt;i&gt;&lt;span class="dateline"&gt;January 25, 2012&lt;/span&gt;&lt;i&gt;, on &lt;/i&gt;&lt;a href="http://cby25.blogspot.com/2011/07/youth-calling-for-dollars-and-sense.html" target="_blank"&gt;&lt;i&gt;&lt;/i&gt;&lt;/a&gt;&lt;span class="dateline"&gt; &lt;a href="http://www.reclaimingfutures.org/blog/report-policing-chicago-public-schools?utm_source=Weekly+Blog+Digest&amp;amp;utm_campaign=74dd182a18-12_7_2011&amp;amp;utm_medium=email" target="_blank"&gt;Reclaiming Futures&lt;/a&gt;. It is another great example of how data is being used effectively to raise the damaging intersection between our education and juvenile justice systems.]&lt;/span&gt;&lt;/i&gt;&lt;br /&gt;&lt;br /&gt;&lt;span class="postTitle"&gt;&lt;a href="http://www.reclaimingfutures.org/blog/report-policing-chicago-public-schools"&gt;New Report: Policing Chicago Public Schools&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="postByline"&gt;by MARIAME KABA&lt;/span&gt;&lt;br /&gt;&lt;span class="postByline"&gt;&amp;nbsp;&lt;/span&gt;    &lt;br /&gt;&lt;div class="content"&gt;&lt;i&gt;&lt;img align="right" alt="" height="200" hspace="5" src="http://www.reclaimingfutures.org/blog/sites/blog.reclaimingfutures.org/files/userfiles/pipelineart9.jpg" vspace="5" width="196" /&gt;“Our schools have become almost like satellite police stations.” – Steve Drizin (1)&lt;/i&gt;&lt;br /&gt;&lt;br /&gt;Project NIA is pleased to announce the release of a new report titled “&lt;a href="http://policeincps.com/" target="_blank"&gt;Policing Chicago Public Schools: A Gateway to the School-to-Pipeline&lt;/a&gt;.” The report relies on data from the Chicago Police Department (CPD) to show (for the first time in seven years) the type of offenses and the demographics (gender, age and race) of the juveniles arrested on Chicago Public Schools properties in calendar year 2010.  We were limited because CPD reports data by police district rather than by individual school.&lt;br /&gt;&lt;br /&gt;In the 2003-2004 academic year, Chicago Public Schools (CPS) had about 1,700 security staff, nearly tripling in number in five years (2).  We were unable to obtain the current number of security guards in CPS despite repeated requests.  We are sure that this number exceeds the 1,700 from the 2003-2004 academic year.  The presence of so many security staff and especially police officers in schools means that school discipline issues quickly turn into police records.&lt;br /&gt;&lt;br /&gt;In our discussions about the school-to-prison pipeline, we need concrete examples of how the process works. As such, it is important to understand the role that police and security staff play in our schools. Yet reports about police involvement in CPS have unfortunately not been readily available to the public.  There is no easily accessible citywide or statewide data that illustrate how many students are arrested in schools each year.  The last report that was written about the role of police in Chicago Public Schools was published in 2005 by the Advancement Project.  That report, “&lt;a href="http://www.advancementproject.org/digital-library/publications/education-on-lockdown-the-schoolhouse-to-jailhouse-track" target="_blank"&gt;Education on Lockdown&lt;/a&gt;,” found that Chicago Public Schools (CPS) referred over 8,000 students to law enforcement in 2003. Forty percent of these referrals were for simple assault or battery with no serious injuries. Most of these cases were dismissed (3).&lt;br /&gt;&lt;br /&gt;Our purpose in writing this report was to ensure that the public is informed about the scope and extent of policing in Chicago Public Schools.  We hope that this will galvanize educators, parents, students, policymakers and community members to advocate for a dramatic decrease of CPS’s reliance on law enforcement to address school discipline issues. Instead, we would like to see an increase in the use of restorative justice, which is an effective approach, to respond to student misbehavior in our schools.&lt;br /&gt;&lt;br /&gt;In light of a push for budget austerity, limited resources should be re-directed away from policing and into affirming programs and opportunities for students.  This, we believe, will improve the overall well-being of all stakeholders in the educational system (most especially students). We also call on our city council to improve data transparency by passing an ordinance requiring CPS and CPD to report quarterly on the numbers of students arrested in the district.  Having timely and reliable information will support efforts to hold CPS and CPD accountable. Finally, we believe that student privacy should be protected rather than further eroded.  Current reporting practices between schools and law enforcement do not need to be reformed to increase the exchange of student information between these parties.&lt;br /&gt;&lt;br /&gt;The key data points in the report are that:&lt;br /&gt;&lt;ol&gt;&lt;li&gt;Too many young people are still being arrested on CPS properties.  Over 5,500 arrests of young people under 18 years old took place on CPS properties in 2010.  If we include those between 18 and 20 years old, the number increases to over 6,100 arrests.&lt;/li&gt;&lt;li&gt;Black youth are disproportionately targeted by these arrests. While they represent 45% of CPS students, black youth account for 74% percent of juvenile school-based arrests.  This mirrors the general trend of disproportionate minority contact within the juvenile legal system. For example, while they comprise only 34% of youth ages 5 to 17 in the city of Chicago, African American youth accounted for 76% of citywide juvenile arrests (youth 17 and under) in 2010.&lt;/li&gt;&lt;li&gt;Young men are much more likely to be arrested on CPS properties than are their female counterparts [73% vs. 27%].&lt;/li&gt;&lt;li&gt;Male youth under 21 years old are most often arrested on CPS property for simple battery followed by drug abuse violations and disorderly conduct.  Females under 21 are most often arrested for simple battery, disorderly conduct and miscellaneous non-index offenses.  Nearly a third (27%) of school-based arrest offenses on CPS property are simple battery.  This suggests that a significant number of CPS students are probably being arrested for fighting.&lt;/li&gt;&lt;li&gt;Certain police districts are more likely to arrest youth in schools than others. In particular, the highest aggregate (4) numbers of juvenile school-based arrests are in the 4th, 6th, 8th, 22nd, and 5th police districts.  Together these five districts account for 39% of total juvenile school-based arrests on CPS properties.&lt;br /&gt;    &amp;nbsp;&lt;/li&gt;&lt;/ol&gt;&lt;hr /&gt;&lt;span style="font-size: x-small;"&gt;1. Quote by Steve Drizin, director of the Center on Wrongful Convictions of Youth at Northwestern University &lt;a href="http://cwcy.org/resources/396_attach_Taking%20a%20hard%20look%20at%20police%20in%20schools%20by%20Tony%20Mauro%202.9.11.pdf" target="_blank"&gt;http://cwcy.org/resources/396_attach_Taking%20a%20hard%20look%20at%20police%20in%20schools%20by%20Tony%20Mauro%202.9.11.pdf &lt;/a&gt;&lt;br /&gt;2. Advancement Project, Education on Lockdown: The schoolhouse to jailhouse track. (Washington, DC:&lt;br /&gt;Advancement Project, 2005). &lt;a href="http://www.advancementproject.org/digital-library/publications/education-on-lockdown-the-schoolhouse-to-jailhouse-track" target="_blank"&gt;http://www.advancementproject.org/digital-library/publications/education-on-lockdown-the-schoolhouse-to-jailhouse-track&lt;/a&gt;&lt;br /&gt;3. Ibid&lt;br /&gt;4. We wish that we could compare arrest rates per district but we cannot access total numbers of youth in each district in order to do those calculations.  Arrest rates would tell us more about whether certain districts are disproportionately targeting youth for school-based arrests.&lt;/span&gt;&lt;br /&gt;&lt;hr /&gt;&lt;i&gt;Mariame Kaba is the founding director of &lt;a href="http://www.project-nia.org/" target="_blank"&gt;Project NIA&lt;/a&gt;. She is an educator, organizer, and writer who lives in Chicago.  Her work focuses on ending violence, dismantling the prison industrial complex and supporting youth leadership development.  Mariame was a program officer for education and youth development at the Steans Family Foundation from 2004-2009.  She has also been a consultant helping organizations to develop their evaluation capacity. Mariame is a published author, curriculum developer, and has served on numerous nonprofit boards.&lt;/i&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6800407920000606023-6714358759707154879?l=cby25.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cby25.blogspot.com/feeds/6714358759707154879/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://cby25.blogspot.com/2012/01/new-report-policing-chicago-public.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6800407920000606023/posts/default/6714358759707154879'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6800407920000606023/posts/default/6714358759707154879'/><link rel='alternate' type='text/html' href='http://cby25.blogspot.com/2012/01/new-report-policing-chicago-public.html' title='New Report: Policing Chicago Public Schools'/><author><name>YTFG Learning By Connections</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total><georss:featurename>Chicago, IL, USA</georss:featurename><georss:point>41.8781136 -87.6297982</georss:point><georss:box>41.6889521 -87.94565519999999 42.067275099999996 -87.3139412</georss:box></entry><entry><id>tag:blogger.com,1999:blog-6800407920000606023.post-4872882438622753591</id><published>2012-01-26T08:25:00.001-06:00</published><updated>2012-01-26T08:25:33.038-06:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='racial equity'/><category scheme='http://www.blogger.com/atom/ns#' term='education'/><category scheme='http://www.blogger.com/atom/ns#' term='policy'/><category scheme='http://www.blogger.com/atom/ns#' term='multiple pathways'/><title type='text'>Do All Reforms Lead to Learning?</title><content type='html'>&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-0uEMLGjGfrM/TyFhfD5onGI/AAAAAAAAAZI/BFSapzUa4fc/s1600/dp.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="134" src="http://4.bp.blogspot.com/-0uEMLGjGfrM/TyFhfD5onGI/AAAAAAAAAZI/BFSapzUa4fc/s200/dp.jpg" width="200" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;From Denver Post website&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;Is trying to do better by our children enough?&amp;nbsp; I was struck by a juxtaposition of two reform ideas that bubbled in the news over the past week.&lt;br /&gt; &lt;br /&gt;&lt;ul&gt;&lt;li&gt;In &lt;a href="http://www.denverpost.com/news/ci_19685194" target="_blank"&gt;Denver, two middle schools will be offering college-level remedial math as a class&lt;/a&gt;. If the students pass, their transcripts will show that they have completed the course and can go on to regular math courses.&amp;nbsp; The class is competency-based in that students get more time if they need it to become proficient. &lt;/li&gt;&lt;li&gt;In &lt;a href="http://www.taosnews.com/news/local/article_6c9a023a-4396-11e1-af92-0019bb2963f4.html" target="_blank"&gt;Taos, NM the math department is asking the school board to approve changes to the curriculum,&amp;nbsp; phasing out algebra 1 and 2 and geometry classes.&lt;/a&gt; They want to better prepare their students for life after high school...60% of them go into the workforce. So they want to drop algebra and geometry and replace with statistics, applied math and financial literacy.&lt;/li&gt;&lt;/ul&gt;In each of these cities, math teachers are trying to do better for their kids, exploring ways to create better opportunities.&amp;nbsp; Yet the Denver approach stands out as a meaningful reform and the Taos strategy seems like it would only lead to lower motivation, lower graduation, and less students having a chance to get the skills they need to get family-wage jobs.&lt;br /&gt;&lt;br /&gt;There are lots of places to point your finger at when it comes down to why our education system isn't producing better results, helping more of our children to learn and to graduate. Yet in looking at these two reforms, I don't think finger pointing will help.&amp;nbsp; Bottom line it comes down to four questions:&lt;br /&gt;&lt;br /&gt;Do we believe that.... &lt;br /&gt;&lt;ol&gt;&lt;li&gt;Our children can learn and can graduate?&lt;/li&gt;&lt;li&gt;Our children want to learn and graduate? &lt;/li&gt;&lt;li&gt;Our children should have options upon graduation to mix work and the pursuit of further education and training?&lt;/li&gt;&lt;li&gt;We (adults) can figure out a way to make sure our children, all of them, are career and college ready?&lt;/li&gt;&lt;/ol&gt;&lt;br /&gt;I don't mean these to be rhetorical questions...we all carry doubts or questions inside our heads about what is really viable.&amp;nbsp; We read in the news about how important early childhood development is...does this mean that children who don't get high quality child care will never be smart enough to go to college?&amp;nbsp; Should we spend resources on college-readiness when we know some young people simply won't want to spend another minute in a classroom once they leave high school.&amp;nbsp; Is the structure of school boards ever going to produce the sustained leadership needed to keep a district on the track of reform?&lt;br /&gt;&lt;br /&gt;The folks in Taos clearly want to do better by their children.&amp;nbsp; Yet, they aren't acting in a way to help our children be prepared to have choices upon graduation (question #3) to pursue more training or education. &lt;br /&gt;&lt;br /&gt;This is why data is so important.&amp;nbsp; Communities will be testing out all sorts of ideas about how to improve education. We need to keep an eye on the data to see if it is helping. If not...we've got to go back to the drawing board.&amp;nbsp; &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6800407920000606023-4872882438622753591?l=cby25.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cby25.blogspot.com/feeds/4872882438622753591/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://cby25.blogspot.com/2012/01/do-all-reforms-lead-to-learning.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6800407920000606023/posts/default/4872882438622753591'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6800407920000606023/posts/default/4872882438622753591'/><link rel='alternate' type='text/html' href='http://cby25.blogspot.com/2012/01/do-all-reforms-lead-to-learning.html' title='Do All Reforms Lead to Learning?'/><author><name>YTFG Learning By Connections</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-0uEMLGjGfrM/TyFhfD5onGI/AAAAAAAAAZI/BFSapzUa4fc/s72-c/dp.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6800407920000606023.post-8670567894925315235</id><published>2012-01-20T11:34:00.001-06:00</published><updated>2012-01-20T11:34:40.323-06:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='workforce development'/><category scheme='http://www.blogger.com/atom/ns#' term='racial equity'/><category scheme='http://www.blogger.com/atom/ns#' term='school to prison pipeline'/><category scheme='http://www.blogger.com/atom/ns#' term='policy'/><category scheme='http://www.blogger.com/atom/ns#' term='federal policy'/><category scheme='http://www.blogger.com/atom/ns#' term='youth unemployment'/><category scheme='http://www.blogger.com/atom/ns#' term='city leadership'/><title type='text'>The Burning Point of Change</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-KlPvx2q-Ecc/TxmhIykwHaI/AAAAAAAAAZA/tNwqGF_MAb8/s1600/IMG_8185.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="133" src="http://4.bp.blogspot.com/-KlPvx2q-Ecc/TxmhIykwHaI/AAAAAAAAAZA/tNwqGF_MAb8/s200/IMG_8185.JPG" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;Sometimes like I feel like we are at that moment when the tide starts to turn, big waves coming in crashing in to the tidal forces going out. When you stand at that one point in the water, you get hit by forces coming from both sides, and for a moment you are blinded by water from all sides.&lt;br /&gt;&lt;br /&gt;One set of tidal crashes is between between national drive to improve college readiness with the savage rip tide of the youth unemployment crisis that drags teens, communities and our economic strength downwards. I continue to be shocked that many of the advocates for "college for all" fail to grasp the idea that the motivation for college comes directly from the goal to have income.&amp;nbsp; Teens have to have develop an identity around their future in the economy...and that comes from experience and exploration. &lt;br /&gt;&lt;br /&gt;We have been very successful in strengthening our effectiveness by working together along a common set of objectives, themes, and reinforcing policy frameworks.&amp;nbsp; Is it time for us to shape a stronger set of positive goals and frameworks to guide local, state and federal policy to keep young people connected to education AND the workforce?&amp;nbsp; Can we figure out a way to flip the policy dialogue from college and career ready to &lt;b&gt;career&lt;/b&gt; and college ready in which the role of career development and work experience is front and center as a component of college readiness?&lt;br /&gt;&lt;br /&gt;Or should we use the simmering &lt;a href="http://cby25.blogspot.com/2011/08/could-uk-style-riots-happen-in-us.html" target="_blank"&gt;fear of revolts and riots&lt;/a&gt;. &lt;a href="http://www.huffingtonpost.com/david-jones/stop-and-frisk-a-road-to-_b_1187032.html" target="_blank"&gt;Dave Jones, a powerful advocate for youth, clearly thinks we need to talk about what might happen if we don't pay attention to punitive policies and practices.&lt;/a&gt;&amp;nbsp; He describes the current "stop and frisk" policies in NYC as "inflaming" civil disturbances: &lt;br /&gt;&lt;br /&gt;&lt;blockquote class="tr_bq"&gt;The outlook for improved employment opportunities for black and Latino young men is increasingly bleak for the foreseeable future.  Particularly for young men in the South Bronx, Harlem, Bed-Stuy, and Brownsville, without a high school diploma or skills, many will never find full-time work without a significant government investment in training and job development.  Now isn't the time to inflame an already desperate condition with police practices that are likely to further embitter those who are facing a possible lifetime without hope.&lt;/blockquote&gt;What do you think? Will raising the possibility of our young people taking to the streets be enough to swing the policy agenda in a positive way. Or does it undermine our work, suggesting that young people are trouble and not worth the investment?&lt;br /&gt;&lt;br /&gt;Are we getting close to the tipping point, or perhaps I should say "burning point" which our young people &lt;a href="http://cby25.blogspot.com/2011/09/game-of-life-urban-style.html" target="_blank"&gt;scream out "enough"&lt;/a&gt;?&amp;nbsp; If so we &lt;a href="http://cby25.blogspot.com/2011/10/climbing-through-window-of-opportunity.html" target="_blank"&gt;need to be ready&lt;/a&gt; with a package of messages and policies while we wait for the day when our young people can't bear the pressure, the hopelessness, the fear one minute longer.&lt;br /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6800407920000606023-8670567894925315235?l=cby25.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cby25.blogspot.com/feeds/8670567894925315235/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://cby25.blogspot.com/2012/01/burning-point-of-change.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6800407920000606023/posts/default/8670567894925315235'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6800407920000606023/posts/default/8670567894925315235'/><link rel='alternate' type='text/html' href='http://cby25.blogspot.com/2012/01/burning-point-of-change.html' title='The Burning Point of Change'/><author><name>YTFG Learning By Connections</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-KlPvx2q-Ecc/TxmhIykwHaI/AAAAAAAAAZA/tNwqGF_MAb8/s72-c/IMG_8185.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6800407920000606023.post-5369980682718019291</id><published>2012-01-17T16:40:00.000-06:00</published><updated>2012-01-17T16:40:57.378-06:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='juvenile justice'/><category scheme='http://www.blogger.com/atom/ns#' term='education'/><category scheme='http://www.blogger.com/atom/ns#' term='multiple pathways'/><category scheme='http://www.blogger.com/atom/ns#' term='youth unemployment'/><category scheme='http://www.blogger.com/atom/ns#' term='city leadership'/><category scheme='http://www.blogger.com/atom/ns#' term='foster care'/><category scheme='http://www.blogger.com/atom/ns#' term='educational continuity'/><category scheme='http://www.blogger.com/atom/ns#' term='cross-sector collaboration'/><category scheme='http://www.blogger.com/atom/ns#' term='teen pregnancy'/><title type='text'>Got Re-engagement?</title><content type='html'>&lt;table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-2lnD2Q45xbc/TxX4k7RtLkI/AAAAAAAAAYw/GtKAvF2HKLI/s1600/clip_image007.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="121" src="http://4.bp.blogspot.com/-2lnD2Q45xbc/TxX4k7RtLkI/AAAAAAAAAYw/GtKAvF2HKLI/s200/clip_image007.jpg" width="200" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;School District of Philadelphia&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;National League of Cities, &lt;a href="http://www.nlc.org/iyef%20" target="_blank"&gt;Institute for Youth, Education and Families&lt;/a&gt; is sponsoring a webinar "Re-engagement Centers: Key Element in a City Strategy to Recovery Dropouts" on January 31st.&lt;br /&gt;&lt;br /&gt;Cities such as Boston, Mass., Newark, N.J., Philadelphia, Portland, Ore., Omaha, Neb., and Des Moines, Iowa, have established one-stop "re-engagement centers" to connect struggling high school students - including those who have already dropped out - with credit recovery, tutoring, child care, and other services that help them reenroll and graduate from high school or complete an alternative education program leading to a diploma or GED.&lt;br /&gt;&lt;br /&gt;On Tues., Jan. 31, at 2:30 p.m. Eastern Time, the YEF Institute will host a free, hour-long webinar on "Reengagement Centers: Key Element in a City Strategy to Recover Dropouts."&amp;nbsp; Listeners will have the opportunity to learn more about this approach by participating in an interactive discussion with municipal leaders and staff who have created reengagement centers in their cities.&amp;nbsp; The YEF Institute has also announced its monthly and webinar schedule for the first half of 2012.&amp;nbsp;&lt;br /&gt;&lt;br /&gt;Re-engagement centers are critical to support all of our most vulnerable youth -- young people who are homeless, couch surfing, bumping from foster care placements, transitioning back from detention, returning after having a child or caring for family members, or have to work so much that our rigid school schedules become an impediment to learning.&amp;nbsp; Make sure your community has one. If not, send this blog to the mayor, council leadership, school board and chamber of commerce.&amp;nbsp; Only cities with re-engagement centers are going to be able to be prepared to address the growing youth unemployment crisis. There is no better time than right now to put one in place to help students get back into school, into the workplace, and get they help they need.&amp;nbsp;&lt;br /&gt;&lt;br /&gt;Remember, when you are helping young adults it is a two-for-one strategy as it helps address the early childhood needs of our newest generation as well!&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Instructions for Registering:&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;To register, you must have an account on myNLC.&amp;nbsp; Go to the myNLC page and click Create Account.&amp;nbsp; Enter your email address and click Search. &lt;br /&gt;&lt;br /&gt;If you are already in our database, an email will be sent to you asking you to set your password.&amp;nbsp; Once you have set your password, hit Go on the login page.&amp;nbsp; Then click Upcoming Events on the top left side of the screen, select the webinar, and click Begin Registration. &lt;br /&gt;&lt;br /&gt;If you are not in our database, try searching by city and organization, and if you still do not appear in the system, create a new login account with the appropriate city or organizational affiliation.&amp;nbsp; An email will be sent asking you to set your password.&amp;nbsp; Once you have set your password, hit Go on the login page.&amp;nbsp; Then click Upcoming Events on the top left side of the screen, select the webinar, and click Begin Registration.&lt;br /&gt;&lt;br /&gt;On the Event Registration screen, check the box for Member or Nonmember Webinar Registration Fee (don't worry, it's free).&amp;nbsp; Then click Add to Cart at the bottom right.&lt;br /&gt;&lt;br /&gt;Click the Check-Out button.&amp;nbsp; Then click the Continue button.&amp;nbsp; Click Submit Order.&lt;br /&gt;&lt;br /&gt;You will receive a confirmation email with instructions for how to access the webinar by logging in to myNLC.&amp;nbsp; There will be no dial-in number; you will only need to turn on your computer speakers.&lt;br /&gt;Questions?&amp;nbsp; Michael Karpman (202-626-3072, karpman@nlc.org) and Tim Mudd (202-626-3074, mudd@nlc.org) are standing by to walk you through the registration process step-by-step.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6800407920000606023-5369980682718019291?l=cby25.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cby25.blogspot.com/feeds/5369980682718019291/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://cby25.blogspot.com/2012/01/got-re-engagement.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6800407920000606023/posts/default/5369980682718019291'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6800407920000606023/posts/default/5369980682718019291'/><link rel='alternate' type='text/html' href='http://cby25.blogspot.com/2012/01/got-re-engagement.html' title='Got Re-engagement?'/><author><name>YTFG Learning By Connections</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-2lnD2Q45xbc/TxX4k7RtLkI/AAAAAAAAAYw/GtKAvF2HKLI/s72-c/clip_image007.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6800407920000606023.post-8613770034939558047</id><published>2012-01-13T09:46:00.001-06:00</published><updated>2012-01-14T06:04:59.385-06:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='state policy'/><category scheme='http://www.blogger.com/atom/ns#' term='trauma/mental health'/><category scheme='http://www.blogger.com/atom/ns#' term='racial equity'/><category scheme='http://www.blogger.com/atom/ns#' term='juvenile justice'/><category scheme='http://www.blogger.com/atom/ns#' term='school to prison pipeline'/><category scheme='http://www.blogger.com/atom/ns#' term='education'/><category scheme='http://www.blogger.com/atom/ns#' term='federal policy'/><category scheme='http://www.blogger.com/atom/ns#' term='research'/><title type='text'>Call for Papers on Disparities in School Discipline</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-7r7AY2FeOSw/TgDp_VSWLQI/AAAAAAAAAOM/Gv4cBHR89TA/s1600/41572_113637029658_6609_n.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="150" src="http://1.bp.blogspot.com/-7r7AY2FeOSw/TgDp_VSWLQI/AAAAAAAAAOM/Gv4cBHR89TA/s200/41572_113637029658_6609_n.jpg" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;I just received an email that the Center for Civil Rights Remedies (at the &lt;a href="http://www.civilrightsproject.ucla.edu/" target="_blank"&gt;Civil Rights Project&lt;/a&gt; at UCLA), in collaboration with the Research-to-Practice Collaborative on Race and Gender Disparities in School Discipline, is seeking research papers that will inform school discipline policies at the district, state, and federal levels.&lt;br /&gt;&lt;br /&gt;The Center for Civil Rights Remedies will accept approximately 15 research papers for presentation at a national conference on understanding and addressing race and gender disparities in school discipline, to be held in Washington D.C. in November or December of 2012.&amp;nbsp; The national conference will be followed by a federal briefing for members of Congress and the publication of papers in an edited volume.&amp;nbsp; Previous conference-related books include, “Racial Inequity in Special Education” and “Dropouts in America,” both Harvard Education Press publications.&amp;nbsp; The ultimate goal of the papers is to foster policies and practices that will reduce schools’ reliance on suspension and expulsion to manage student behavior, with special attention to reducing disparities.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://civilrightsproject.ucla.edu/news/news-and-announcements/2011-site-news/call-for-papers-to-inform-policymakers-about-race-and-gender-disparities-in-school-discipline" target="_blank"&gt;You can find the complete description of the project and the detailed call for papers, including submission requirements and honoraria here&lt;/a&gt;.&lt;br /&gt;&lt;br /&gt;Proposals must be submitted electronically to the Center for Civil Rights Remedies by February 28, 2012.&amp;nbsp; Submit your cover page, abstract and proposal to crp@ucla.edu, with a cc to losendan@gmail.com. &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6800407920000606023-8613770034939558047?l=cby25.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cby25.blogspot.com/feeds/8613770034939558047/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://cby25.blogspot.com/2012/01/call-for-papers-disparities-in-school.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6800407920000606023/posts/default/8613770034939558047'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6800407920000606023/posts/default/8613770034939558047'/><link rel='alternate' type='text/html' href='http://cby25.blogspot.com/2012/01/call-for-papers-disparities-in-school.html' title='Call for Papers on Disparities in School Discipline'/><author><name>YTFG Learning By Connections</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-7r7AY2FeOSw/TgDp_VSWLQI/AAAAAAAAAOM/Gv4cBHR89TA/s72-c/41572_113637029658_6609_n.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6800407920000606023.post-8662052867146612810</id><published>2012-01-12T12:01:00.000-06:00</published><updated>2012-01-12T12:12:58.368-06:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='juvenile justice'/><category scheme='http://www.blogger.com/atom/ns#' term='school to prison pipeline'/><category scheme='http://www.blogger.com/atom/ns#' term='information systems'/><category scheme='http://www.blogger.com/atom/ns#' term='education'/><category scheme='http://www.blogger.com/atom/ns#' term='multiple pathways'/><category scheme='http://www.blogger.com/atom/ns#' term='guest blogger'/><category scheme='http://www.blogger.com/atom/ns#' term='systems reforms'/><title type='text'>It's Time to Get Our Heads Out of the Sand</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-n4vVVNEx8to/Tw8ebjqvWBI/AAAAAAAAAYo/929kUXMZv_M/s1600/o.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="160" src="http://1.bp.blogspot.com/-n4vVVNEx8to/Tw8ebjqvWBI/AAAAAAAAAYo/929kUXMZv_M/s200/o.jpg" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="font-family: inherit;"&gt;&lt;span style="color: black; font-size: small;"&gt;It's not a secret any more.&amp;nbsp; &lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"&gt;&lt;span style="color: black; font-family: inherit;"&gt;Students are being pushed out of schoolthrough formal disciplinary policies as well as gentle kicks out the door intoa hodge podge of inadequate educational services.&amp;nbsp; &lt;a href="http://www.ctprop.org/"&gt;&lt;b&gt;&lt;i&gt;Invisible Students &lt;/i&gt;&lt;/b&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style="font-family: inherit;"&gt;&lt;a href="http://www.ctprop.org/"&gt;&lt;span style="color: black;"&gt;written by Laura McCargar for A Better Way Foundation andConnecticut Pushout Research and Organizing Project &lt;/span&gt;&lt;/a&gt;&lt;span style="color: black;"&gt;documents &lt;/span&gt;the dirty secrets of our educationalsystem. &lt;span style="color: black;"&gt;For anyone interested in the graduationcrisis, &lt;a href="http://www.ctprop.org/"&gt;&lt;b&gt;&lt;i&gt;Invisible Students&lt;/i&gt;&lt;/b&gt;&lt;/a&gt;is a must read.&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"&gt;&lt;span style="color: black; font-family: inherit;"&gt;The report&amp;nbsp; takes a deep look athow students are quietly being pushed out of school and into a second-classsystem of education. We all know that this has been happening in every districtacross the country.&amp;nbsp; If a student is lucky they'll find one of those gemsof a teacher who will help them get back on track.&amp;nbsp; More often that notthey are going to be falling into the &lt;a href="http://cby25.blogspot.com/2010/11/black-holes-in-education-universe.html"&gt;blackhole of education&lt;/a&gt;.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="mso-line-height-alt: 11.05pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"&gt;&lt;span style="color: black; font-family: inherit;"&gt;McCargardescribes in detail how the secret pipeline operates.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="color: black; font-family: inherit;"&gt;&lt;b&gt;&lt;i&gt; &lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;span style="font-family: inherit; font-size: 10pt;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;blockquote class="tr_bq"&gt;&lt;div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"&gt;&lt;span style="color: black; font-family: inherit;"&gt;The secret pipeline refers to themechanisms and strategies employed by school districts to remove students whopresent academic and behavioral challenges while circumventing due process andskirting accountability and responsibility for the educational outcomes ofthose students. Once funneled into this secret pipeline, some students neverreturn to school. Those that attempt to finish often find themselves inalternative or adult education programs which are often ill equipped to meetstudents’ needs, yield startlingly low completion rates, and risk acceleratingrather than curbing the flow of young people into the justice system. Gaps andloopholes in data collection and reporting mechanisms sustain the secretpipeline by rendering the experiences and outcomes of these students largelyinvisible. &lt;/span&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"&gt;&lt;span style="color: black; font-family: inherit;"&gt;Alternative education is not inherentlya problem. In fact we need to expand the alternatives for students whohistorically not received a college-ready education. In the effort to create amore customer-friendly education system, we know we need to move away from onesize fits all. Some students need smaller schools, designed to have strongrelationships with the adults, flexibility, and access to other supportservices. There are incredibly powerful high quality alternative schools aroundthe nation. McCargar addresses this by making a clear distinction betweenschools of choice versus placements.&lt;/span&gt;&lt;/div&gt;&lt;blockquote class="tr_bq"&gt;&lt;div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"&gt;&lt;span style="color: black; font-family: inherit;"&gt;Alternatives of choice” have protocoland processes that clearly established how a student becomes enrolled, as wellas checks and balances to ensure that students enrolled on their own volition.While students attending these schools often had histories of discipline andacademic struggle, they see the alternative program as an opportunity, not apunishment, and the majority of them go on to graduate. &lt;/span&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;br /&gt;&lt;blockquote class="tr_bq"&gt;&lt;div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"&gt;&lt;span style="color: black; font-family: inherit;"&gt;“Placement” or “dumping ground”alternatives, on the other hand, are part of the secret pipeline. Students areplaced at these alternatives through de facto discipline and for many studentsit represents the point at which they exit, rather than complete, high school.&lt;/span&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"&gt;&lt;span style="color: black; font-family: inherit;"&gt;The report documents how students aretransferred to GED or adult education or simply encouraged to leave high schoolearly. &lt;/span&gt;&lt;/div&gt;&lt;blockquote class="tr_bq"&gt;&lt;div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"&gt;&lt;span style="color: black; font-family: inherit;"&gt;Students are involuntarily placed inalternative schools and programs. Their placement is in part enabled by anambiguous state statute which grant districts authority to “reassign” studentswithout complying with the reporting, procedural and due process protectionsafforded in disciplinary proceedings; these alternative programs often become“black holes” where students are trapped in sub-par educational environmentsand rarely permitted to return to mainstream high schools.&lt;/span&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"&gt;&lt;span style="color: black; font-family: inherit;"&gt;The report also outlines how theConnecticut Department of Education reinforces the secret pipeline. &lt;/span&gt;&lt;/div&gt;&lt;blockquote class="tr_bq"&gt;&lt;div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"&gt;&lt;span style="color: black; font-family: inherit;"&gt;The State Department of Education (SDE)does not track how many students are enrolled in alternative schools orprograms, nor does it track how those students are faring. The SDE grantsdistricts discretion to designate alternatives as “schools” or “programs,” andbecause programs are exempt from completing mandated state reports likestrategic school profiles, it is impossible for the broader public to isolateand access information specific to the enrollment, growth, and achievements ofalternative education students.&lt;/span&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;br /&gt;&lt;blockquote class="tr_bq"&gt;&lt;div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"&gt;&lt;span style="color: black; font-family: inherit;"&gt;While data about students in AdultEducation is publicly available, it is held in a separate reporting platformand is not integrated with the Public Student Information System, the statewidedatabase that tracks all information pertaining to students enrolled in gradesK-12. Teens that are enrolled in Adult Education are not counted as students“enrolled” in the local district.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"&gt;&lt;span style="color: black; font-family: inherit;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"&gt;&lt;span style="color: black; font-family: inherit;"&gt;&lt;i&gt;&lt;b&gt;Invisible Students&lt;/b&gt;&lt;/i&gt; describes the secretpipeline as a de facto discipline policy. I disagree. I think what we areseeing in these practices is pure and simple re-establishment of separate andunequal education. The school district needs to be held accountable for graduation rates andthe quality of alternative school quality. We spend so much time trying to makesense of accountability measures for alternative schools, distracting us fromreforming the highest point of leverage – the office of the superintendent.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"&gt;&lt;span style="color: black; font-family: inherit;"&gt;Thanks to&amp;nbsp;&lt;b&gt;&lt;i&gt;InvisibleStudents, &lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;span style="color: black; font-family: inherit;"&gt;pushoutpractices aren’t a secret any more. Districts and states need to clean up theiract right now before they have to start allocating resources to fighting civilrights legal actions. We have underestimated the operational fine-tuning thatmust take place to implement a full graduation policy in which states anddistricts are responsible for educating all students until they are career andcollege ready.&amp;nbsp; Budgets, human resource policies, transfer policies,information systems, and counseling services will all need to be revised toensure students get access to the schools they need, when they need it. &amp;nbsp;States need to fine-tune their accountability systems as well. The leaders ofthe accountability and transparency efforts such as the Data Quality Campaignare going to need to step it up as well to push state accountability mechanismsto include high quality alternative education.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"&gt;&lt;span style="color: black; font-family: inherit;"&gt;It's time for all of us to get ourheads out of the sand.&amp;nbsp; We can't continue to ignore the second-classeducation our students are receiving. &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6800407920000606023-8662052867146612810?l=cby25.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cby25.blogspot.com/feeds/8662052867146612810/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://cby25.blogspot.com/2012/01/its-time-to-get-our-heads-out-of-sand.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6800407920000606023/posts/default/8662052867146612810'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6800407920000606023/posts/default/8662052867146612810'/><link rel='alternate' type='text/html' href='http://cby25.blogspot.com/2012/01/its-time-to-get-our-heads-out-of-sand.html' title='It&apos;s Time to Get Our Heads Out of the Sand'/><author><name>YTFG Learning By Connections</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-n4vVVNEx8to/Tw8ebjqvWBI/AAAAAAAAAYo/929kUXMZv_M/s72-c/o.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6800407920000606023.post-2000466736669586544</id><published>2012-01-10T08:07:00.000-06:00</published><updated>2012-01-10T08:08:38.943-06:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='trauma/mental health'/><category scheme='http://www.blogger.com/atom/ns#' term='racial equity'/><category scheme='http://www.blogger.com/atom/ns#' term='school to prison pipeline'/><category scheme='http://www.blogger.com/atom/ns#' term='young men of color'/><category scheme='http://www.blogger.com/atom/ns#' term='research'/><category scheme='http://www.blogger.com/atom/ns#' term='diversity'/><category scheme='http://www.blogger.com/atom/ns#' term='higher education'/><category scheme='http://www.blogger.com/atom/ns#' term='cross-sector collaboration'/><title type='text'>Let RWJF Know Your Priorities for Young Men of Color</title><content type='html'>&lt;table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-ikv6HPtV2rk/TwxF5LSRKfI/AAAAAAAAAYY/_CR04HeXUCA/s1600/M2_CEA08005_3158_RET.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="105" src="http://3.bp.blogspot.com/-ikv6HPtV2rk/TwxF5LSRKfI/AAAAAAAAAYY/_CR04HeXUCA/s200/M2_CEA08005_3158_RET.jpg" width="200" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;From Forward Promise website&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&amp;nbsp;The &lt;a href="http://www.rwjf.org/vulnerablepopulations/product.jsp?id=72888" target="_blank"&gt;Robert Wood Johnson Foundation&lt;/a&gt; is launching a new initiative - &lt;i&gt;Forward Promise: Promoting Opportunities for the Health and Success of Young Men of Color - &lt;/i&gt;to identify and expand education, employment and health policies and programs serving middle and high school aged boys of color. &lt;br /&gt;&lt;br /&gt;RWJF is working with &lt;a href="http://www.clasp.org/" target="_blank"&gt;CLASP &lt;/a&gt;to gather input for &lt;i&gt;Forward Promise&lt;/i&gt;. The results from the survey will be used to inform the future direction of the initiative. CLASP is asking your input on two surveys designed to gather data about policies and programming affecting high school age boys of color who are both in school and out of school.&amp;nbsp; Please select a survey to complete based on your area of expertise. Please feel free to complete both surveys, if appropriate. In addition, please forward these surveys widely to your networks.&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Survey Links&lt;/b&gt;:&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.surveymonkey.com/s/FPHighSchool" target="_blank"&gt;High School Young Men of Color&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.surveymonkey.com/s/FPOutOfSchool" target="_blank"&gt;Out-of-School Young Men of Color&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;It will take approximately 15 minutes to complete each survey. The surveys are completely voluntary, and you may choose not to participate at any time. Your answers are completely confidential, as the data will be aggregated. No personal information will be collected or used in this survey. We will collect survey responses through January 16, 2012.&lt;br /&gt;&lt;br /&gt;If you have any questions, please contact Rhonda Tsoi-A-Fatt Bryant, CLASP Senior Policy Analyst or Ivory Toldson, PhD, Lead Consultant, at survey@clasp.org.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;And remember to pass this on -- let's make sure RWJF has the best information they can to make the best decisions in deploying their funds.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6800407920000606023-2000466736669586544?l=cby25.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cby25.blogspot.com/feeds/2000466736669586544/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://cby25.blogspot.com/2012/01/let-rwjf-know-your-priorities-for-young.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6800407920000606023/posts/default/2000466736669586544'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6800407920000606023/posts/default/2000466736669586544'/><link rel='alternate' type='text/html' href='http://cby25.blogspot.com/2012/01/let-rwjf-know-your-priorities-for-young.html' title='Let RWJF Know Your Priorities for Young Men of Color'/><author><name>YTFG Learning By Connections</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-ikv6HPtV2rk/TwxF5LSRKfI/AAAAAAAAAYY/_CR04HeXUCA/s72-c/M2_CEA08005_3158_RET.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6800407920000606023.post-6455160209416971817</id><published>2012-01-05T09:34:00.000-06:00</published><updated>2012-01-05T09:34:09.988-06:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='state policy'/><category scheme='http://www.blogger.com/atom/ns#' term='juvenile justice'/><category scheme='http://www.blogger.com/atom/ns#' term='school to prison pipeline'/><category scheme='http://www.blogger.com/atom/ns#' term='education'/><category scheme='http://www.blogger.com/atom/ns#' term='youth leadership'/><category scheme='http://www.blogger.com/atom/ns#' term='advocacy'/><title type='text'>Youth Voices Driving State Reform</title><content type='html'>&lt;div style="text-align: right;"&gt;&lt;/div&gt;&lt;table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-ylIDwElgo70/TwXBHXvHwyI/AAAAAAAAAYQ/NklZaxFvNBI/s1600/toriortiz.JPG" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="200" src="http://3.bp.blogspot.com/-ylIDwElgo70/TwXBHXvHwyI/AAAAAAAAAYQ/NklZaxFvNBI/s200/toriortiz.JPG" width="126" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;&amp;nbsp;From Padres y Jovenes Unidos&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;i&gt;Youth Voices Driving State Reform. &lt;/i&gt;That's the title for the February 9th donor briefing on Positive School Climate and Discipline hosted by the Just and Fair Schools Fund in NYC.&lt;br /&gt;&lt;br /&gt;Even though I think I am up-to-date on changes and trends in organizing,&amp;nbsp; I realized that I hadn't fully understood the giant leap forward that youth organizing has taken over the past five years.&amp;nbsp; We used to expect youth organizers to focus on an issue in one school or a very localized issue.&amp;nbsp; State policy...really?&amp;nbsp; That is a huge step forward and suggests that at least some youth organizing groups should be considered as equal to any other state advocacy efforts (and get the same level of funding!)&lt;br /&gt;&lt;br /&gt;Just and Fair Schools Fund is bringing together youth/organizers from &lt;a href="http://padresunidos.org/" target="_blank"&gt;Padres y Jóvenes Unidos&lt;/a&gt; (Colorado) and &lt;a href="http://youthunitedforchange.com/" target="_blank"&gt;Youth United for Change&lt;/a&gt; (Pennsylvania) to share insights on the tactical steps they’ve taken to influence state reforms, to be followed by a funders’ discussion on proven and promising strategies to fund similar efforts in further states.&amp;nbsp; These are two healthy organizations that have been consistently active for 15-20 years.&amp;nbsp; The &lt;a href="http://www.advancementproject.org/" target="_blank"&gt;Advancement Project&lt;/a&gt; has been a long-time partner for local organizing on these issues.&amp;nbsp; The JFSF, with support from &lt;a href="http://www.atlanticphilanthropies.org/" target="_blank"&gt;Atlantic Philanthropies&lt;/a&gt;, &lt;a href="http://www.gillfoundation.org/" target="_blank"&gt;Gill Foundation&lt;/a&gt;, and &lt;a href="http://www.falkfund.org/" target="_blank"&gt;Falk Foundation&lt;/a&gt;, is playing a critical role in leveraging the accomplishments of these organizations and others across the nation.&amp;nbsp;&lt;br /&gt;&lt;br /&gt;If you are a donor and interested in the briefing, please contact &lt;a href="mailto:DCipriani@publicinterestprojects.org" target="_blank"&gt;Don Cipriani&lt;/a&gt; at JFSF. And everyone can stay informed of great work around the country by signing up for the &lt;a href="http://www.publicinterestprojects.org/funds-projects/partner-and-collaborative-funds/just-and-fair-schools-fund/" target="_blank"&gt;Just and Fair Schools Fund newsletter&lt;/a&gt;.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6800407920000606023-6455160209416971817?l=cby25.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cby25.blogspot.com/feeds/6455160209416971817/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://cby25.blogspot.com/2012/01/youth-voices-driving-state-reform.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6800407920000606023/posts/default/6455160209416971817'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6800407920000606023/posts/default/6455160209416971817'/><link rel='alternate' type='text/html' href='http://cby25.blogspot.com/2012/01/youth-voices-driving-state-reform.html' title='Youth Voices Driving State Reform'/><author><name>YTFG Learning By Connections</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-ylIDwElgo70/TwXBHXvHwyI/AAAAAAAAAYQ/NklZaxFvNBI/s72-c/toriortiz.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6800407920000606023.post-3322206775888459252</id><published>2012-01-03T06:00:00.000-06:00</published><updated>2012-01-03T06:00:05.053-06:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='state policy'/><category scheme='http://www.blogger.com/atom/ns#' term='education'/><category scheme='http://www.blogger.com/atom/ns#' term='research'/><category scheme='http://www.blogger.com/atom/ns#' term='foster care'/><title type='text'>Learning is a Lifeline for Youth in Foster Care</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-u_ZTWR31wi0/TuGvKUYip0I/AAAAAAAAAXw/iuXLzbK8Dug/s1600/NationalWorkingGroup.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="39" src="http://4.bp.blogspot.com/-u_ZTWR31wi0/TuGvKUYip0I/AAAAAAAAAXw/iuXLzbK8Dug/s200/NationalWorkingGroup.jpg" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;Lisa McGill recently sent me a publication from the National Working Group on Foster Care and Education funded by Casey Family Programs and the Stuart Foundation. &lt;a href="http://www.firstfocus.net/library/fact-sheets/education-is-the-lifeline-for-youth-in-foster-care" target="_blank"&gt;Education is the Lifeline for Youth in Foster Care&lt;/a&gt; is a great, overview of the issues children in foster care face in getting an education.&amp;nbsp; &lt;br /&gt;&lt;br /&gt;There is loads of data, especially useful for anyone writing a proposal or shaping a strategy. It covers a lot of issues -- student mobility, attendance, rapid re-enrollment, responsiveness to behavioral issues, and support to help students graduate and enter college.&amp;nbsp; There are several examples of how communities are gathering resources to support youth.&amp;nbsp; For example, "some California counties, including Santa Clara and Fresno, are increasingly linking youth in foster care to college preparation programs such as AVID (Advancement Via Individualized Determination), which targets students in the academic middle who are likely to be the first member of their family to attend college." This makes a lot of sense (and great way to leverage resources) to use pre-existing programs that offer a wide range of supports. &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Oh, one more thing. If you are interested in learning more about the National Working Group on Foster Care and Education you can contact any of the following organizations: &lt;br /&gt;&lt;ul&gt;&lt;li&gt;&lt;a href="http://www.abanet.org/child/home2.html" target="_blank" title="www.abanet.org/child"&gt;American Bar Association Center on Children and the Law&lt;/a&gt; &lt;/li&gt;&lt;li&gt;&lt;a href="http://www.aphsa.org/Home/home_news.asp" target="_blank" title="www.aphsa.org"&gt;American Public Human Services Association/National Association of Public Child Welfare Administrators&lt;/a&gt;&lt;/li&gt;&lt;li&gt;&lt;a href="http://www.aecf.org/" target="_blank"&gt;Annie E. Casey Foundation&lt;/a&gt;&lt;/li&gt;&lt;li&gt;&lt;a href="http://www.aaicama.aphsa.org/" target="_blank"&gt;Association of Administrators of the Interstate Compact on Adoption and Medical Assistance&lt;/a&gt;&lt;/li&gt;&lt;li&gt;&lt;a href="http://www.casey.org/index.htm" title="Home"&gt;Casey Family Programs&lt;/a&gt;&lt;/li&gt;&lt;li&gt;&lt;a href="http://www.childrensdefense.org/site/PageServer" target="_blank" title="www.childrensdefense.org"&gt;Children's Defense Fund&lt;/a&gt; &lt;/li&gt;&lt;li&gt;&lt;a href="http://www.cwla.org/" target="_blank" title="www.cwla.org"&gt;Child Welfare League of America&lt;/a&gt; &lt;/li&gt;&lt;li&gt;&lt;a href="http://www.elc-pa.org/" target="_blank" title="www.elc-pa.org"&gt;Education Law Center (Pennsylvania)&lt;/a&gt; &lt;/li&gt;&lt;li&gt;&lt;a href="http://www.jlc.org/" target="_blank" title="www.jlc.org"&gt;Juvenile Law Center&lt;/a&gt;&lt;/li&gt;&lt;li&gt;&lt;a href="http://www.nationalcasa.org/" target="_blank"&gt;National&amp;nbsp;CASA Association&lt;/a&gt; &lt;/li&gt;&lt;li&gt;&lt;a href="http://www.abanet.org/child/rclji/home.html" target="_blank"&gt;National Child Welfare Resource Center on Legal and Judicial Issues&lt;/a&gt; &lt;/li&gt;&lt;li&gt;&lt;a href="http://www.ncjfcj.org/" target="_blank"&gt;National Council of Juvenile and Family Court Judges&lt;/a&gt;&lt;/li&gt;&lt;li&gt;&lt;a href="http://www.nationalfostercare.org/" target="_blank"&gt;National Foster Care Coalition&lt;/a&gt;&lt;/li&gt;&lt;li&gt;&lt;a href="http://www.nfpainc.org/" target="_blank" title="www.nfpainc.org"&gt;National Foster Parent Association&lt;/a&gt;&lt;/li&gt;&lt;li&gt;&lt;a href="http://www.stuartfoundation.org/" target="_blank"&gt;Stuart Foundation&lt;/a&gt;&lt;/li&gt;&lt;/ul&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6800407920000606023-3322206775888459252?l=cby25.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cby25.blogspot.com/feeds/3322206775888459252/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://cby25.blogspot.com/2012/01/learning-is-lifeline-for-youth-in.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6800407920000606023/posts/default/3322206775888459252'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6800407920000606023/posts/default/3322206775888459252'/><link rel='alternate' type='text/html' href='http://cby25.blogspot.com/2012/01/learning-is-lifeline-for-youth-in.html' title='Learning is a Lifeline for Youth in Foster Care'/><author><name>YTFG Learning By Connections</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-u_ZTWR31wi0/TuGvKUYip0I/AAAAAAAAAXw/iuXLzbK8Dug/s72-c/NationalWorkingGroup.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6800407920000606023.post-5674538181724817649</id><published>2011-12-14T04:00:00.000-06:00</published><updated>2011-12-14T04:00:01.229-06:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='workforce development'/><category scheme='http://www.blogger.com/atom/ns#' term='competency-based learning'/><category scheme='http://www.blogger.com/atom/ns#' term='trauma/mental health'/><category scheme='http://www.blogger.com/atom/ns#' term='education'/><category scheme='http://www.blogger.com/atom/ns#' term='multiple pathways'/><category scheme='http://www.blogger.com/atom/ns#' term='student-centric'/><category scheme='http://www.blogger.com/atom/ns#' term='innovations'/><category scheme='http://www.blogger.com/atom/ns#' term='youth development'/><title type='text'>Schools for the Future Blasts Off in Jacksonville</title><content type='html'>&lt;div class="MsoNormal"&gt;&lt;/div&gt;&lt;table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-l1No4O9r6Dw/TuGqGwW5esI/AAAAAAAAAXo/I-ZLq7kO93U/s1600/sff-student.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="200" src="http://3.bp.blogspot.com/-l1No4O9r6Dw/TuGqGwW5esI/AAAAAAAAAXo/I-ZLq7kO93U/s200/sff-student.jpg" width="169" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;From Bridges website&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div class="MsoNormal"&gt;We know we have an innovation challenge.&amp;nbsp; How do we educate students that areover-age and undercredited, especially if they are aging out of the K-12 systemwith 6&lt;sup&gt;th&lt;/sup&gt; grade skills?&amp;nbsp;It’s mind-blowing to think about how to do this within the current policyenvironment that values college-readiness as the primary outcome. &lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"&gt;Yet there are a few people taking up that challenge.Ephraim Weisstein and his colleagues at &lt;a href="http://www.schools4future.org/" target="_blank"&gt;Schools for the Future &lt;/a&gt;(SFF)&amp;nbsp; are heroically designing around youngpeople’s needs rather than expecting them to fit into a traditional schooldesign.&amp;nbsp; In partnership with the &lt;a href="http://www.bridgejax.com/school-for-the-future"&gt;Bridge of NortheastFlorida&lt;/a&gt;, SFF opened this fall in Jacksonville Florida.&amp;nbsp; Local donors such as Wayne and DeloresBarr Weaver and &lt;/div&gt;&lt;div class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"&gt;The Henry and Lucy Gooding Foundation along with supportfrom Mott, Carnegie and Noyce are providing the financial support. This isphilanthropy at its best&amp;nbsp; -- localand national foundations co-investing in breakthrough models. &lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;The first cohort of 103 students entering in 8&lt;sup&gt;th&lt;/sup&gt;or 9&lt;sup&gt;th&lt;/sup&gt; grade has only one student reading at grade level. On averagethey are 2.5 years behind.&amp;nbsp; Theyare already over-age for their grades and not as emotionally mature as otherstudents in their grades. (I’m having a hard time writing this, as I’m awarethat one of the SFF students might read this – and who would want to bedescribed this way.&amp;nbsp; For them to goto SFF means that they value education, possess courage, can persevere in theface of hurdle after hurdle, and are willing to give us a second chance to get it right).&amp;nbsp;&amp;nbsp; &lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;In an interview last month, Ephraim explained the designprinciples of the school:&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;b&gt;&lt;/b&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;b&gt;Accelerate Maturation&lt;/b&gt;:&amp;nbsp;We talk about accelerated learning but this was the first time I’veheard the phrase accelerated maturation.&amp;nbsp;Starting with the application and orientation process, SFF communicatesthe expectations for students.&amp;nbsp; Ofthe 150 students participating in the four-day orientation a little more than100 made it through. This isn’t screening or creaming. This is part of theeducational process. SFF simply says come on back when you are ready and tryagain. &lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;The next step is intensive response to behaviors.&amp;nbsp; Students are suspended or expelled.Instead there is individual and group counseling.&amp;nbsp; SFF is seeing tremendous growth of students in 4-5 weekswith the goal of having them managing themselves and their studies by 6months.&amp;nbsp; Bottom line: SFF is payingattention to social-emotional growth as a key to academic success. &lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;b&gt;Straight Talk&lt;/b&gt;:&amp;nbsp;Ephraim described that a key to their schools is taking to studentsabout their past educational experiences.&amp;nbsp;SFF staff helps students understand that they have been caught in aconspiracy in which educators have told them for a long time that they couldn’tdo it.&amp;nbsp; Then they flip theconversation to be straight about where students are and what they are going tohave to do to succeed.&amp;nbsp;&amp;nbsp; Andthey commit to doing everything they can to help the student get to where theywant to go. &lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;b&gt;Stretch into Middle School&lt;/b&gt;:&amp;nbsp; The first SFF in Jacksonville Florida is designed for grades8-12.&amp;nbsp; This creates moreflexibility and more time for students to catch up.&amp;nbsp; Taking into consideration the policy context it also givesSFF more time to help students prepare for the state assessments. &lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;b&gt;Design for Short-term and Long-term Simultaneously&lt;/b&gt;:&amp;nbsp; SFF is focused on helping Jacksonvillestudents prepare for the FCAT in the short term as it is somewhere around 8&lt;sup&gt;th&lt;/sup&gt;-10&lt;sup&gt;th&lt;/sup&gt;grade function while also focused on college prep.&amp;nbsp; They are helping students to fill gaps with tutoring andadaptive software while also engaging them in college prep curriculum. SFFknows that college prep is much more than just the right curriculum. They arehelping students to stretch their horizons. &lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;b&gt;&lt;/b&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;b&gt;Providing Students What They Need When They Need It&lt;/b&gt;:&amp;nbsp; SFF is pragmatic, keeping students atthe heart of their decision-making. They are collecting a diverse set ofresources to help students. Blended learning, adaptive software, digital tools,8-week, engaging thematic courses using hip-hop, memoirs and other highinterest contexts. SFF is working with the Concord Consortium to integrate STEMinto the curriculum with simulation and probeware for students to do all thosereally cool things.&amp;nbsp; They arecreating the opportunity for students to get A+ certified. With a bit of softmoney they are offering work study right at the school. &lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;It’s not School of One….but the idea of bringing together asmany options for students is at the heart of SFF. &lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;b&gt;Competency-Based&lt;/b&gt;:&amp;nbsp; Students and teachers stay focused on specific competencies. Everything students do is about learning and demonstrating what they have learned.&amp;nbsp; This allows them to accelerate their pace or slow down to really understand more complex tasks.&amp;nbsp;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;SFF is just completing its first semester. So we need to bepatient to really learn from their experience.&amp;nbsp; There are plans to open the second school in Detroit nextyear. So stay tuned. &lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6800407920000606023-5674538181724817649?l=cby25.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cby25.blogspot.com/feeds/5674538181724817649/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://cby25.blogspot.com/2011/12/schools-for-future-blasts-off-in.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6800407920000606023/posts/default/5674538181724817649'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6800407920000606023/posts/default/5674538181724817649'/><link rel='alternate' type='text/html' href='http://cby25.blogspot.com/2011/12/schools-for-future-blasts-off-in.html' title='Schools for the Future Blasts Off in Jacksonville'/><author><name>YTFG Learning By Connections</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-l1No4O9r6Dw/TuGqGwW5esI/AAAAAAAAAXo/I-ZLq7kO93U/s72-c/sff-student.jpg' height='72' width='72'/><thr:total>0</thr:total><georss:featurename>Jacksonville, FL, USA</georss:featurename><georss:point>30.3321838 -81.655651</georss:point><georss:box>29.8936258 -82.28736500000001 30.7707418 -81.023937</georss:box></entry><entry><id>tag:blogger.com,1999:blog-6800407920000606023.post-1149379965293429287</id><published>2011-12-13T07:00:00.000-06:00</published><updated>2011-12-13T07:00:12.288-06:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='ytfg'/><category scheme='http://www.blogger.com/atom/ns#' term='mental health'/><category scheme='http://www.blogger.com/atom/ns#' term='juvenile justice'/><category scheme='http://www.blogger.com/atom/ns#' term='transition to adulthood'/><category scheme='http://www.blogger.com/atom/ns#' term='philanthropy'/><category scheme='http://www.blogger.com/atom/ns#' term='education'/><category scheme='http://www.blogger.com/atom/ns#' term='research'/><category scheme='http://www.blogger.com/atom/ns#' term='adolescent brain science'/><category scheme='http://www.blogger.com/atom/ns#' term='student-centric'/><category scheme='http://www.blogger.com/atom/ns#' term='foster care'/><title type='text'>The Adaptable Brain: IQ Increases in Adolescence</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-YY97OMzOiAI/TuGYc-xCZ7I/AAAAAAAAAXg/uOKVoebiBE8/s1600/br.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="150" src="http://4.bp.blogspot.com/-YY97OMzOiAI/TuGYc-xCZ7I/AAAAAAAAAXg/uOKVoebiBE8/s200/br.jpg" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;a href="http://www.bbc.co.uk/news/science-environment-15369851" target="_blank"&gt;IQ can grow during adolescence.&lt;/a&gt;&amp;nbsp; That's what Cathy Price, professor at University College London, found in her study of 33 teens. Equally important she found that young people had variations in their trajectories. According to the article &lt;i&gt;IQ "can change in teenage years"&lt;/i&gt;&lt;span class="byline-name"&gt; by David Shukman&lt;/span&gt;    &lt;span class="byline-title"&gt;Environment &amp;amp; Science Correspondent for BBC News, &lt;/span&gt;one of the young people in the survey was a late bloomer, taking remedial courses in his early teens and now in his early 20's is on the path to a PhD in engineering&lt;br /&gt;&lt;br /&gt;This is a profound finding for our thinking about vulnerable young people.&amp;nbsp; It's just the tip of the iceberg. We need to find out what contributes to helping the IQ grow rather than shrink during adolescence.&amp;nbsp; Good food? Exercise? Rigorous classes? Caring relationships? Drugs? Lots of sleep? The article suggests it might be engagement, finding something that is really interesting to the student. Sounds a lot like &lt;a href="http://www.bigpicture.org/" target="_blank"&gt;Big Picture Learning&lt;/a&gt;. &lt;br /&gt; &lt;br /&gt; We need to pay attention to the progress of neuroscience in understanding brain development in early childhood as well as in late adolescence.&amp;nbsp; When foundations collaborate we can share our intellectual capital and the cost of staying up to date on trends and research.&amp;nbsp; It's going to be important for us over the next decade to find a way to understand the direction of research (or even shape it) and make sure we are taking the new insights into consideration in our programs and policies.&amp;nbsp; &lt;br /&gt;&lt;br /&gt;This is a wonderful opportunity for foundations to work together.&amp;nbsp; Neuroscience is going to have implications for each and every public system and organization that serves children and youth. We need to make sure we use this knowledge to benefit those that need the most help making the transition to adulthood.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6800407920000606023-1149379965293429287?l=cby25.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cby25.blogspot.com/feeds/1149379965293429287/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://cby25.blogspot.com/2011/12/adaptable-brain-iq-increases-in.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6800407920000606023/posts/default/1149379965293429287'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6800407920000606023/posts/default/1149379965293429287'/><link rel='alternate' type='text/html' href='http://cby25.blogspot.com/2011/12/adaptable-brain-iq-increases-in.html' title='The Adaptable Brain: IQ Increases in Adolescence'/><author><name>YTFG Learning By Connections</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-YY97OMzOiAI/TuGYc-xCZ7I/AAAAAAAAAXg/uOKVoebiBE8/s72-c/br.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6800407920000606023.post-8514047080593670060</id><published>2011-12-12T07:00:00.000-06:00</published><updated>2011-12-12T07:00:07.558-06:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='racial equity'/><category scheme='http://www.blogger.com/atom/ns#' term='information systems'/><category scheme='http://www.blogger.com/atom/ns#' term='education'/><category scheme='http://www.blogger.com/atom/ns#' term='multiple pathways'/><category scheme='http://www.blogger.com/atom/ns#' term='communication'/><category scheme='http://www.blogger.com/atom/ns#' term='educational continuity'/><title type='text'>Chronic Truancy or Chronic Apathy</title><content type='html'>&lt;style&gt;&lt;!-- /* Font Definitions */@font-face {font-family:"Times New Roman"; panose-1:0 2 2 6 3 5 4 5 2 3; mso-font-charset:0; mso-generic-font-family:auto; mso-font-pitch:variable; mso-font-signature:50331648 0 0 0 1 0;} /* Style Definitions */p.MsoNormal, li.MsoNormal, div.MsoNormal {mso-style-parent:""; margin:0in; margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:12.0pt; font-family:"Times New Roman";}p {margin-right:0in; mso-margin-top-alt:auto; mso-margin-bottom-alt:auto; margin-left:0in; mso-pagination:widow-orphan; font-size:10.0pt; font-family:Times;}table.MsoNormalTable {mso-style-parent:""; font-size:10.0pt; font-family:"Times New Roman";}@page Section1 {size:8.5in 11.0in; margin:1.0in 1.25in 1.0in 1.25in; mso-header-margin:.5in; mso-footer-margin:.5in; mso-paper-source:0;}div.Section1 {page:Section1;}--&gt;&lt;/style&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-jn7cHKcr67E/Tns-nmxWilI/AAAAAAAAASw/z9mIuJgz_cw/s1600/home-banner3.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="82" src="http://2.bp.blogspot.com/-jn7cHKcr67E/Tns-nmxWilI/AAAAAAAAASw/z9mIuJgz_cw/s200/home-banner3.jpg" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;Although awkward, the phrase over-age and undercredited is powerful as itshifts the blame of our nation's graduation crisis from students to the dynamicinterplay between students and schools.&amp;nbsp; As much as possible I try toavoid the phrase "drop-out" as it places all the responsibility fornot completing high school squarely on the shoulders of students.&amp;nbsp;"Drop-out" allows us to turn our backs to the experience of students we have failed to teach to read.&amp;nbsp; "Drop-out" allows us toclose our ears to the fears of students as they fall farther and fartherbehind. "Drop-out" allows us to close our minds to the institutionalracism that pushes young people out of school and onto the streets or intojail.&lt;br /&gt;&lt;br /&gt;Over-age and undercredited is never going to just slip off the tongue.&amp;nbsp;Maybe that's okay. In the seconds it takes to say it we have to pause andrecognize that we need to pay attention to both schools and students if we aregoing to renew our nation's economic strength.&amp;nbsp; Sure students areresponsible if they just give up and walk away from school.&amp;nbsp; But schools areresponsible if they give up on students without creating ways for them to get the help they need to succeed or provide on-ramps to gettheir diplomas. Students and schools both have to commit to finding pathways to success.&lt;br /&gt;&lt;br /&gt;I raise this, as there has been increasing attention to attendance andtruancy. I just reviewed a great report by the &lt;a href="http://cepr.unm.edu/" target="_blank"&gt;University of New Mexico'sCenter for Education Policy Research&lt;/a&gt; on the l&lt;a href="http://coe.unm.edu/news/181/629/Mapping-the-Landscape-of-Educational-Outcomes-in-Albuquerque.html" target="_blank"&gt;andscape of educational outcomesin Albuquerque &lt;/a&gt;-- and there were maps with splashes of bright red highlightingneighborhoods with "habitual truancy". I've noticed the phrase "chronic truancy" finding its way into policy conversation. Once again, it feels like students andfamilies are shouldering the blame.&amp;nbsp; Is there some way we can talk about the lost opportunity when students are not in school as a &lt;i&gt;both/and&lt;/i&gt;&lt;span style="font-style: normal;"&gt;?&amp;nbsp; Is theresome way we can recognize that some students miss the first class because theyhave to take their siblings to school first and need to have greater flexibility about when they start? Can we create the online capacity that was established across the country in face of the H1N1 flu to support students that miss school because their employer insists they fill a gap in the day shift? Can we use suspension and expulsion rates as an early warning system about school culture as much as we use it to indicate that students are disengaging from school?&amp;nbsp; &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;I've waited in line with students in howling winter winds as they enter theschool through metal detectors.&amp;nbsp; I've been bumped and pushed inovercrowded school halls. I've been in classrooms where the teachers spent theentire day reading from the textbook.&amp;nbsp; I've waited at locked schools for45 minutes with students who were late to school and told to wait outside until2nd period. Yes students should come to school. But in the face of chronicinstitutional apathy, we may simply be creating that Catch-22.&amp;nbsp; Eitherway, they may not get the education they need.&lt;br /&gt;&lt;br /&gt;Language can be our friend or our foe.&amp;nbsp; As we push to make sure ourstudents are in school we need to have complementary language. There may bestudents that drop-outs that need drop-in schools. There may be students thatare chronically truant that need "sticky" schools that won't let them slip away.&lt;br /&gt;&lt;br /&gt;Let's make sure we aren't chronically apathetic. Let's care enough to find language that empowers schools and students.&amp;nbsp; &lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6800407920000606023-8514047080593670060?l=cby25.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cby25.blogspot.com/feeds/8514047080593670060/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://cby25.blogspot.com/2011/12/chronic-truancy-or-chronic-apathy.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6800407920000606023/posts/default/8514047080593670060'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6800407920000606023/posts/default/8514047080593670060'/><link rel='alternate' type='text/html' href='http://cby25.blogspot.com/2011/12/chronic-truancy-or-chronic-apathy.html' title='Chronic Truancy or Chronic Apathy'/><author><name>YTFG Learning By Connections</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-jn7cHKcr67E/Tns-nmxWilI/AAAAAAAAASw/z9mIuJgz_cw/s72-c/home-banner3.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6800407920000606023.post-2081713105124487404</id><published>2011-12-06T07:00:00.000-06:00</published><updated>2011-12-06T07:00:12.315-06:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='workforce development'/><category scheme='http://www.blogger.com/atom/ns#' term='state policy'/><category scheme='http://www.blogger.com/atom/ns#' term='information systems'/><category scheme='http://www.blogger.com/atom/ns#' term='education'/><category scheme='http://www.blogger.com/atom/ns#' term='federal policy'/><category scheme='http://www.blogger.com/atom/ns#' term='cross-sector collaboration'/><title type='text'>Rejoice: The New Regs Are Here</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-Y9yUm6qQdcU/Tt0amePY49I/AAAAAAAAAXQ/PdoVYXeuJQs/s1600/ferpa.gif" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="146" src="http://3.bp.blogspot.com/-Y9yUm6qQdcU/Tt0amePY49I/AAAAAAAAAXQ/PdoVYXeuJQs/s200/ferpa.gif" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;Whether you work in policy or in programs, there are two policies that are only discussed by acronym --&amp;nbsp; HIPAA (Health Insurance Portability and Accountability Act) and FERPA (Family Educational Rights and Privacy Act).&lt;br /&gt;&lt;br /&gt;FERPA is a great example of the tension between policies that share a common interest of children's well-being. Designed to protect the privacy of children, FERPA is also&amp;nbsp; a hurdle (not a barrier) to cross-sector collaboration including wrap-around services, community school models, and helping young people get the help they need right when they need it.&amp;nbsp; Sure you can always do work-arounds --&amp;nbsp; but there are costs, sometimes substantial, to ensuring privacy is maintained.&lt;br /&gt;&lt;br /&gt;After a thorough review and lots of public comment, the &lt;a href="http://www.ed.gov/news/press-releases/us-education-department-announces-new-measures-safeguard-student-privacy" target="_blank"&gt;US Department of Education just released the new FERPA regulations&lt;/a&gt;. Among many of the national organizations interpreting the regulations is the &lt;a href="http://forumfyi.org/" target="_blank"&gt;Forum for Youth Investment&lt;/a&gt;'s new report &lt;a href="http://forumfyi.org/node/1080" target="_blank"&gt;First Look: New FERPA Regulations&lt;/a&gt;.&lt;br /&gt;&lt;br /&gt;There are some small but powerful changes, thanks to the Department of Education's support of collaboration as a meaningful approach to helping children and youth. According to FYI:&lt;br /&gt;&lt;br /&gt;&lt;blockquote class="tr_bq"&gt;"...State education authorities are now allowed to share data with other government agencies who are not under their direct control, as long as those other agencies are involved in Federal or State-supported education program."&lt;/blockquote&gt;In addition, there is a clarification that "education program" doesn't mean just the traditional school -- and specifically references job training.&amp;nbsp; Perhaps this means we can figure out better and more cost-efficient ways to help students access jobs?&lt;br /&gt;&lt;br /&gt;Below is a quick overview of some of the changes in FERPA as outlined by FYI.&amp;nbsp; Or take a look at the &lt;a href="http://dataqualitycampaign.us1.list-manage.com/track/click?u=4b63733e6d8f206926e8f2269&amp;amp;id=863d32cba7&amp;amp;e=3bb66d6db9" target="_blank"&gt;Data Quality Campaign briefing&lt;/a&gt; that provides a complete overview. &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;img alt="" height="332" 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" width="640" /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6800407920000606023-2081713105124487404?l=cby25.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cby25.blogspot.com/feeds/2081713105124487404/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://cby25.blogspot.com/2011/12/rejoice-new-regs-are-here.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6800407920000606023/posts/default/2081713105124487404'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6800407920000606023/posts/default/2081713105124487404'/><link rel='alternate' type='text/html' href='http://cby25.blogspot.com/2011/12/rejoice-new-regs-are-here.html' title='Rejoice: The New Regs Are Here'/><author><name>YTFG Learning By Connections</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-Y9yUm6qQdcU/Tt0amePY49I/AAAAAAAAAXQ/PdoVYXeuJQs/s72-c/ferpa.gif' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6800407920000606023.post-6738329919903168878</id><published>2011-12-05T12:46:00.001-06:00</published><updated>2011-12-05T16:32:54.767-06:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='ytfg'/><category scheme='http://www.blogger.com/atom/ns#' term='racial equity'/><category scheme='http://www.blogger.com/atom/ns#' term='juvenile justice'/><category scheme='http://www.blogger.com/atom/ns#' term='philanthropy'/><category scheme='http://www.blogger.com/atom/ns#' term='systems reforms'/><category scheme='http://www.blogger.com/atom/ns#' term='innovations'/><category scheme='http://www.blogger.com/atom/ns#' term='advocacy'/><title type='text'>Notorious to Notable</title><content type='html'>&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-Ouc7LoDrTLg/Tt1GfFQiA8I/AAAAAAAAAXY/L-Iwb0HqWhc/s1600/4799_2.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="128" src="http://4.bp.blogspot.com/-Ouc7LoDrTLg/Tt1GfFQiA8I/AAAAAAAAAXY/L-Iwb0HqWhc/s200/4799_2.jpg" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;Collaboration is hard. Sometimes it has substantial costs. &amp;nbsp; Philanthropic collaboration is relatively rare as there is little demanding it except the heartfelt belief that we can do better together than alone.&amp;nbsp; That's what is at the core of the YTFG ~ a belief that we are more likely to transform young people's lives and the systems that serve them through shared resources, knowledge and leadership than stand alone grantmaking.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;The newly released &lt;a href="http://giving.files.wordpress.com/2011/11/notorious-to-notable-final.pdf" target="_blank"&gt;Notorious to Notable: The Crucial Role of the Philanthropic Community in Transforming the Juvenile Justice System in Washington, D.C.&lt;/a&gt; tells the story of a phenomenal collaboration between government and philanthropy. The report highlights the many lessons learned from the effort to transform juvenile justice in our nation's capitol.&amp;nbsp; I'm sure most of you know the story of the transformation of Oak Hill Youth Center, DC's youth incarceration facility.&amp;nbsp; There were several significant features of this transformation: A new facility designed around smaller, more respectful living quarters; staff re-training based on the "Missouri Model" to fully integrate youth development principles; and a creative collaboration with See Forever to create a dynamic school environment.&lt;br /&gt;&lt;table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; text-align: left;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a 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
