tag:blogger.com,1999:blog-25869889418509073672024-03-18T10:39:01.443-04:00NYC Public School ParentsIndependent voices of New York City public school parentsPatrick Sullivanhttp://www.blogger.com/profile/10631038958645725010noreply@blogger.comBlogger2730125tag:blogger.com,1999:blog-2586988941850907367.post-25200119181450299392024-03-17T12:58:00.002-04:002024-03-18T10:38:28.716-04:00Talk out of School: concerns with NYC's mandated reading curriculum, plus student comments below<iframe frameborder="no" height="200px" scrolling="no" seamless="" src="https://player.simplecast.com/15f02e44-7b7f-4725-baf9-5d663dded37f?dark=false" width="100%"></iframe>
<p></p><p class="MsoNormal" style="line-height: normal;"><span lang="EN" style="font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"><i>Check out the latest Talk out of School featuring a discussion of NYC's most widely used reading program, HMH Into Reading, with NYU researcher Flor Khan, Brooklyn parent Alina Lewis and teacher Martina Meijer. Below is a short summary of Alina's concerns, along with some comments from fifth and 6th grade students at the Brooklyn School of Inquiry. Below that are some newsclips related to the reading curriculum as well as other news items mentioned on the show.<br /></i></span></p><p class="MsoNormal" style="line-height: normal;"><span lang="EN" style="font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";">____</span></p><p class="MsoNormal" style="line-height: normal;"><span lang="EN" style="font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";">In
May of 2023 we were informed that our school, the Brooklyn School of Inquiry,
would need to replace our existing literacy curriculum with HMH’s Into Reading
for grades K-5, and that our middle school would need to adopt HMH’s Into
Literature for grades 6-8. <br /></span></p>
<p class="MsoNormal" style="line-height: normal;"><span lang="EN" style="font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";">The
Brooklyn School of Inquiry is founded upon progressive education principles,
and has a long standing tradition of student centered, inquiry driven pedagogy.
Our literacy curriculum, honed by teachers over many years, was developed with
our specific students in mind and embodied the spirit of inquiry and
progressive education embedded in our mission. It is this tradition of inquiry
that draws parents from all over Brooklyn to our school, and the curriculum has
served our community extremely well. <br /></span></p>
<p class="MsoNormal" style="line-height: normal;"><span lang="EN" style="font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";">Students
are highly engaged in meaningful learning, well prepared to succeed in rigorous
high school classrooms, and 91% of our students are at or above proficient (ELA
state test, 2022-2023). We have been forced to abandon our curriculum and adopt
HMH, a scripted, test prep style literacy curriculum that does not include real
books, only excerpts from passages. <br /></span></p>
<p class="MsoNormal" style="line-height: normal;"><span lang="EN" style="font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";">Instead
of engaging deeply with the themes embedded in rich literature such as <i style="mso-bidi-font-style: normal;">A Raisin in the Sun</i>, our kids now read
three and a half page articles about Instagrammers. Instead of reading the <i style="mso-bidi-font-style: normal;">Diary of Ann Frank</i> at BSI, our students
read bland two page excerpts such as “Challenges for Space Exploration,” from
the HMH workbook. There is simply no way that such a curriculum will prepare
our students to be the thinkers, change makers, and citizens that we want them
to be. <br /></span></p>
<p class="MsoNormal" style="line-height: normal;"><span lang="EN" style="font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman";">It's
unconscionable that HMH is being pushed onto students, teachers and families in
the name of “literacy” when it contains no substantive literature. It's
unconscionable that HMH is being billed as “research backed” with no extant,
rigorous data to support its effectiveness and quality (Wexler, 2024). Below,
please see some qualitative data about Into Reading and Into Literature,
gleaned from students direct experiences. Please consider if this is the type
of literacy education we dream of for our public school kids in New York City.</span><span lang="EN" style="font-family: "Times New Roman",serif; font-size: 14pt; mso-fareast-font-family: "Times New Roman";"> <br /></span></p>
<p class="MsoNormal" style="line-height: normal; text-indent: 0.5in;"><span lang="EN" style="font-family: "Times New Roman",serif; font-size: 14pt; mso-fareast-font-family: "Times New Roman";">I have always loved reading. You can ask anyone in my
family, and they will tell you that. And I can also tell you that this
curriculum has no <i style="mso-bidi-font-style: normal;">real </i>reading. </span></p>
<p class="MsoNormal" style="line-height: normal; margin-left: 0.5in; mso-list: l1 level1 lfo4; text-indent: -0.25in;"><span lang="EN" style="font-family: "Times New Roman",serif; font-size: 14pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">-<span style="font: 7pt "Times New Roman";">
</span></span></span><span lang="EN" style="font-family: "Times New Roman",serif; font-size: 14pt; mso-fareast-font-family: "Times New Roman";">Will,
5th grade</span></p>
<p class="MsoNormal" style="line-height: normal;"><span lang="EN" style="font-family: "Times New Roman",serif; font-size: 14pt; mso-fareast-font-family: "Times New Roman";"> </span></p>
<p class="MsoNormal" style="line-height: normal; text-indent: 0.5in;"><span lang="EN" style="font-family: "Times New Roman",serif; font-size: 14pt; mso-fareast-font-family: "Times New Roman";">Overall, the Into Literature book has you repeat what it
just stated, feeding you words to the answers and saps your writing of
creativity and self expression. This is why I don’t think I am learning very
much. </span></p>
<p class="MsoNormal" style="line-height: normal; margin-left: 0.5in; mso-list: l3 level1 lfo2; text-indent: -0.25in;"><span lang="EN" style="font-family: "Times New Roman",serif; font-size: 14pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">-<span style="font: 7pt "Times New Roman";">
</span></span></span><span lang="EN" style="font-family: "Times New Roman",serif; font-size: 14pt; mso-fareast-font-family: "Times New Roman";">Penelope,
6th grade </span></p>
<p class="MsoNormal" style="line-height: normal;"><span lang="EN" style="font-family: "Times New Roman",serif; font-size: 14pt; mso-fareast-font-family: "Times New Roman";"> </span></p>
<p class="MsoNormal" style="line-height: normal; text-indent: 0.5in;"><span lang="EN" style="font-family: "Times New Roman",serif; font-size: 14pt; mso-fareast-font-family: "Times New Roman";">In years past, ELA was fun! We would read real books and
short stories. Now we read mostly excerpts in our HMH workbooks or online…Next
year I will be in 7th grade. I was so excited to hear about Ms. Mia and some of
the things that she does in her ELA classes, such as a unit where students put
Christopher Columbus on trial. I am a Native American/Puerto Rican girl with
Taino ancestry - what a<span style="mso-spacerun: yes;"> </span>unique and
personal experience this could be! I would be so disappointed to have this
learning opportunity with my classmates taken away and replaced with excerpts
and assessments from HMH. </span></p>
<p class="MsoNormal" style="line-height: normal; margin-left: 1in; mso-list: l2 level1 lfo5; text-indent: -0.25in;"><span lang="EN" style="font-family: "Times New Roman",serif; font-size: 14pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">-<span style="font: 7pt "Times New Roman";">
</span></span></span><span lang="EN" style="font-family: "Times New Roman",serif; font-size: 14pt; mso-fareast-font-family: "Times New Roman";">Kira,
6th grade </span></p>
<p class="MsoNormal" style="line-height: normal;"><b style="mso-bidi-font-weight: normal;"><span lang="EN" style="font-family: "Times New Roman",serif; font-size: 14pt; mso-fareast-font-family: "Times New Roman";"> </span></b></p>
<p class="MsoNormal" style="line-height: normal; text-indent: 0.5in;"><span lang="EN" style="font-family: "Times New Roman",serif; font-size: 14pt; mso-fareast-font-family: "Times New Roman";">In the fifth Harry Potter book, the Ministry of Magic
installs a mundane curriculum for the students of Hogwarts in Defense against
the Dark Arts. In this curriculum, you study defensive spells, think about
defensive spells, and write papers on defensive spells, but you do not actually
get to do defensive spells. In my opinion, this curriculum is not unlike the
HMH curriculum. We are thinking about books, and we are reading excerpts, but
are we are not actually reading books. </span></p>
<p class="MsoNormal" style="line-height: normal; margin-left: 0.5in; mso-list: l0 level1 lfo1; text-indent: -0.25in;"><span lang="EN" style="font-family: "Times New Roman",serif; font-size: 14pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">-<span style="font: 7pt "Times New Roman";">
</span></span></span><span lang="EN" style="font-family: "Times New Roman",serif; font-size: 14pt; mso-fareast-font-family: "Times New Roman";">Isabel
Carlos, 5th grade</span></p>
<p class="MsoNormal" style="line-height: normal;"><span lang="EN" style="font-family: "Times New Roman",serif; font-size: 14pt; mso-fareast-font-family: "Times New Roman";"> </span></p>
<p class="MsoNormal" style="line-height: normal; text-indent: 0.5in;"><span lang="EN" style="font-family: "Times New Roman",serif; font-size: 14pt; mso-fareast-font-family: "Times New Roman";">So, to sum it all up, it's just not challenging, fun or
exciting. It feels like I’m getting half of the ELA sixth grade experience.
Half of a story, half of a piece of writing, only half of a curriculum. I
really hope you will let my school keep teaching me and my classmates in a way
that is both educational, exciting and fun. </span></p>
<p class="MsoNormal" style="line-height: normal; text-indent: 0.5in;"><span lang="EN" style="font-family: "Times New Roman",serif; font-size: 14pt; mso-fareast-font-family: "Times New Roman";">- Carlo, 6th grade</span></p>
<p class="MsoNormal" style="line-height: normal;"><span lang="EN" style="font-family: "Times New Roman",serif; font-size: 14pt; mso-fareast-font-family: "Times New Roman";"> </span></p>
<p class="MsoNormal" style="background: white; line-height: normal; text-indent: 0.5in;"><a name="_gjdgxs"></a><span lang="EN" style="color: #222222; font-family: "Times New Roman",serif; font-size: 14pt; mso-fareast-font-family: "Times New Roman";">I miss reading whole
novels and discussing them in class like we did in elementary school. Now in
middle school we read excerpts from the books and are asked simplistic
questions about them…You can't get to the point and the idea of the book
through reading just a part of it. You need to read books in their entirety and
if you have a teacher to guide you and your friends to discuss the book with,
it makes you want to read more.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-left: 0.5in; mso-list: l4 level1 lfo3; text-indent: -0.25in;"><span lang="EN" style="font-family: "Times New Roman",serif; font-size: 14pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">-<span style="font: 7pt "Times New Roman";">
</span></span></span><span lang="EN" style="font-family: "Times New Roman",serif; font-size: 14pt; mso-fareast-font-family: "Times New Roman";">Ethan,
6th grade</span></p><p class="MsoNormal" style="line-height: normal; margin-left: 0.5in; mso-list: l4 level1 lfo3; text-indent: -0.25in;"><span lang="EN" style="font-family: "Times New Roman",serif; font-size: 14pt; mso-fareast-font-family: "Times New Roman";"><b style="mso-bidi-font-weight: normal;">____</b></span></p><div class="sc-episode-details-show-notes-text"><h3 class="sc-episode-details-show-notes-text-heading">Episode Notes</h3> <div><p>Chalkbeat, <a href="https://www.chalkbeat.org/newyork/2024/03/15/nyc-schools-chancellor-banks-comments-on-mayoral-control/">NYC chancellor said he’d resign without mayoral control. His threat could add fuel to critics</a>.</p><p>Daily News, <a href="https://www.nydailynews.com/2024/03/14/keep-mayor-adams-control-of-nyc-schools-chancellor-david-banks-urges-albany-lawmakers/">Keep Mayor Adams’ control of NYC schools, Chancellor David Banks urges Albany lawmakers</a> </p><p><a href="https://council.nyc.gov/testify/">Sign up to testify at Council education budget hearings on March 18, 2024</a></p><p><a href="https://www.schools.nyc.gov/get-involved/families/panel-for-education-policy">Info on Panel for Education Policy meeting March 20, 2024 </a></p><p>NYU Metro Center, <a href="https://steinhardt.nyu.edu/metrocenter/ejroc/lessons-inequity-evaluation-cultural-responsiveness-elementary-ela-curriculum"> Lessons in (In)Equity: An Evaluation of Cultural Responsiveness in Elementary ELA Curriculum</a> <a href="https://steinhardt.nyu.edu/metrocenter/ejroc/lessons-inequity-evaluation-cultural-responsiveness-elementary-ela-curriculum">https://steinhardt.nyu.edu/metrocenter/ejroc/lessons-inequity-evaluation-cultural-responsiveness-elementary-ela-curriculum</a></p><p><a href="https://steinhardt.nyu.edu/sites/default/files/2023-05/CRE%20ELA%20Curriculum%20Scorecard%202023.pdf">NYU Metro scorecard</a></p><p>NY State Education Department, <a>Culturally Responsive-Sustaining Education</a> </p><p><a href="https://nycpublicschoolparents.blogspot.com/2024/03/tonights-talk-out-of-school-concerns.html">Comments by NYC students on HMH Into Reading </a></p><p>Chalkbeat, <a href="https://www.chalkbeat.org/newyork/2024/02/05/nyc-education-department-releases-reading-curriculum-mandate-decisions/">See which curriculum is dominating NYC's reading mandate </a></p><p>NY1, <a href="https://talk-out-of-school.simplecast.com/episodes/nycs-new-controversial-reading-program" target="_blank">Some parents are skeptical of new reading curriculum </a></p><p>Contact info for guests (with their permission): Alina Lewis at alinajlewis@gmail.com; MORE at MORE@morecaucusnyc.org; Flor Khan at fk725@nyu.edu</p></div> </div><p class="MsoNormal" style="line-height: normal; margin-left: 0.5in; mso-list: l4 level1 lfo3; text-indent: -0.25in;"></p>
Leonie Haimsonhttp://www.blogger.com/profile/17317355552298136811noreply@blogger.com0tag:blogger.com,1999:blog-2586988941850907367.post-13935341934605509092024-02-25T13:17:00.007-05:002024-03-05T13:29:39.443-05:00Success Academy's three-card monte: their Fort Greene middle school vanishes & turns into their Sheepshead Bay elementary school, more than 7 miles away<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVK-6uv_n2JgezX1-mxGHOaYIvuMpiuVO-UInDaTfIAmIUNXUDOi-eVE60vK4GY9Q1dVRPBz7PRsjZmjc7lhprbjCRcI6C3PGOkkwzwPvPlg8-AI4jPRbnKON9a9L0_MARrypJRZoOaNpbpS4oNBkSUXXLme9IXnfP9kDOST8Ts_xyy7yMC_fXlpy7ZUY/s1165/Success%20Academy%20Fort%20Greene%20FB%20page.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="579" data-original-width="1165" height="318" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVK-6uv_n2JgezX1-mxGHOaYIvuMpiuVO-UInDaTfIAmIUNXUDOi-eVE60vK4GY9Q1dVRPBz7PRsjZmjc7lhprbjCRcI6C3PGOkkwzwPvPlg8-AI4jPRbnKON9a9L0_MARrypJRZoOaNpbpS4oNBkSUXXLme9IXnfP9kDOST8Ts_xyy7yMC_fXlpy7ZUY/w640-h318/Success%20Academy%20Fort%20Greene%20FB%20page.png" width="640" /></a></div><br /><i> Note: Gary Rubinstein writes about this issue <a href="https://garyrubinstein.wordpress.com/2024/02/24/why-did-success-academys-fort-greene-middle-school-shut-down/" target="_blank">on his blog</a> as well. </i><p></p><p>UPDATE, 3/5/24: Yet another wrinkle to the story below. A Brooklyn parent sent me the following info:</p><p><!--[if gte mso 9]><xml>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="true"
UnhideWhenUsed="true" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 3"/>
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</p><p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><i>SA
Fort Greene was the infamous <a href="https://www.nytimes.com/2015/10/30/nyregion/at-a-success-academy-charter-school-singling-out-pupils-who-have-got-to-go.html" target="_blank">"got to go"</a> school and was an elementary school in D13, at 101 Park Avenue, co-located with a public middle school. </i><i>My guess is that it was sited where it was to draw from some of the
low-performing District 13 schools in the general area, as well as
others in District 14. But as those neighborhoods have gentrified and local
schools have drawn more parents with fundraising capability, SA has looked less
appealing to elementary school parents. There are also a couple of charters in
the neighborhood, Compass and Community Roots, that have drawn a diverse and
more affluent base of families. </i>I<i> have
no idea when it closed, but it's not on the SA website. The <a href="https://insideschools.org/school/84K752">school's still listed on Inside
Schools</a>, however, and the parent comments on that site will give you an
idea of the controversy</i>.</p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">So Success Fort Greene was originally an elementary school in D13 with a terrible reputation, that was was somehow transformed onto a middle school in D14, nearly two miles away, and now is magically turned back into an elementary school once again, and transported to Sheepshead Bay, eight miles away -- all without somehow changing its actual identity, according to the State Education Department, or SUNY, its authorizer. What a shell game!<br /></p>
<p>___</p><p>About a month ago, teacher and blogger Gary Rubinstein sent me an email, asking if I knew that Success Fort Greene Middle School had closed, and asking me if I knew where to access their test scores and past enrollment. I sent him some data showing their declining enrollment, and then went on a search myself to try to find out more information about this school, but what I discovered was very confusing and contradictory.<br /></p><p><!--[if !mso]>
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</p><p class="MsoNormal">It is true that Success Academy seems to have quietly closed their Success
Academy Fort Greene MS last year, located at 700 Park Avenue in Brooklyn
in D14, even though they were actively recruiting more students to the school as recently as last March, according to their F<a href="https://www.facebook.com/safortgreene/?paipv=0&eav=AfYEBNUlJVI0JxuzJXfjpQkZdrac68U7odfBgzlMzbhsu2kqJQUF40SgD-4bJ4ym_6k&_rdr" target="_blank">acebook page.</a> According to their <a href="https://data.nysed.gov/enrollment.php?year=2023&instid=800000075833">state
report card as of 2022-2023</a>, Fort Greene had a sharply declining
population of 5th-8 graders.</p>
<p class="MsoNormal">But Success is still intent on expanding the number of its schools, despite a cap on charter schools. This year, they opened up a new elementary school in
Sheepshead Bay HS complex at 3000 Avenue X, in Brooklyn. </p><p class="MsoNormal">Last year<a href="https://nycpublicschoolparents.blogspot.com/2023/07/hearings-today-on-lawsuits-o-block.html">, a lawsuit</a> was filed to block this charter co-location, focused primarily on the fact that the DOE's Educational Impact Statement did not even mention the new class size law, and instead its analysis that there was available space in the building for the co-location relied upon an assumption that current class sizes in the existing schools would persist forever, even though many of their classes were far above the levels mandated in the class size law. <a href="https://iapps.courts.state.ny.us/fbem/DocumentDisplayServlet?documentId=z7a3YRApw7/w_PLUS_3pqJ57i6A==&system=prod">I
wrote an affidavit</a> in support of the lawsuit. The Judge ruled that this lawsuit should have been filed as an appeal to the Commissioner instead, and now the plaintiffs, including the UFT, intend to appeal his decision to
the Appellate court.</p>
<p class="MsoNormal">But to go back to the journey I embarked on when looking into the mysterious disappearance of Success Fort Greene school:<br /></p><ul style="text-align: left;"><li>Strangely enough, the SED charter school directory still has Success Fort
Greene open and located in D13, despite the fact that last year it was in D14
and is now closed anyway. See the <a href="https://www.nysed.gov/sites/default/files/programs/charter-schools/nys-charter-school-directory-as-of-10-17-2023.xlsx">Excel
spreadsheet</a> of the NYS Charter School Directory (As of October 17, 2023)</li></ul><ul style="text-align: left;"><li> On the <a href="https://www.schools.nyc.gov/schools/K752">DOE website</a>,
they also list Success Fort Greene still open, but instead of a middle school, they describe it as including grades K-1, and
located at the Sheepshead Bay address in D22 at 3000 Avenue X in Brooklyn. </li></ul><p></p><ul style="text-align: left;"><li> The <a href="https://council.nyc.gov/budget/wp-content/uploads/sites/54/2023/12/Department-of-Education-Fiscal-2024-Charter-School-List-and-Enrollment-December-2023.xlsx">DOE
charter report from December 2023</a> similarly lists Success Fort Greene
as still open, but also located at the Sheepshead Bay address at 3000 Avenue X,
Brooklyn. The spreadsheet shows it as
enrolling mostly K and 1st graders; but also one 6th grader and one 8th grader
– which is very peculiar, unless this is to maintain some sort of fiction that it is still partially a middle school. </li></ul><div><ul style="text-align: left;"><li>Its authorizer, the <a href="https://www.newyorkcharters.org/charter-schools/success-academy-charter-school-ft-greene/">SUNY
Charter center, also still lists Success Fort Greene</a> as open, but sited at two different locations: first, at the now-closed address at 700 Park Ave., with both K-1
grades and 5th-8th grades and in D13. This is despite that its last location was in D14, and the school enrolled no K or 1<sup>st</sup> graders as far as I know, and is now
closed. </li></ul>
<p class="MsoNormal" style="margin-bottom: 12pt;">Even more weirdly, under the same
heading of Success Fort Greene, SUNY also lists it as Success Sheepshead Bay in a subheading, located at the 3000 Avenue X address - and at both locations having the same principal, Shannon Beatty.
<br />
<br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCcj6X5wwS7o9DcALC17a-Sv_i4ifkUfqDcDxcEMlWxNXubeD6Hg5J5TPfhzW6_n9_Z00R8mWURJZn1HUtPnXjfM1X7ssXSYAA-8SYzW5MYK_gDT34yFA0ew20-IuG6GYs1a0MzBv4_jrCVzxrOlAWBS1uKk_XYpw4ujJwJ6_s7xe56ieXhx4DM3veaKM/s717/Success%20Academy%20Fort%20Greene%20SUNY%20screenshot.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="717" data-original-width="471" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCcj6X5wwS7o9DcALC17a-Sv_i4ifkUfqDcDxcEMlWxNXubeD6Hg5J5TPfhzW6_n9_Z00R8mWURJZn1HUtPnXjfM1X7ssXSYAA-8SYzW5MYK_gDT34yFA0ew20-IuG6GYs1a0MzBv4_jrCVzxrOlAWBS1uKk_XYpw4ujJwJ6_s7xe56ieXhx4DM3veaKM/w421-h640/Success%20Academy%20Fort%20Greene%20SUNY%20screenshot.png" width="421" /></a></div><br />
<p class="MsoNormal" style="margin-bottom: 12pt;"><br />
Clicking on the original proposal as listed at the bottom of the list above, one can see that <a href="https://suny-charters-uploads.s3.amazonaws.com/wp-content/uploads/2022/06/13114018/Success-Academy-Manhattan-1-3-and-Brooklyn-5-7-Original-Proposal.pdf">Success
Academy Fort Greene </a> as originally approved by SUNY was
for an elementary school in either District 2,4, 13, 16 or 17 ---to open
in 2013-2014. No middle school is mentioned, and no school in either D14 where it was last year, or D22 where it is supposedly now.<br />
<br />
Even more confusingly, I cannot find any authorization by SUNY or the Regents of a Success Academy
Sheepshead Bay, after doing a search on their websites. However, in October 2023, SUNY authorized a revision
to <a href="https://www.suny.edu/about/leadership/board-of-trustees/meetings/webcastdocs/UpdateMemo_CSI_Oct2023.pdf">Success
Fort Greene</a> charter, to lower its enrollment at the address where it no
longer existed by that point: at 700 Park Ave. Brooklyn. </p><p class="MsoNormal" style="margin-bottom: 12pt;">This revision says the school was originally
chartered to serve both grades K and 5-8 and can now expand to a K-4
school but with a lower enrollment, to serve 126 students in K-1. <b><i>It mentions no new Success Academy at Sheepshead Bay, </i></b><i>even though that school had already opened in September, the previous month:</i><b><i><br /></i></b></p>
<p class="MsoNormal" style="margin-bottom: 12pt;"><i>Success Academy Charter
School – Fort Greene is located at 700 Park Avenue, Brooklyn, New<br />
York 11206 in CSD 14 and is chartered to serve 296 students in grades K and 5-8
for the 2023-<br />
24 school year growing to serve 552 students in grades K-8 for the 2026-27
school year, the<br />
final year of the current charter term. The school requests an enrollment
decrease to serve<br />
126 students in grades K-1 for the 2023-24 school year and 538 students in
grades K-4 for the<br />
2026-27 school year.</i></p>
<p class="MsoNormal">Now, if one takes a look at the Success Academy website instead, there is no longer any listing for Success Fort Greene, but
it does <a href="https://www.successacademies.org/school/sheepshead-bay/">list
Success Sheepshead Bay</a> , an elementary school with K-1 students at 3000
Avenue X in the Sheepshead Bay complex, which is far more accurate than the other fictional listings on the DOE, NYSED and SUNY websites. </p><p class="MsoNormal">This
new elementary school, Success Academy Sheepshead Bay is also cited in their <a href="https://oese.ed.gov/files/2023/03/S282M230020-Success-Academy-Charter-Schools-Inc.-Application.pdf">Federal
replication grant application</a>, as one of <b>four new elementary schools </b>that Success was
planning to open this year with 180 seats. </p>
<p class="MsoNormal" style="margin-bottom: 12pt;"></p><p class="MsoNormal" style="margin-bottom: 12pt;">So on its own website, and in order to get a funding through a federal grant, Success portrays this as a new elementary school. But to DOE, SED, and SUNY, its authorizer, it is a but a branch of an already defunct middle school.</p><p class="MsoNormal" style="margin-bottom: 12pt;">What is the explanation for this confusing three-card monte game? I suspect that Success is trying to maintain the fiction to New York authorities that their
new Success Academy elementary school in Sheepshead Bay is the very same school as
their now-defunct Middle school more than seven miles away, because they are bumping up against the charter cap and do not want to use up one
of their valuable slots– and SUNY is actively involved in helping them participate in this scam. </p><p class="MsoNormal" style="margin-bottom: 12pt;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglV9YpXY3x5ok5Ev5eGZ7r8kDxbIjR96AgKG7ZJelpla-0PvP2XfI-ZgUCnaWjQka7A2tXu7-qTBoffMrDwuDXa0boY600M7eh53HK0OE7Ub34-WUe9vNizUyKcf6Z0PyGHmFMi7PQs546MwgiTfgKm8zSfJwIYqWPEihEXH5jA2u2BOPCNz_MJtyF7bk/s1500/three%20card%20monte.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1000" data-original-width="1500" height="426" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglV9YpXY3x5ok5Ev5eGZ7r8kDxbIjR96AgKG7ZJelpla-0PvP2XfI-ZgUCnaWjQka7A2tXu7-qTBoffMrDwuDXa0boY600M7eh53HK0OE7Ub34-WUe9vNizUyKcf6Z0PyGHmFMi7PQs546MwgiTfgKm8zSfJwIYqWPEihEXH5jA2u2BOPCNz_MJtyF7bk/w640-h426/three%20card%20monte.jpg" width="640" /></a></div><br /> <p></p></div>Leonie Haimsonhttp://www.blogger.com/profile/17317355552298136811noreply@blogger.com0tag:blogger.com,1999:blog-2586988941850907367.post-83347544920929335822024-02-24T14:58:00.002-05:002024-02-24T14:58:57.052-05:00Two Bronx legislators want the city to pay even more for charter rent! <table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3UuXUaRp6r9U9jSEXHAAj4-JzGZ5sCct-HOeZq60-607uVFfNBsc6QGLZUqZpTLNZ15ViUNn9xVhLUt8ViQtgzD3AyF4E_JYd48dl1FAh7trMuZa17ESZ88Shrgls65VSqBb-OIBRPB9akQEwcjJLQgRthyphenhyphenzQTaDWn8tQgGUUjjpHGWk4SIlehOqPyHo/s692/Zaccaro_and_Sepulveda%20no%20background.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img alt="AM Zaccaro and Sen. Sepulveda" border="0" data-original-height="361" data-original-width="692" height="334" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3UuXUaRp6r9U9jSEXHAAj4-JzGZ5sCct-HOeZq60-607uVFfNBsc6QGLZUqZpTLNZ15ViUNn9xVhLUt8ViQtgzD3AyF4E_JYd48dl1FAh7trMuZa17ESZ88Shrgls65VSqBb-OIBRPB9akQEwcjJLQgRthyphenhyphenzQTaDWn8tQgGUUjjpHGWk4SIlehOqPyHo/w640-h334/Zaccaro_and_Sepulveda%20no%20background.png" title="AM Zaccaro and Sen. Sepulveda" width="640" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><b> Assemblymember John Zaccaro Jr. and Senator Luis Sepulveda </b><br /></td></tr></tbody></table><p>The <a href="https://www.bxtimes.com/bronx-charter-schools-legislation/" target="_blank">Bronx Times reports </a> a new bill that would supposedly provide more "equity" by making NYC DOE cover the rental costs for all NYC charter schools. <!--[if gte mso 9]><xml>
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<p class="MsoNormal"><span class="css-1qaijid">A law passed the Legislature in 2014
required NYC to provide space in DOE schools for all new or expanding charter schools
or help pay for their rent, while getting 60% reimbursement from the state. NYC is the ONLY district in the state and even the
country with this unfair obligation, where we have some of the highest
rental costs in the nation.<span style="mso-spacerun: yes;"> </span>Even with state reimbursement, charter rent is costing DOE more than $100M this year, with this amount expanding annually. The<a href="https://council.nyc.gov/budget/wp-content/uploads/sites/54/2024/02/Department-of-Education-Charter-School-Lease-Assistance-Report.xlsx" target="_blank"> DOE estimates</a> the cumulative cost of charter leases to their budget at nearly a billion dollars since the law was passed.<br /></span></p><span style="text-overflow: unset;">
<p class="MsoNormal"><span class="css-1qaijid">Now Senator Luis Sepulveda & </span><span style="text-overflow: unset;">Assemblymember John Zaccaro Jr. have submitted a bill that would
make DOE pay rent for ALL NYC charters. </span><span class="css-1qaijid">Meanwhile, Bronx charter schools are
springing up in new developments throughout the borough, subsidized by DOE and thus
taxpayer funds.</span> <br /></p>
<p class="MsoNormal"><span class="css-1qaijid">How much would this new bill cost the
DOE budget- $1B or more per year? The reporter doesn’t say; nor does she point
out that NYC is the only district in the state or nation with this financial obligation.<span style="mso-spacerun: yes;"> </span>Nor does she quote any opponents to this new bill. <br /></span></p>
<p class="MsoNormal"><span class="css-1qaijid">Why do these two Bronx legislators
advocate for more funding for charter school facilities, while not mentioning
that not a single new Bronx public school is specified to be built in new
five-year SCA capital plan? Could it be because of the deep pockets of charter
lobbyists perhaps? <br /></span></p>
<p class="MsoNormal"><span class="css-1qaijid">According to <a href="https://www.followthemoney.org/">Follow the Money</a>, and the <a href="https://publicreporting.elections.ny.gov/ContributionsByRecipient/ContributionsByRecipient">NY
State Board of Elections</a>, Dan Loeb, billionaire charter school supporter
gave Sepulveda </span>$11,800 in 2020 and $11,000 in 2018, with his wife
Margaret Loeb matching both donations, along with another $15,000 from John
Petry, another billionaire charter school supporter.<span style="mso-spacerun: yes;"> </span><span class="css-1qaijid"> </span></p><p class="MsoNormal"><span class="css-1qaijid">Sepulveda</span> also
received $7,000 from DFER and $37,300 from Students First, both charter
lobbying organizations, plus a lot of real estate money, which is not
surprising as developers profit off charter expansion, as DOE’s
rental payments guarantee them a steady source of income when they finance
buildings with charter schools as anchor tenants. <br /></p>
<p class="MsoNormal">John Zaccaro’s three biggest contributors in 2023 were
charter school supporters Joel Greenblatt ($6000) Greenblatt’s wife Julie
(another $6000), plus Students First NY (yet another $6000). Greenblatt, Loeb
and Petry are also on the board of Success Academy charter schools.<span class="css-1qaijid"> <br /></span></p>
<p class="MsoNormal"><span class="css-1qaijid">In our <a href="https://classsizematters.org/new-report-finds-doe-overspent-by-many-millions-on-charter-school-rental-subsidies-for-charter-schools-and-owed-millions-to-co-located-public-schools-for-facility-upgrades/">report
on charter rent</a>, we pointed out that some charter management organizations that
own or sublease the space for their own charter schools like Success Academy have sharply
raised these rents, apparently to gouge more funding out
of DOE.<span style="mso-spacerun: yes;"> </span> <br /></span></p>
<p class="MsoNormal"><span class="css-1qaijid">After we released our report, Senators Liu and Jackson and City Council
Education chair Rita Joseph wrote a letter to NYC Controller two years ago, <a href="https://3zn338.a2cdn1.secureserver.net/wp-content/uploads/2023/01/Letter-to-Comptroller-asking-for-audit-on-charter-school-matching-funds-rent.pdf">asking
for an audit</a>; but we haven’t yet heard that there is any such audit yet in
process.</span> <br /></p>
<p class="MsoNormal"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">Instead of this awful new bill, public
school parents and advocates should support Sen. Liu’s bill, <a href=" https://www.nysenate.gov/legislation/bills/2023/S2137" target="_blank">S2137,</a> and </span><a href="https://www.nysenate.gov/legislation/bills/2023/A5672">A5672</a>, sponsored by AM Benedetto, <span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;">that would
remove the unfair, expensive and onerous obligation for DOE of having to pay
charter rent. </span></p></span><span style="text-overflow: unset;">
<p class="MsoNormal"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-hansi-font-family: Calibri; mso-ligatures: none;"><span style="mso-spacerun: yes;"><br /></span></span></p>
</span>Leonie Haimsonhttp://www.blogger.com/profile/17317355552298136811noreply@blogger.com0tag:blogger.com,1999:blog-2586988941850907367.post-64977881151357363542024-02-19T12:18:00.010-05:002024-02-22T15:02:07.275-05:00Victory at last! NY Attorney General Tish James enforces law and makes College Board stop selling student data!<p> </p><p>
<a href="https://studentprivacymatters.org/victory-at-last-ny-attorney-general-enforces-law-and-makes-college-board-stop-selling-student-data/tish-james-consent-decree/" rel="attachment wp-att-2869"><img alt="" class="alignnone size-full wp-image-2869" height="478" src="https://studentprivacymatters.org/wp-content/uploads/2024/02/Tish-James-consent-decree.png" width="561" /></a> </p><p><i>Updated with more links and facts, including the amount College Board made through illegally selling NY Student PSAT and SAT data from 2019-2022. This post is also on the <a href="https://studentprivacymatters.org/victory-at-last-ny-attorney-general-enforces-law-and-makes-college-board-stop-selling-student-data/" target="_blank">Parent Coalition for Student Privacy website </a>.</i></p><p>Tish James, the NY State Attorney General, won two big victories last week against businesses engaged in fraudulent and deceptive practices. As was widely reported, the Trump Organization was fined more than $550 million and Trump himself was barred from engaging in business in New York for the next three years. Yet the Attorney General’s victory over another huge business venture engaged in illegal practices was far less covered in the media, and in NYC, among local outlets, only the <a href="https://www.nydailynews.com/2024/02/14/college-board-fined-750k-for-selling-test-taker-personal-data-ag/">Daily News reported it</a>.</p><p>This other victory was a consent decree that the College Board signed with the AG office, in which the the company agreed to stop the sale of personal student data of New York public school students, along with a fine of $750,000 – which is modest compared with the tens of millions of dollars the College Board has made from illegally selling this data over the last ten years. <i>Here is the <a href="https://ag.ny.gov/press-release/2024/attorney-general-james-and-nysed-commissioner-rosa-secure-750000-college-board">press release</a> from the AG office, dated Tuesday February 13; here is an <a href="https://www.reuters.com/legal/sat-administrator-college-board-settles-new-york-claims-it-sold-student-data-2024-02-13/">article in Reuters</a>. Here is the <a href="https://ag.ny.gov/sites/default/files/settlements-agreements/college-board-student-privacy-aod.pdf" target="_blank">Assurance of Discontinuance</a> document, which contains more details, including that the College Board made $28 million selling student data from in-school PSAT and SAT exams in 2018 through 2022; no mention in the document of how much since 2014 when the law was passed, or h from selling data from in-school AP exams.</i><br /></p><p>For decades, the College Board has been selling student names, addresses, ethnicity and race, test score range, and whatever other personal information that they've managed to persuade students provide before the administration of these exams, or when they create a College Board account and sign up for the Student Search program. According to the AG press release, in 2019 alone, the College Board improperly shared the information of more than 237,000 New York students. Since New York’s student privacy law <a href="https://studentprivacymatters.org/wp-content/uploads/2016/06/NYS-student-privacy-law-section-2-D.pdf">Education §2-d</a>, calls for a fine of up to $10 per student, the penalty for selling student data during that one year alone could have equaled more than $2 million. </p><p>And yet for years, on their website and elsewhere, the College Board has falsely claimed they weren’t selling student data. Instead they called it “licensing” data, a distinction without a difference. For years, they also claimed that they never sold student scores, though that was false as well, as they do sell student scores within a limited range.
The College Board urges millions of students to sign up for their Student Search program, with all sorts of unfounded promises, including that it will help them get into better schools or receive scholarships. </p><p>The reality is that their personal data is sold to over 1,000 colleges, programs and other companies – the names of which they refuse to disclose -- who use it for marketing purposes and may even resell it to even less reputable businesses.
Many colleges also use the data to get more students to apply, merely to boost their selectivity rate and number of rejections, which then allows them to gain a higher ranking in various ranking systems, a ruse reported in the <a href="https://www.wsj.com/articles/for-sale-sat-takers-names-colleges-buy-student-data-and-boost-exclusivity-11572976621">Wall Street Journal</a> and elsewhere. Though the College Board refuses to disclose how much they profit by this sale, it is likely more than $100 million a year nationally. They used to charge about 50 cents a name, but currently they charge <a href="https://cbsearch.collegeboard.org/media/pdf/2023-24-Access-Plan-Guide.pdf">up to a half million dollars a year</a> or more to organizations that want access to this data. </p><p>Ever since the <a href="https://studentprivacymatters.org/wp-content/uploads/2016/06/NYS-student-privacy-law-section-2-D.pdf">Education §2-d </a> was passed in 2014, as a result of the inBloom controversy, the sale of personal student data by schools, districts, and their vendors in NY and twenty other states has been absolutely banned. Since that time, New York parents along with the Parent Coalition for Student Privacy, which I co-chair, have been urging city and state officials to include an explicit prohibition against this invasive and illegal practice in their contracts with the company, and yet up to now, the city and state have refused to do so. </p><p>After the law was passed, it would be nearly five years for the New York State Education Department to draft regulations to implement it. Meanwhile, in In July 2018, an <a href="https://www.nytimes.com/2018/07/29/business/for-sale-survey-data-on-millions-of-high-school-students.html">article in the NY Times</a> revealed that an unnamed organization to which College Board had sold student data had resold it to a for-profit company that markets expensive programs to families of dubious value, and that this practice likely contributed to a thriving and largely unregulated commercial market in student data. </p><p>The article described how thousands of students attended a “Congress of Future Science and Technology Leaders” costing $985, and pointed out how much of the confidential data sold by College Board was harvested through surveys administered to students right before they take the PSATs and SATs, or when they register for the test online.
The College Board not only refused to make it clear to students that providing this personal data was voluntary, but much of the data requested was protected by a federal law called the PPRA, or the <a href="https://studentprivacy.ed.gov/faq/what-protection-pupil-rights-amendment-ppra">Protection of Pupil Rights Amendment</a><i>, </i>meaning that students could not be asked these questions without explicit parental consent or opt out. We had warned about this earlier in a <a href="https://nycpublicschoolparents.blogspot.com/2017/03/more-on-college-boards-evasions-and.html">blog post in 2017</a>, and complained about it to the US Department of Education, which <a href="https://studentprivacy.ed.gov/sites/default/files/resource_document/file/TA%20College%20Admissions%20Examinations.pdf"> released guidance</a> warning districts <a href="https://www.washingtonpost.com/news/answer-sheet/wp/2018/05/25/u-s-education-department-warns-school-districts-to-protect-student-privacy-for-sat-and-act/">not to allow the College Board to continue this practice in May 2018</a>. </p><p>In 2018, NYSED finally released proposed regulations for Education §2-d for public comment. The organization I co-chair, the <a href="https://studentprivacymatters.org/" target="_blank">Parent Coalition for Student Privacy</a>, along with the statewide coalition New York State Allies for Public Education (NYSAPE), <a href="https://www.studentprivacymatters.org/comments-on-proposed-regulations-for-nys-student-privacy-law-education-law-%C2%A72-d/">submitted recommendations</a> on how to strengthen and clarify those regulations, as did <a href="https://actionnetwork.org/letters/protect-student-privacy-strengthen-regulations-for-the-education-law-2-d/">more than 240 parents</a> and privacy advocates. </p><p>Yet behind the scenes, the College Board was lobbying hard to persuade State Education Department officials to weaken the law by inserting a special exemption in the regulations that would allow them to continue selling student data, with or without parental consent. Through a Freedom of Information Law request, we later received emails sent by the College Board to then-Commissioner Mary Beth Elia and her successor, Beth Berlin, in 2018 and 2019, urging them create loophole for this purpose. </p><p>They pointed out that 80% of students do opt into the sharing of their data, including their GPAs, ethnicity, educational interests and the like, and wrote that asking for parent consent before they shared the data would cause 4,000 fewer New York high school graduates to attend four-year colleges every year – though they never backed up that claim. They cited an unpublished study that showed that if a student had their data shared through the Student Search process<i>, </i>the probability of enrolling in the college that had purchased that data increased by 22 percent – without even attempting to show that this college would be of any higher quality than any other which had not purchased the data. Moreover, when we finally were able to access this study, a footnote revealed that this 22% increase only reflected an actual increase of .02 percentage points over the usual rate of .1%, since so few students actually attended the colleges to which their data was sold. </p><p>In any case, the College Board’s lobbying efforts nearly worked, as on July 10, 2019, in the middle of summer, then- Chief Privacy Officer of State Ed Temitope Akinyemi released revised regulations for the law, without the knowledge of the state’s Data Privacy Advisory Board, on which I sit. These regulations contained a special loophole for the College Board that would allow the continuing sale of the data as long as there was parental “consent.” I, along with other parents stepped in to protest, and many parents sent in comments to the State, urging <a href="https://nycpublicschoolparents.blogspot.com/2019/09/make-your-voices-heard-urge-nysed-not.html">them to omit this unwarranted and damaging change</a> in the regulations. </p><p>As our Parent Coalition and NYSAPE <a href="https://nycpublicschoolparents.blogspot.com/2019/07/nysed-attempts-to-radically-weaken-ny.html">wrote in a letter to NYSED</a> after the new draft regulations were revealed,
<i> </i></p><p><i>“To create a new, huge loophole in the law that would allow the College Board, ACT or any other contractor or subcontractor to sell student data and/or use it for marketing purposes, by making the untenable claim that such sale or marketing purpose is not truly marketing if there is consent, is a drastic weakening of the law which should NOT be contemplated….
</i>
<i>If the College Board lobbyists or its supporters would like to eliminate the prohibition of the sale or marketing of student personal data in the law, they should go to the Legislature and ask that it be amended. This should not be done through regulations or by attempting to redefine the meaning of the term “marketing.” </i></p><p>I then wrote an oped that was published in the Washington Post on Sept. 11, 2019, under the headline <i>“<a href="https://www.washingtonpost.com/education/2019/09/11/is-new-york-state-about-gut-its-student-data-privacy-law/">Is New York state about to gut its student data privacy law</a>?” </i>In the oped, I pointed out how the data that was sold could relate to the students’ “<i>academic and extracurricular interests, career and field of study interests, family income, and religious preferences</i>.” A longer and more specific list of data was listed on the webpage aimed at purchasers, revealing that, depending on the test taken, the data could include student email addresses, ethnicity, GPA, sports, or “educational aspirations.” </p><p>One had to dig even deeper into a SAT registration booklet, to discover that while their child’s “<i>actual test scores</i>” were not sold to third parties, “<i>Colleges participating in Student Search … can ask for names of students <b>within certain score ranges </b>[emphasis mine].”</i> </p><p>After the Washington Post oped was published, Betty Rosa, then the Regents Chancellor and now the Commissioner of Education, sprang into action. She called for a special meeting in Albany to take place on September 19, with top SED officials, including then-Acting Commissioner Shannon Tahoe, the Chief Privacy Officer Akinyeme, and representatives from the College Board, as well as Lisa Rudley of NY State Allies for Public Education and me. We were each requested to provide a one-pager beforehand, with our points on whether the regs should be altered to allow the continuation of this practice clearly laid out. (<a href="https://classsizematters.org/wp-content/uploads/2024/02/one-pager-for-Regents-on-College-Board-sale-of-data-9.23.19.pdf">Mine is here</a>.) </p><p>When the meeting was held, we argued these issues for about an hour, in a dark conference room in the State Education building. Three representatives from the College Board, two there in person and one on the phone, maintained that they provided this data to organizations and colleges for purely charitable reasons, to help ensure that underserved students had more opportunities. Lisa and I argued, among other things, that the sale of this data merely contributed to an expensive marketing arms race between colleges, similar to that engaged in by drug companies, that wastes millions of dollars that could be far spent on authentic outreach to students and/or improving the quality of education they provide. </p><p>Chancellor Rosa then asked us if there were any conditions under which it would be acceptable for the College Board to continue sharing this data with third parties. I responded under three conditions: One, that the Board disclose the names of all the organizations with whom they shared the data, (which to this day they still refuse to do); two, if parents were asked and gave informed consent for this disclosure, including a clear and precise list of all the data elements the Board intended to share; and three, if the Board shared this data with these organizations for free, rather than for sale – which they should be willing to do, if their motives were as charitable as they claimed.
Chancellor Rosa then turned to the College Board, and asked them if they’d be willing to comply with these conditions, and without even a moment of pause, they said no. That was the end of the meeting. </p><p>A few weeks later, SED again revised the language of the proposed regulations and took out the special loophole that had been inserted to allow College Board to sell student data.
And yet the illegal collection of sensitive student data and its sale by College Board persisted, in New York State and elsewhere. </p><p>In October 2019, we wrote a blog post, including <a href="https://nycpublicschoolparents.blogspot.com/2019/10/letter-in-response-to-college-board.html">a fact sheet for parents</a>, warning them to urge their kids not to answer any of the optional questions before taking PSAT, SAT or AP exams, and to inform them that all that was required to be filled out was their name, date of birth and gender. We also warned about the Student Search program, and advised them not to allow their children to sign up for this program, unless they wanted their names and test scores to be sold. </p><p>The College Board then sent me a letter, demanding I <a href="https://nycpublicschoolparents.blogspot.com/2019/10/letter-in-response-to-college-board.html"> correct specific statements</a> in our fact sheet, including the following: While they had asked students about their “religion activities”, which according to the PPRA is illegal without parental consent, they had recently altered this question to inquire about their “religious interests” instead. You can see <a href="https://nycpublicschoolparents.blogspot.com/2019/10/letter-in-response-to-college-board.html">their letter, my response, and their reply here</a>. </p><p>In any case, the NYC Department of Education continued to ignore our entreaties and continued to sign even larger multi-million dollar contracts with the College Board every few years, for the PSAT, SAT and AP tests, without any prohibition against selling the personal student data they received as a result.
Similarly, many other districts in New York State continued to do so, without any apparent interest in trying to stop this illegal practice. We asked the State Education Department’s new CPO to put out guidance on the subject, and urged the Attorney General office to enforce the law, even posting <a href="https://actionnetwork.org/petitions/urge-the-ag-now-to-investigate-the-college-boards-illegal-practices-and-how-to-prevent-your-childs-data-from-being-sold/">a petition</a> in November 2021to intervene that received more than 700 signatures, all to no avail. </p><p>Since there is no private right of action in the student privacy law, meaning parents could not sue for this ongoing violation of their children’s privacy, we were stymied.
Instead, the College Board devised new evasive tricks, requiring students to sign up for their own accounts on their website to take these exams and/or access their scores, even when these exams were administered by their schools with district funds. When they did sign up, students were then asked to sign a waiver, saying that they “<i>do so in their personal capacities, not as Students of School,” </i>apparently in order to protect the College Board from liability in having to comply with the laws ithat prohibit school vendors from selling student data. </p><p>More bad publicity for College Board followed. <a href="https://www.consumerreports.org/colleges-universities/college-board-is-sharing-student-data-once-again/">Consumer Reports</a> revealed how the Board used trackers on their website, sending information about students’ online activity to advertising platforms to companies such as Facebook and Google. We followed up with<b> </b>a <a href="https://studentprivacymatters.org/parents-question-college-boards-use-of-student-data/">post on our Parent Coalition for Privacy website</a>, in which Cheri Kiesecker documented how the company utilized hidden analytics tools, recording everything a user does on its website, including keystrokes and “behavior tagging”. </p><p>She also pointed out how with their ill-gotten gains, the College Board had accumulated assets at that time of more than $1.1 billion, much of it invested in off-shore bank accounts, and paid its CEO, David Coleman, over $1.5 million per year. More recently, in 2022, according to its <a href="https://projects.propublica.org/nonprofits/organizations/131623965/202323179349306242/full"> IRS 990</a>, Coleman was paid more than $2.1 million per year in salary and benefits, while the Board’s President, Jeremy Singer was paid more than $1.8 million per year. The organization also provides first-class or charter travel to key employees or officers, according to <a href="https://projects.propublica.org/nonprofits/organizations/131623965">Pro Publica</a>, unusual for an education non-profit. </p><p>Then in January of 2022, we got a big break. <a href="https://spectrumlocalnews.com/nys/central-ny/ny-state-of-politics/2022/01/24/zephyr-teachout-joins-ag-james--office">It was announced</a> that Tish James had asked Zephyr Teachout, a renowned anti-trust attorney, to take a leave from her faculty position at Fordham Law to work at the AG office for a year, as a “special advisor and senior counsel for economic justice.” Zephyr, who had run for Governor in 2014 and then Attorney General in 2018, was highly respected for her progressive positions on a range of issues, including education and privacy.
I reached out to her with my concerns about the College Board, and starting in the summer and fall of 2022, the AG office began investigating this issue. According to last week’s press release, the College Board stopped selling the data collected in NY public schools via PSAT and SAT exams some time in 2022 after their investigation had begun, but continued selling student data collected via their AP exams through 2023.</p><p>In July of 2023, the Panel for Educational Policy approved a new DOE $18 million five-year contract with the College Board for PSAT/SAT exams and other materials. In the <a href="https://studentprivacymatters.org/wp-content/uploads/2024/02/Agenda-and-RAs-for-the-July-26-2023-Panel-Meeting-incl-SAT.PSAT_.pdf">Request for Authorization document</a> posted on the DOE website, a section at the end entitled “Vendor Responsibility” described just a few of the many lawsuits filed against the College Board, plus this statement:
"
<i>In October 2022, the NYAG’s requested information from College Board to assess its compliance with Education Law section 2-D and information relating to its financial aid products. College Board advised that the matters are on-going and continues to cooperate with NYAG." </i>
I heard nothing more about the issue for another seven months. </p><p>Then last week, while lying in bed, listening to the radio on the morning on February 14 – yes Valentine’s Day – the WNYC announcer briefly reported on this consent decree.
<i><b>So after ten years of advocacy, we seemed to have finally achieved the goal of halting this illegal practice by the College Board, at least in NY state. </b></i></p><p>Yet a few questions and concerns remain, including how the Attorney General’s office intends to enforce this prohibition.
Moreover, the privacy addendum in the NYC contract with the College Board, called the “Parent Bill of Rights”[PBOR] <a href="https://www.schools.nyc.gov/about-us/policies/data-privacy-and-security-policies/supplemental-information-for-parents-about-doe-agreements-with-outside-entities/vendors-a-h"> posted on the DOE website</a> still does not fully comply to the law. It says that the company, its subcontractors and others with whom it discloses this data will not encrypt student data “<b><i>where data cannot reasonably be encrypted</i></b>”, even though encryption at all times is required by <a href="https://studentprivacymatters.org/wp-content/uploads/2016/06/NYS-student-privacy-law-section-2-D.pdf">Education §2-d</a>. This is a serious violation of the law and risks damaging breaches, as have occurred too many times with DOE vendors. </p><p>Education §2-d also requires that data minimization and deletion be specified in all contracts, yet the DOE PBOR for the AP exam says the company will delete data acquired through the exam only “<i>when all NYC DOE schools and/or offices cease using College Board’s products/services,</i>” which could be never. The PBOR for the SAT/PSAT is even worse, as it specifies no actual date that any student data will ever be deleted. As we saw with <a href="https://nycpublicschoolparents.blogspot.com/2022/03/what-illuminate-nyc-doe-ny-state.html">the Illuminate breach</a>, when nearly the data of nearly a million current and former NYC students was breached, lax data deletion contracts have allowed DOE vendors to retain the data of students far too long, even those who have long left the system. It is critical that both the encryption and data deletion provisions in the College Board contracts with DOE be strengthened and enforced.
<b><i> </i></b></p><p><b><i>Three other points of warning to parents</i></b>: A bill was submitted in the State Legislature in 2021, and resubmitted this session by Senator Sanders and Assemblymember Hyndman, <a href="https://www.nysenate.gov/legislation/bills/2023/S4203">S4203</a> and <a href="https://www.nysenate.gov/legislation/bills/2023/A2388">A2388,</a> that would amend the student privacy law to allow the College Board to persist in selling students data. We wrote <a href="https://studentprivacymatters.org/opposition-to-bill-that-would-allow-college-board-act-to-keep-on-selling-student-data/">a memo in opposition to this bill in 2021</a>. <b><i>If you are a constituent of either of these legislators, please urge them to withdraw this bill. </i></b></p><p>Secondly, if your child has taken or intends to take the SAT exam outside of the school day, separate from the school context, <i>this consent decree <b><u>will not stop</u></b> the sale of their data</i>, as the state student privacy law only covers the practices of public schools, districts, and their vendors. So if you do not want your child’s personal info to be sold, including their names, scores, ethnicity, etc., to organizations and colleges, including those that may be score-optional, make sure your child does<b><i> not sign up</i></b> for the Student Search program. </p><p>Finally, as of 2019, there were <i><b>at least twenty other states</b></i> which have the same prohibition against selling student data by school and district vendors, including California, Illinois, and others, where as far as we know, this practice has continued nonetheless. <a href="https://studentprivacymatters.org/on-data-privacy-day-please-contact-your-state-attorney-generals-and-urge-them-to-investigate-the-selling-of-student-data-by-the-college-board/">Here</a> and below is the list of such states, along with the state law that prohibits this and the year it was passed, according to the <a href="https://studentprivacymatters.org/wp-content/uploads/2019/01/The-2019-State-Student-Privacy-Report-Card.pdf">State Student Privacy Report Card</a>, that we wrote along with the Network for Public Education. </p><p><b><i>If you are a parent of a high school student in one of these states</i></b>, please reach out to us at <a href="mailto:info@studentprivacymatters.org">info@studentprivacymatters.org</a> with your concerns, as we plan to contact the Attorneys General of these states to urge them to act as Tish James has now done, to halt this damaging and illegal practice as soon as possible, and hopefully impose even bigger fines. <i>Thanks!</i>
<a href="https://studentprivacymatters.org/victory-at-last-ny-attorney-general-enforces-law-and-makes-college-board-stop-selling-student-data/states-barring-sale-of-student-data/" rel="attachment wp-att-2864"><img alt="" class="alignnone size-full wp-image-2864" height="463" src="https://studentprivacymatters.org/wp-content/uploads/2024/02/states-barring-sale-of-student-data.png" width="768" /></a></p>Leonie Haimsonhttp://www.blogger.com/profile/17317355552298136811noreply@blogger.com0tag:blogger.com,1999:blog-2586988941850907367.post-29138622633051059082024-02-07T13:42:00.003-05:002024-02-07T14:19:18.261-05:00James Eterno RIP, we have lost a teacher warrior for NYC schools<p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrYdvbUNqmmtrmex6azFV3AugSGzCjAi84keMamlzqT3fifcgyfCuUAPxeA0S3TDEeP-zYakYozrIfHe3FFa2YaNxT5H38wppQICTxOnLsHB7UMFN1YMwFmd-o3-nsLTJBgYbNdvkjzN0HieH8eLBOcIGhPNzdziARyViukn0WzK2pZhi_IL5Cp0AyPjM/s445/James%20Eterno%20v3.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="445" data-original-width="369" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrYdvbUNqmmtrmex6azFV3AugSGzCjAi84keMamlzqT3fifcgyfCuUAPxeA0S3TDEeP-zYakYozrIfHe3FFa2YaNxT5H38wppQICTxOnLsHB7UMFN1YMwFmd-o3-nsLTJBgYbNdvkjzN0HieH8eLBOcIGhPNzdziARyViukn0WzK2pZhi_IL5Cp0AyPjM/s320/James%20Eterno%20v3.JPG" width="265" /></a></div><br /><!--[if gte mso 9]><xml>
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<p></p><h3><span style="font-size: 11pt; font-weight: normal; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">Today, I heard the tragic news that James Eterno, NYC teacher, had died, after a major stroke last spring. He was only 63 years old. </span></h3><h3><span style="font-size: 11pt; font-weight: normal; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><br /></span></h3><h3><span style="font-size: 11pt; font-weight: normal; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">I got to know James first because of his strong advocacy for smaller classes, and support for the work of Class Size Matters.</span></h3><h3><span style="font-size: 11pt; font-weight: normal; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"> </span></h3>
<h3><span style="font-size: 11pt; font-weight: normal; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">I got to know him even better through his valiant efforts to save Jamaica HS from </span><span lang="EN" style="font-size: 11pt; font-weight: normal; mso-ansi-language: EN; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">closing in 2009-2010</span></h3><h3><span lang="EN" style="font-size: 11pt; font-weight: normal; mso-ansi-language: EN; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">He organized and spoke
up at rallies, the PEP, and City Council hearings,
the last I recall where he brought students to testify why the school
should be saved. </span></h3><h3><span lang="EN" style="font-size: 11pt; font-weight: normal; mso-ansi-language: EN; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"> </span></h3>
<h3><span lang="EN" style="font-size: 11pt; font-weight: normal; mso-ansi-language: EN; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">Here is a <a href="https://www.youtube.com/watch?v=6O8ZxBRjOVU" target="_blank">video of
James</a> at rally/meeting to save the school in Dec. 2009.<span style="mso-spacerun: yes;"> </span>Check out the comments below the video from former students.<span style="mso-spacerun: yes;"> </span>Here is <a href="https://nycpublicschoolparents.blogspot.com/2010/01/james-eterno-and-rachael-ali-of-jamaica.html">another
video</a> of him, speaking against Jamaica’s closure, at our </span><span style="font-size: 11pt; font-weight: normal;">Emergency Parent Conference on
school closings in Jan. 2010.</span><span lang="EN" style="font-size: 11pt; font-weight: normal; mso-ansi-language: EN; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"></span></h3>
<p class="MsoNormal"><span lang="EN" style="mso-ansi-language: EN; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">As a result of his courageous advocacy, he won the <a href="https://nycpublicschoolparents.blogspot.com/2011/05/honor-teacher-warrior-on-memorial-day.html" target="_blank">Skinny Award </a>in 2011 as a "teacher-warrior”. </span></p><p class="MsoNormal"><span lang="EN" style="mso-ansi-language: EN; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">James not only fought to keep the school open, but even after the PEP rubber stamped the awful decision to phase out the school, he never stopped fighting for the rights of Jamaica students to receive a quality education.</span></p><p class="MsoNormal"><span lang="EN" style="mso-ansi-language: EN; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">In Sept. 2011, along with the Jamaica HS PTA President, <a href="https://classsizematters.org/wp-content/uploads/2024/02/Jamaica-HS-school-closing-letter-fom-SLT-Sept.-2011.pdf" target="_blank">he sent a letter</a> to State Ed Commissioner John King, pointing out how DOE had reneged on its promises in the Educational Impact Statement to provide adequate resources to the school during the phase-out, so that students in the four academic programs could be provided with the required courses and credits they needed to graduate. He also pointed out how two of the three guidance counselors had been laid off, and the one remaining had a student load of over 600 students. The DOE had also promised smaller classes as enrollment fell; instead there were 35 classes that violated the UFT class size limits of 34 students per class. I don't know whether John King responded, but given his history of letting DOE get away with anything, likely not.<br /></span></p>
<p class="MsoNormal"><span lang="EN" style="mso-ansi-language: EN; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">James continued to teach social studies at Middle College HS. In 2018, he wrote a <a href="https://nycpublicschoolparents.blogspot.com/2018/05/after-32-years-of-teaching-wisdom-from.html">brilliant
piece</a> for our blog, critiquing the various deeply-flawed educational fads that have been
adopted in NYC schools over the years, at that point the Common
Core,. On the blog I wrote, <i>if only Chancellor
Carranza were listening! If only he would hire James as his education</i>
<i>advisor</i>! </span></p><p class="MsoNormal"><span lang="EN" style="mso-ansi-language: EN; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">He also was
interviewed <a href="https://talk-out-of-school.simplecast.com/episodes/inside-uft-politics-and-history-how-the-nations-most-powerful-union-impacts-nyc-public-schools-part-3-with-james-eterno">on
our <span style="mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;">WBAI
radio show and </span>podcast Talk out of School</a> in Nov. </span><span style="mso-spacerun: yes;"> </span>2021.<span style="mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><br /></span></p>
<p class="MsoNormal"><span style="mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">James was
one of the most vital, energetic, courageous, intelligent, and compassionate people I have ever met. He will be greatly missed by all
who knew him.<span style="mso-spacerun: yes;"> </span>My deepest sympathy goes to
his family. <br /></span></p>
<p class="MsoNormal"><span style="mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">Below is
an excerpt from my speech at the 2011 Skinny Awards, with praise from a former student
and colleagues.</span></p>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="footer"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index heading"/>
<w:LsdException Locked="false" Priority="35" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="table of figures"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="envelope address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="envelope return"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="footnote reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="line number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="page number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="table of authorities"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="macro"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="toa heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 5"/>
<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Closing"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="true"
UnhideWhenUsed="true" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
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</p><p class="MsoNormal" style="text-align: left;"><span style="font-family: arial; font-size: 10pt;">Our
last Skinny award goes to someone who I have known and admired for many years. <br /></span></p>
<p class="MsoNormal" style="text-align: left;"><span style="font-family: arial; font-size: 10pt;">First
of all, I’d like to say that I feel personally connected with the fate of Jamaica as my mother-in-law taught there for many years.<span style="mso-spacerun: yes;"> </span>Luckily for her, she passed away a few years
ago before she could hear what this administration wants to do with it.<span style="mso-spacerun: yes;"> </span> <br /></span></p>
<p class="MsoNormal" style="text-align: left;"><span style="font-family: arial; font-size: 10pt;">I
met James Eterno about seven years ago and he actually appeared at the first
forum I ever organized on class size; I invited a principal, a parent, an
academic, a student and a teacher talk about the importance of class size , and
James was the teacher, and he spoke eloquently about how much easier it was to
engage and reach students when he had the rare chance to have a smaller class. <br /></span></p>
<p class="MsoNormal" style="text-align: left;"><span style="font-family: arial; font-size: 10pt;">He
has supported our work over the years, even as he has worked hard as a teacher
and as an advocate to save his school and steer the entire system in a
different direction.<span style="mso-spacerun: yes;"> </span> <br /></span></p>
<p class="MsoNormal" style="text-align: left;"><span style="font-family: arial; font-size: 10pt;">As
a teacher, he is incredibly committed; one of his students. Sharmin Piannca, was
quoted in the Queens Chronicle as saying: <span style="color: black;">“The
teachers do nothing but good things for you here…Mr. Eterno stayed after school
for three hours a day to help me prepare for AP tests.”</span> <br /></span></p>
<p class="MsoNormal" style="text-align: left;"><span style="font-family: arial; font-size: 10pt;">I
asked Sharmin to share more of her observations.<span style="mso-spacerun: yes;"> </span>This is what she wrote:</span><span style="color: black; font-family: arial; font-size: 10pt;"> <br /></span></p>
<p class="MsoNormal" style="text-align: left;"><span style="color: black; font-family: arial; font-size: 10pt;"><span style="mso-spacerun: yes;"> </span>“I would love to comment on Mr. Eterno. I've
known him for about 3 years now and he's always stepped in as the substitute
father figure at school. He is charismatic and builds nothing but good
confidence in his students. He'll make you feel like you're on top of the world. <br /></span></p>
<p class="MsoNormal" style="text-align: left;"><span style="color: black; font-family: arial; font-size: 10pt;">He's very gracious with
his time and sacrificed a lot for us. Not to mention he's also a great teacher.
I've always had fun debating in both the two classes I had with him-global
history and AP U.S history. Frankly, I feel like I'm one step closer to a scholar
than the typical high school student, however arrogant that may seem. <br /></span></p>
<p class="MsoNormal" style="text-align: left;"><span style="color: black; font-family: arial; font-size: 10pt;">Plenty of teachers like
Mr. Eterno go unnoticed and I think it's important to shed light on their
intelligence and success in the classroom. I can guarantee from the
friends I've spoken to over the years from top high schools like Bronx science
and Brooklyn Tech don't have teachers that are half as great as some of our
teachers at Jamaica like Mr. Eterno."<br /></span></p>
<p class="MsoNormal" style="text-align: left;"><span style="color: black; font-family: arial; font-size: 10pt;">Incidentally, Sharmin also
had wonderful things to say about three other teachers of hers who are here
tonight:. …</span></p>
<p class="MsoListParagraph" style="text-align: left;"><span style="color: black; font-family: arial; font-size: 10pt;"></span></p>
<p class="MsoNormal" style="text-align: left;"><span style="color: black; font-family: arial; font-size: 10pt;">“Ms. Mclean really pushes
her students and is an awesome AP biology teacher, <span style="mso-spacerun: yes;"> </span>Mr. Mostachio is a law teacher who is
incredibly intelligent not just on the subjects he teaches but life in general,
and Ms. Sutera, who is just so strong and powerful-not just because she's a
phys ed teacher but she loves what she does and she's a darn good coach!”</span></p>
<p class="MsoListParagraph" style="text-align: left;"><span style="color: black; font-family: arial; font-size: 10pt;"></span></p>
<p class="MsoNormal" style="text-align: left;"><span style="color: black; font-family: arial; font-size: 10pt;">But to get back to
James.<span style="mso-spacerun: yes;"> </span>I have seen him countless times,
at rallies, at hearings, and even testifying at City Council hearings about why
Jamaica HS must be saved.<span style="mso-spacerun: yes;"> </span>He must work
24 hours a day, and is so impressive with the facts, <span style="mso-spacerun: yes;"> </span>figures and the passion that make his
presentations so compelling.<span style="mso-spacerun: yes;"> </span></span></p><p class="MsoNormal" style="text-align: left;"><span style="color: black; font-family: arial; font-size: 10pt;">I know that
he is also an inspiration to his fellow teachers; who were literally banging on
the doors to be here tonight, so they could honor him. Here is what a fellow
teacher, Marc Epstein had to say: <br /></span></p>
<p class="MsoNormal" style="text-align: left;"><span style="font-family: arial; font-size: 10pt;">"I was thinking of a way to
best describe James’s role as defender of the teaching staff at embattled
Jamaica High School, to those who don’t know him, and this is what came to
mind. <br /></span></p>
<p class="MsoNormal" style="text-align: left;"><span style="font-family: arial; font-size: 10pt;">If you were in a foxhole on
Guadalcanal in 1942, and you faced a nighttime banzai attack from Japanese
Imperial marines, you’d want James in the foxhole with you.<br />
<br />
Conversely, if James was fighting for Emperor Hirohito in the jungles of the
Philippines, I can guarantee you that he’d still be carrying out his duties in
defense of the empire in 2011.<br />
<br />
If all our UFT chapter chairs were as tenacious, fearless, and as well versed
in the teacher’s contract as James is, I doubt that we’d be in the mess we are
in today.”<br />
<br />
Here </span><span style="color: black; font-family: arial; font-size: 10pt;"><span style="mso-spacerun: yes;"> </span>is what another fellow teacher, Dena Gordon, said
about James: <br /></span></p>
<p class="MsoNormal" style="text-align: left;"><span style="color: black; font-family: arial; font-size: 10pt;">“James Eterno is what a
chapter leader should be. He fights for all of us. He has fought to improve the
educational opportunities for all the children of New York. I feel so lucky to
be able to stand by James during this difficult time and have him by my side.
He has mentored a generation of people showing what it really means to fight
for the children of this city of New York.”</span><span style="font-family: arial; font-size: 10pt;"> <br /></span></p>
<p class="MsoNormal" style="text-align: left;"><span style="font-family: arial; font-size: 10pt;"><i>James,
will you come and receive the 2011 Skinny award, as a teacher warrior, battling
to save NYC schools?</i></span></p>
<p> </p>Leonie Haimsonhttp://www.blogger.com/profile/17317355552298136811noreply@blogger.com0tag:blogger.com,1999:blog-2586988941850907367.post-12992363592782411282024-01-19T11:23:00.008-05:002024-01-19T11:28:44.412-05:00The myth of accountability under Mayoral control: my comments at the Manhattan hearing last night<p><i></i></p><div class="separator" style="clear: both; text-align: center;"><i><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHPpJ5QN0KHMx_noJsjYdS3N13N5ZCnat8reIEkGxcUebkjRQYTHZm_NErofXBPFcrghGMUDxHmNt9sYXvy0BZihQXm6EnFcNqGku7nBt3j-Ym_1LVrMJkhZ_NRmfozJutUSG9vY3OFDQOqelNg_myBdon5EaeX9mr9rY352m604Pdug7Szyi0iji749w/s800/No%20accountability.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="450" data-original-width="800" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHPpJ5QN0KHMx_noJsjYdS3N13N5ZCnat8reIEkGxcUebkjRQYTHZm_NErofXBPFcrghGMUDxHmNt9sYXvy0BZihQXm6EnFcNqGku7nBt3j-Ym_1LVrMJkhZ_NRmfozJutUSG9vY3OFDQOqelNg_myBdon5EaeX9mr9rY352m604Pdug7Szyi0iji749w/s320/No%20accountability.png" width="320" /></a></i></div><i><br />Yet another great hearing where the vast majority of speakers, parents, teachers and students speaking out against Mayoral control. You can watch <a href="https://vimeo.com/904253500" target="_blank">the video here</a>. My three-minutes are below.</i><p></p><p><!--[if gte mso 9]><xml>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 6"/>
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</p><p class="MsoNormal"><span style="font-family: arial; font-size: small;">My name is
Leonie Haimson, and I am the Executive Director of Class Size Matters. There
are many myths surrounding Mayoral control, including that it somehow provides
more accountability.<span> </span>Yet as we have seen
over the last twenty years, when it comes to class size and the basic
conditions in our public schools, one-man rule has not provided even the most minimal
accountability.</span></p>
<p><span style="font-family: arial; font-size: small;">When he first
ran for mayor more than 20 years ago, Bloomberg promised to lower class size in
the early grades. His <a href="https://classsizematters.org/wp-content/uploads/2016/05/bloomberg-campaign-flyer-2001.pdf" target="_blank">2002
campaign </a>flyer
put it this way: “Studies confirm one of the greatest detriments to learning is
an overcrowded classroom … For students a loud packed classroom means a greater
chance of falling behind. For teachers, [it] means a tougher time teaching
& giving students attention they need.”</span></p>
<p><span style="font-family: arial; font-size: small;">Yet class
sizes increased sharply during the Bloomberg years, especially in the early
grades, and by 2013, his last year in office, they had<a href="https://www.nydailynews.com/new-york/education/nyc-class-sizes-grow-25-kids-average-article-1.1521347" target="_blank"> risen
to the highest levels in 15 years</a>, By that time, Bloomberg had renounced his
earlier pledge, and proclaimed that <a href="https://www.cbsnews.com/newyork/news/bloomberg-if-i-had-it-my-way-id-dump-half-of-nycs-teachers/" target="_blank">he
would fire half the teachers and double class sizes</a> if he could, and
that would be a “good deal for the students.”</span></p>
<p><span style="font-family: arial; font-size: small;">Not only did Bloomberg
fail to lower class size, but the DOE during his administration also failed to
use state funds meant for smaller classes appropriately and according to law,
according to <a href="https://web.osc.state.ny.us/audits/allaudits/093003/093003-h/02s33.pdf">not one</a>, not <a href="https://web.osc.state.ny.us/audits/allaudits/093006/05n3.pdf">two</a>, but <a href="https://comptroller.nyc.gov/reports/audit-report-on-the-department-of-educations-administration-of-the-early-grade-class-size-reduction-program/">three different audits</a> from state and city
comptrollers. </span></p>
<p><span style="font-family: arial; font-size: small;">When Bill De
Blasio ran for office, he also promised that he would commit to specific class
size reduction goals in all grades, and achieve them by the end of his first
term.<span> </span>He made that promise verbally at a
mayoral debate on June 14, 2013, and then checked off a box in a document
handed to him at the event, while <a href="https://www.classsizematters.org/wp-content/uploads/2013/06/Bill-deBlasio.pdf">signing this promise
with his name </a>.
His campaign also pledged to lower class size, according to a different<span> </span><a href="https://nyckidspac.org/wp-content/uploads/2013/06/NYC-Kids-PAC-Questionnaire-Bill-de-Blasio.pdf">survey</a> filled out by his
campaign. And yet once elected, he renounced that promise, and said he would
wait until all the CFE funding was fully provided by<span> </span>the state.<span>
</span></span></p>
<p><span style="font-family: arial; font-size: small;">Now that NYC
schools are finally receiving their full complement of CFE funding amounting to
more than $1.3 Billion in additional annual Aid, the State Legislature
overwhelmingly passed a law in June 2022 requiring NYC to phase in smaller class
sizes in all grades.<span> </span></span></p>
<p><span style="font-family: arial; font-size: small;">And yet Mayor
Adams is doing everything he can to oppose the law, has increased class size
for the last two years, and by his actions is making it impossible for the city
to comply, by continuing to cut school budgets and slashing the capital plan
for new school construction.</span></p>
<p><span style="font-family: arial; font-size: small;">I see no
accountability in these actions of any of these mayors. Under Mayoral control, instead,
autocratic and failed administrations have repeatedly violated laws concerning
special <span> </span>education, bilingual education, as
well as student privacy, the last leading to repeated breaches of the most
personal information of literally over a million current and past NYC students.
</span></p>
<p><span style="font-family: arial; font-size: small;">Moreover, the corruption
scandals under local school boards were relatively minor in terms of their scope
compared to the millions wasted by corrupt DOE officials over the last 20
years.<span> </span>It is time for this failed
experiment of Mayoral control to end.<span> </span>Thank
you for your time.</span> <br /></p>
Leonie Haimsonhttp://www.blogger.com/profile/17317355552298136811noreply@blogger.com2tag:blogger.com,1999:blog-2586988941850907367.post-11374765079704903162024-01-12T12:54:00.009-05:002024-01-16T15:12:02.907-05:00Amazing hearing in Brooklyn last night on Mayoral control; here are a few excerpts<p>
Last night, hearings were held in Brooklyn on Mayoral control. About 70 people spoke, most of them extremely eloquently, passionately, and on point about how this essentially autocratic system of governance has seriously damaged our schools and NYC children. More than 90% said they opposed the current system, and the few that said they supported it mostly worked for DOE, including three Superintendents whose main argument seemed to be that this was a good system because they might not have been appointed otherwise. One member of the Citywide Council for High Schools said Mayoral control had allowed for more "parent choice", while failing to mention that <a href="https://www.linkedin.com/in/lindaquarles" target="_blank">she works for the largest charter school chain</a> in the city.<br /></p><p>Most surprising were the number of parents, teachers, and literacy experts who blasted the new mandated Literacy curriculum, especially HMH Into Reading, which they described as composed of scripted lessons, excerpts from texts, and repeated tests with multiple choice questions, with no time for students to read entire books or engage in any sort of independent reading. They said this had led to many students becoming bored and disengaged. And yet this Mayor has gotten credit in the media for imposing this curriculum, because it is ostensibly focused on phonics. </p><p>Many other speakers decried the rising class sizes, the wasteful contracts, the expansion of charter schools which has taken billions from the DOE budget and a increasing precious space from public schools, and of course, the repeated budget cuts imposed on schools. But so many important points were made over the four hours by so many speakers that they are hard to summarize. <a href="https://vimeo.com/902315234" target="_blank">A video is posted here,</a> and I encourage everyone to watch it. Meanwhile, I have collected a few of the most eloquent statements, from four parents and a teacher and have posted them below, with the permission of the speakers.</p><p>Two more hearings remain. First in <a href="https://www.nysed.gov/new-york-city-mayoral-control-hearings" target="_blank">Manhattan on Jan.18</a> at the High School of Fashion Industries, and though the sign up list is full, the hearing is still is worth attending, as last night in Brooklyn they extended the speaking time to anyone who showed up, whether they had were on the sign up list or not. </p><p>The final public hearing is in Staten Island on January 29. You can also <a href="https://www.nysed.gov/main/form/submit-written-electronic-testimony-nyc-mayoral-control" target="_blank">submit written comments</a> by January 31, and I urge everyone -- even those who have already spoken at these meetings -- to do so. The consensus is now overwhelming that, as one person said, Mayoral control is a failed experiment. Time to put the public back into public education.<br /></p><p><iframe height="600px" src=" https://docs.google.com/document/d/1bSNn1mgqRqNcq3G3Sh6ssCBqUGhj7f1c/preview" style="border: 0;" width="100%"></iframe>
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Leonie Haimsonhttp://www.blogger.com/profile/17317355552298136811noreply@blogger.com0tag:blogger.com,1999:blog-2586988941850907367.post-42759966743676463342023-12-27T13:12:00.006-05:002023-12-27T14:51:35.761-05:00How small classes "can provide a turning point in a student's belief in themselves; letter from youth advocate Al Kurland to Commissioner Rosa<p> <i></i></p><div class="separator" style="clear: both; text-align: center;"><i><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiE_YbnVKvEYM2vl_juCTsgHzkDtPHdYqg9oc0QItGpXO2hHcIj3ByOtQ7Ekz4ezCQ_H0o3SZOa8ISHFOT2DM2KQJX4eQcqPXVJk-0OQzj-_36qhEsJxhdqyh6X-e4GSu8qJ3xzpWkaP1EfwFqADeFNyPpbcM5-3-ID4zU5njq_SIO80n5l9S_AiScpB8w/s463/Al%20Kurland.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="316" data-original-width="463" height="218" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiE_YbnVKvEYM2vl_juCTsgHzkDtPHdYqg9oc0QItGpXO2hHcIj3ByOtQ7Ekz4ezCQ_H0o3SZOa8ISHFOT2DM2KQJX4eQcqPXVJk-0OQzj-_36qhEsJxhdqyh6X-e4GSu8qJ3xzpWkaP1EfwFqADeFNyPpbcM5-3-ID4zU5njq_SIO80n5l9S_AiScpB8w/s320/Al%20Kurland.png" width="320" /></a></i></div><p><i><br />Along with a generous donation, I found this copy of a letter to Commissioner Rosa in an envelope sent by Al Kurland, a long-time youth advocate, urging her to require DOE to develop and implement a real class size reduction plan, in alignment with the new state law. AQE and Class Size Matters <a href="https://3zn338.a2cdn1.secureserver.net/wp-content/uploads/2023/11/letter-to-SED-corrective-action-plan-11.30.23-final.pdf" target="_blank">sent a similar if longer letter </a>to her a few days earlier, pointing out how as of yet, DOE had done nothing to enable schools to meet the benchmarks in the law starting next year. </i></p><p><i>Al's letter is so wonderful I thought I'd share it, as it resonates with everything we know about why smaller classes are so important. You can read <a href="https://www.alfredhkurlandbooks.com/" target="_blank"> about many of Al's accomplishments here</a>. B</i><i>elow he explains how small classes </i>"<em>can provide a turning point in a
student's belief in themselves as learners in the development of
becoming better informed and confident people</em><i>." Take a look, and if you agree, <a href="https://classsizematters.org/donate/" target="_blank">donate to Class Size Matters</a> to help make this turning point a reality for all NYC students.</i></p><p></p><p> </p><p>December 2, 2023 </p><p>Betty Rosa, Commissioner of Education </p><p>To Betty Rosa: </p><p>I am contacting you in urgent appeal for maintaining and sustaining the crucial baseline of adhering to the recommended standards so eloquently pointed out by Class Size Matters and its allies. The evidence of its benefits to students and teachers has been amply established both by research and enhanced teacher-learner experiences in the classroom. </p><p>I had been an after school youth services advocate and director for years, beginning in 1984 with the Uptown Dreamers and Southern Heights, and with the Police Athletic League from which I retired in 2020. Especially during the early years of my tenure, I saw the negative effects of students and teachers who had to deal with vastly overcrowded classrooms. The one constant I came to learn is that the smaller the ratio between student and teacher, i.e. the more time available for questions and answers, guided direction, and focused attention, the more beneficial the time spent in this partnership of mutual understanding. Even a few minutes extra time can provide a turning point in a student's belief in themselves as learners in the development of becoming better informed and confident people. </p><p>Our classroom teachers, who are so devoted to maximizing possibilities for their students, and so unselfish in contributing their own time at home in reading and marking the work of students, also derive deeper satisfaction. Increased dialogue, clarifying questions, and Ah Hah moments help to deepen the bond between teacher and students. </p><p>I most urgently ask that the class size baselines for smaller numbers of students in classrooms be maintained where they already exist, and established in places where we fall short. Funding for anti-poverty practices and reducing class size should not be competing priorities, indeed, reducing class size is an essential target in the fight to reduce poverty. </p><p>Thank you for your attention and support. </p><p><i>Sincerely, </i></p><p><i>Alfred Kurland </i></p><p><!--[if gte mso 9]><xml>
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</p><p class="MsoPlainText">cc: State Senator John Liu</p><p class="MsoPlainText">Alliance for Quality Education Campaign Coordinator
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<![endif]-->Leonie Haimsonhttp://www.blogger.com/profile/17317355552298136811noreply@blogger.com1tag:blogger.com,1999:blog-2586988941850907367.post-80667126351947913502023-12-21T13:05:00.005-05:002023-12-22T11:43:50.578-05:00Lawsuit filed by UFT to block Mayor's budget cuts to education <p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlC3d5MLtY0_seL57FG52Djlz0KHpk83hggu7X-vhBfymgUTk4CpAG-oi9A1EeF0ZnIyePUpzBPGw6jh10r9ceXKgAGU4wNbjglZSWcbkpWoD1gbAuYDHu3-yXCwQdPanKdKjM5qbPl1028hfeMNDEdwUqkZhk-pAgTLyi2PP1e9yojqp0H89jG0q0EcM/s640/UFT%20presser%2012.21.23.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="480" data-original-width="640" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlC3d5MLtY0_seL57FG52Djlz0KHpk83hggu7X-vhBfymgUTk4CpAG-oi9A1EeF0ZnIyePUpzBPGw6jh10r9ceXKgAGU4wNbjglZSWcbkpWoD1gbAuYDHu3-yXCwQdPanKdKjM5qbPl1028hfeMNDEdwUqkZhk-pAgTLyi2PP1e9yojqp0H89jG0q0EcM/w400-h300/UFT%20presser%2012.21.23.jpg" width="400" /></a></div><p><i>Yesterday, a <a href="https://files.uft.org/mulgrew-v-cityofny.pdf" target="_blank">lawsuit was filed by the UFT</a>, stating that the Mayor's proposed cuts to education violate two state laws - the Contracts for Excellence law, which specifically says additional state funds awarded under the program must be "used to supplement, and not supplant funds allocated by the district." And yet these cuts have been imposed despite the DOE receiving an additional $500 million this year in C4E funds - the third phase in of more than $1.3 billion over the last three years, meant to be invested in improving classroom conditions including lowering class sizes. Instead, class sizes have increased the last two years. Class Size Matters and AQE <a href="https://3zn338.a2cdn1.secureserver.net/wp-content/uploads/2023/11/letter-to-SED-corrective-action-plan-11.30.23-final.pdf" target="_blank">cited this issue </a>in our letter to the State, pointing out this supplanting and urging them to require DOE to come up with a corrective action plan on class size. <br /></i></p><p><i>The other state law these cuts appear to violate is Education Law § 2576, which mandates that the city cannot cut spending on K12 education compared to the prior year, unless the city has suffered an overall decline in revenue, which has not occurred. In fact, the city anticipates an even higher surplus this year than last. </i></p><p></p><p><i>The UFT press release is below, along with two charts shown at the press conference. The first is self-explanatory, but the second chart entitled "Education City Funds as Percentage of Overall City Budget Funds" is a bit confusing. I was told by a UFT staffer that this chart shows how NYC spending on education has declined as a percentage of its overall spending on all city agencies. </i><i>Newsclips about the lawsuit at <a href="https://www.chalkbeat.org/newyork/2023/12/21/united-federation-of-teachers-sues-mayor-adams-to-halt-budget-cuts/" target="_blank">Chalkbeat</a>, <a href="https://www.nydailynews.com/2023/12/21/uft-sues-to-block-mayor-adams-nyc-education-budget-cuts/" target="_blank">Daily News</a>, <a href="https://nypost.com/2023/12/21/metro/nyc-teachers-union-sues-eric-adams-over-school-budget-cuts/" target="_blank">NY Post</a>, <a href="https://www.nbcnewyork.com/news/politics/nycs-teachers-union-sues-mayor-eric-adams-over-steep-cuts-to-public-schools/4972362/" target="_blank">NBC News </a>and elsewhere.</i></p><p style="background: white; margin: 0in;"><b><span style="color: black; font-family: "Times New Roman",serif; font-size: 14pt;">Teachers Sue to Halt Adams
Budget Cuts to Education</span></b></p>
<p style="background: white; box-sizing: content-box; margin: 0in; min-height: 16px;"><span style="color: black; font-family: "Times New Roman",serif; font-size: 14pt;"> </span></p>
<p style="background: white; box-sizing: content-box; margin: 0in;"><span style="color: black; font-family: "Times New Roman",serif; font-size: 14pt;">The
United Federation of Teachers, joined by individual teachers, today filed suit
in Manhattan State Supreme Court to stop the Adams administration from cutting
as much as $2 billion from city schools.</span></p>
<p style="background: white; box-sizing: content-box; margin: 0in; min-height: 16px;"><span style="color: black; font-family: "Times New Roman",serif; font-size: 14pt;"> </span></p>
<p style="background: white; box-sizing: content-box; margin: 0in;"><span style="background: white; color: black; font-family: "Times New Roman",serif; font-size: 14pt;">The lawsuit charges that as the state increased education
funding to the city's public schools, New York City illegal reduced its contribution to education.<br /></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqiIXa499AWB_gMBNxQtavpMjQclcjJft999J8vW259ufGKIVuqZ7RWj40RM2djBlngivpi2KmMlUKdrWDXke8os0mPPcFrw54WqirxoHt9g1wxDAnwadp2Yqazl7AwgVTG9nwK4TES-EL1GmvHUPxYEZuaJPN0NmO0ODdjIbD-4PLQUCkJcwnR-_mS6w/s1016/UFT%20presser%2012.21.23%20chart%201.png" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="959" data-original-width="1016" height="302" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqiIXa499AWB_gMBNxQtavpMjQclcjJft999J8vW259ufGKIVuqZ7RWj40RM2djBlngivpi2KmMlUKdrWDXke8os0mPPcFrw54WqirxoHt9g1wxDAnwadp2Yqazl7AwgVTG9nwK4TES-EL1GmvHUPxYEZuaJPN0NmO0ODdjIbD-4PLQUCkJcwnR-_mS6w/s320/UFT%20presser%2012.21.23%20chart%201.png" width="320" /></a></div><br /><span style="color: black; font-family: "Times New Roman",serif; font-size: 14pt;">These cuts came, according to
the lawsuit, "at a time when the City collected nearly $8 billion more in
revenue last fiscal year than was anticipated, and when the City’s reserves of
over $8 billion are at a new record high.”</span><p></p>
<p style="background: white; box-sizing: content-box; margin: 0in; min-height: 16px;"><span style="color: black; font-family: "Times New Roman",serif; font-size: 14pt;"> </span></p>
<p style="background: white; box-sizing: content-box; margin: 0in;"><span style="color: black; font-family: "Times New Roman",serif; font-size: 14pt;">In
November the Adams administration announced cuts of nearly $550 million in the
current fiscal year and plans for further reductions that could amount
to $2 billion. The cuts announced in November have already affected
the universal pre-K initiative, current after-school and planned summer school
programs, along with computer science instruction, special education, and other
services. </span></p><p style="background: white; box-sizing: content-box; margin: 0in;"><span style="color: black; font-family: "Times New Roman",serif; font-size: 14pt;"> </span></p><p style="background: white; box-sizing: content-box; margin: 0in;"><span style="color: black; font-family: "Times New Roman",serif; font-size: 14pt;">The legal filing says that the administration's claim that dealing with asylum seekers sill cost $11 billion over the next two years is "an unverified estimate." That cost estimate has been challenged by lower projections from both the city's Independent Budget Office and the City Comptroller.<br /></span></p>
<p style="background: white; box-sizing: content-box; margin: 0in; min-height: 16px;"><span style="color: black; font-family: "Times New Roman",serif; font-size: 14pt;"> </span></p>
<p style="background: white; box-sizing: content-box; margin: 0in;"><span style="color: black; font-family: "Times New Roman",serif; font-size: 14pt;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlQRDxmvXWK0qNxNPzRm3__JTA1Jc-sY6LpZoR4RzPLUZeRUd-t6dSK09doqlaOIYUCfzdfvahjgTrPl_cmFxru2DoslWFo8t6AY-5i8SPIBpbtRHa2A1mvMopeYuru6KLsasg-35LbjV14wpQhg5z7nMTyqvTQx8FyIvNOj3XDIY1J9QtQeQhu_2d_eA/s840/UFT%20presser%2012.21..23%20chart%202.png" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="740" data-original-width="840" height="282" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlQRDxmvXWK0qNxNPzRm3__JTA1Jc-sY6LpZoR4RzPLUZeRUd-t6dSK09doqlaOIYUCfzdfvahjgTrPl_cmFxru2DoslWFo8t6AY-5i8SPIBpbtRHa2A1mvMopeYuru6KLsasg-35LbjV14wpQhg5z7nMTyqvTQx8FyIvNOj3XDIY1J9QtQeQhu_2d_eA/s320/UFT%20presser%2012.21..23%20chart%202.png" width="320" /></a></div><p style="background: white; box-sizing: content-box; margin: 0in; min-height: 16px;"></p>
<p style="background: white; box-sizing: content-box; margin: 0in;"><span style="color: black; font-family: "Times New Roman",serif; font-size: 14pt;">Describing
the administration’s statements of a fiscal crisis resulting from the asylum
seekers as “a false narrative,” the lawsuit says “the law does not permit
school funding to be used as a political bargaining chip; and cutting essential
services to the City’s schools is not a substitute for the mayoral leadership
and advocacy on behalf of New Yorkers needed to obtain federal and state
support."</span></p>
<p style="background: white; box-sizing: content-box; margin: 0in;"><span style="color: black; font-family: "Times New Roman",serif; font-size: 14pt;"> </span></p>
<p style="background: white; box-sizing: content-box; margin: 0in;"><span style="color: black; font-family: "Times New Roman",serif; font-size: 14pt;">UFT
President Michael Mulgrew said, “The administration can’t go around touting the
tourism recovery and the return of the city’s pre-pandemic jobs, and then
create a fiscal crisis and cut education because of its own mismanagement of
the asylum seeker problem. Our schools and our families deserve better.”</span></p>
<p style="background: white; box-sizing: content-box; margin: 0in; min-height: 16px;"><span style="color: black; font-family: "Times New Roman",serif; font-size: 14pt;"> </span></p>
<p style="background: white; box-sizing: content-box; margin: 0in;"><span style="color: black; font-family: "Times New Roman",serif; font-size: 14pt;">The
lawsuit cites two provisions of state law: a requirement known as
“maintenance of effort” that is part of Albany’s mayoral control legislation
for New York City schools; and provisions of the state’s “Contract for
Excellence” program.</span></p>
<p style="background: white; box-sizing: content-box; margin: 0in; min-height: 16px;"><span style="color: black; font-family: "Times New Roman",serif; font-size: 14pt;"> </span></p>
<p style="background: white; box-sizing: content-box; margin: 0in;"><span style="color: black; font-family: "Times New Roman",serif; font-size: 14pt;">According
to the lawsuit, the maintenance of effort provision “prohibits the City from
reducing spending in its schools from the level provided in the preceding
year unless overall City revenues decline.”</span></p>
<p style="background: white; box-sizing: content-box; margin: 0in; min-height: 16px;"><span style="color: black; font-family: "Times New Roman",serif; font-size: 14pt;"> </span></p>
<p style="background: white; box-sizing: content-box; margin: 0in;"><span style="color: black; font-family: "Times New Roman",serif; font-size: 14pt;">The city’s
contribution to the education budget for fiscal year 2023
was $14.5 billion, while the adopted budget for fiscal year 2024 was
reduced to $14.1 billion.<span class="xxapple-converted-space"> </span>By
January, further cuts under the Mayor’s plan will reduce the city’s
contribution in FY2024 to $13.9 billion. City revenues – not counting
state and federal aid -- grew $5 billion last year.</span></p>
<p style="background: white; box-sizing: content-box; margin: 0in;"><span style="color: black; font-family: "Times New Roman",serif; font-size: 14pt;"> </span></p>
<p style="background: white; box-sizing: content-box; margin: 0in;"><span style="color: black; font-family: "Times New Roman",serif; font-size: 14pt;">Under
the state’s Contract for Excellence, local school districts must use new state
funds to supplement local spending for education, but not to replace local
efforts. The lawsuit claims that the administration’s budget cuts will
mean that state funds will end up supporting city education programs, in effect
supplanting with state funds the programs that the city has refused to pay for.</span></p>
<p style="background: white; box-sizing: content-box; margin: 0in; min-height: 16px;"><span style="color: black; font-family: "Times New Roman",serif; font-size: 14pt;"> </span></p>
<p style="background: white; box-sizing: content-box; margin: 0in;"><span style="color: black; font-family: "Times New Roman",serif; font-size: 14pt;">According
to the lawsuit, the cuts also undermine students’ rights to “a sound basic
education” as provided for under New York State’s constitution. </span></p>
<p style="background: white; box-sizing: content-box; margin: 0in; min-height: 16px;"><span style="color: black; font-family: "Times New Roman",serif; font-size: 14pt;"> </span></p>
<p style="background: white; box-sizing: content-box; margin: 0in;"><span style="color: black; font-family: "Times New Roman",serif; font-size: 14pt;">The
lawsuit asks the court to find that the Mayor’s recent and planned budget cuts
violate the New York State Constitution and state law and order the
administration to restore education funding to the $14.5 billion
amount that the city appropriated in fiscal year 2023.</span></p>
<p style="background: white; box-sizing: content-box; margin: 0in;"><span style="color: black;"> </span></p>
<p class="xxmsonormal"><span style="font-family: "Times New Roman",serif; font-size: 14pt;">A
copy of the lawsuit is available here: <a href="https://files.uft.org/mulgrew-v-cityofny.pdf">https://files.uft.org/mulgrew-v-cityofny.pdf</a></span>
</p>
<p style="background: white; margin: 0in;"><span style="color: #212121; font-family: "Times New Roman",serif; font-size: 14pt;"> </span></p>
<p align="center" class="xxmsonormal" style="box-sizing: content-box; text-align: center;">###</p>
Leonie Haimsonhttp://www.blogger.com/profile/17317355552298136811noreply@blogger.com0tag:blogger.com,1999:blog-2586988941850907367.post-56592757068750651112023-12-18T13:07:00.010-05:002023-12-19T18:18:53.913-05:00Twenty Years of Mayoral Control in NYC - a Failed Reform<p class="MsoNormal"><img height="366" 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width="640" /> </p><p class="MsoNormal">December 18, 2023</p><p class="MsoNormal">The State Education Department is holding <a href="https://www.nysed.gov/new-york-city-mayoral-control-hearings" target="_blank">hearings on mayoral control</a>, the second of which are scheduled for tonight in Queens, since the system will either be lapse, be renewed or revised by the end of June 2024. Here is a <a href="https://vimeo.com/892272817" target="_blank">video of the Dec.5 hearing </a>in the Bronx. <br /></p><p class="MsoNormal">Please sign up to speak at the remaining hearings in the other three boroughs as soon as the links are posted at the webpage above, or <a href="https://www.nysed.gov/main/form/submit-written-electronic-testimony-nyc-mayoral-control" target="_blank">submit written testimony</a>, the deadline for which is Jan. 31. The deep flaws in this autocratic system were evident almost as soon as it was adopted. However, this year there seems to be a stronger consensus than ever before that the system must change for the sake of NYC children. I have put together a brief reading list of some of my testimonies over the years below, as well as some other useful links for those of you who want more background on this critical issue. </p><p class="MsoNormal"><i>If you have suggestions on pieces to add to it, please let me know in the comment section or by emailing the link to <a href="mailto:info@classsizematters.org">info@classsizematters.org</a> Thanks! </i><br /></p><p class="MsoNormal">
<b><u>2004</u></b> </p><p class="MsoNormal"><a href="https://www.nytimes.com/2004/03/16/nyregion/bloomberg-wins-on-school-tests-after-firing-foes.html" target="_blank">NYT account of the Monday massacre</a>, where in opposition to <a href="https://classsizematters.org/wp-content/uploads/2020/02/2004-letter-on-Bloomberg-retention-policy-final.pdf" target="_blank">expert views of most educators and researchers</a>, Mayor fired his own appointees in order to get the Panel on Educational Policy to approve holding back third graders on the basis of their state test scores. This policy was later expanded to all grades up to eighth grade, but was rescinded in 2014, because of lack of positive results on achievement and evidence that it increased dropout rates. (For the latter see this subsequent <a href="file:///C:/Users/Leonie/Dropbox/Downloads/RAND_WR1259-1.pdf" target="_blank">RAND study</a>.)<br /></p><p class="MsoNormal"></p><p class="MsoNormal"><a href="https://www.nytimes.com/2004/03/18/opinion/public-schools-minus-the-public.html" target="_blank">NYT oped by Diane Ravitch and Randi Weingarten,</a> on how mayoral control needs to be amended, as the PEP acts as a rubber-stamp as evidenced by Bloomberg’s firing of his appointees to get his way on grade retention, and how he was running the DOE “<i>along
the lines of a corporate business model, as though educating children were no
different from selling toothpaste</i>.”</p>
<p class="MsoNormal"></p>
<p class="MsoNormal"><b><u>2007</u></b> </p><p class="MsoNormal">A <a href="https://www.city-journal.org/article/grading-mayoral-control" target="_blank">critique in City Journal</a> by conservative commentator Sol Stern, who recounted
the DOE's waste of money on public relation, their manipulation of test scores, and how Bloomberg retorted if people didn’t like how he runs the schools to they can “boo me
at parades.”</p><p class="MsoNormal"><b><u>2009 </u></b> </p><p class="MsoNormal"><a href="https://3zn338.a2cdn1.secureserver.net/wp-content/uploads/2011/04/parent_commission_Final_Report.pdf?time=1701526084">Parent
Commission Report on School Governance</a> A thorough analysis of the many problems with mayoral control and recommendations by an independent group of parent volunteers on how to improve the system (disclosure: I was a member.) </p>
<p><a href="https://classsizematters.org/wp-content/uploads/2023/12/NYC-Schools-Under-Bloomberg-Klein-BOOK.pdf">NYC
Schools under Bloomberg and Klein</a>: A collection of essays by many experts and advocates, with an introduction by Diane Ravitch, describing the negative impact of one-man rule. (Also available for
purchase for $5.74 in <a href="https://www.amazon.com/NYC-Schools-Under-Bloomberg-Klein/dp/0557074371" target="_blank">paperback form here</a>).</p>
<p class="MsoNormal">Assembly hearing transcripts on mayoral control in the <a href="https://nyassembly.gov/member_files/037/20090313/transcriptsbronx.pdf" target="_blank">Bronx</a> and <a href="https://nyassembly.gov/member_files/037/20090320a/transcriptsbrooklyn.pdf" target="_blank">Brooklyn</a>, with many parents and educators testifying about their concerns. [I can't find the Manhattan, Queens or Staten Island transcripts, but here is a <a href="https://vimeo.com/3131181" target="_blank">video-taped debate</a> by two students at Democracy Prep at the Manhattan hearings between ]</p><p></p>
<p>Many articles about how Mayor Bloomberg assembled supporters and commissioner an expensive PR campaign to lobby for the continuation of Mayoral control via a group called Learn NY, that was secretly funded with millions of dollars from fervent charter school supporters, including billionaires Eli Broad and Bill Gates. As Bill Gates <a href="https://nypost.com/2009/08/17/gates-4-mil-lesson/" target="_blank">later explained</a> , he spent $4 million on renewing Mayoral control in NYC as “<i><b>You want to allow for experimentation. The cities where our foundation
has put the most money is where there is a single person responsible. In
New York, Chicago and Washington, DC, the mayor has the responsibility
for the school syste</b>m</i>.” It is no coincidence that all three districts encouraged the expansion of charter schools under Mayoral control. <br /></p><p>More here on <a href="https://www.chalkbeat.org/newyork/2008/11/24/21084526/pro-mayoral-control-group-has-new-name-and-will-get-a-blog-too/" target="_blank">this campaign</a>, led by charter school director Geoffrey Canada, that included <a href="https://nycpublicschoolparents.blogspot.com/2008/11/mayors-campaign-to-keep-control-over_24.html" target="_blank">clumsy ads</a> featuring misinformation, failed <a href="https://www.chalkbeat.org/newyork/2009/1/26/21084780/in-recruiting-parents-mayoral-control-supporters-hit-snags/" target="_blank">attempts to recruit parents</a>, and pro-Mayoral control comments under pseudonyms posted on blogs, <a href="https://nycpublicschoolparents.blogspot.com/2009/03/announcing-new-mayoral-control-troll.html" target="_blank">including this one</a>. Unfortunately, big money won out over parent and educator voices, and Mayoral control was renewed without significant changes.</p><p><u><b>2010</b></u></p><p><a href="https://classsizematters.org/wp-content/uploads/2023/12/Ravitch-PublicSchoolsNeed-2010.pdf" target="_blank">Why Public Schools Need Democratic Governance</a>: Diane Ravitch makes the case for elected school boards, and explains how the push towards Mayoral control in NYC and elsewhere is funded and led by those who want to privatize our public schools.<b><br /></b></p><p><!--[if gte mso 9]><xml>
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="35" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="1" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
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<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
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<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
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<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
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<w:LsdException Locked="false" Priority="30" QFormat="true"
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
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<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
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<w:LsdException Locked="false" Priority="19" QFormat="true"
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<w:LsdException Locked="false" Priority="21" QFormat="true"
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<w:LsdException Locked="false" Priority="31" QFormat="true"
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<w:LsdException Locked="false" Priority="32" QFormat="true"
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<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
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<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
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</p><b><u>2013</u></b><p>NYC Comptroller report <a href="https://comptroller.nyc.gov/wp-content/uploads/documents/NYC_NoMoreRubberStamp_v24_Jan2013.pdf">No
more Rubber Stamp</a>: Trenchant analysis of many of the flaws with the system, especially notable
since it was issued by then-NYC Comptroller John Liu, now chair of NY Senate
NYC Education Committee.</p>
<p class="MsoNormal"><b><u>2015</u></b></p><p class="MsoNormal">Gotham Gazette oped, <a href="https://www.gothamgazette.com/130-opinion/5744-time-to-reform-mayoral-control" target="_blank">Time to reform Mayoral control</a>. Succinct analysis by parent leader Shino Tanikawa and me.</p><p class="MsoNormal"><b><u>2016</u></b></p><p class="MsoNormal">Our <a href="https://classsizematters.org/wp-content/uploads/2016/05/Testimony-on-Mayoral-Control-5.19.16-final.pdf" target="_blank">Testimony on Mayoral Control before State Senate</a>,<b><u> </u></b>pointing out how despite claims of great progress, our analysis of NAEP test scores shows that New York City schools came out second to last among ten cities in improved achievement, when results are disaggregated by race, ethnicity,<br />and economic status<b><u>.<br /></u></b></p>
<p class="MsoNormal"><b><u>2019</u></b></p><p class="MsoNormal"><a href="https://3zn338.a2cdn1.secureserver.net/wp-content/uploads/2019/03/Testimony-on-Mayoral-Control-3.15.19.pdf?time=1702919353" target="_blank">Our testimony</a> before the NY Senate, focusing on how Mayoral Control in NYC is inherently undemocratic and provides no real checks and balances to autocratic rule. As a result, it has too often suffered from insufficient input from parents and community members, closest to conditions on the ground, the result being damaging policies and unwise spending priorities. </p>
<p class="MsoNormal"><b><u><span style="text-decoration: none;">2020</span></u></b></p>
<p class="MsoNormal"><a href="https://indypendent.org/2020/02/michael-bloombergs-disastrous-public-education-legacy/" target="_blank">My piece </a>for the Indypendent on Bloomberg's disastrous education legacy at the end of his twelve-year reign, the product of unchecked one-man control. </p>
<p class="MsoNormal">CSM testimony to NY Assembly on <a href="https://nycpublicschoolparents.blogspot.com/2020/12/the-five-myths-of-mayoral-control-my.html" target="_blank">Five myths of Mayoral control</a>, including that it provides less real accountability, despite claims otherwise. <br /></p>
<p class="MsoNormal"><b><u>2022</u></b></p><p class="MsoNormal">CSM testimony before NY Assembly and Senate; <a href="https://classsizematters.org/why-mayoral-control-needs-to-be-amended" target="_blank">Why Mayoral control needs to be amended </a>; including examples of problematic and delayed decisionmaking by Mayor De Blasio and specific proposals for improvement -- including at least three which were adopted. <br /></p>
<p>NeQuan McLean and Shino Tanikawa, <a href="https://www.gothamgazette.com/130-opinion/130-opinion/11070-democratic-school-governance-new-york-city-mayoral-control">It’s
Time for a Democratic School Governance System to Replace Mayoral Control</a> </p>
<p><b><u>2023</u></b></p><p>Education Week, <a href="https://www.edweek.org/leadership/a-fading-school-reform-mayoral-control-is-ending-in-another-city/2023/06">Mayoral
control: a Fading school reform</a>: How Chicago schools and other districts are moving away from one-person rule. </p>
Leonie Haimsonhttp://www.blogger.com/profile/17317355552298136811noreply@blogger.com0tag:blogger.com,1999:blog-2586988941850907367.post-88196258252551175122023-12-07T17:31:00.002-05:002023-12-07T17:41:27.564-05:00Mayoral control in the eyes of three NYC parent leaders<iframe frameborder="no" height="200px" scrolling="no" seamless="" src="https://player.simplecast.com/145bc4ef-27ca-4a99-8876-c3fd310dca42?dark=false" width="100%"></iframe>
<p>The NY State Education Department is holding hearings on Mayoral control, leading up to a report they will submit to the Legislature at the end of March. The Legislature then has to decide whether to renew Mayoral control, let it lapse or amend it by end of June 2024. More and more of the few school districts who have Mayoral control, including <a href="https://chicago.suntimes.com/education/2023/11/15/23962730/chicagoans-elect-school-board-for-first-time-primer" target="_blank">Chicago</a>, are moving away from it in the realization that it leaves out community voices and contributes to rampant privatization, including charter school expansion.<br /></p><p>At the hearings in the Bronx on Tuesday night, parents and teachers who spoke were nearly unanimous that Mayoral control is a deeply flawed system that must be changed. You can see news clips about the hearings <a href="https://www.fox5ny.com/video/1377283" target="_blank">here,</a> and video of the proceedings at the bottom of <a href="https://www.nysed.gov/new-york-city-mayoral-control-hearings" target="_blank">this page</a>, which also has information about future hearings in December and January, including a link to sign up for the next hearing in Queens on December 18. </p><p>Several of those who testified on Tuesday mentioned the Mayor's failure to lower class size according to the new state law as evidence of the lack of accountability under the system, despite <a href="https://www.nyc.gov/office-of-the-mayor/news/286-22/transcript-mayor-eric-adams-holds-rally-mayoral-accountability" target="_blank">claims by him</a> and the Chancellor that this essentially autocratic system somehow strengthens accountability. </p><p>This question of accountability and Mayoral control was also discussed by two parent leaders, Shino Tanikawa and Jonathan Greenberg, on the latest episode of Talk out of School, which aired on Sunday on WBAI and is also available as a podcast <a href="https://talk-out-of-school.simplecast.com/" target="_blank">here</a> and above. <i>Please listen and subscribe!</i><br /></p><p>Below is the testimony given by Thomas Sheppard, one of the independent members of the Panel for Educational Policy, elected by parent leaders in the Bronx, and thus doesn't automatically vote "yes" for every proposal on the PEP agenda. Currently, the PEP, which was named that by Michael Bloomberg when he got Mayoral control but is still legally the NYC school board, has ten independent members and thirteen members appointed by the Mayor, who uniformly rubber stamp whatever proposal is put before them, usually without any explanation or comment no matter how wasteful or misguided. <br /></p><p><!--[if gte mso 9]><xml>
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mso-para-margin:0in;
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</p><p class="MsoPlainText"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikJikVZtUKlO0z8ArIvJ4RfjkrVm4rLVdLoL5QMtBicR3EuoMzAZMDdaySnI-fSBocFY-skWbQkgpr942p7GXL54RhvdPUycWYYfiYp8m22zDQreQA1WpZHFUsI5Bgmp2FVTveGAvI9VzHolJILR0bPr2-Md1LuqYiVTG2lV6TaJrYgvjPGo68S3Ih2FU/s706/Tom%20at%20mayoral%20control%20hearings.png" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="706" data-original-width="685" height="233" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikJikVZtUKlO0z8ArIvJ4RfjkrVm4rLVdLoL5QMtBicR3EuoMzAZMDdaySnI-fSBocFY-skWbQkgpr942p7GXL54RhvdPUycWYYfiYp8m22zDQreQA1WpZHFUsI5Bgmp2FVTveGAvI9VzHolJILR0bPr2-Md1LuqYiVTG2lV6TaJrYgvjPGo68S3Ih2FU/w226-h233/Tom%20at%20mayoral%20control%20hearings.png" width="226" /></a></div>___<p></p><p class="MsoPlainText">Good evening. Thank you for the opportunity to present
this testimony and share my perspective on the issue of Mayoral Control. My
name is Thomas Sheppard and first, I am a father of six children, three of whom are
NYC Public School students. I also serve as the Bronx Community Education
Council Presidents Member on the Board of Education for the City School
District of the City of New York, also referred to as the Panel for Educational
Policy or PEP. I was first elected in 2020 to serve as the representative of
all 32 CEC Presidents and, with recent changes to NYS Education Law, re-elected
to serve as the Bronx CEC Presidents Member for the 2023-24 School year. <br /></p>
<p class="MsoPlainText">I am here tonight in opposition to Mayoral Control of New
York City Public Schools. Being a member of the PEP for the past 3 and a half
years has shown me and the majority of parents in NYC that Mayoral Control
simply does not work as a responsive form of Public School Governance. My
experience has been that the PEP with a supermajority of Mayoral Appointees
working in collusion with the Mayor and Chancellor, routinely ignores the
voices of the community, the New York City Council, and even the New York State
Legislature, and that the DOE’s bureaucracy often exploits procedures and the
law in a way that disenfranchises the students, families, and school
communities for which is it supposed to serve. <br /></p>
<p class="MsoPlainText">I can give many examples, but since I only have 3
minutes, I will briefly highlight 3, provide more details in my written
testimony, and invite you to view recordings of years of PEP meetings at
schools.nyc.gov (<a href="http://schools.nyc.gov">http://schools.nyc.gov</a>)
for more context. <br /></p>
<p class="MsoPlainText">The examples I will touch on are:</p>
<p class="MsoPlainText"><span style="mso-spacerun: yes;"> </span>1.<span style="mso-spacerun: yes;"> </span>Every Mayor and Chancellor illegally
overusing procedures like Emergency Declarations to circumvent community input
on important matters such as the estimated budget. </p>
<p class="MsoPlainText"><span style="mso-spacerun: yes;"> </span>2.<span style="mso-spacerun: yes;"> </span>The refusal of the Mayor & Chancellor
to comply with the Class Size Reduction Law passed by the New York State
Legislature last year, with no ability by the community to hold either of them
accountable for that decision.</p>
<p class="MsoPlainText"><span style="mso-spacerun: yes;"> </span>3.<span style="mso-spacerun: yes;"> </span>The Mayor’s supermajority on the PEP with
no direct interaction with the community, routinely taking action in direct
opposition to the positions of Education Councils and school communities,
especially in matters such as significant changes in school utilization. <br /></p>
<p class="MsoPlainText">Finally, I wanted to make a distinction between Mayoral
Control of NYC Public Schools and the system of governance itself. I am calling
for an end to Mayoral Control in the short term, and a redesign of this system
of school governance to one that is community-centered, democratic, responsive,
and accountable to students and parents in the long-term. And while that work
of redesign happens with all of our community stakeholders and elected
officials, a transition from Mayoral Control must include at a minimum,
eliminating the Mayor’s supermajority on the PEP, giving students voting
representation, and giving the PEP and Education Councils the authority to hire
and terminate the Chancellor and District Superintendents respectively. <br /></p>
<p class="MsoPlainText">Thank you for giving me the opportunity to testify before
you.</p>
<p> </p>Leonie Haimsonhttp://www.blogger.com/profile/17317355552298136811noreply@blogger.com0tag:blogger.com,1999:blog-2586988941850907367.post-4726746087400707082023-11-25T14:05:00.001-05:002023-11-25T14:05:37.160-05:00Join us Monday Nov. 27 to hear about the Class Size Law and what DOE should be doing to comply!<p>Please join us Monday at 7 PM for a meeting on the new class size, what DOE should be doing but it not, and how parents, teachers & others can help ensure they comply with the law. Co-sponsored by Class Size Matters, AQE & NYC Kids PAC. Register here: <a href="https://us02web.zoom.us/webinar/register/WN_35N9V6UDSyudBBXFNxXo0A#/registration">https://us02web.zoom.us/webinar/register/WN_35N9V6UDSyudBBXFNxXo0A#/registration</a></p><p><img alt="Image" class="css-9pa8cd" draggable="true" height="640" src="https://pbs.twimg.com/media/F_zSSrNXsAEFA38?format=jpg&name=900x900" width="640" /></p>Leonie Haimsonhttp://www.blogger.com/profile/17317355552298136811noreply@blogger.com0tag:blogger.com,1999:blog-2586988941850907367.post-39799353381943873312023-11-22T11:07:00.003-05:002023-11-27T15:11:28.816-05:00Class size press conference at the Title One Landmark elementary school in Brooklyn<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhs8kIMSrp24VA_DODLz4h_md_uvO6BzGBxoOiBd9CvxKHDGMZJPoEPc-k4tO7rSV6NNfPJq-R9xvuzP3B_Nz-YsdBtcQFwd6hJiqixrHx-WRbrh5mTvRybinRS-awgS0ztJr1SWSSfLrIWmbMlt3qh0GcbZRrkLOwVwO7MM0Vtg1UeSNDgfDe_TQ0SS8M/s1497/andrea%20castellano%20at%20presser%2011.21.23.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="472" data-original-width="1497" height="202" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhs8kIMSrp24VA_DODLz4h_md_uvO6BzGBxoOiBd9CvxKHDGMZJPoEPc-k4tO7rSV6NNfPJq-R9xvuzP3B_Nz-YsdBtcQFwd6hJiqixrHx-WRbrh5mTvRybinRS-awgS0ztJr1SWSSfLrIWmbMlt3qh0GcbZRrkLOwVwO7MM0Vtg1UeSNDgfDe_TQ0SS8M/w640-h202/andrea%20castellano%20at%20presser%2011.21.23.png" title="Andrea Castellano (credit: Melissa Khan)" width="640" /></a></div><span> </span><span> </span><span> </span>Andrea Castellano at Landmark school press conference (photo credit: Melissa Khan)<br /><i> </i><p></p><p><i>Updated: Latest Talk out of School podcast ran excerpts from the press conference remarks and also interviewed Landmark school teachers Andrew Castellano & Daniel Highsmith & Beruryah Batyehudah, parent of a 1st grader in which the
class sizes are 29 and 31.</i></p><p><i>
<iframe frameborder="no" height="200px" scrolling="no" seamless="" src="https://player.simplecast.com/f4aa3abb-ce9a-464f-8361-dfad7a788e1a?dark=false" width="100%"></iframe>
; <br /></i></p><p><i>A press conference was held yesterday at the Landmark Elementary School, a Title One school in Brooklyn that has class sizes of 27-31 in the early grades. UFT President Michael Mulgrew spoke, along with AQE's
Zakiyah Ansari, </i><i>Landmark teachers and
parents,</i><i> and many elected officials, explainin how the growing class sizes have undermined
the quality of education for NYC students. Among other issues, the UFT found that hundreds of Title One schools with over 300,000 students have more than half of their classes exceeding the limits in the new law this year. Check out the <a href="https://classsizematters.org/media-release-more-than-300000-nyc-students-in-high-need-schools-stuck-in-oversized-classes/" target="_blank">Class size Matters website </a>for more about the speakers at the event, and more photos<span style="font-family: inherit;">. <span style="font-size: small;">Here are some news links: <span style="color: black;"><a href="https://www.cityandstateny.com/politics/2023/11/report-more-300k-nyc-students-are-overcrowded-classrooms/392220/" target="_blank">City & State</a>, <a href="https://abc7ny.com/new-york-city-schools-overcrowding-students-overcrowded-classes/14087739/" target="_blank">ABC7</a>, <a href="https://gothamist.com/news/concerns-mount-that-nyc-wont-comply-with-law-limiting-classroom-size" target="_blank">Gothamist</a>, <a href="https://ny1.com/nyc/all-boroughs/education/2023/11/21/more-than-300-000-students-in-low-income-schools-are-in-oversized-classes--union-says" target="_blank">NY1</a>, <a href="https://www.youtube.com/watch?v=s2ydY5sNdtM" target="_blank">Fox5 NY</a>. </span></span></span><span style="font-size: small;">B</span>elow are the comments of Andrea Castellano, the UFT chapter leader of the school. </i><br /></p><p><!--[if gte mso 9]><xml>
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</p><p class="MsoPlainText">My name is Andrea Castellano and I am chapter leader and
3rd grade teacher at Brooklyn Landmark Elementary School. I stand here today in
support of the Class Size Law and to ask the Department of Education to fully
fund our schools. <br /></p>
<p class="MsoPlainText">Brooklyn Landmark is a great school. But we do have some
big classes. We take that as a sign that parents across District 23 trust us
with their children. We offer excellent instruction and a vibrant,
child-friendly learning environment and we try our best to provide our students
with the skills and the confidence they need for their journey ahead. <br /></p>
<p class="MsoPlainText">But despite all our efforts, there are still elements
beyond our control that affect our work. Simple mathematics tells you that
class size significantly affects the amount of time we as teachers spend with
each small group, the number of times we can work closely with students 1 on 1,
the amount of feedback we give. With smaller classes, teachers can more
efficiently pace lessons, cover more material, and create more opportunities
for differentiation. <br /></p>
<p class="MsoPlainText">Class size not only affects our students’ academic
progress, but their emotional well-being and sense of belonging as well. It
impacts the type of attention they receive when there’s an issue or a concern.
Classrooms are calmer and everything feels less stressed. Smaller class sizes
are just better for building relationships and creating that close-knit
community that we all want for our children in their school. <br /></p>
<p class="MsoPlainText">These are the foundational years of their development.
They deserve the best we can give them. But so many of our educational
challenges are related to class size. In order for our work to be successful,
the proper supports must be in place. We can’t afford to wait years for funding
to materialize because what’s happening now in our classrooms will shape these
young people for years to come. <br /></p>
<p class="MsoPlainText">I’m asking the mayor and city council to give NYC’s
public schools the support we need to keep class sizes small— so those of us
working in these schools can ensure that each child’s needs are truly being
met, every day. Thank you. <br /></p>Leonie Haimsonhttp://www.blogger.com/profile/17317355552298136811noreply@blogger.com0tag:blogger.com,1999:blog-2586988941850907367.post-59878307773800311672023-10-01T14:39:00.004-04:002023-10-01T14:39:42.724-04:00Johanna Garcia on the long, hard struggle for smaller classes <p><span style="font-size: small;"> <!--[if gte mso 9]><xml>
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</xml><![endif]--><span face=""Arial",sans-serif" style="color: #505050;">I interviewed Johanna Garcia, chief of staff to Sen. Robert
Jackson and co-chair of the Class Size Working Group, on my podcast, Talk out
of School. She explained the legislative history and the larger context of the
long and hard fight for smaller classes that grew out of the Campaign for
Fiscal Equity lawsuit. You can<span class="apple-converted-space"> </span><b><span face=""Arial",sans-serif"><a href="https://click.actionnetwork.org/ss/c/dSCQfi9FLISmU3ZE3bfPhuCowArt1E-KZZu6MvsQpmtgKQKsTx7Bx8fZpHbrVLoh_6aL6_74X8w_6lOCucfUEuX-_sKp-Mh8FRKHmcPId3kbYHaL13ho89L8Ile27m7HNWPcnHYjhhdOwavwuOtKPB88OtiuBUsr3BtwBLAScOYhtWe2SsYdV8WjQj4hPSPjSBXhJR9tVhHwF6Ttf2ogQHJI_ZLLzqclyBkB8l1uyALIXYcumM4a5AUIb57TaHBCeLbH15gLThhjuW2cgZEYva_nKwgBAIy6Dppy6lINbkpASDucaOwlNUy3Tib6sD-IqUvvJ1q61dE6FWF1YSxY1a2F4jA-4oFyUKnFllcBGb2jCBiZComjtjbZFmK_jXiRRU-hHMvWO1A5mzIM9eqpWHl3QJMR4P7or5pxQhJZzFVDUEGLpCJRxxFO55WpV8-r/3zz/x0EN6UuASemy3M2LApKTaw/h5/aVyU0B4HUex533wjoXFZcSZambRKVy6dbaI468hW1gI" target="_blank"><i><span face=""Arial",sans-serif" style="color: blue;">listen
to the interview here</span></i></a></span></b> or below.</span></span><span face=""Arial",sans-serif" style="color: #505050; font-size: 10.5pt;"> <br /></span></p><p>
<iframe frameborder="no" height="200px" scrolling="no" seamless="" src="https://player.simplecast.com/70a47ef4-ff62-40db-991a-5478d8fcd74b?dark=false" width="100%"></iframe>
</p><div class="sc-episode-details-show-notes-text"><h3 class="sc-episode-details-show-notes-text-heading"><i>Episode Notes</i></h3> <div><p>Chalkbeat, COVID guidance for NYC schools <a href="https://ny.chalkbeat.org/2023/9/12/23870420/nyc-schools-covid-guidance-2023-2024-testing-vaccines">https://ny.chalkbeat.org/2023/9/12/23870420/nyc-schools-covid-guidance-2023-2024-testing-vaccines</a></p><p>UNESCO report, An Ed Tech Tragedy? <a href="https://www.unesco.org/en/digital-education/ed-tech-tragedy">https://www.unesco.org/en/digital-education/ed-tech-tragedy</a></p><p>NY Times article about the UNESCO report <a href="https://www.nytimes.com/2023/09/06/technology/unesco-report-remote-learning-inequity.html">https://www.nytimes.com/2023/09/06/technology/unesco-report-remote-learning-inequity.html</a></p><p>Class Size Matters presentation on the ways DOE is putting student privacy at risk <a href="https://classsizematters.org/the-many-ways-in-which-doe-is-putting-student-privacy-at-risk">https://classsizematters.org/the-many-ways-in-which-doe-is-putting-student-privacy-at-risk</a></p><p>Class Size Matters testimony on dangers of DOE plans to expand online learning and ed tech<a href="https://classsizematters.org/testimony-on-the-dangers-of-doe-plans-to-expand-online-learning-and-ed-tech">https://classsizematters.org/testimony-on-the-dangers-of-doe-plans-to-expand-online-learning-and-ed-tech</a></p><p>FAQ on the new state class size law <a href="https://classsizematters.org/faq-on-the-states-new-class-size-law">https://classsizematters.org/faq-on-the-states-new-class-size-law</a></p><p>Class Size Working Group (CSWG) public engagement sessions to present their proposals for feedback:</p><p><strong>Tuesday, September 26th – 5- 7:30pm online</strong> (Manhattan/Brooklyn);<br /><strong>Wednesday, September 27th – 5- 7:30pm online </strong>(Queens/Bronx/Staten Island)<br /><i><strong>Monday, October 2nd – 5- 7:30pm in person </strong>at MLK Campus Auditorium, 122 Amsterdam Ave, Manhattan (Citywide) .</i><br /><i>Register for these sessions here: </i><a href="https://learndoe.org/class_size/"><i>https://learndoe.org/class_size/</i></a></p><p><i><br />More information on the CSWG and their proposals here: <a href="https://infohub.nyced.org/reports/financial/contracts-for-excellence">https://infohub.nyced.org/reports/financial/contracts-for-excellence</a></i></p></div></div><p></p>Leonie Haimsonhttp://www.blogger.com/profile/17317355552298136811noreply@blogger.com0tag:blogger.com,1999:blog-2586988941850907367.post-16774307610016482152023-09-29T13:32:00.000-04:002023-09-29T13:32:01.581-04:00Adriana Alicea in support of the class size reduction plan in NYC<p><i></i></p><div class="separator" style="clear: both; text-align: center;"><i><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5A_Dn0P06z941Egm44J6U3rq9xbf55qKA8XN4Q1shogF7Nz3D-IfW1g_Tzu-JG1F7TvfVBLbUIl2VQTHnhZ1jVjNJ5Yoit5RQK7z3VgqPZY0YpAzzuBViwokw5t37XhA-kBi_UN2hDQvB4rXPpF4O2FhsRyUn8zqKs4byGwp93YIdqf-U0VhzZBAY3_w/s800/Adriana%20Alicea.jpeg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="800" data-original-width="800" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5A_Dn0P06z941Egm44J6U3rq9xbf55qKA8XN4Q1shogF7Nz3D-IfW1g_Tzu-JG1F7TvfVBLbUIl2VQTHnhZ1jVjNJ5Yoit5RQK7z3VgqPZY0YpAzzuBViwokw5t37XhA-kBi_UN2hDQvB4rXPpF4O2FhsRyUn8zqKs4byGwp93YIdqf-U0VhzZBAY3_w/s320/Adriana%20Alicea.jpeg" width="320" /></a></i></div><i><br />Below is a long and thoughtful submission to the Class Size Working Group from Adriana Alicea, President, PA of the Lynn Gross Discovery School (PS 175Q), President of the D28 Presidents’ Council and a member of CEC 28. I also post an excerpt from her conclusion below.</i><p></p><p><i>You can email your suggestions and comments to <a href="mailto:ClassSize@schools.nyc.gov">ClassSize@schools.nyc.gov</a> <span style="mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">by Wednesday, October 4th at
12 midnight. </span><span style="mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">There is also one more public session on Monday, </span><span style="mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">where you can present your thoughts in person.<br /></span></i></p><p><i><b>Monday, October 2nd</b> – <b>Citywide from 5-
7:30pm</b> in person at the MLK Campus Auditorium<a href="https://maps.app.goo.gl/XHaniBepkrDU4c5i8" target="_blank">, 122 Amsterdam Ave,</a> Manhattan. </i></p><p><i>More information about these hearings and a summary of the draft proposals are on the <a href="https://infohub.nyced.org/reports/financial/contracts-for-excellence" target="_blank">Infohub website here</a>.</i></p><p>___</p><p>In conclusion, I urge you to support the class size reduction plan in New York City, as it is a
critical investment in the future of our children and our community. By reducing class sizes, we
can ensure that every student in Queens and across New York City receives the education they need
to succeed, aligning our educational standards with those of the developed world. Together, we can
create a brighter future for our city, where every child has the opportunity to thrive. ....</p><p>Additionally,
maintaining arts and STEM programming alongside efforts to reduce class sizes is essential for
providing a well-rounded, engaging, and effective education. This approach ensures that students
have access to a diverse range of subjects and experiences, setting them up for success both
academically and in life. </p><p>Furthermore, prioritizing public school students and postponing charter
school
co-locations until the class size mandate is fully realized demonstrates a commitment to
equitable access to quality education for all students. It allows public schools to focus on
improving the learning environment, meeting legal obligations, and providing a stable and
supportive educational experience for the communities they serve.</p><p> Lastly, prioritizing public
school students and conducting a full audit of spending at the central DOE office are crucial steps
in addressing the affordability of smaller class sizes. These actions promote transparency, equity,
and efficient resource allocation, ultimately benefitting the education and
future prospects of all public school students. -- <i>Adriana Alicea</i><br /></p>
<iframe height="600px" src="https://drive.google.com/file/d/1dFuGUR1BOf90bGR85br99Xzfezsa74Gr/preview
" style="border: 0;" width="100%"></iframe>
Leonie Haimsonhttp://www.blogger.com/profile/17317355552298136811noreply@blogger.com0tag:blogger.com,1999:blog-2586988941850907367.post-61630202826495361722023-09-26T12:31:00.003-04:002023-09-26T12:31:19.420-04:00Why Bloomberg's attack on class size doesn't add up; my oped in the Washington Post (plus charts!) <p><span class="PJLV" data-qa="headline-text" style="font-weight: normal;"><span style="font-size: small;"><i>Last month, Michael Bloomberg wrote an oped in Bloomberg News </i></span></span><span class="PJLV" data-qa="headline-text" style="font-weight: normal;"><span style="font-size: small;"><i> that was reprinted int the Washington Post and the NY Post</i></span></span><span class="PJLV" data-qa="headline-text" style="font-weight: normal;"><span style="font-size: small;"><i>, vociferously attacking the new NY class size law. </i></span></span><span class="PJLV" data-qa="headline-text" style="font-weight: normal;"><span style="font-size: small;"><i>Below is a copy of my oped in today's <a href="https://www.washingtonpost.com/education/2023/09/26/new-attack-small-class-size-doesnt-addup/" target="_blank">Washington Post AnswerSheet </a>with a couple of charts and the image of a Michael Bloomberg campaign flyer added. </i></span></span><span class="PJLV" data-qa="headline-text" style="font-weight: normal;"><span style="font-size: small;"><i>In this piece, I dispute Bloomberg's claims and analyze why he appears so passionately opposed to lowering class size, despite the fact that he campaigned for smaller classes when he first ran for Mayor.<br /></i></span></span></p><div class="PJLV PJLV-iklXUFA-css"><h1 class="PJLV PJLV-ikmtGxl-css overrideStyles" data-qa="headline" data-testid="headline" id="main-content"><span class="PJLV" data-qa="headline-text">Why a new attack on small class size doesn’t add up</span></h1></div><div class="flex print-byline print-mt-none"><div class="byline-wrapper flex-column flex"><div class="PJLV PJLV-ihSmMVC-css"><div class="PJLV PJLV-iPJLV-css mb-xxs overrideStyles" data-qa="author-byline" style="gap: 0.5rem;"><span class="wpds-c-PJLV"><div class="flex items-center" data-qa="author-byline"><div class="mr-sm flex lh-0"><div class="wpds-c-iTcer"><br /></div></div><span class="left"><div class="flex"><div class="dib font-xxs mb-xxs" data-cy="name-with-optional-link" data-qa="name-with-optional-link"><span class="wpds-c-cNdzuP" data-qa="attribution-text">Perspective by </span><a class="wpds-c-cNdzuP wpds-c-cNdzuP-ejzZdU-isLink-true" data-qa="author-name" href="https://www.washingtonpost.com/people/valerie-strauss/?itid=ai_top_straussv" rel="author">Valerie Strauss</a></div></div><span class="wpds-c-ewNrgJ author-description" data-qa="author-description">Washington Post Staff writer</span></span></div></span></div></div><div class="wpds-c-kgabfe wpds-c-kgabfe-ieEDlgV-css" data-testid="timestamp"><span class="wpds-c-iKQyrV" data-testid="display-date">September 26, 2023 at 6:00 a.m. EDT</span></div></div></div><article class="grid-article mb-xxl-ns" data-qa="main"><div class="" data-qa="lede-art" data-testid="lede-art"><figure class="overflow-hidden relative hide-for-print center center mb-sm mb-md-ns ml-auto-ns mr-auto-ns grid-mobile-full-bleed"><div><div class="w-100 mw-100 h-auto undefined" height="450" style="filter: blur(0px); line-height: 0; transition: filter 0.1s ease 0s;" width="600"><br /></div></div><figcaption class="ml-gutter mr-gutter mr-auto-ns ml-auto-ns font--subhead font-xxxs mt-xs left gray-dark"></figcaption></figure></div></article><div class="teaser-content grid-center"><div class="article-body" data-qa="article-body"><p class="wpds-c-cYdRxM wpds-c-cYdRxM-iPJLV-css overrideStyles font-copy" data-el="text" data-testid="drop-cap-letter" dir="null"><i>In 2014, <a href="https://www.washingtonpost.com/news/answer-sheet/wp/2014/02/24/class-size-matters-a-lot-research-shows/?itid=lk_inline_manual_2" target="_blank">I wrote this:</a> “Every now and then someone in education policy (<a href="https://www.washingtonpost.com/blogs/answer-sheet/post/does-ed-secretary-duncan-agree-with-romney-on-class-size/2012/05/25/gJQAMV8nqU_blog.html?itid=lk_inline_manual_2" target="_blank">Arne Duncan</a>) or education philanthropy (<a href="https://www.washingtonpost.com/news/answer-sheet/wp/2013/09/27/bill-gates-it-would-be-great-if-our-education-stuff-worked-but/?itid=lk_inline_manual_2" target="_blank">Bill Gates</a>)
.... will say something about why class size isn’t really very
important because a great teacher can handle a boatload of kids.”</i></p></div><div class="article-body" data-qa="article-body"><p class="wpds-c-cYdRxM wpds-c-cYdRxM-iPJLV-css overrideStyles font-copy" data-el="text" data-testid="drop-cap-letter" dir="null"><i>Well,
some can do that, but anybody who has been in a classroom knows the
virtues of classes that are smaller rather than larger even without the
research that has been shown to bear that out.</i></p></div></div><div class="article-body" data-qa="article-body"><p class="wpds-c-cYdRxM wpds-c-cYdRxM-iPJLV-css overrideStyles font-copy" data-el="text" data-testid="drop-cap-letter" dir="null"><i>Now
the issue is back in the spotlight, this time in New York City, where a
new state law requires the public school system — the largest in the
country — to reduce class sizes over five years. Opponents of the law
are pushing back, especially Mike Bloomberg, mayor of New York City
from 2002 to 2013. He called for smaller class sizes in his first
mayoral campaign but has now changed his mind.</i></p><p class="wpds-c-cYdRxM wpds-c-cYdRxM-iPJLV-css overrideStyles font-copy" data-el="text" data-testid="drop-cap-letter" dir="null"><i>In
an op-ed in several publications, Bloomberg says students don’t need
smaller classes but better schools — as if the two were entirely
unrelated — <a href="https://www.bloomberg.com/opinion/articles/2023-08-30/michael-r-bloomberg-us-students-need-better-schools-not-smaller-classes" target="_blank">and he </a>ignores research, such as <a href="https://nepc.colorado.edu/sites/default/files/pb_-_class_size.pdf" target="_blank">a 2014 review</a> of major research that found class size matters a lot, especially for low-income and minority students.</i></p></div><div class="article-body" data-qa="article-body"><p class="wpds-c-cYdRxM wpds-c-cYdRxM-iPJLV-css overrideStyles font-copy" data-el="text" data-testid="drop-cap-letter" dir="null"><i>This
post, written by Leonie Haimson, looks at the issue, and Bloomberg’s
position. Haimson is executive director of Class Size Matters, a
nonprofit organization that advocates for smaller classes in New York
City and across the nation as a key driver of education equity.</i></p></div><div class="article-body" data-qa="article-body"><p><span class="wpds-c-gnhuPA wpds-c-gnhuPA-hqeSyH-variant-interstitial wpds-c-gnhuPA-iPJLV-css hide-for-print"><a data-qa="interstitial-link" href="https://www.washingtonpost.com/news/answer-sheet/wp/2014/02/24/class-size-matters-a-lot-research-shows/?itid=lk_interstitial_manual_10">Class size matters a lot, research shows</a></span></p></div><div class="article-body" data-qa="article-body"><h5 class=" pb-sm pt-lgmod" data-qa="article-header" id="3HFHUZ3ZHNGY5PMROODZRMZSPQ"><div>By Leonie Haimson</div></h5></div><div class="article-body" data-qa="article-body"><p class="wpds-c-cYdRxM wpds-c-cYdRxM-iPJLV-css overrideStyles font-copy" data-el="text" data-testid="drop-cap-letter" dir="null">The knives are out against the <a href="https://classsizematters.org/faq-on-the-states-new-class-size-law/" target="_blank">new class size law</a>,
overwhelmingly passed in the New York State Legislature in June 2022,
requiring New York City schools to phase in smaller classes over five
years, starting this school year. The law calls for class sizes in
grades K-3 to be limited to no more than twenty students; 23 students in
grades 4-8, and 25 in core high school classes, to be achieved by the
end of the 2027 school year. The law was passed despite the opposition
of the city’s Department of Education officials, who insist that it will
be too expensive, and somehow inequitable, because, they say, the
highest-need students already have small enough classes.</p></div><div class="article-body" data-qa="article-body"></div><div class="article-body" data-qa="article-body"></div><div class="article-body" data-qa="article-body"><p class="wpds-c-cYdRxM wpds-c-cYdRxM-iPJLV-css overrideStyles font-copy" data-el="text" data-testid="drop-cap-letter" dir="null">Most recently, Mike Bloomberg, the former mayor of New York City and an<a href="https://www.nytimes.com/2021/09/27/nyregion/eric-adams-bloomberg.html" target="_blank"> adviser to Mayor Eric Adams</a>, published identical opinion pieces in three major outlets: <a href="https://www.bloomberg.com/opinion/articles/2023-08-30/michael-r-bloomberg-us-students-need-better-schools-not-smaller-classes" target="_blank">Bloomberg News</a> (which he owns), The <a href="https://www.washingtonpost.com/business/2023/08/30/michael-r-bloomberg-us-students-need-better-schools-not-smaller-classes/34539f6c-4717-11ee-b76b-0b6e5e92090d_story.html?itid=lk_inline_manual_15" target="_blank">Washington Post</a>, and the <a href="https://nypost.com/2023/09/01/a-lesson-in-why-small-class-sizes-dont-matter/" target="_blank">New York Post</a>,
inveighing against the goal of lowering class sizes. His piece is
clearly meant to sway opinion leaders and legislators to repeal the law,
and because of his prominent position, some may listen without knowing
about fundamental problems in his op-ed.</p></div><div class="article-body" data-qa="article-body"><p class="wpds-c-cYdRxM wpds-c-cYdRxM-iPJLV-css overrideStyles font-copy" data-el="text" data-testid="drop-cap-letter" dir="null">Class
size reduction has been shown as an effective way to improve learning
and engagement for all students, especially those who are disadvantaged,
and thus is a key driver of education equity. The Institute of
Education Sciences cites lowering class size as one of only four
education interventions proven to work through rigorous evidence; and
multiple studies show that it narrows the achievement or opportunity gap
between income and racial groups.</p></div><div class="article-body" data-qa="article-body"><p class="wpds-c-cYdRxM wpds-c-cYdRxM-iPJLV-css overrideStyles font-copy" data-el="text" data-testid="drop-cap-letter" dir="null">Bloomberg
claims that because of the initiative, “City officials say they’ll have
to hire 17,700 new teachers by 2028.” Actually, the estimate from the
New York City Department of Education (DOE) itself is far smaller. In
their draft <a href="https://drive.google.com/file/d/1_BOYliiFZ5U7Q3q8gN6JRRIHgIf9j_Vp/view" target="_blank">class size reduction plan</a>,
posted on July 21, DOE officials estimated that 9,000 more teachers
would be required over five years. While it’s true that the<a href="https://www.ibo.nyc.ny.us/iboreports/how-would-the-new-limits-to-class-sizes-affect-new-york-city-schools-july-2023.pdf" target="_blank"> Independent Budget Office</a>
estimated the figure cited by Bloomberg, this large disparity between
the two figures appears to stem from the fact that, as the IBO pointed
out, the DOE’s budget already includes 7,500 unfilled teaching
positions, which schools have not been allowed to fill. While Bloomberg
claims the cost will be $1.9 billion for staffing, the DOE’s own plan
estimates $1.3 billion — and these costs could be considerably lower if
they redeployed teachers who are currently assigned to out-of-classroom
positions to the classroom to lower class size.</p></div><div class="article-body" data-qa="article-body"></div><div class="article-body" data-qa="article-body"></div><div class="article-body" data-qa="article-body"><p class="wpds-c-cYdRxM wpds-c-cYdRxM-iPJLV-css overrideStyles font-copy" data-el="text" data-testid="drop-cap-letter" dir="null">The <a href="https://www.nydailynews.com/2023/08/16/theres-finally-money-for-smaller-class-sizes-new-law-for-nyc-schools-will-help-kids/" target="_blank">legislature passed the new law</a>
in recognition that the city’s DOE is now receiving $1.6 billion in
additional state aid to finally settle the Campaign for Fiscal Equity
lawsuit launched more than 20 years ago. In that case, the state’s
highest court found that, because of excessive class sizes, the city’s
children were deprived of their constitutional right to a sound, basic
education.</p></div><div class="article-body" data-qa="article-body"><p class="wpds-c-cYdRxM wpds-c-cYdRxM-iPJLV-css overrideStyles font-copy" data-el="text" data-testid="drop-cap-letter" dir="null">Yet since his election, Adams has repeatedly cut education spending, and now threatens to cut it even more, by <a href="https://nypost.com/2023/09/09/nyc-budget-cuts-could-gut-sanitation-routes-school-programs/" target="_blank">another 15 percent</a>.
As a result of these cuts, class sizes increased last year and will
likely be larger this year. Hiring enough teachers to meet the law’s
requirements will be a challenge in any case, but it will be impossible
to achieve if the administration’s repeated cuts and hiring freezes are
implemented. Yet in the end, smaller classes would likely strengthen
teacher quality by lowering teacher attrition rates, especially at our
highest-need schools, <a href="https://surface.syr.edu/cgi/viewcontent.cgi?article=1369&context=cpr" target="_blank">as studies have shown</a>.</p></div><div class="article-body" data-qa="article-body"><p class="wpds-c-cYdRxM wpds-c-cYdRxM-iPJLV-css overrideStyles font-copy" data-el="text" data-testid="drop-cap-letter" dir="null">In
his op-ed, Bloomberg claims that creating the additional space
necessary to lower class size will cost $35 billion, which is
misleading. DOE did include this estimate in its original <a href="https://drive.google.com/file/d/1gv9DZ6aENexWyzozVWV0SwhnlXLVVJ2a/view" target="_blank">May 2023 draft class size plan</a>. However following <a href="https://3zn338.a2cdn1.secureserver.net/wp-content/uploads/2023/03/CSM-testimony-on-prelim-budget-FY-24-cap-plan-3.15.23-final.pdf" target="_blank">pushback by critics</a> who pointed out that this figure bore no relation to reality, they deleted that inflated estimate in their more recent <a href="https://drive.google.com/file/d/1_BOYliiFZ5U7Q3q8gN6JRRIHgIf9j_Vp/view?link_id=0&can_id=e162a5e988b2cf9c89a105c454340eee&source=email-urge-the-doe-to-take-positive-steps-to-lower-class-size-comply-with-the-law&email_referrer=email_2016974&email_subject=urge-the-doe-to-take-positive-steps-to-lower-class-size-comply-with-the-law" target="_blank">July class size plan</a>.
If DOE equalized or redistributed enrollment across schools, this would
likely save billions of dollars in capital expenses. Right now, there
are hundreds of underutilized public schools, sitting close by
overcrowded schools that lack the space to lower class size.</p></div><div class="article-body" data-qa="article-body"></div><div class="article-body" data-qa="article-body"></div><div class="article-body" data-qa="article-body"><p class="wpds-c-cYdRxM wpds-c-cYdRxM-iPJLV-css overrideStyles font-copy" data-el="text" data-testid="drop-cap-letter" dir="null">Bloomberg,
echoing an erroneous DOE claim that funds spent on lowering class size
will not help the highest-need students, wrote: “Under the new mandate,
only 38 percent of the highest-poverty schools would see class sizes
shrink, compared to nearly 70 percent of medium- to low-poverty schools …
it won’t help the students who need it most.”</p></div><div class="article-body" data-qa="article-body"><div class="PJLV PJLV-ilotWTr-css hide-for-print" data-testid="gift-share-inline" id="gift-share-inline"></div></div><div class="article-body" data-qa="article-body"><p class="wpds-c-cYdRxM wpds-c-cYdRxM-iPJLV-css overrideStyles font-copy" data-el="text" data-testid="drop-cap-letter" dir="null">Actually,
only 8 percent of schools with the highest poverty levels (with 90
percent or more low-income students) fully complied with the class size
caps last year, according to an analysis by Class Size Matters. Thus, 92
percent of these schools would see their class sizes shrink if DOE
complied with the law, rather than the 38 percent that Bloomberg claims.</p></div><div class="article-body" data-qa="article-body"><p class="wpds-c-cYdRxM wpds-c-cYdRxM-iPJLV-css overrideStyles font-copy" data-el="text" data-testid="drop-cap-letter" dir="null">Moreover,
by solely focusing on schools with 90 percent poverty levels or more,
his claims are misleading. A piece in the education publication <a href="https://ny.chalkbeat.org/2023/8/17/23835065/nyc-class-size-law-equity-high-need-schools" target="_blank">Chalkbeat</a>
attempted to make a similar argument, by using class size data provided
by DOE that shows that 68 percent of classes in the highest-poverty
schools met the class size limit. This is far different than Bloomberg’s
claim that 68 percent of these schools are achieving the limits in <i>all </i>of their classes.</p></div><div class="article-body" data-qa="article-body"></div><div class="article-body" data-qa="article-body"></div><div class="article-body" data-qa="article-body"><p class="wpds-c-cYdRxM wpds-c-cYdRxM-iPJLV-css overrideStyles font-copy" data-el="text" data-testid="drop-cap-letter" dir="null">In addition, the class size data, analyzed in conjunction with DOE <a href="https://infohub.nyced.org/docs/default-source/default-document-library/demographic-snapshot-2018-19-to-2022-23-(public).xlsx" target="_blank">demographic</a>
data, shows that there are many more NYC public schools in the other
two categories summarized by Chalkbeat, “Low-to-Mid Poverty” (schools
with 0-75 percent low-income students) and “High Poverty” (schools with
75 percent to 90 percent low-income students), than those in their
“Highest Poverty”<b> </b>category. Most importantly, these two categories of schools enroll a supermajority of our highest-needs students.</p><p class="wpds-c-cYdRxM wpds-c-cYdRxM-iPJLV-css overrideStyles font-copy" data-el="text" data-testid="drop-cap-letter" dir="null"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihLOArn3LFiKRu8GSkd1yqK2lul0snzBN5xZCIyQCf5oXIViHFtOyF7o0qrODYomnEvg0Pc0074olH33xrwBUicjwZV_lzmKdKBpLUoJ-PazIhr9XgbeZP59Lcp996JeOqM6VvIvQ5C1SnRy64aq0tcHWmezl7X7jIJ9mi1_9v6_1wmo7eHa29xgeSrJ4/s1021/Our%20analysis%20of%20Chalkbeat%20categories%20with%20distribution%20of%20high-needs%20students.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="415" data-original-width="1021" height="260" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihLOArn3LFiKRu8GSkd1yqK2lul0snzBN5xZCIyQCf5oXIViHFtOyF7o0qrODYomnEvg0Pc0074olH33xrwBUicjwZV_lzmKdKBpLUoJ-PazIhr9XgbeZP59Lcp996JeOqM6VvIvQ5C1SnRy64aq0tcHWmezl7X7jIJ9mi1_9v6_1wmo7eHa29xgeSrJ4/w640-h260/Our%20analysis%20of%20Chalkbeat%20categories%20with%20distribution%20of%20high-needs%20students.jpg" width="640" /></a></div>In
fact, 79 percent of low-income students, 78 percent of Black students,
74 percent of Hispanic students, and 74 percent of English-language
learners are enrolled in these other two categories of schools, while
only 21 percent to 26 percent of these students are enrolled in the
“Highest Poverty” category.<p></p></div><div class="article-body" data-qa="article-body"><p class="wpds-c-cYdRxM wpds-c-cYdRxM-iPJLV-css overrideStyles font-copy" data-el="text" data-testid="drop-cap-letter" dir="null">This
further indicates that without a citywide mandate to lower class size,
smaller classes would likely never reach most of our most disadvantaged
students.</p></div><div class="article-body" data-qa="article-body"></div><div class="article-body" data-qa="article-body"></div><div class="article-body" data-qa="article-body"><p class="wpds-c-cYdRxM wpds-c-cYdRxM-iPJLV-css overrideStyles font-copy" data-el="text" data-testid="drop-cap-letter" dir="null">Indeed,
the highest-needs students, including students of color, low-income
students, and English-language learners, have been shown to gain twice
the benefits from smaller classes in terms of higher achievement rates,
more engagement, and eventual success in school and beyond, which is why
class size reduction is one of very few education reforms proven to <a href="https://classsizematters.org/research-and-links/#opportunity" target="_blank">narrow the achievement or opportunity gap</a>. Thus, by its very nature, lowering class size is a key driver of education equity.</p></div><div class="article-body" data-qa="article-body"><p class="wpds-c-cYdRxM wpds-c-cYdRxM-iPJLV-css overrideStyles font-copy" data-el="text" data-testid="drop-cap-letter" dir="null">There
is also no guarantee that the smaller classes in our highest poverty
schools will be sustained without a legal mandate to do so. In July, <a href="https://www.nydailynews.com/2023/08/27/some-nyc-class-sizes-could-grow-this-year-under-revised-draft-plan-advocates/" target="_blank">DOE officials omitted the promise</a> in their May class size plan that schools that had already achieved the caps would continue to do so, <a href="https://3zn338.a2cdn1.secureserver.net/wp-content/uploads/2023/08/Comments-on-DOE-draft-class-size-plan-8.21.23-with-signers.pdf" target="_blank">as pointed out by a letter</a>
signed by over 230 advocates, parents, and teachers. In fact, we found
that fewer of the schools in every category achieved the class size caps
last year compared to the year before.</p></div><div class="article-body" data-qa="article-body"><p class="wpds-c-cYdRxM wpds-c-cYdRxM-iPJLV-css overrideStyles font-copy" data-el="text" data-testid="drop-cap-letter" dir="null">Only
69 schools citywide fully met the caps in the fall of 2022, compared to
89 in the fall of 2021, and the number of students enrolled in those
schools declined from 18,248 to only 13,905, a decrease of nearly 25
percent. Fewer still will likely do so this year.</p><p class="wpds-c-cYdRxM wpds-c-cYdRxM-iPJLV-css overrideStyles font-copy" data-el="text" data-testid="drop-cap-letter" dir="null"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9JPAo_vYvCb5rLU0nXFZVnKfDyQ_6oSbxm8XAZrhhkq6TcIHby3djuXSLbeDGM0sEu7W0JED76zFgN7sL7V2v8Eib8s8PGadS4vEKNo0xqTvdJJNfvhvXJCCVfS0AvWBnAdz1h07gSnlR37S0yR7Z9I1LoEwkVLXpuJ9lA288BAiRjQzPER3xFc9ueAA/s1029/No.%20of%20NYC%20schools%20fully%20complied%20last%20year%20with%20class%20size%20caps.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="612" data-original-width="1029" height="380" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9JPAo_vYvCb5rLU0nXFZVnKfDyQ_6oSbxm8XAZrhhkq6TcIHby3djuXSLbeDGM0sEu7W0JED76zFgN7sL7V2v8Eib8s8PGadS4vEKNo0xqTvdJJNfvhvXJCCVfS0AvWBnAdz1h07gSnlR37S0yR7Z9I1LoEwkVLXpuJ9lA288BAiRjQzPER3xFc9ueAA/w640-h380/No.%20of%20NYC%20schools%20fully%20complied%20last%20year%20with%20class%20size%20caps.jpg" width="640" /></a></div><p></p></div><div class="article-body" data-qa="article-body"></div><div class="article-body" data-qa="article-body"></div><div class="article-body" data-qa="article-body"><p class="wpds-c-cYdRxM wpds-c-cYdRxM-iPJLV-css overrideStyles font-copy" data-el="text" data-testid="drop-cap-letter" dir="null">So
given that the data does not back up his claims, why is Bloomberg so
apparently enraged at the notion that public school students would be
provided the opportunity to benefit from smaller classes.</p></div><div class="article-body" data-qa="article-body"><p class="wpds-c-cYdRxM wpds-c-cYdRxM-iPJLV-css overrideStyles font-copy" data-el="text" data-testid="drop-cap-letter" dir="null"><table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSkjZR5Hhgiov8g0Wf19VKnApUV1gnKyk70PUhVzqBQ4ap4Ap3K4d0BnfwPpoJVCZtppbG14EeBEpSiNKWbQ8i_8-W67bNh0jn4D5j8Cw8aeBMoTWyjIjh-O72hnF1w0j9VMgysnhG9G49mj2Ypsb7O2LT5vJ_O_o_WDTRY7CU7iyIjL9FOkzXv9GSHRk/s631/Bloomberg%20flyer%20excerpt%20on%20class%20size.png" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="631" data-original-width="346" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSkjZR5Hhgiov8g0Wf19VKnApUV1gnKyk70PUhVzqBQ4ap4Ap3K4d0BnfwPpoJVCZtppbG14EeBEpSiNKWbQ8i_8-W67bNh0jn4D5j8Cw8aeBMoTWyjIjh-O72hnF1w0j9VMgysnhG9G49mj2Ypsb7O2LT5vJ_O_o_WDTRY7CU7iyIjL9FOkzXv9GSHRk/w219-h400/Bloomberg%20flyer%20excerpt%20on%20class%20size.png" width="219" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Bloomberg campaign flyer<br /></td></tr></tbody></table><br />One
should recall that when he first ran for mayor more than 20 years ago,
Bloomberg himself promised to lower class size, especially in the early
grades. His <a href="https://classsizematters.org/wp-content/uploads/2016/05/bloomberg-campaign-flyer-2001.pdf" target="_blank">2002 campaign </a>kit
put it this way: “Studies confirm one of the greatest detriments to
learning is an overcrowded classroom … For students a loud packed
classroom means greater chance of falling behind. For teachers, class
overcrowding means a tougher time teaching & giving students
attention they need.”</p></div><div class="article-body" data-qa="article-body"><p class="wpds-c-cYdRxM wpds-c-cYdRxM-iPJLV-css overrideStyles font-copy" data-el="text" data-testid="drop-cap-letter" dir="null">Yet
class sizes increased sharply during the Bloomberg years, and by 2013,
his last year in office, class sizes in the early grades in public
schools had<a href="https://www.nydailynews.com/new-york/education/nyc-class-sizes-grow-25-kids-average-article-1.1521347" target="_blank"> risen to the highest levels in 15 years</a>. By that time, he had long renounced his earlier pledge, and had proclaimed in a 2011 speech that <a href="https://www.cbsnews.com/newyork/news/bloomberg-if-i-had-it-my-way-id-dump-half-of-nycs-teachers/" target="_blank">he would fire half the teachers and double class sizes</a> if he could, and this would be a “good deal for the students.”</p></div><div class="article-body" data-qa="article-body"></div><div class="article-body" data-qa="article-body"></div><div class="article-body" data-qa="article-body"><p class="wpds-c-cYdRxM wpds-c-cYdRxM-iPJLV-css overrideStyles font-copy" data-el="text" data-testid="drop-cap-letter" dir="null">Bloomberg’s
main educational legacy in New York City was a huge increase in the
number of charter schools as a result of his decision to provide them
free space in public school buildings, and his successful effort to
persuade state legislators to raise the charter cap. During his three
terms in office, the number of charter schools in the city exploded<a href="https://urldefense.com/v3/__https://ibo.nyc.ny.us/iboreports/buildings-and-schools-2017.html__;!!M9LbjjnYNg9jBDflsQ!BLUgfc0VxZwZBQs_-swZetwksKDl-khbIKaWN8jOf6VMBXXQdT2K-Wf0BLREUTOEI8QjTXWOXTRxCx35WVaTd8GYeKNR$" target="_blank"> from 19 to 183.</a></p></div><div class="article-body" data-qa="article-body"><p class="wpds-c-cYdRxM wpds-c-cYdRxM-iPJLV-css overrideStyles font-copy" data-el="text" data-testid="drop-cap-letter" dir="null">Since leaving office, Bloomberg has continued to express his preference for charter schools, and <a href="https://www.washingtonpost.com/education/2021/12/10/problems-bloomberg-750million-charter-schools/?itid=lk_inline_manual_46" target="_blank">has pledged $750 million</a>
for their further expansion in the city and beyond. A close reading of
his op-ed suggests that one of the main reasons for his vehement
opposition to the new law is because lowering class size may take
classroom space in our public schools that, in his view, should be used
instead for charter schools.</p></div><div class="article-body" data-qa="article-body"><p class="wpds-c-cYdRxM wpds-c-cYdRxM-iPJLV-css overrideStyles font-copy" data-el="text" data-testid="drop-cap-letter" dir="null">Indeed,
he concludes the op-ed by saying “it would help if Democratic leaders
were more supportive of high-quality public charter schools,” and goes
on to rail against a <a href="https://urldefense.com/v3/__https://www.nydailynews.com/2023/03/28/teachers-parents-sue-to-block-charter-school-network-from-sharing-nyc-school-buildings/__;!!M9LbjjnYNg9jBDflsQ!BLUgfc0VxZwZBQs_-swZetwksKDl-khbIKaWN8jOf6VMBXXQdT2K-Wf0BLREUTOEI8QjTXWOXTRxCx35WVaTd9lXeWHJ$" target="_blank">recent lawsuit </a>to
block the Adams administration’s decision to co-locate two Success
charter schools in public school buildings in Brooklyn and Queens — a
lawsuit filed on the basis that it would diminish the space available to
lower class size for existing public school students.</p></div><div class="article-body" data-qa="article-body"><p class="wpds-c-cYdRxM wpds-c-cYdRxM-iPJLV-css overrideStyles font-copy" data-el="text" data-testid="drop-cap-letter" dir="null">Of the $750 million Bloomberg pledged for charter expansion, <a href="https://urldefense.com/v3/__https://www.nydailynews.com/2022/04/25/michael-bloomberg-donates-200-million-to-nyc-charter-schools/__;!!M9LbjjnYNg9jBDflsQ!BLUgfc0VxZwZBQs_-swZetwksKDl-khbIKaWN8jOf6VMBXXQdT2K-Wf0BLREUTOEI8QjTXWOXTRxCx35WVaTd_JOxJJM$" target="_blank">$100 million was specifically earmarked</a>
for Success Academy. Regarding the lawsuit, launched by the teachers
union along with parents and educators in the affected schools,
Bloomberg writes, “It was an outrageous attack on children, and
thankfully, it failed.”</p></div><div class="article-body" data-qa="article-body"><p class="wpds-c-cYdRxM wpds-c-cYdRxM-iPJLV-css overrideStyles font-copy" data-el="text" data-testid="drop-cap-letter" dir="null">Misleading
people about the value of small classes to teachers and students as
well as about class size data seems to be an attack on opportunities for
New York City public school children, who deserve better. Class Size
Matters hopes these efforts fail.</p></div>Leonie Haimsonhttp://www.blogger.com/profile/17317355552298136811noreply@blogger.com0tag:blogger.com,1999:blog-2586988941850907367.post-44860411087223736732023-09-20T11:21:00.004-04:002023-09-20T11:27:06.158-04:00Dangers of DOE plans to expand online learning and ed tech<p>Last night I gave a presentation on the ways in which DOE is failing to protect student privacy at a meeting of CEC 15; today I'm testifying on the dangers to both privacy and the quality of education of DOE's plans to expand the use of online learning. Both presentations are below. </p><p>We are looking for NYC parents and teachers who are concerned about these issues to join a new working group to investigate and advocate on this issue. <i><b>If you're interested, please let us know at <a href="mailto:info@studentprivacymatters.org">info@studentprivacymatters.org</a></b></i> Thanks! <br /></p>
<iframe height="600px" src="https://drive.google.com/file/d/1x4bkGw84cSRlFOD_Mp1TRMXhmKQJwrUr/preview
" style="border: 0;" width="100%"></iframe>
<iframe height="600px" src="https://drive.google.com/file/d/15cnumcJF1z-rgGwgzMwcJYIrb9pWBA-F/preview
" style="border: 0;" width="100%"></iframe>
Leonie Haimsonhttp://www.blogger.com/profile/17317355552298136811noreply@blogger.com0tag:blogger.com,1999:blog-2586988941850907367.post-60921786899470989552023-09-18T15:34:00.004-04:002023-09-27T16:25:04.412-04:00Make your voice heard: how should the DOE be reducing class size?<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdO_xaQAfBxivM9J86RkEVhO3c3GrBTk_ZpQ8Km9mslCLge-EZSoo4V8PsOad5JzI50o9YFOaT1XRjghNLohY7OnO6ILetvWmsomFqUQTWdrVjvp3BPztOUkHb2vD58FtYDyyTjb0jbkpgT9E0piOJwIrlVocfaA9ESfehEcWi0fE2qDzGNreMmdnlKvM/s913/Your%20voice%20on%20class%20size%20matters.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="412" data-original-width="913" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdO_xaQAfBxivM9J86RkEVhO3c3GrBTk_ZpQ8Km9mslCLge-EZSoo4V8PsOad5JzI50o9YFOaT1XRjghNLohY7OnO6ILetvWmsomFqUQTWdrVjvp3BPztOUkHb2vD58FtYDyyTjb0jbkpgT9E0piOJwIrlVocfaA9ESfehEcWi0fE2qDzGNreMmdnlKvM/w400-h180/Your%20voice%20on%20class%20size%20matters.jpg" width="400" /></a></div><p><i><br />Update: You can also email your suggestions and comments to <a href="mailto:ClassSize@schools.nyc.gov">ClassSize@schools.nyc.gov</a> <span style="mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">by Wednesday, October 4th at
12 midnight.</span></i></p><p>The Class Size Working
Group appointed by the Chancellor to help develop a plan to lower
class size citywide in accordance with <a href="https://classsizematters.org/faq-on-the-states-new-class-size-law/?link_id=0&can_id=3d65e60fa0a6a3272c968e492511740a&source=email-important-events-on-class-size-and-privacy-happening-this-week-and-next&email_referrer=&email_subject=important-events-on-class-size-and-privacy-happening-this-week-and-next">the
new state law</a> is holding public engagement sessions online and in person
starting next week to present their preliminary proposals and get feedback: <i><b> </b></i></p><p><i><b>Tuesday,
September 26th - 5- 7:30pm online</b></i> (Manhattan/Brooklyn); <i><b> </b></i></p><p><i><b>Wednesday,
September 27th</b></i> <i><b>- 5- 7:30pm online </b></i>(Queens/Bronx/Staten
Island) </p><p><i><b>Monday, October 2nd</b></i> – <i><b>Citywide from 5-
7:30pm</b></i> in person at the MLK Campus Auditorium<a href="https://maps.app.goo.gl/XHaniBepkrDU4c5i8" target="_blank">, 122 Amsterdam Ave,</a> Manhattan. </p>
<p>Registration links for each of these sessions are here: <a href="https://learndoe.org/class_size/">https://learndoe.org/class_size/</a> <i><b><br /></b></i></p><p><i><b>Please
register, attend, and let your voice be heard</b></i>, especially as those few
vocal parents who opposed the law and urged the Governor to repeal it are
already doing outreach. </p><p>More information about these hearings and a summary of the draft proposals are on the <a href="https://infohub.nyced.org/reports/financial/contracts-for-excellence" target="_blank">Infohub website here</a>.</p><p><i>Full disclosure: I am a member of the Working Group and <a href="https://classsizematters.org/resolution-for-mayor-and-doe-to-invest-in-class-size-reduction-starting-in-fall-2021/" target="_blank">Class Size Matters along with many other advocacy and parent groups </a>advocated for the passage of the law.</i><br /></p>
Leonie Haimsonhttp://www.blogger.com/profile/17317355552298136811noreply@blogger.com0tag:blogger.com,1999:blog-2586988941850907367.post-74006052146184919492023-09-12T16:28:00.006-04:002023-09-12T16:34:37.751-04:00Tell the Mayor what you think of his new threats of huge budget cuts to come<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFsSRyFOsm7UrYxxybR5mM6xTvKzJU3syRdTzucn89c7BjZ1Yo_XTW_JhC3XlgqwsOUj1nodrA8gcpio0rZLbHKYhz8UhmmiUqu_XGev8u3Io64Fc5GYUrtx3p5OZGcDiDO0Ihm-Z6XfCC5IC6jvZKbYQTQVXfGtvAiBSJyaQd9Q2-uvbNMA4IxZ41bgc/s727/Adams%20v2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="594" data-original-width="727" height="261" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFsSRyFOsm7UrYxxybR5mM6xTvKzJU3syRdTzucn89c7BjZ1Yo_XTW_JhC3XlgqwsOUj1nodrA8gcpio0rZLbHKYhz8UhmmiUqu_XGev8u3Io64Fc5GYUrtx3p5OZGcDiDO0Ihm-Z6XfCC5IC6jvZKbYQTQVXfGtvAiBSJyaQd9Q2-uvbNMA4IxZ41bgc/s320/Adams%20v2.jpg" width="320" /></a></div><br />Sept. 12, 2023 <p></p><p>Sorry to be the bearer of bad news, but Mayor Adams has now ordered every
city agency to impose an immediate hiring freeze and submit budget cuts for
next year totaling nearly 15%: 5% cuts by October 6, another round of 5% cuts
by January, and yet another 5% by April. According to the Fiscal Policy
Institute, these reductions would mean slashing the DOE budget by $2.1 billion.
</p><p>As I <a href="https://nypost.com/2023/09/09/nyc-budget-cuts-could-gut-sanitation-routes-school-programs/">noted
to the NY Post</a>, if implemented, these unprecedented cuts would create a
doomsday scenario for our schools, leading to much larger classes, loss of
after school programs, special education services, counselors, cuts to 3K and
PreK, and more. And as I pointed out <a href="https://www.nydailynews.com/2023/09/11/adams-budget-cuts-migrant-crisis-massive-step-backwards-nyc-public-schools/">in
the Daily News</a>, cutting back special ed services and sharply increasing
class size may also be illegal – especially in the context of the new class
size law. </p>
<p>Though the Mayor is blaming these new cuts on the migrant crisis, he has
repeatedly shrunk the DOE’s budget ever since he came to office; moreover,
there are 7500 unfilled teaching positions that the DOE had budgeted for but
that schools have not been allowed to fill. These further reductions would be
disastrous to NYC public school students. </p>
<p>So I urge you to text the Mayor today at <a href="https://click.everyaction.com/k/69373111/425930516/1984300075?t=Hello%20Eric!&nvep=ew0KICAiVGVuYW50VXJpIjogIm5ncHZhbjovL3Zhbi9FQS9FQTAwNi8xLzg2OTc2IiwNCiAgIkRpc3RyaWJ1dGlvblVuaXF1ZUlkIjogImUzY2JhYzI0LWMyNGQtZWUxMS1hM2YxLTAwMjI0ODMyZWI3MyIsDQogICJFbWFpbEFkZHJlc3MiOiAibGVvbmllaGFpbXNvbkBnbWFpbC5jb20iDQp9&hmac=1nct4vHwE8b7nfwSk1YzLA0l1tQBJ0X_IXsi-KxWWps=&emci=71725f6b-ba4c-ee11-a3f1-00224832eb73&emdi=e3cbac24-c24d-ee11-a3f1-00224832eb73&ceid=12849876">(917)
909-2288</a>, to tell him that these cuts are unacceptable and that he must
find a way to prevent them. <i><b>He has encouraged New Yorkers to text him,
so let him hear from you. </b></i></p>
<p>Some other options you might suggest to him are to find budget savings in
other agencies or to increase revenue, <a href="https://spectrumlocalnews.com/nys/central-ny/ny-state-of-politics/2023/03/14/new-york-democratic-lawmakers-want-to-increase-taxes-on-the-richest-new-yorkers" target="_blank">including raising taxes</a><a href="https://spectrumlocalnews.com/nys/central-ny/ny-state-of-politics/2023/03/14/new-york-democratic-lawmakers-want-to-increase-taxes-on-the-richest-new-yorkers">
</a>on the super-wealthy, including those making over $5 million per year. If
you like, you can copy me at the same time at (<u>917) 435-9329</u>. </p>
<p>These new, unprecedented budget cuts may be threats meant to gin up fear and
outrage, to help persuade the federal government and the state to cover more of
the expenses of the refugees, but they must be taken seriously and vehemently
opposed in any case. </p>
<p>2. Speaking of class size, please fill out our <a href="https://docs.google.com/forms/d/e/1FAIpQLSeaCCb9jc9svefxt2ayGrWlWg6tdSOiNE_dwY-qvYS9QLjwKw/viewform">class
size survey</a> if you haven’t already; it will only take five minutes. We are
hearing of many schools where class sizes have risen dramatically this fall;
but even if they have remained the same or decreased at your school, we want to
hear from you! </p>
<p><i>Thanks so much, Leonie </i></p>
Leonie Haimsonhttp://www.blogger.com/profile/17317355552298136811noreply@blogger.com0tag:blogger.com,1999:blog-2586988941850907367.post-38207134275859988372023-09-09T14:05:00.004-04:002023-09-09T14:05:46.104-04:00Please take our five- minute class size survey! <p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQAvJCEj7soMauRks3ABqkHSaIl7O_9y9rVATZzf5e5UboRDAJ3TiyKIpgGK-fsQBoOj80BDb-3HcoBvzDmVo6rfRES8t3K4R0vTEZ42cfAIk3oy7bC609KoKlSdBpAaL-HqlvY5mYQrBSAov4aol2DTGSoV3UK-awhEioNLu5tFQXgT7piUGqYGs0gPk/s904/class%20size%20survey%20meme%20v2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="655" data-original-width="904" height="232" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQAvJCEj7soMauRks3ABqkHSaIl7O_9y9rVATZzf5e5UboRDAJ3TiyKIpgGK-fsQBoOj80BDb-3HcoBvzDmVo6rfRES8t3K4R0vTEZ42cfAIk3oy7bC609KoKlSdBpAaL-HqlvY5mYQrBSAov4aol2DTGSoV3UK-awhEioNLu5tFQXgT7piUGqYGs0gPk/s320/class%20size%20survey%20meme%20v2.jpg" width="320" /></a></div><br />Welcome to a new school year, and the first year of the phase-in
of smaller classes, according to the <a href="https://classsizematters.org/faq-on-the-states-new-class-size-law/">new
state law</a>. Unfortunately, we have already heard of schools where class
sizes have increased substantially compared to last year. We anticipated this
would occur, given cuts to Fair Student Funding and the fact that DOE
eliminated the only promise in their initial class size plan: that those
schools which had achieved the class size caps in the law last year would
be given support to retain them this year. <p></p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><a href="https://classsizematters.org/comments-on-the-does-class-size-reduction-plan/">Our
letter to DOE</a>, criticizing the lack of any real class size plan, and signed
onto by more than two hundred NYC advocates, parents and educators, was
reported in the <a href="https://www.nydailynews.com/2023/08/27/some-nyc-class-sizes-could-grow-this-year-under-revised-draft-plan-advocates/">Daily
News</a>, including the DOE’s omission of any pledge to ensure that class sizes
would not increase this year. </span></p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">Please fill out our brief <a href="https://docs.google.com/forms/d/e/1FAIpQLSeaCCb9jc9svefxt2ayGrWlWg6tdSOiNE_dwY-qvYS9QLjwKw/viewform">five-minute
survey</a> for parents, teachers and other school staff, to report on the size
of your school’s classes this year. All your info and your school will remain
anonymous unless you indicate otherwise. </span></p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">Parents: if you don’t know how large your children’s classes are,
ask them or their teachers. If you find out that they are excessively large,
you can reach out to your principal and/or School Leadership Team to ask if
anything can be done about it. If you don’t get a response, a petition signed
by you and other parents to urge the hiring of another teacher can be
effective. If your child's class sizes <a href="https://www.uft.org/faqs/what-are-class-size-limits-my-grade">violate the
UFT contractual limits</a>, set over fifty years ago, you can also reach out to
your child’s teacher or chapter leader to ask whether they intend to file an
expedited grievance. </span></p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">But please, do <a href="https://docs.google.com/forms/d/e/1FAIpQLSeaCCb9jc9svefxt2ayGrWlWg6tdSOiNE_dwY-qvYS9QLjwKw/viewform">fill
out our survey as soon as you can</a>. This information is critical in our
fight for smaller classes and to persuade the state to ensure that DOE makes
progress on this issue. </span></p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">Thanks for your support, Leonie</span></p>
Leonie Haimsonhttp://www.blogger.com/profile/17317355552298136811noreply@blogger.com0tag:blogger.com,1999:blog-2586988941850907367.post-24043338914582992142023-08-13T13:50:00.001-04:002023-08-13T13:50:43.515-04:00Judge Frank's decision to reject the lawsuits to block the damaging co-locations of charter schools and re-locations of transfer schools<p>Sadly, on Friday, Judge Lyle Frank ruled against the lawsuit to stop <a href="https://classsizematters.org/wp-content/uploads/2023/08/Success-co-location-decision-8.23_Michael_Mulgrew_et_al_v_Michael_Mulgrew_et_al_DECISION___ORDER_ON_102.pdf" target="_blank">two Success charter school co-locations</a> and the relocation of <a href="https://classsizematters.org/wp-content/uploads/2023/08/155629_2023_Judge-Frank-decision-on-transfer-HS-relocations-8.11.23.pdf" target="_blank">two transfer schools</a>. <br /></p><p> Here is the <a href="https://www.nydailynews.com/new-york/education/ny-success-academy-west-side-transfer-school-building-plans-upheld-20230811-rt237f35zrdxjgty5zw35uhwvm-story.html" target="_blank">Daily News story</a> on these decisions; here are <a href="https://nycpublicschoolparents.blogspot.com/2023/07/hearings-today-on-lawsuits-o-block.html" target="_blank">previous</a> <a href="https://nycpublicschoolparents.blogspot.com/2023/06/lawsuit-filed-to-block-re-location-of.html" target="_blank">blog posts</a> about the lawsuits, which were based primarily on the fact that the Educational Impact Statements required by state law omitted critical information, such as whether the existing schools would have the space to lower class size in the future to the levels mandated by state law. </p><p>Moreover, the EIS's never mentioned the loss of other critical space and services that these students would suffer, such as the loss of their science lab by Waterside students, and the loss of the GED program and LYFE day care center by the students who are young parents at West Side HS, not to mention in both cases the space to lower class size.</p><p>The Judge's decision was quite narrow -- simply that the plaintiffs should have gone to the Commissioner first with their complaints, even though this was a matter of statutory interpretation that could be seen as subject to the court's jurisdiction. In fact, there was a precedent for this: in a <a href="https://casetext.com/case/mulgrew-v-boe-of-the-city-sch-dist" target="_blank">previous decision by Judge Lobis in 2010</a>, she had thrown out several DOE decisions to close schools on the basis of inadequate Educational Impact Statements -- including their failure to mention how students would lose their LYFE day care center: </p><p><!--[if gte mso 9]><xml>
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</p><p class="MsoNormal"><i>The EISs completely failed to provide information about
specific programs existing at the schools proposed to be closed or phased out,
or where the students would be able to find such programs. For example, where
the school had a Living For The Young Family Through Education (L YFE) Center,
no mention was made of that program, or where a similar program existed in
other city schools.</i></p>
<p>Meanwhile, the powerful and wealthy networks that will benefit from his decisions, Success Academy and The Young Women's Leadership School, are the beneficiaries of millions of dollars contributed by billionaires, and could have easily afforded to lease their own buildings without any help from DOE and without depriving NYC public school students of these critical resources and space. </p><p>TYWLS, founded by Ann Tisch of the billionaire Tisch family, recently received a <a href="https://www.studentleadershipnetwork.org/student-leadership-network-receives-momentous-7-million-gift-from-mackenzie-scott/" target="_blank">$7 million grant </a>from Mackenzie Scott. Success Academy's wealth is well-known, having received <a href="https://philanthropynewsdigest.org/news/bloomberg-philanthropies-awards-200-million-for-charter-schools" target="_blank">$100 million</a> from Bloomberg and many more millions from <a href="https://www.forbes.com/sites/antoinegara/2016/04/12/hedge-fund-billionaires-led-by-julian-robertson-donate-35-million-to-success-academy/" target="_blank">hedge funders</a> and the federal government.</p><p>The students at Waterside are suffering a double whammy - not just losing their space but<a href="https://www.rockawave.com/articles/waterside-middle-school-principal-resigns/" target="_blank"> their principal as well, who has been offered another job by DOE</a>. The parents at Waterside hadn't even been informed of her departure when I told the PTA president about this on Friday. She confirmed the information in the article that only a small fraction of the middle school applicants had been accepted for
the upcoming year. As the former PTA president said to the reporter, “<b><i>I honestly feel like our district wants to get rid of Waterside
Middle School but doesn’t want to directly tell us</i></b>.” </p><p>This suggests that DOE may plan to shrink the school into nothingness so as to be able to give over the entire building to Success Academy.<br /></p>Leonie Haimsonhttp://www.blogger.com/profile/17317355552298136811noreply@blogger.com0tag:blogger.com,1999:blog-2586988941850907367.post-78918818819976956022023-07-14T16:17:00.023-04:002023-07-21T09:22:56.550-04:00Hearings today on charter co-locations and the eviction of West Side HS focused on class size <p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2EFxAI1tshfiDcIJl0LCxRlRhasRerAUxzikrNuVm6H41suoa0Eb6WYnbtsNC_2muzhgDcSt7xZq5Qymjfy6Osq--5TrCeG64UeP6FJgmf6vQYGpi8Ws1mtief5wa7n1jwWFWxkSKOkwhAYv0TosZ3MeLGXB_pSflbrNYj91J1UGhwUGR1QtGwQ7-92I/s580/Judge%20Frank%20with%20gavel.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="580" data-original-width="420" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2EFxAI1tshfiDcIJl0LCxRlRhasRerAUxzikrNuVm6H41suoa0Eb6WYnbtsNC_2muzhgDcSt7xZq5Qymjfy6Osq--5TrCeG64UeP6FJgmf6vQYGpi8Ws1mtief5wa7n1jwWFWxkSKOkwhAYv0TosZ3MeLGXB_pSflbrNYj91J1UGhwUGR1QtGwQ7-92I/s320/Judge%20Frank%20with%20gavel.jpg" width="232" /></a></div><p><i>You can find the court filings in the lawsuit to block the Success co-location, Mulgrew vs. Bd of Ed, by searching <a href="https://iapps.courts.state.ny.us/webcivil/FCASSearch?param=I" target="_blank">this website</a> for Index case #152847/2023. including <a href="https://iapps.courts.state.ny.us/fbem/DocumentDisplayServlet?documentId=z7a3YRApw7/w_PLUS_3pqJ57i6A==&system=prod" target="_blank">my affidavit here</a>. The filings in the lawsuit to block the West Side HS re-location and Brownsville/Aspiration co-location, Fernandez vs. Bd of Ed, can be found on the <a href="https://iapps.courts.state.ny.us/webcivil/FCASSearch?param=I" target="_blank">same website</a> under Index case #155629/2023, including <a href="https://iapps.courts.state.ny.us/fbem/DocumentDisplayServlet?documentId=UWA3pnQiwPopw_PLUS_Vavqtyvg==&system=prod" target="_blank">my affidavit</a> and the <a href="https://iapps.courts.state.ny.us/fbem/DocumentDisplayServlet?documentId=5LS_PLUS_ZvvBcyNJDe4mEJ8bvA==&system=prod" target="_blank">affidavit of Jacqueline Shannon</a>, Chair of the Brooklyn College Early Education Department, on the importance of the LYFE program.<br /></i></p><p>UPDATE at 5 PM: <i>The Judge ruled that the Temporary Restraining Order would continue so that Success Academy is barred from renovating the spaces in Waterside and Sheepshead Bay until he </i><i>rules on the application for preliminary injunctions in both lawsuits, which he intends to do as soon as possible. </i></p><p>This morning at 10:30 AM, at the NY Supreme
Court building at 80 Centre St., Judge Lyle Frank heard arguments in the
lawsuit to block the co-location of two Success Academy charter schools in the
Waterside Leadership Academy building in Queens and the Sheepshead Bay high
school complex in Brooklyn. He also heard arguments in the lawsuit to block the re-location and co-location of
three transfer schools, designed for under-credited and over-aged students: the
forced eviction of the Edward A Reynolds West Side High School in Manhattan to a building across
town to make way for The Young Women's Leadership Academy, and the co-location of Aspirations Diploma Plus High School with Brownsville Academy in Brooklyn.<span style="mso-ligatures: none;"> (<i>For more on these lawsuits, see <a href="https://nycpublicschoolparents.blogspot.com/2023/03/parents-educators-uft-launch-court.html" target="_blank">here</a> and <a href="https://nycpublicschoolparents.blogspot.com/2023/06/lawsuit-filed-to-block-re-location-of.html" target="_blank">here</a>.)<br /></i></span>
</p><p></p><p class="MsoNormal"><span face=""Arial",sans-serif" style="color: black; mso-ligatures: none;">The small courtroom was chock full of attorneys, plaintiffs, observers, a couple of reporters, and four very young Success Academy children wearing their bright orange uniforms, sitting and sometimes squirming in the first and second rows. They were clearly put there to try to affect the outcome of the case. Unfortunately, it was very difficult to hear much of what was said because there were two air conditioners humming loudly, and the attorneys were speaking with their backs to us, facing the judge. We will hopefully get a transcript soon but until then, please take this account of what transpired with some large grains of salt.</span></p><p class="MsoNormal"><span face=""Arial",sans-serif" style="color: black; mso-ligatures: none;">Judge Lyle Frank was appointed to the Supreme Court in 2018. He is relatively young, and not afraid to make waves by ruling against the the City and the DOE in some prominent instances, when he believes that they have not been following the letter of the law. Last summer, <a href="https://www.ny1.com/nyc/all-boroughs/news/2022/08/05/nyc-education-budget-ruling" target="_blank">he ruled</a> that the budget cuts to
schools should be restored because they had been illegally imposed by the city. Though later on appeal, the Appellate Court let the cuts stand, they agreed the DOE had acted illegally. More recently, he issued a
<a href="https://gothamist.com/news/judge-blocks-medicare-advantage-switch-for-250k-nyc-retirees-days-before-crucial-deadline" target="_blank">preliminary injunction</a> against the City's plan to change the healthcare of NYC
retirees to a Medicare Advantage plan</span><span face=""Arial",sans-serif" style="color: black; mso-ligatures: none;">.</span></p><p class="MsoNormal"><span face=""Arial",sans-serif" style="color: black; mso-ligatures: none;">This morning, he jauntily walked into the courtroom, slipped on his robe, seemed pleased that the room was full of observers, and made a joke by asking if there were "any retirees" among them. Then he launched right into closely questioning the four attorneys for the city, and the two lawyers wh</span><span face=""Arial",sans-serif" style="color: black; mso-ligatures: none;">o represented the parents and teachers who oppose these moves</span><span face=""Arial",sans-serif" style="color: black; mso-ligatures: none;">, Dina Kolker of Stroock and Laura Barbieri of Advocates for Justice.</span></p><p class="MsoNormal"><span face=""Arial",sans-serif" style="color: black; mso-ligatures: none;">The DOE immediately argued that these cases should be dismissed, based on their view that the issue should have gone to the Commissioner first instead of to Court, and if not, they should be granted another 45 days to research and argue the other claims made in the lawsuit. </span></p><p class="MsoNormal"><span face=""Arial",sans-serif" style="color: black; mso-ligatures: none;">The Judge seemed surprised, but seemed to ignore that request, and immediately dove into the more substantive questions</span><span style="mso-ligatures: none;">: namely, whether the Educational Impact Statements should have mentioned the potential impact of these proposals on class size, and more specifically, whether DOE should have analyzed how the loss of rooms at the existing schools might prevent them from lowering class size, especially considering the <a href="https://classsizematters.org/faq-on-the-states-new-class-size-law/" target="_blank">new class size law</a> passed last spring by the Legislature and signed into law by the Governor this fall.</span></p><p class="MsoNormal"><span style="mso-ligatures: none;">The city's defense seemed to be primarily based on two narrow issues: that the state law that requires EIS's does not explicitly mention class size, and again, that any legal challenge should have been filed with the Commissioner first, as matters such as class size are so complex that they require education expertise. </span></p><p class="MsoNormal"><span style="mso-ligatures: none;">In response, Dina Kolker pointed out <a href="https://codes.findlaw.com/ny/education-law/edn-sect-402-a.html" target="_blank">that the state law </a>that mandates the creation of Education Impact Statements cites enrollment among many factors that should be examined, but also specifically says that the list is not exhaustive, and that the "</span>statement
shall include, but not be limited to" these factors. Clearly, changes in class size have a serious <span style="mso-ligatures: none;">educational impact on students and thus should be addressed in the EIS, especially given the new state law. She also cited precedents in which the court had blocked changes in school utilization based upon legally deficient EISs, without the issue going to the Commissioner first, most notably, in the decision by <a href="https://casetext.com/case/mulgrew-v-boe-of-the-city-sch-dist" target="_blank">Judge Lobis in 2010</a> to halt the closure of nineteen schools. </span></p><p class="MsoNormal"><span style="mso-ligatures: none;">Later in the hearings, the city attorneys suggested that since the EISs did mention changes in enrollment, that was practically the same as class size, (which of course isn't true). They also proposed that since the DOE is currently in compliance with the new class size law (which actually doesn't kick in until next fall), what happens to class size if these co-locations occur is not relevant at this point. </span></p><p class="MsoNormal"><span style="mso-ligatures: none;">They added that DOE will comply with the class size law in the future, and the Judge replied, "<i><b>but how, if they [the schools] need more classrooms and the charter school takes up all the space?"</b> </i> At that point, the city reiterated that this is a complex question that only the Commissioner was qualified to decide.<br /></span></p><p><span face=""Arial",sans-serif" style="color: black; mso-ligatures: none;">In general, Judge Frank seemed to respond to the city's arguments with skepticism. Yet the decision on whether to continue a temporary restraining order in the case of the Success Academy and/or order a preliminary injunction in both cases depends on three different assessments by the Court: one, the likelihood of the lawsuit's eventual success when it is considered in full; two, whether the harm by letting renovations go forward is irreversible; and three, the balance of equities between the opposing parties. </span></p><p><span face=""Arial",sans-serif" style="color: black; mso-ligatures: none;">As to the latter two issues, the city argued that the Success charter schools are due to start school in mid-August so the renovations must start soon, that any renovations could be undone, and that "children are more important than buildings." Dina Kolker countered that renovations are expensive to reverse, that the construction could disturb many of the activities, including summer school, currently taking place at the Sheepshead Bay complex, and that the fate of children are involved in both sets of schools, not just the charters. </span></p><p><span face=""Arial",sans-serif" style="color: black; mso-ligatures: none;">Then there were arguments from both sides on the secondary issue as to whether Advocates for Justice should have legal standing to be a petitioner in this case. DOE said no, Laura maintained that they should, since they are a non-profit that is expending resources and time on advocating for student rights. </span></p><p><span face=""Arial",sans-serif" style="color: black; mso-ligatures: none;">She then argued that the fact that several of the PEP members had their cameras turned off during the vote on these transfer school moves was a clear violation of Open Meetings Law, since it is impossible to ensure that the right person was voting; the videotape for a large section of the PEP meeting is also missing. The city responded that these were mere "technical violations" that shouldn't nullify the votes.</span></p><p><span face=""Arial",sans-serif" style="color: black; mso-ligatures: none;">Laura went on to say that the EISs were also deficient since they included no discussion of where students at the transfer schools with special needs would receive their mandated services, and that depriving of them of these dedicated rooms is a violation of the city's Human Rights Law. In addition, the EIS contained no analysis or discussion of the loss of the LYFE center and how that would affect the students at West Side High school who are young parents. </span></p><p><span face=""Arial",sans-serif" style="color: black; mso-ligatures: none;"><b><i>See the<a href="https://iapps.courts.state.ny.us/fbem/DocumentDisplayServlet?documentId=5LS_PLUS_ZvvBcyNJDe4mEJ8bvA==&system=prod" target="_blank"> affidavit</a> of Jacqueline Shannon, Early Childhood Department Chair at Brooklyn College. on how critical the LYFE Center is in keeping these students engaged and attending school. </i></b> The LYFE Center is a day care program which was established to care for the infants and toddlers of West Side students while they are in school, with abundant research and experience showing their value. What's fascinating is that Judge Lobis<a href="https://casetext.com/case/mulgrew-v-boe-of-the-city-sch-dist" target="_blank"> in her 2010 decision</a> in which she ruled that 19 school closures were illegal because the EIS's were inadequate explicitly cited the fact that there was no discussion of how the loss of LYFE centers in these schools would impact students, just as in this case:</span></p><p><span face=""Arial",sans-serif" style="color: black; mso-ligatures: none;"></span><!--[if gte mso 9]><xml>
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</p><p class="xmsonormal"><i>The EISs completely failed to provide information about
specific programs existing at the schools proposed to be closed or phased out,
or where the students would be able to find such programs. For example, where
the school had a Living For The Young Family Through Education (LYFE) Center,
no mention was made of that program, or where a similar program existed in
other city schools.</i></p>
<p><span face=""Arial",sans-serif" style="color: black; mso-ligatures: none;">The attorneys for the city responded that the West Side EIS contained such a discussion, which is false. The EIS does mention that the LYFE Center may remain in its original site, more than a mile away from the new West Side school, but never defines what the LYFE Center is or even attempts to describe the impact to the West Side students from having access to it in the same school building where they are enrolled, <a href="https://www.earwshs.net/_files/ugd/7985b8_49c45fece86d4a3d97a8a769afa15e26.pdf" target="_blank"> as you can see for yourself</a>.<br /></span></p><p><span face=""Arial",sans-serif" style="color: black; mso-ligatures: none;">The city's attorneys also claimed that EISs do not have to specify which rooms will be used to deliver special education services; but as Laura responded, they should at least analyze whether there will be enough rooms for that purpose, once these proposed co-locations and re-locations take place. </span></p><p><span face=""Arial",sans-serif" style="color: black; mso-ligatures: none;">To sum up, the arguments on both sides were interesting and we should hear soon on the issues of the TRO and preliminary injunction, and hopefully, even on the broader questions of whether these moves should occur at all. </span></p><p><span face=""Arial",sans-serif" style="color: black; mso-ligatures: none;">One thing I predict, however, is that after today, future EISs will at least mention the issue of class size and at least superficially pretend to discuss the ability of affected schools to comply with the new class size law, no matter the outcome of these particular cases. <br /></span></p>Leonie Haimsonhttp://www.blogger.com/profile/17317355552298136811noreply@blogger.com1tag:blogger.com,1999:blog-2586988941850907367.post-79541103807517233332023-07-13T19:50:00.002-04:002023-07-13T19:50:44.286-04:00Comments on IBO brief on class size reduction costs<em>Articles about the IBO estimate and our response were published in the <a href="https://www.nydailynews.com/new-york/education/ny-nyc-could-spend-16b-on-thousands-of-new-teachers-under-class-size-law-20230712-hjbq3x4nwrfuxnk6vpc34tpx5m-story.html">Daily News</a> and <a href="https://gothamist.com/news/class-size-law-could-cost-nyc-nearly-2-billion-per-year-report-finds">Gothamist</a>.</em>
<p>July 12, 2023</p>
<p><strong>Regarding <a href="https://www.ibo.nyc.ny.us/iboreports/how-would-the-new-limits-to-class-sizes-affect-new-york-city-schools-july-2023.pdf">IBO brief</a> on class size reduction costs:</strong></p>
<p>It is surprising that the IBO came out with a higher estimate of the
staffing cost for the new class size reduction law than the city’s
estimate– $1.6- $1.8 billion vs. the <a href="https://drive.google.com/file/d/1I8nrtc5wa23T-QOBz3Tsb7_6dsujO1hw/view">DOE’s estimate</a>
of approximately $1.3 billion, and it is unclear why. Perhaps this is
because the IBO is re using enrollment data two years old. The DOE
states they also assumed “a moderate degree of school budget realigning
through reducing existing non-teacher positions, per diem and per
session, and non-staffing spending.” Neither the IBO nor the DOE seem to
have into account the fact that many NYC schools have a relatively high
teacher/student ratios yet relatively large class sizes, meaning that
some schools may be able to re-assign existing pedagogical staff to
classroom instruction, without additional costs.</p>
<p>Nonetheless, there will be a significant need for hiring more
teachers in the years to come. The IBO estimates 17,700 new teachers
will be required, which will be a challenge, particularly given the fact
that the number of K12 teaching positions has fallen by about 4,000
over the last five years, with the number set to fall even further next
year. As the report points out, the current DOE plan is to further
reduce the total pedagogical headcount by approximately 3,500 positions
from 2023 to 2026; clearly that will have to change. While the IBO
states there are approximately 11,000 pedagogical vacancies, they do not
explain if these are forced vacancies that schools have been unable to
fill because of budget constraints, or a result of a shortage of
available candidates.</p>
<p>What the IBO brief does reveal is that the Chancellor’s repeated
claim that high-poverty schools will not benefit from the class size
mandate because they already have small enough classes is a red
herring. The data reveals that only 9 percent of the one third of
schools with the highest poverty rates achieved the class size cap in
2021-2022; and most likely even fewer did last year, as class sizes
increased in most schools across the city. Nearly half (47%) of the
schools with the highest poverty rates had between 37-100% of classes
over the cap. Moreover, even in the other two-thirds of NYC public
schools, poverty levels can be as high as 72%.</p>
<p>It is particularly disappointing that the IBO did not attempt to
estimate the cost of new facilities, and how many new seats will have to
be built to provide enough space for smaller classes, especially when
they did provide an estimate in the case of the City Council bill,
Intro. 2374, that had far more rigorous requirements for class size.
The latest version of the capital plan approved by the City Council in
June cut 22,000 new seats from the plan adopted in June 2021, without
any explanation of why fewer seats will be needed, especially given that
more than 300,000 students are enrolled in overcrowded schools.</p>
<p>Nor did the IBO brief take into account the potential cost savings
from smaller classes, including lowering remediation costs and referrals
to special education.</p>
<p>In any case, the conclusions of this brief reinforce the need for the
city to start moving now on a realistic, effective class size reduction
plan as quickly as possible, and to quickly reverse their planned
shrinkage of teaching staff in order to meet the five-year timeline
required in the law.</p>Leonie Haimsonhttp://www.blogger.com/profile/17317355552298136811noreply@blogger.com0tag:blogger.com,1999:blog-2586988941850907367.post-58242300910980079642023-07-13T19:43:00.000-04:002023-07-13T19:43:04.817-04:00For immediate release: Hearings and press conference tomorrow Friday July 14 on two lawsuits, challenging DOE co-location and re-location proposals<p class="MsoNormal"><span face=""Arial",sans-serif" style="color: black; mso-ligatures: none;"><i>More background on these lawsuits <a href="https://nycpublicschoolparents.blogspot.com/2023/03/parents-educators-uft-launch-court.html" target="_blank">here </a>and <a href="https://nycpublicschoolparents.blogspot.com/2023/06/lawsuit-filed-to-block-re-location-of.html" target="_blank">here</a>.</i></span><b><span face=""Arial",sans-serif" style="color: black; mso-ligatures: none;"><i><br /></i></span></b></p><p class="MsoNormal"><b><span face=""Arial",sans-serif" style="color: black; mso-ligatures: none;">For immediate release: July 13, 2023</span></b></p>
<p class="MsoNormal"><b><span face=""Arial",sans-serif" style="color: black; mso-ligatures: none;">Contact: </span></b><span face=""Arial",sans-serif" style="color: black; mso-ligatures: none;">Sarah Frank 617-828-2032 (<a href="mailto:sarfrank@gmail.com">sarfrank@gmail.com</a>), Laura Barbieri
914-819-3387 (<a href="mailto:lbarbieri@advocatesny.com">lbarbieri@advocatesny.com</a>)</span><span style="mso-ligatures: none;">
</span></p><p class="MsoNoSpacing"><span style="mso-ligatures: none;"><b><span face=""Arial",sans-serif">What: </span></b><span face=""Arial",sans-serif">Press conference at </span><span face=""Arial",sans-serif">NY State Supreme Court, 80 Centre St,
NY, NY </span></span></p><p class="MsoNoSpacing"><span style="mso-ligatures: none;"><span face=""Arial",sans-serif"> </span><b><span face=""Arial",sans-serif">When:</span></b><span face=""Arial",sans-serif"> Friday, July 14, 2023, at 9:30am (arguments to be heard at 10:30 am)</span></span></p><span style="mso-ligatures: none;">
</span>New York, NY – Tomorrow at 10:30 AM, at the NY Supreme
Court building at 80 Centre St., Judge Lyle Frank will hear arguments in the
lawsuit to block the co-location of two Success Academy charter schools in the
Waterside Academy middle school building in Queens and the Sheepshead Bay high
school complex in Brooklyn. At the same time, preliminary hearings will
be held on a concurrent lawsuit to block the re-location and co-location of
three transfer schools designed for under-credited and over-aged students: the
forced move of the Edward A Reynolds West Side High School to a building across
town to East Harlem, and the co-locations of Brownsville High School and
Aspirations Diploma Plus High School in Brooklyn.<span style="mso-ligatures: none;"> <br /></span>
<p class="MsoNormal"><span face=""Arial",sans-serif" style="color: black; mso-ligatures: none;">Last summer, Judge Lyle Frank ruled that the budget cuts to
schools had been illegally imposed by the city, and more recently issued a
preliminary injunction against the City's plan to change the healthcare of NYC
retirees to a Medicaid Advantage plan. </span><span style="mso-ligatures: none;"> <br /></span></p>
<p class="MsoNormal"><span face=""Arial",sans-serif" style="color: black; mso-ligatures: none;">Before the hearing, a press conference will be held at
9:30 AM in front of the courthouse, with students, parents, teachers at the
affected schools, as well as attorneys representing the plaintiffs. The
lawsuits argue that these proposed changes in school utilization should be
blocked, primarily because the Educational Impact Statements prepared by DOE
were profoundly deficient and omitted much critical information about how these
changes would affect students. For example, there was no discussion of
the educational impact of the loss of a science lab on the Waterside Leadership
middle school students, or the loss of the Lyfe Center in the case of West Side
High School students, which takes care of their young children while they are
enrolled in school. </span><span style="mso-ligatures: none;"> <br /></span></p>
<p class="MsoNormal"><span face=""Arial",sans-serif" style="color: black; mso-ligatures: none;">In addition, none of the Educational Impact Statements
mentioned the new class size law and no assessment was made whether there will
remain sufficient space in the schools to lower class size to mandated levels
if the proposed changes of school utilization are adopted. Instead, the
EIS’s wrongly assumed that class sizes at the existing schools would continue
into the indefinite future, even though their current class sizes are above the
level mandated by the new law.</span><span style="mso-ligatures: none;"> <br /></span></p>
<p class="MsoNormal"><span face=""Arial",sans-serif" style="color: black; mso-ligatures: none;">###</span><span style="mso-ligatures: none;"></span></p>
<p class="MsoNormal"> </p>
<p></p>Leonie Haimsonhttp://www.blogger.com/profile/17317355552298136811noreply@blogger.com0tag:blogger.com,1999:blog-2586988941850907367.post-8618728458337467532023-07-03T16:36:00.012-04:002023-07-03T19:26:03.663-04:00How investors make money from NYC Charter Schools despite purported ban on for-profit charters by Gavin Healy
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><i><span style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;">The following post is by Gavin Healy, a public school parent and a
newly-elected member of CEC2. Though ostensibly, all new for-profit
charter schools are banned from opening in NYC, there are still ways to make a
buck off the proliferation of charters, especially as NY State law requires the
city to reimburse charter schools for the cost of its leases at a very generous
rate, one that it appears many charter schools including those whose management
organizations own their own buildings have used to their advantage in many
cases to inflate their own rent. See the Class Size Matters <a href="https://www.blogger.com/"><span style="color: blue;">2019</span></a> and <a href="https://www.blogger.com/"><span style="color: blue;">2021 </span></a>reports
on this issue, and the letter from Senators John Liu, Robert Jackson and CM
Rita Joseph asking the <a href="https://www.blogger.com/"><span style="color: blue;">City Comptroller to audit these payments</span></a>. </span></i><span style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;"></span></p>
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><i><span style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;">Now that some charter schools are closing due to falling enrollment, such
<a href="https://www.blogger.com/"><span style="color: blue;">Harlem Hebrew
Language Academy</span></a>, they can sell off their buildings or rent them
back to DOE, and garner even higher profits, despite the fact that the
city has already spent nearly nine million dollars on lease payments in the
case of HHLA over the years.</span></i><span style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;"></span></p>
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><i><span style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;">Here Gavin reports on how Barone Management, which is in the process of
building and managing a <a href="https://www.blogger.com/"><span style="color: blue;">portfolio of 10 charter school buildings</span></a>
throughout the city, mostly in the Bronx, promises a steady rate of 22.5%
internal rate of return (IRR) to its investors. What Barone explained below is
that the per student amount set by the state and received from the city in rent
doesn't align with the actual cost of the land, construction or maintenance;
thus building charter schools in less expensive areas of the city like the
Bronx guarantees a higher profit to investors. </span></i><span style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;"></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><i><span style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;">Thanks to Tanesha Grant, who first noticed this ad on Facebook.</span></i></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUc9bXdYruI-B4c9f6p9Tfm_sJtwKGkJA5pUsAUGFE24YHBekZNk6HoPJ0c6d3mPqu5ZxeOJ6hRK1K5TY8gvmfEVm6dI5LOVFQROkrSRQuNUFvLr_bDhI8YKbiRc868oVQPe6lfjsoAvukFPQ7db72w5TiU_yRVg4wciewi-6pU0VANgfRDvfRoXwl6SE/s843/Barone%20Management%20ad%20for%20investors.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="843" data-original-width="582" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUc9bXdYruI-B4c9f6p9Tfm_sJtwKGkJA5pUsAUGFE24YHBekZNk6HoPJ0c6d3mPqu5ZxeOJ6hRK1K5TY8gvmfEVm6dI5LOVFQROkrSRQuNUFvLr_bDhI8YKbiRc868oVQPe6lfjsoAvukFPQ7db72w5TiU_yRVg4wciewi-6pU0VANgfRDvfRoXwl6SE/s16000/Barone%20Management%20ad%20for%20investors.png" /></a></div><span style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;">Recently, I came across an
ad seeking “investors” for the Bronx Charter School for Children, and
immediately the question popped into my head: How can a NYC charter school have
“investors” when for-profit charter schools are now prohibited under New York
State law? </span><span style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;"> <br /></span><p></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;">Nationally, </span><span style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;"><a href="https://www.publiccharters.org/sites/default/files/documents/2019-06/napcs_management_report_web_06172019.pdf"><span style="color: #1155cc; font-family: "Arial",sans-serif; font-size: 11.0pt;">approximately
12% of charter schools are run by for-profit management companies</span></a></span><span style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;">. In New York State,
charter schools had once been permitted to contract with for-profit operators,
but the state legislature</span><span style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;"><a href="https://www.regents.nysed.gov/sites/regents/files/For%20Profit%20Managment%20Charter%20School%20Summary_111317.pdf"><span style="color: #1155cc; font-family: "Arial",sans-serif; font-size: 11.0pt;"> closed
that loophole</span></a></span><span style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;"> in 2010, and now only six for-profit charter schools
remain in New York (four of them in NYC), grandfathered under the previous
version of the law. Bronx Charter School for Children is not one of them.</span><span style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;"> <br /></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;">So how can a “non-profit”
NYC charter school be sold to investors? The answer to that question lies in
what drives much of NYC politics: real estate.</span><span style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;"> <br /></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;">The developer of this real
estate project is a firm called Barone Management. Barone boasts of an “</span><span style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;"><a href="https://www.baronemanagement.com/portfolios-catagory/educational-portfolio/"><span style="color: #1155cc; font-family: "Arial",sans-serif; font-size: 11.0pt;">educational
portfolio</span></a></span><span style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;">” of a dozen charter schools in NYC with close to 6,000
students, plus several more schools in development. For the Bronx Charter
School for Children, Barone is renovating an existing building into a 28,000
square foot school. </span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;">To partially finance the ground lease and renovation of the
building, Barone is seeking investors through a “crowdfunding” platform called
RealtyMogul, which hosted a </span><span style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;"><a href="https://app.realtymogul.com/sites/default/files/documents/bronx_webinar_transcript_6_16v1.pdf"><span style="color: #1155cc; font-family: "Arial",sans-serif; font-size: 11.0pt;">webinar
to answer questions about the project</span></a></span><span style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;">. RealtyMogul and Barone structured
this project as a private placement of shares in a limited liability company
established to lease the building to the (non-profit) charter school operator.
As a private placement, shares can be sold to “accredited investors”
(generally, people with a net worth of $1 million or more) without registration
with the Securities and Exchange Commission. The Bronx Charter School for
Children is Barone’s second “crowdfunded” charter school project in NYC,
following one it completed for the Renaissance Charter School in Elmhurst,
Queens in 2020.</span><span style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;"> <br /></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;">In its webinar for
potential investors, Barone offered a primer on the economics of what’s driving
charter school demand in NYC. As Barone’s chief executive put it, “<i>the NOI [net
operating income] only grows as more students are enrolled</i>.” Unlike payments under
a more traditional commercial lease, which might be calculated on a simple
dollars per square foot basis, total lease payments for this charter school
depend on overall student enrollment. NYC is the only school district in the
nation obligated to provide charter schools with rental subsidies, and this
fact is a key element in Barone’s marketing pitch to investors. </span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;">In the words of
Barone Management CEO Scott Barone: </span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;">“<i>How does per pupil funding translate to
real estate? Per New York City State and City charter regulations, 30% of an
individual charter school’s per pupil funding is permitted to be spent on its
real estate and facility needs. For the ‘23-24 school year, this equated to
$5,502 per child per year. So, the short answer is that the more students you
have enrolled in a particular school, the more robust its overall budget is,
including its real estate budget, which is referred to as rental assistance in
New York City</i>.”</span><span style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;"> <br /></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;">“</span><span style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;"><a href="https://ibo.nyc.ny.us/iboreports/budget-options-2023-new.html"><span style="color: #1155cc; font-family: "Arial",sans-serif; font-size: 11.0pt;">Rental
assistance</span></a></span><span style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;">” refers to payments NYC is required to make to charter
schools established after 2014, or charter schools operating before that time
that have since expanded, if such schools are located in buildings not owned by
the NYC Department of Education. When the NYS legislature amended the charter
law in 2014, it imposed the requirement to pay rental assistance only in
respect of charter schools located in NYC and in no other school district in
the state. As Barone notes, the amount NYC is required to pay to charter
schools for rental assistance is $5,502 per student for the upcoming school
year, a per student amount that has more than doubled since 2014. </span><span style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;"> <br /></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;">The Bronx Charter School
for Children, established before the 2014 amendment, had not been able to take
advantage of rental assistance until it expanded from a K-5 to a K-8 school
starting from the 2020-2021 school year. The new location for the school will
house these expanded middle school grades.</span><span style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;"> <br /></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;">The amount of “rental
assistance” due under the law is the “actual rental cost” of the charter
school’s lease or 30% of per pupil funding, whichever is lower. In its pitch to
investors, Barone is clearly setting the expectation that the amount of rent
they will charge the charter school is the highest amount possible - 30% of per
pupil funding - regardless of the actual rental cost. As the private placement
memorandum provides, the base rent due under the charter school lease will
initially be an amount equal to “(A) the greater of: (i) 30% of the Tenant
School’s per pupil funding from New York State for the first Lease Year” and
“(ii) $5,284.69; multiplied by (B) the Student Count.” </span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;">The lease terms provide
that the rent will increase by a minimum of 2.25% per year, plus a
corresponding increase in that amount as student enrollment increases. Since
“Student Count” is defined under the lease as the greater of the school’s
actual enrollment and minimum enrollment numbers of 189 students in the first
year, 200 students in the second, 213 students in the third, and 225 students
in the fourth, the profits of Barone and its investors will rise as enrollment
rises. The charter school also has a clear financial incentive to maintain its
enrollment numbers, since if enrollment drops below those minimums, its rental
payment obligations will not decrease. </span><span style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;"> <br /></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;">“Rental assistance” also
explains why investors push for new charter school development in some
neighborhoods rather than others. Responding to questions about crime and
security around the school, Barone emphasized the presence of NYPD school
safety officers, but ultimately turned the answer back to real estate
economics, saying: “from a real estate perspective, for real estate dollars
associated with a charter school, we get $5,500 per kid per year in rent. … I
get that same $5,500 in the South Bronx that I would on Park Avenue. Obviously,
the cost of my real estate is far cheaper in the South Bronx.”</span><span style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;"> <br /></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;">Barone’s investment sales
pitch is indicative of how charter schools can blur the line between the
non-profit and for-profit education sectors. Barone’s chief financial officer
projected total returns on a $100,000 investment in the school to be over
$219,000 over the course of four years, and hinted at the potential for selling
the project in its entirety to other investors at a later point. As an example,
he cited how in 2019 “</span><span style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;"><a href="https://www.businesswire.com/news/home/20191124005068/en/EPR-Properties-Announces-Sale-of-Charter-School-Portfolio-for-Approximately-454-Million"><span style="color: #1155cc; font-family: "Arial",sans-serif; font-size: 11.0pt;">a large
package of charter schools was sold … for over $450 million</span></a></span><span style="color: black; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;">,” referring to the sale
by a real estate investment trust of a portfolio of close to 50 facilities
leased to a charter school operator. In that case, as with the Bronx Charter
School for Children, it was buildings being sold rather than schools, but that
distinction gets lost in the sales pitch to investors. In the real estate
economics of the charter sector, schools are assets and greater student
enrollment equates to a higher return on investment. NYC rental assistance
guarantees these returns, and it also drives investor demand for charters in
the South Bronx rather than on Park Avenue. </span><span style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;"></span></p>
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<![endif]-->Leonie Haimsonhttp://www.blogger.com/profile/17317355552298136811noreply@blogger.com0