tag:blogger.com,1999:blog-53877089059042469642024-03-19T03:55:21.206-07:00Bill Betzen's BlogBill Betzenhttp://www.blogger.com/profile/09806780572021894097noreply@blogger.comBlogger125125tag:blogger.com,1999:blog-5387708905904246964.post-84667298846504957932023-09-30T13:11:00.002-07:002024-02-14T10:30:53.608-08:00Re-Starting the School Time Capsule Project after Covid & an additional year of cancer treatment that was successful by October 2023!<p> </p><h3 class="post-title entry-title" itemprop="name" style="background-color: #fffaef; font-family: "Trebuchet MS", Trebuchet, Verdana, sans-serif; font-size: 22px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: normal; line-height: normal; margin: 0.75em 0px 0px; position: relative;"><a href="http://billbetzen.blogspot.com/2019/04/time-capsule-postmasters-focus-on-roots.html" style="color: #2288bb; text-decoration-line: none;">School Time Capsule Postmasters Needed!</a></h3><div class="post-header" style="background-color: #fffaef; font-family: "Trebuchet MS", Trebuchet, Verdana, sans-serif; font-size: 10.8px; line-height: 1.6; margin: 0px 0px 1.5em;"><div class="post-header-line-1"></div></div><div class="post-body entry-content" id="post-body-4752124412568807194" itemprop="description articleBody" style="background-color: #fffaef; font-family: "Trebuchet MS", Trebuchet, Verdana, sans-serif; font-size: 13.2px; line-height: 1.4; position: relative; width: 596px;">Want to make possible a system that helps hundreds of parents write letters to their child every year about their dreams for their child and sharing family history stories? Imagine the priceless family conversations such letters could generate!<br /><br />Want to help children write their plans for their own futures every year during the decade before they graduate high school? Imagine if you had copies of such plans you had written from 3rd through 12th grade! Would you be a different person because of such a future focus?<br /><br />Want to help parents connect their children with their family roots, their history? Imagine if you now had such written family stories from your parents, grandparents, and other relatives. Imagine the value of such written family stories! Imagine the stories that went to the grave with your older relatives as no grandchild, niece or nephew had asked for stories from family history to be written in letters back to them.<br /><br />Want to help students experience the power of writing?<br /><br />This writing exercise, carried forward year to year by your volunteer "Time Capsule Postmaster" work, will show students the power of writing. Writing is too often the weakest link in the education of our students!<br /><br /><b>These goals are possible!</b><br /><br />Simply helping letters that students, parents, and other important relatives write, to get back to the student a year, or a decade later, makes it all possible!<br /><br />Imagine handing out year-old letters to 5th graders. Year-old letters are very old to such students.<br /><br />Volunteer School Time Capsule Postmasters are needed to help these goals be achieved! Their work makes a system possible that focuses both students and parents on their own roots & goals, year by year, from pre-k through graduation. They help the 10-year class reunions happen!<br /><br /><table cellpadding="0" cellspacing="0" class="tr-caption-container" style="background: rgb(255, 255, 255); border: 1px solid rgb(238, 238, 238); box-shadow: rgba(0, 0, 0, 0.1) 1px 1px 5px; color: #666666; float: left; margin-bottom: 0.5em; margin-right: 1em; padding: 5px; position: relative;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkRTjmzQSFgtXthyphenhyphenBvPmUdp5-vNaheRT9h7Fbx8_cMbX2vriYTFK5M1-IwDgx-Ms7ILLdqfIL_Tdkh5Xf0mlf-XjjdYA9G6zG4Zhrz6knCfKlkp73wdImpNhS9vA4gyDgsOySrR-SHK1A3/s1600/18193397_1906692972929222_485242275717246584_o+%25281%2529.jpg" style="clear: left; color: #2288bb; margin-bottom: 1em; margin-left: auto; margin-right: auto; text-decoration-line: none;"><img border="0" data-original-height="925" data-original-width="1600" height="369" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkRTjmzQSFgtXthyphenhyphenBvPmUdp5-vNaheRT9h7Fbx8_cMbX2vriYTFK5M1-IwDgx-Ms7ILLdqfIL_Tdkh5Xf0mlf-XjjdYA9G6zG4Zhrz6knCfKlkp73wdImpNhS9vA4gyDgsOySrR-SHK1A3/s640/18193397_1906692972929222_485242275717246584_o+%25281%2529.jpg" style="background: transparent; border: none; box-shadow: rgba(0, 0, 0, 0.1) 0px 0px 0px; padding: 0px; position: relative;" width="640" /></a></td></tr><tr><td class="tr-caption" style="font-size: 10.56px; text-align: center;">Some of those attending the ten-year reunion May 2, 2017 for Quintanilla's 8th grade class from 2007.</td></tr></tbody></table><br /><br /><br /><br />Each postmaster invests possibly 24 hours a year helping store hundreds, if not thousands of letters parents and students write for the School Time Capsule Vault, a large 500 to 700-pound vault usually placed in the school lobby, a place students and parents pass it as often as possible. <br /><br /><b>If their local school does not yet have a vault and a School Time Capsule Project,</b> they can help raise the possible $1,600 needed with the PTA. The fundraising process helps introduce parents to the project. The school can now order the 700-pound vault from Costco.com, delivered, for $1,600. The postmaster(s) helps train school staff, especially the Language Arts teachers, about this set of two annual writing projects for students.<br /><br />It begins with pre-k enrollment when each parent is asked to write a letter to their child about their dreams for them. The letters are written each year and go into the vault in the envelope for each child.<br /><br />This process changes by the third grade when two annual writing assignments begin. Students write a letter to each of their parents, and may expand in later years to favorite relatives, especially grandparents. Students write to ask for letters back about dreams the writers have for the student and for a story from the writer's personal history. <b>Students should always immediately read letters they receive back. They then ask the writer any questions they may have.</b> Hopefully this will lead to those priceless conversations we should have more often with our children and grandchildren.<br /><br /><table cellpadding="0" cellspacing="0" class="tr-caption-container" style="background: rgb(255, 255, 255); border: 1px solid rgb(238, 238, 238); box-shadow: rgba(0, 0, 0, 0.1) 1px 1px 5px; color: #666666; float: left; margin-bottom: 0.5em; margin-right: 1em; padding: 5px; position: relative;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYrW_G1v2bDmj4GPJe2GQiDQCoNsfbRhDmtI9pAxrIGKsHac4FNZ4oMSGcI0goY4h491OXckaBfzOCXFqjtuSHaCAOMwwupAb6U2YGXIqv4n5TdEi21qXeMOBz_EP9nUiAFPIYO6ltYH26/s1600/2019-01-18TriniandBillQuintanilla.jpg" style="clear: left; color: #2288bb; margin-bottom: 1em; margin-left: auto; margin-right: auto; text-decoration-line: none;"><img border="0" data-original-height="1116" data-original-width="1600" height="278" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYrW_G1v2bDmj4GPJe2GQiDQCoNsfbRhDmtI9pAxrIGKsHac4FNZ4oMSGcI0goY4h491OXckaBfzOCXFqjtuSHaCAOMwwupAb6U2YGXIqv4n5TdEi21qXeMOBz_EP9nUiAFPIYO6ltYH26/s400/2019-01-18TriniandBillQuintanilla.jpg" style="background: transparent; border: none; box-shadow: rgba(0, 0, 0, 0.1) 0px 0px 0px; padding: 0px; position: relative;" width="400" /></a></td></tr><tr><td class="tr-caption" style="font-size: 10.56px; text-align: center;">Honorable Trini Garza, former DISD Trustee and Bill Betzen on 1-17-19,<br />with the old 2005 Quintanilla vault and the new 700-pound vault.<br />Too many letters for the old vault! Nice problem! Since 2015 Quintanilla has<br />consistently remained one of the 5 best of all 33 DISD middle schools.</td></tr></tbody></table>The second writing class is when students prepare the self-addressed envelope to hold the letters collected. Then the student writes a letter to themselves about their own plans for the future while the postmaster and teacher double check addresses on the envelopes. <b>(Such accuracy is critical!) </b><br /><br />A year is a very long time. Students change significantly. Thus the "Time Capsule" term is appropriate from the perspective of both the student, and their parents who see the massive year-to-year changes every child's life reflects.<br /><br /><b>Postmaster(s) make this system possible. They manage the archiving system so that they can personally hand back to each student the envelope they prepared a year earlier. They will see that twinkle in the student's eye as students try to remember what they wrote a year earlier.</b><br /><br />The letter writing starts as parents write their first letter to their child about their dreams for them. This letter goes with the pre-k application. It is the first of 14 annual letters to their child about their dreams for them. These letters will develop and gain detail as their child grows.<br /><br />The Postmaster(s) will also help for the special 10-year-in-the-future dreams and plans that happen in the 8th grade, and then again in the 12th grade. They will ultimately be helping to coordinate those 10-year 8th grade and 12th grade class reunions. At the high school level they may simply staff the "Time Capsule Table" at the traditional high school 10-year reunion. They will pass back the letters written 10-years earlier.<br /><br /><table cellpadding="0" cellspacing="0" class="tr-caption-container" style="background: rgb(255, 255, 255); border: 1px solid rgb(238, 238, 238); box-shadow: rgba(0, 0, 0, 0.1) 1px 1px 5px; color: #666666; float: left; margin-bottom: 0.5em; margin-right: 1em; padding: 5px; position: relative;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAZbRAvwaoc5P0NRkjjDNztFcThB5rhusG4aTxk4OAhyz7HRXt0CSQT8MqHwaekYZkkI8PqUz608XEaN4o6POX29MzdsBrqA9uVL5Q3iICwGfC2b6d4JO9DrxKkhXe0MpOaaQPYw1nkzo2/s1600/DSCN5399FirstAnnualQuintanillaTime-CapsuleReuniontitled2.jpg" style="clear: left; color: #2288bb; margin-bottom: 1em; margin-left: auto; margin-right: auto; text-decoration-line: none;"><img border="0" data-original-height="281" data-original-width="640" height="175" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAZbRAvwaoc5P0NRkjjDNztFcThB5rhusG4aTxk4OAhyz7HRXt0CSQT8MqHwaekYZkkI8PqUz608XEaN4o6POX29MzdsBrqA9uVL5Q3iICwGfC2b6d4JO9DrxKkhXe0MpOaaQPYw1nkzo2/s400/DSCN5399FirstAnnualQuintanillaTime-CapsuleReuniontitled2.jpg" style="background: transparent; border: none; box-shadow: rgba(0, 0, 0, 0.1) 0px 0px 0px; padding: 0px; position: relative;" width="400" /></a></td></tr><tr><td class="tr-caption" style="font-size: 10.56px; text-align: center;">2015 was first 10-year reunion for the first Time Capsule Project Class of 2005.<br />2015 was also the year Quintanilla had the highest DISD School Effectiveness<br />Indices (SEI) Score of any DISD middle school, for the first time! System<br />improvements now speed up such improvement to three years, not 10.</td></tr></tbody></table><br />I personally consider this to be the most rewarding volunteer work possible. You will see a school change before your very eyes! Your work allows students to begin to know in more detail their own family roots and make their own plans for the future, updating their plans every year. <b>Grades and behavior both improve!</b> <b>Student confidence grows!</b> Then you see tears of joy at the class reunions as they are thankful and celebrate what they have achieved.<br /><br />Please call the Dallas ISD Volunteer Center (972-925-5440) about becoming a Time Capsule Postmaster. You may even help start such a project in a school you want to change. Use the word "Postmaster" and they will know what you are calling about.<br /><br />To see more details about the project, read the manual that is found at <a href="http://www.studentmotivation.org/" style="color: #2288bb; text-decoration-line: none;">StudentMotivation.org</a>.<br /><br />This is an open source project that is ran independently by each school. We only ask that Project improvements discovered be shared.<br /><br />Bill Betzen, <a href="mailto:bbetzen@aol.com" style="color: #2288bb; text-decoration-line: none;">bbetzen@aol.com</a></div>Bill Betzenhttp://www.blogger.com/profile/09806780572021894097noreply@blogger.com0tag:blogger.com,1999:blog-5387708905904246964.post-43850742206034446162022-05-18T19:50:00.003-07:002022-05-18T19:59:14.594-07:00Email sent today to Dallas Mayor documenting potential Federal voting rights lawsuit<div>This is an email delivered to Dallas Mayor Eric Johnson and the City Council on 5/18/22 after my presentation on these same facts. If Map 41B is approved by the Council, is there any real alternative other than filing a federal voting rights lawsuit?</div><div><br /></div><div>===================<br /><br /></div><div><div class="separator" style="clear: both; text-align: center;"><div class="yiv4751833489MsoNormal" style="background-attachment: initial; background-color: white; background-image: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: arial, helvetica, clean, sans-serif; font-size: 16px; line-height: normal; margin: 0px 0px 0in; padding: 0px; text-align: start;"><span style="font-family: "New serif"; font-size: 14pt;">Honorable Mayor Johnson and members of the Dallas City Council,</span><span style="font-family: "New serif"; font-size: 14pt;"></span></div><div class="yiv4751833489MsoNormal" style="background-attachment: initial; background-color: white; background-image: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: arial, helvetica, clean, sans-serif; font-size: 16px; line-height: normal; margin: 0px 0px 0in; padding: 0px; text-align: start;"><span style="font-family: "New serif"; font-size: 14pt;"> </span></div><div class="yiv4751833489MsoNormal" style="background-attachment: initial; background-color: white; background-image: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: arial, helvetica, clean, sans-serif; font-size: 16px; line-height: normal; margin: 0px 0px 0in; padding: 0px; text-align: start;"><span style="font-family: "New serif"; font-size: 14pt;">Tomorrow I will spend three minutes presenting critical data about the City Council Redistricting Map 41B that you will be formally receiving at the same meeting.</span></div><div class="yiv4751833489MsoNormal" style="background-attachment: initial; background-color: white; background-image: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: arial, helvetica, clean, sans-serif; font-size: 16px; line-height: normal; margin: 0px 0px 0in; padding: 0px; text-align: start;"><span style="font-family: "New serif"; font-size: 14pt;"> </span></div><div class="yiv4751833489MsoNormal" style="background-attachment: initial; background-color: white; background-image: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: arial, helvetica, clean, sans-serif; font-size: 16px; line-height: normal; margin: 0px 0px 0in; padding: 0px; text-align: start;"><span style="font-family: "New serif"; font-size: 14pt;">I was very involved in both the 2011 City Council Redistricting and again this year. Consequently, I was able to understand more of the history of the injustices against Dallas minority communities over the past 31 years of redistricting.</span><span style="font-family: "New serif"; font-size: 14pt;"></span></div><div class="yiv4751833489MsoNormal" style="background-attachment: initial; background-color: white; background-image: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: arial, helvetica, clean, sans-serif; font-size: 16px; line-height: normal; margin: 0px 0px 0in; padding: 0px; text-align: start;"><span style="font-family: "New serif"; font-size: 14pt;"> </span></div><div class="yiv4751833489MsoNormal" style="background-attachment: initial; background-color: white; background-image: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: arial, helvetica, clean, sans-serif; font-size: 16px; line-height: normal; margin: 0px 0px 0in; padding: 0px; text-align: start;"><span style="font-family: "New serif"; font-size: 14pt;">Cracking is the breaking up of racial and ethnic groups into different districts so their numbers are small enough that they are never able to elect a representative from their group without significant help and approval from the majority group in that district, usually White voters. <br style="font-family: arial, helvetica, clean, sans-serif;" /><br style="font-family: arial, helvetica, clean, sans-serif;" />Cracking has been one of the main methods used in Dallas against minorities ever since Federal Courts ordered 14-single member districts to be established. It has been used to lessen minority power in Dallas. At times it is used to increase tensions between racial and ethnic groups. Such usage continues until now and will continue unless major amendments are made to the redistricting map you will formally begin studying tomorrow.</span></div><div class="yiv4751833489MsoNormal" style="background-attachment: initial; background-color: white; background-image: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: arial, helvetica, clean, sans-serif; font-size: 16px; line-height: normal; margin: 0px 0px 0in; padding: 0px; text-align: start;"><span style="font-family: "New serif"; font-size: 14pt;"> </span></div><div class="yiv4751833489MsoNormal" style="background-attachment: initial; background-color: white; background-image: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: arial, helvetica, clean, sans-serif; font-size: 16px; line-height: normal; margin: 0px 0px 0in; padding: 0px; text-align: start;"><span style="font-family: "New serif"; font-size: 14pt;">Here is a map of Dallas and the 5 minority communities that have remained cracked and whose voters are unable to elect councilpersons who look like them since 1991. </span></div><div class="yiv4751833489MsoNormal" style="background-attachment: initial; background-color: white; background-image: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: arial, helvetica, clean, sans-serif; font-size: 16px; line-height: normal; margin: 0px 0px 0in; padding: 0px; text-align: start;"><br /></div><div class="yiv4751833489MsoNormal" style="background-attachment: initial; background-color: white; background-image: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: arial, helvetica, clean, sans-serif; font-size: 16px; line-height: normal; margin: 0px 0px 0in; padding: 0px; text-align: start;"><div style="margin: 0px; padding: 0px;"></div></div><div align="left" class="yiv4751833489envelope" style="background-color: white; float: none; font-family: arial, helvetica, clean, sans-serif; font-size: 16px; margin: 0px; padding: 0px;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEiNaBvoooAAVtcUB-lKNsifboNWK7BU2zldwX8NHTYhW-U72_hDyuEUN_ktbn30x0STgSxSXvH1eNw3T0a3IWjPJYO0AKjvKzw4jXPd8qu8C9RIKu2FGLttRjGKkdc-VMZ_8vyZF-LbNof-t8fo2XYrmOyejpi_FLEpgTQrmXjs0dUhrAnxc-9yp7psrA" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="1094" data-original-width="1962" height="357" src="https://blogger.googleusercontent.com/img/a/AVvXsEiNaBvoooAAVtcUB-lKNsifboNWK7BU2zldwX8NHTYhW-U72_hDyuEUN_ktbn30x0STgSxSXvH1eNw3T0a3IWjPJYO0AKjvKzw4jXPd8qu8C9RIKu2FGLttRjGKkdc-VMZ_8vyZF-LbNof-t8fo2XYrmOyejpi_FLEpgTQrmXjs0dUhrAnxc-9yp7psrA=w640-h357" width="640" /></a></div><br /><span style="font-family: "New serif"; font-size: 14pt;">Are you willing to end the 31 years of injustice to these 5 cracked minority communities in 2022? Map COD-040, which has been amended into the People’s Map, does that, creating 9 winnable minority districts in the process. The amendments done to the People’s Map were aimed at incorporating all the improvements made with 41B, improvements that did not hinder minority representation or compactness. The People’s Map has an average perimeter of 42.14 miles, almost a full mile less than the 43.12-mile average perimeter of Map 41B you will study today. More miles of boundary means that more communities are separated by City Council District boundaries.</span></div><div class="yiv4751833489MsoNormal" style="background-attachment: initial; background-color: white; background-image: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: arial, helvetica, clean, sans-serif; font-size: 16px; line-height: normal; margin: 0px 0px 0in; padding: 0px; text-align: start;"><span style="font-family: "New serif"; font-size: 14pt;"> </span></div><div class="yiv4751833489MsoNormal" style="background-attachment: initial; background-color: white; background-image: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: arial, helvetica, clean, sans-serif; font-size: 16px; line-height: normal; margin: 0px 0px 0in; padding: 0px; text-align: start;"><span style="font-family: "New serif"; font-size: 14pt;">Here are the maps done by the consultants hired by Dallas, but I modified the coloration in Map 41B to reflect that Districts 1 and 2 were not winnable by Hispanic majorities based on 10 years of election history in District 1. The lower Hispanic VAP and CVAP numbers with the new 41B District 2 made it unwinnable without White support. The People’s map required no such modifications due to higher Hispanic District 2 VAP numbers and due to the unification of the core of Kessler Park preservationists with District 14 preservationists restoring District 1 to being a winnable Hispanic District.</span></div><div class="yiv4751833489MsoNormal" style="background-attachment: initial; background-color: white; background-image: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: arial, helvetica, clean, sans-serif; font-size: 16px; line-height: normal; margin: 0px 0px 0in; padding: 0px; text-align: start;"><span style="font-family: "New serif"; font-size: 14pt;"><br /></span></div><div class="yiv4751833489MsoNormal" style="background-attachment: initial; background-color: white; background-image: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: arial, helvetica, clean, sans-serif; font-size: 16px; line-height: normal; margin: 0px 0px 0in; padding: 0px; text-align: start;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnv2LR7lpbSDhy2GDKb0TqzAC0EkZCHQvzYbO_uY7usxp48g-hjsKpam1m8RblKSwXOv9hUP175-eTYFv2LUdhmHuIM06M_2VGct_OqXUO4UrzZ3jEXnUhAbIHrKe5LX3erjvC9uyWVSxgFz0Tmb_bguPSg_GLZW3KT11Fd73MqkwsHexdeU4QRsEZsw/s1766/2022-05-14DallasUnderPeoplesMapcomparedw41B.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="744" data-original-width="1766" height="270" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnv2LR7lpbSDhy2GDKb0TqzAC0EkZCHQvzYbO_uY7usxp48g-hjsKpam1m8RblKSwXOv9hUP175-eTYFv2LUdhmHuIM06M_2VGct_OqXUO4UrzZ3jEXnUhAbIHrKe5LX3erjvC9uyWVSxgFz0Tmb_bguPSg_GLZW3KT11Fd73MqkwsHexdeU4QRsEZsw/w640-h270/2022-05-14DallasUnderPeoplesMapcomparedw41B.jpg" width="640" /></a></div><br /></div><div class="yiv4751833489MsoNormal" style="background-attachment: initial; background-color: white; background-image: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: arial, helvetica, clean, sans-serif; font-size: 16px; line-height: normal; margin: 0px 0px 0in; padding: 0px; text-align: start;"><span style="font-family: "New serif"; font-size: 14pt;">Here are the Voting Age Population numbers for both maps:<br style="font-family: arial, helvetica, clean, sans-serif;" /></span><div style="margin: 0px; padding: 0px;"></div><span style="font-family: "New serif"; font-size: 14pt;"></span></div><div class="yiv4751833489MsoNormal" style="background-attachment: initial; background-color: white; background-image: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: arial, helvetica, clean, sans-serif; font-size: 16px; line-height: normal; margin: 0px 0px 0in; padding: 0px; text-align: start;"><span style="font-family: "New serif"; font-size: 14pt;"><br /></span></div><div class="yiv4751833489MsoNormal" style="background-attachment: initial; background-color: white; background-image: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: arial, helvetica, clean, sans-serif; font-size: 16px; line-height: normal; margin: 0px 0px 0in; padding: 0px; text-align: start;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAbhOMKWslR0Hz3m3oGx2Tr2y-XnqWzUq1Djiv9uIL_YryVSimkT9HkIpHw99OPG5OAmMphMwqy9hYMhPqlMQXwVNj2LNUsOIM3khCIwSW4Ou4AmDJBX1EAi8MvyoAc2YSuh_bHh4gZfDr6Ot9hWw4tm7JuzP5DC-omq_og8P0P2tO2Oh5rY6CRz6wtg/s1400/2022-05-14Maps&VAPMap41BvsThePeople'sMap.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="752" data-original-width="1400" height="344" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAbhOMKWslR0Hz3m3oGx2Tr2y-XnqWzUq1Djiv9uIL_YryVSimkT9HkIpHw99OPG5OAmMphMwqy9hYMhPqlMQXwVNj2LNUsOIM3khCIwSW4Ou4AmDJBX1EAi8MvyoAc2YSuh_bHh4gZfDr6Ot9hWw4tm7JuzP5DC-omq_og8P0P2tO2Oh5rY6CRz6wtg/w640-h344/2022-05-14Maps&VAPMap41BvsThePeople'sMap.jpg" width="640" /></a></div><br /></div><div class="yiv4751833489MsoNormal" style="background-attachment: initial; background-color: white; background-image: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: arial, helvetica, clean, sans-serif; font-size: 16px; line-height: normal; margin: 0px 0px 0in; padding: 0px; text-align: start;"><span style="font-family: "New serif"; font-size: 14pt;">If anyone studies the data and maps above and contrasts them with the 2011 map as well, they quickly see that 41B is the most racially discriminatory map in 20 years for the Dallas City Council! It maintains cracking done in the 1991 map and maintained ever since!</span></div><div class="yiv4751833489MsoNormal" style="background-attachment: initial; background-color: white; background-image: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: arial, helvetica, clean, sans-serif; font-size: 16px; line-height: normal; margin: 0px 0px 0in; padding: 0px; text-align: start;"><span style="font-family: "New serif"; font-size: 14pt;"> </span></div><div class="yiv4751833489MsoNormal" style="background-attachment: initial; background-color: white; background-image: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: arial, helvetica, clean, sans-serif; font-size: 16px; line-height: normal; margin: 0px 0px 0in; padding: 0px; text-align: start;"><span style="font-family: "New serif"; font-size: 14pt;">We are on the minority side in this battle, a side made up of Black, Hispanic, and White neighbors who all want equitable representation on the Dallas City Council. We want 9 winnable minority districts among the 14 city council districts: 4 Hispanic, 4 Black, and a 9<sup style="font-family: arial, helvetica, clean, sans-serif;">th</sup> strong minority opportunity district that is 79% minority Voting Age Population (VAP). We support the People’s Map that easily achieves 9 winnable minority districts and does it with the most compact map.<br style="font-family: arial, helvetica, clean, sans-serif;" /><br style="font-family: arial, helvetica, clean, sans-serif;" />The Redistricting Commission suffered lost time due to poorly directed debates about the Citizen Voting Age Population and the refusal of Dallas to make CVAP data known to the public as they made maps. Thus, a very unrealistic view of Hispanic winnability was allowed. It obviously could not be used to populate maps, but to judge the winnability of a district it was necessary! Why was it missing? DISD used it publicly to compare maps.<br style="font-family: arial, helvetica, clean, sans-serif;" /><br style="font-family: arial, helvetica, clean, sans-serif;" />Here is the CVAP data on both Map 41B and the People’s Map to verify winnability judgments made:<br style="font-family: arial, helvetica, clean, sans-serif;" /><br style="font-family: arial, helvetica, clean, sans-serif;" /></span><div style="margin: 0px; padding: 0px;"></div><span style="font-family: "New serif"; font-size: 14pt;"></span></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmEZrigprCV01OgW7iEiPZoFbm7I3DlwFi4aRuCBUotov83uBsy4Ivn5NlnL-uw8ggxKTJp7d_n0LOrdCgzWD9ThyOJ4UAB1sIdW-bv4XtkBd0rCsa8FIyplW-ckFZZj2k6hLJm7rV18LJKNtHC2RTzQMsYnhtB4BYc6rqswMd00pTerbKfgaXenonAA/s1300/2022-05-18CVAPdataMap41BvsThePeople'sMap.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="774" data-original-width="1300" height="382" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmEZrigprCV01OgW7iEiPZoFbm7I3DlwFi4aRuCBUotov83uBsy4Ivn5NlnL-uw8ggxKTJp7d_n0LOrdCgzWD9ThyOJ4UAB1sIdW-bv4XtkBd0rCsa8FIyplW-ckFZZj2k6hLJm7rV18LJKNtHC2RTzQMsYnhtB4BYc6rqswMd00pTerbKfgaXenonAA/w640-h382/2022-05-18CVAPdataMap41BvsThePeople'sMap.jpg" width="640" /></a></div><div align="left" class="yiv4751833489envelope" style="background-color: white; float: none; font-family: arial, helvetica, clean, sans-serif; font-size: 16px; margin: 0px; padding: 0px;"><br /></div><div class="yiv4751833489MsoNormal" style="background-attachment: initial; background-color: white; background-image: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: arial, helvetica, clean, sans-serif; font-size: 16px; line-height: normal; margin: 0px 0px 12pt; padding: 0px; text-align: start;"><span style="font-family: "New serif"; font-size: 14pt;">The People’s Map eliminates known cracking and, with additional improvements, creates 9 strongly winnable minority City Council Districts. In doing this we have the most equitable and compact Dallas City Council Map in Dallas History! </span></div><div class="yiv4751833489MsoNormal" style="background-attachment: initial; background-color: white; background-image: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: arial, helvetica, clean, sans-serif; font-size: 16px; line-height: normal; margin: 0px 0px 0in; padding: 0px; text-align: start;"><span style="font-family: "New serif"; font-size: 14pt;">Please amend the People’s Map to Map 41B for the people of Dallas! </span></div><div class="yiv4751833489MsoNormal" style="background-attachment: initial; background-color: white; background-image: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: arial, helvetica, clean, sans-serif; font-size: 16px; line-height: normal; margin: 0px 0px 0in; padding: 0px; text-align: start;"><span style="font-family: "New serif"; font-size: 14pt;"> </span></div><div class="yiv4751833489MsoNormal" style="background-attachment: initial; background-color: white; background-image: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: arial, helvetica, clean, sans-serif; font-size: 16px; line-height: normal; margin: 0px 0px 0in; padding: 0px; text-align: start;"><span style="font-family: "New serif"; font-size: 14pt;">Bill Betzen</span></div></div><br /><br /></div>Bill Betzenhttp://www.blogger.com/profile/09806780572021894097noreply@blogger.com0tag:blogger.com,1999:blog-5387708905904246964.post-55623501475263417282022-04-21T07:07:00.005-07:002022-04-21T07:08:28.835-07:00Comparing Dallas City Council District Map proposals for winnability<p><span style="background-color: white; color: #050505; font-family: inherit; font-size: 15px; white-space: pre-wrap;">Below is a chart of the Dallas City Council Redistricting maps being studied for selection by the Commission and then to use as a platform for any amendments needed. They are the maps that best achieve the Civil Rights goals of maximizing minority participation in our Dallas City Government. These maps produced the most districts that have the highest potential for selecting a minority candidate. It is clearly shown that 9 winnable minority districts are possible. It also shows that 5 winnable Black Districts are possible but not without destroying the potential for a 4th Hispanic District and a 9th winnable minority opportunity district. </span></p><div class="cxmmr5t8 oygrvhab hcukyx3x c1et5uql o9v6fnle ii04i59q" style="background-color: white; color: #050505; font-family: "Segoe UI Historic", "Segoe UI", Helvetica, Arial, sans-serif; font-size: 15px; margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;"><div dir="auto" style="font-family: inherit;">In an attempt to measure winnability three different measurements were used: ppb, pph, and ppw. They tell the strength of a minority group in winning a district by telling you how many percentage points exist between the highest VAP (Voting Age Population) percentage racial/ethnic group in a district and the next highest percentage racial/ethnic group. It then identifies that second-place group as either Black, Hispanic or White-Non-Hispanic. This measurement system is used throughout the chart to achieve some objectivity. Since we know CVAP percentages are generally only about 61% of Hispanic VAP percentages but average over 30% higher than Black and White-non-Hispanic VAP percentages, we can make winnability estimations accordingly. </div></div><div class="cxmmr5t8 oygrvhab hcukyx3x c1et5uql o9v6fnle ii04i59q" style="background-color: white; color: #050505; font-family: "Segoe UI Historic", "Segoe UI", Helvetica, Arial, sans-serif; font-size: 15px; margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;"><div dir="auto" style="font-family: inherit;">Obviously, this is only a crude measure, but it lends some level of objectivity to a very human process. </div></div><div class="cxmmr5t8 oygrvhab hcukyx3x c1et5uql o9v6fnle ii04i59q" style="background-color: white; color: #050505; font-family: "Segoe UI Historic", "Segoe UI", Helvetica, Arial, sans-serif; font-size: 15px; margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;"><div dir="auto" style="font-family: inherit;">To double-check the calculations I have made in this chart it is recommended you randomly select any number in the chart and check it with the identified map<br /> VAP data for the district you want to check. Please let me know immediately if you find any errors. I hope there are none, but it is very possible as this involved multiple calculations.</div></div><div class="cxmmr5t8 oygrvhab hcukyx3x c1et5uql o9v6fnle ii04i59q" style="background-color: white; color: #050505; font-family: "Segoe UI Historic", "Segoe UI", Helvetica, Arial, sans-serif; font-size: 15px; margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;"><div dir="auto" style="font-family: inherit;">The numbers 1, 2, 3 & 4 at the top of the four columns for Black Districts and for Hispanic Districts are simply to identify the columns and not to be confused with district numbers. The goal is 4 winnable districts each plus the Minority Opportunity District in the last column as the ninth winnable district.</div><div dir="auto" style="font-family: inherit;">I value any questions you may have. The chart is below.</div><div dir="auto" style="font-family: inherit;">
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3WKHvu4f6Gd4Oz7osf7nIH9i2vBcTPaZioE-h8gFlXGYazbK929UhpgPEvTVXtflBkBH8SPxt6ilQGTHd7dsGJeFonZmrYYYO2OkGbzflgXnCSSWMjtiLULvxwJ0KZ9rCeYmLQyVQkSgh-8-u-g5TjtMKOU4s8kTNorbpc50aWq-yeCbd_GR3nWlCqA/s1294/4-22-22ComparisonofSubmittedMapswith8winnableminority.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="563" data-original-width="1294" height="454" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3WKHvu4f6Gd4Oz7osf7nIH9i2vBcTPaZioE-h8gFlXGYazbK929UhpgPEvTVXtflBkBH8SPxt6ilQGTHd7dsGJeFonZmrYYYO2OkGbzflgXnCSSWMjtiLULvxwJ0KZ9rCeYmLQyVQkSgh-8-u-g5TjtMKOU4s8kTNorbpc50aWq-yeCbd_GR3nWlCqA/w1045-h454/4-22-22ComparisonofSubmittedMapswith8winnableminority.jpg" width="1045" /></a></div></div></div>Bill Betzenhttp://www.blogger.com/profile/09806780572021894097noreply@blogger.com0tag:blogger.com,1999:blog-5387708905904246964.post-42374551059789512352022-03-26T17:38:00.000-07:002022-03-26T17:38:01.025-07:00Nine Winnable Minority Districts are Mandatory for the 2022-2031 Dallas City Council District Map <p>Nine winnable minority City Council Districts are Mandatory for the 2022-2031 Dallas District Map. This goal also allows Dallas to have a more compact map with fewer miles invested in district boundary lines separating neighborhoods. Dallas White-non-Hispanic population has fallen from 47% in 1990 to only 28.1% in 2020. Why cannot White-non-Hispanic districts be reduced to 5, or 36% of the 14 single-member districts while there are four minimum winnable districts for each the Hispanic community and the Black community with one minority opportunity district between them? </p><p>While 71.9% of Dallas' population is made up of minority groups, with 9 seats redistricted to be winnable by the minority community that is only 64% of the 14 seats. </p>Bill Betzenhttp://www.blogger.com/profile/09806780572021894097noreply@blogger.com0tag:blogger.com,1999:blog-5387708905904246964.post-42946281501010874092022-02-24T16:22:00.002-08:002022-02-27T19:56:25.461-08:00Redistricting Map COD-013 being presented 2/28/22 to Redistricting Commission<div class="kvgmc6g5 cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q" style="background-color: white; color: #050505; font-family: "Segoe UI Historic", "Segoe UI", Helvetica, Arial, sans-serif; font-size: 15px; margin: 0px; overflow-wrap: break-word; white-space: pre-wrap;"><div dir="auto" style="font-family: inherit;">This is the Dallas City Council Redistricting Map named "COD-013" that I will be presenting at the 3:30 PM 2/28/22 meeting of the Dallas Redistricting Commissioners in the Dallas City Council Chambers in City Hall. Tragically, none of the 12 maps presented to the Dallas Redistricting Commission to date have provided 4 winnable Black districts or 4 winnable Hispanic districts!</div></div><div class="cxmmr5t8 oygrvhab hcukyx3x c1et5uql o9v6fnle ii04i59q" style="background-color: white; color: #050505; font-family: "Segoe UI Historic", "Segoe UI", Helvetica, Arial, sans-serif; font-size: 15px; margin: 0.5em 0px 0px; overflow-wrap: break-word; white-space: pre-wrap;"><div dir="auto" style="font-family: inherit;">Do not hesitate to take the "COD-013" map from the website, improve it, save it as yours, and submit it to the Redistricting Commission. That is how we improve maps! How to do it is all online at <span style="font-family: inherit;"><a class="oajrlxb2 g5ia77u1 qu0x051f esr5mh6w e9989ue4 r7d6kgcz rq0escxv nhd2j8a9 nc684nl6 p7hjln8o kvgmc6g5 cxmmr5t8 oygrvhab hcukyx3x jb3vyjys rz4wbd8a qt6c0cv9 a8nywdso i1ao9s8h esuyzwwr f1sip0of lzcic4wl gpro0wi8 py34i1dx" href="https://dallasredistricting.com/?fbclid=IwAR2Hu-sxfxMQLREWZeuqfswLarWuNXjUCzBrZNH8aUAv8OuyqEPF3mwmrms" original_target="https://dallasredistricting.com/?fbclid=iwar2wdnz_g8aa5p-iygmhbje1xqwou12pcrq-kpjqen0a-8ddpsysrd58ju0" rel="nofollow noopener" role="link" style="-webkit-tap-highlight-color: transparent; background-color: transparent; border-color: initial; border-style: initial; border-width: 0px; box-sizing: border-box; cursor: pointer; display: inline-block; font-family: inherit; list-style: none; margin: 0px; outline: none; padding: 0px; text-align: inherit; text-decoration-line: none; touch-action: manipulation;" tabindex="0" target="_blank" waprocessedanchor="true" waprocessedid="i92kvr">https://dallasredistricting.com/</a><div mcafee_wa_ann="{"rep":15,"ufg":0,"url":"https://dallasredistricting.com/?fbclid=iwar2wdnz_g8aa5p-iygmhbje1xqwou12pcrq-kpjqen0a-8ddpsysrd58ju0","dossierUrl":"https://dallasredistricting.com/?fbclid=iwar2wdnz_g8aa5p-iygmhbje1xqwou12pcrq-kpjqen0a-8ddpsysrd58ju0"}" style="cursor: default; display: inline-block; float: none; font-family: inherit; padding: 0px 0px 0px 4px; position: relative; top: 2px; z-index: 1;" waprocessedid="i92kvr"><div class="mcafee_unknown" id="0DE9E47C-871A-4F90-8440-B190C216800A_17" style="background-image: url("chrome-extension://fheoggkfdfchfphceeifdbepaooicaho/images/annotation/white_icon.svg?secret=vuh4p5"); background-position: center center; background-repeat: no-repeat; background-size: contain; font-family: inherit; height: 16px; width: 16px;"></div></div></span>. I welcome questions.</div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhDd6952y9J_Ly6WLg4mpwveAoJn_Hg0xsYIGHUWGxl9WsgzImDTGxfCTUGvswqhHEm2amp-prT80_Ts-19zudU_e-X-6t-SPTIH352V3jsCoQPLg0QYsfbaNhL2VDsZ1O50wJ_TP8X8SoclVA3UZ_DBEWVZtN_gXZLpkRQ6NBB8SmaR-62Rb9g9VtZNQ=s1842" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhDd6952y9J_Ly6WLg4mpwveAoJn_Hg0xsYIGHUWGxl9WsgzImDTGxfCTUGvswqhHEm2amp-prT80_Ts-19zudU_e-X-6t-SPTIH352V3jsCoQPLg0QYsfbaNhL2VDsZ1O50wJ_TP8X8SoclVA3UZ_DBEWVZtN_gXZLpkRQ6NBB8SmaR-62Rb9g9VtZNQ=s1842" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgkseIUtpfpqmCX_HWYFHgzFFOqVp2kYP5MqGsnStJZ-B3P-bfia7Kq3od20uH7FrUu_1MnbQttJ3xsPVN97JfGlll2uM4Cvxaxbp0sl-VcD6PrrYIZ2yV5N_K-AzlTeA-YRH1fAVo-8PPF3FRnF2vpy8FdaZ5uSjGl4cvLjXQkM71VO9A_HXCc-Dz56w=s1842" imageanchor="1" style="margin-left: 1em; 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text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgufN2-DvgmfnHHH8zYSX38l44oBkBuVsJn9Bru9NeNd5wB8gdZMcXKo7Y6grsa6H-SX4M76e9U0-Y1T-tpjsb-gCXQAeHUdkLJF00LQApd0oAB7JUmDOl1ev2IJmg2guqcUePWj7pfgF2fvwvVGTk8VIl8yAEOszNrRsihanmvFqdRExkSrS5nI6o1_Q=s1842" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1080" data-original-width="1842" height="376" src="https://blogger.googleusercontent.com/img/a/AVvXsEgufN2-DvgmfnHHH8zYSX38l44oBkBuVsJn9Bru9NeNd5wB8gdZMcXKo7Y6grsa6H-SX4M76e9U0-Y1T-tpjsb-gCXQAeHUdkLJF00LQApd0oAB7JUmDOl1ev2IJmg2guqcUePWj7pfgF2fvwvVGTk8VIl8yAEOszNrRsihanmvFqdRExkSrS5nI6o1_Q=w640-h376" width="640" /></a></div><br /><div class="separator" style="clear: both; text-align: center;">Your questions and comments are valuable. My email is <a href="mailto:bbetzen@aol.com">bbetzen@aol.com</a>. You are also encouraged to speak with the Dallas Redistricting Commission. They are listed with their email addresses at https://dallasredistricting.com/ where you can also load this COD-013 map and change this map as you like to submit as your own to the Commissioners. We need more public involvement and more maps.</div><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both;">Bill Betzen 2/24/22</div></div><br />Bill Betzenhttp://www.blogger.com/profile/09806780572021894097noreply@blogger.com0tag:blogger.com,1999:blog-5387708905904246964.post-23597254716775748332022-01-28T19:08:00.001-08:002022-01-28T19:08:11.630-08:00Dallas City Council Redistricting 2022 - opportunity for progress!<p> I have been very involved for about 2 months in the Dallas City Council Redistricting Progress that is documented at https://dallasredistricting.com/meetings/</p><p>So far I have made 17 maps and now have 9 of the 14 City Council Districts in Dallas designed so that they have minority majorities (8) and one district is a strong Minority Opportunity District. Here is the data produced by Map #17:<br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgy0Rz_AmOddhteUzyR3Y705s_CKPdty_Ia86JC33ouL7BfkI0r08lcY_v41lMzBpwHPVOqzZep2cor3siXcHTI-5qIcRA6sLnzWvbnZo_fLc1hSY9V34dB0X0p6w7owkrkG3_TWU_qetePTMdN8tJdabKUcec84AcWFrcp9llLgmlgHI301XvsuHy02w=s1648" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1035" data-original-width="1648" height="402" src="https://blogger.googleusercontent.com/img/a/AVvXsEgy0Rz_AmOddhteUzyR3Y705s_CKPdty_Ia86JC33ouL7BfkI0r08lcY_v41lMzBpwHPVOqzZep2cor3siXcHTI-5qIcRA6sLnzWvbnZo_fLc1hSY9V34dB0X0p6w7owkrkG3_TWU_qetePTMdN8tJdabKUcec84AcWFrcp9llLgmlgHI301XvsuHy02w=w640-h402" width="640" /></a></div><br /><div>However, along the way, I have been very frustrated to be one of the very few members of the public who are submitting maps. To date, my map is the only one to make it through the submission process, but I am working to improve it. Part of that work is the map above.<br /><br />Bill</div>Bill Betzenhttp://www.blogger.com/profile/09806780572021894097noreply@blogger.com0tag:blogger.com,1999:blog-5387708905904246964.post-57651016604074008492021-09-30T12:24:00.001-07:002021-09-30T12:24:55.138-07:00Some signs of gerrymandered Texas House, Senate, and Congressional Districts<p>Using demographic profiles to identify gerrymandering in any set of districts can be done easily. Simply create a spreadsheet with the demographic profile for each planned district for the area to be redistricted. For the sake of simplicity dividing districts into White or Anglo-Non-Hispanic and Minority is the most rapid way in Texas to identify gerrymandering. Here are the qualities to look for:</p><p>1) Does the Anglo Community endure the minimized loss with districts with under a 25% minority in almost 30% of districts, while at the same time the Minority Community endures maximized loss of votes with 75% or more majorities in 30% of districts, also known as packing.</p><p>2) Is there a gap in White Districts in the 30% to near 50% majority, while that same maximized loss range that is filled with Minority Majority Districts? </p><p>3) In the Maximumized Win Range above 50% to 70% dominated by White Percentages in that range, but there are almost no Minority Districts with those valuable percentages?</p><p>These three questions help to outline maps that are gerrymandered. These patterns NEVER happen by accident.</p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhO8DPZJ0g01XrE0R0TZIi21caYf-4aft8uxpFTxfOC4EwSLvaQWdb8-DWI09A2UfwblbYK2CqY6tFYgIU8bSG8mUzrIpv1ekqGpeLVvHRu87yXTnixZld9CcN1mLSxUcQUJipyivvTMKO5/s640/AnatomyofTexasCongressionalPlanC185_8-31-12.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="640" data-original-width="482" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhO8DPZJ0g01XrE0R0TZIi21caYf-4aft8uxpFTxfOC4EwSLvaQWdb8-DWI09A2UfwblbYK2CqY6tFYgIU8bSG8mUzrIpv1ekqGpeLVvHRu87yXTnixZld9CcN1mLSxUcQUJipyivvTMKO5/w482-h640/AnatomyofTexasCongressionalPlanC185_8-31-12.jpg" width="482" /></a></div><br /><p></p>Bill Betzenhttp://www.blogger.com/profile/09806780572021894097noreply@blogger.com0tag:blogger.com,1999:blog-5387708905904246964.post-59734822457977188762021-09-18T10:35:00.002-07:002021-09-18T16:40:26.295-07:00Presentation to Texas House Redistricting Committee<p> <span style="font-family: "Times New Roman", serif; font-size: 16pt;">9/18/21 11:00 AM Presentation (It actually happened about 3:45 PM as I was # 44 in a list of 96 speakers listed to give 3-minute presentations. We were mixed about equally with in-person presenters in Austin.)</span></p>
<p class="MsoNormal" style="background: white; line-height: 16pt; margin-bottom: 0in; mso-line-height-rule: exactly;"><span face=""Arial",sans-serif" style="color: #050505; font-size: 14pt; mso-fareast-font-family: "Times New Roman";">I am Bill Betzen from
Hereford & House District 86, but I have lived in Dallas Dist. 111 for the
past 46 years. I want to send greetings to my Representative Yvonne Davis. I am
a retired Computer Applications and Social Studies teacher speaking for myself.
To date, I am against the lack of public involvement & transparency in this Texas Redistricting Process.</span></p>
<p class="MsoNormal" style="background: white; line-height: 16pt; margin-bottom: 0in; mso-line-height-rule: exactly;"><span face=""Arial",sans-serif" style="color: #050505; font-size: 14pt; mso-fareast-font-family: "Times New Roman";">I was involved in the
2011 redistricting process. I ultimately developed a report on each of the
three completed new maps for the Texas House, Senate, and the new Congressional
map. I hope you have each received a copy of these one-page reports and have
them before you. (See below.) If you google "<a href="http://billbetzen.blogspot.com/2021/09/presentation-to-texas-house.html" target="_blank">Bill Betzen blog</a>", you will find my blog where they are posted with today’s testimony.</span></p>
<p class="MsoNormal" style="background: white; line-height: 16pt; margin-bottom: 0in; mso-line-height-rule: exactly;"><span face=""Arial",sans-serif" style="color: #050505; font-size: 14pt; mso-fareast-font-family: "Times New Roman";">The methods are the
same in each report. It requires the demographics from each district given in
two numbers, the White-non-Hispanic percentage, which I will call White from
now on, and the Minority percentage. This list is ordered in a spreadsheet from
the lowest White percentage district to the highest White Percentage District.
A very telling pattern is immediately exposed!</span></p>
<p class="MsoNormal" style="background: white; line-height: 16pt; margin-bottom: 0in; mso-line-height-rule: exactly;"><span face=""Arial",sans-serif" style="color: #050505; font-size: 14pt; mso-fareast-font-family: "Times New Roman";">But first, let’s talk
about the value of votes. If you want your group to win most of the 150 seats,
then you want to use their votes as efficiently as possible. That means you
want just enough votes in each district to win as many districts as possible
with as few votes as possible used in each district. Consequently, districts with your group in the
percentages just over 50%, but not too far above 70% so as to “waste” votes, is
what you want. Consequently, districts with percentages from 50% up through
70%, and sometimes as high as 75%, use votes most efficiently.</span></p>
<p class="MsoNormal" style="background: white; line-height: 16pt; margin-bottom: 0in; mso-line-height-rule: exactly;"><span face=""Arial",sans-serif" style="color: #050505; font-size: 14pt; mso-fareast-font-family: "Times New Roman";">You want to avoid
districts that waste your group's votes. Thus, you do not want districts
wherein your group falls into the 25% to 50% range and potentially “wastes” votes in lost elections.
An abundance of such districts in a redistricting map, such as happened repeatedly to
Texas Minority voters in 2011, is called cracking. You also want to avoid
districts with your group’s percentages falling over 75%, called packing. Yes,
you win them, but you have overkill. You have wasted votes that could have been used to win
more districts. This happened repeatedly to Minority voters with the gerrymandered 2011 maps.</span></p>
<p class="MsoNormal" style="background: white; line-height: 16pt; margin-bottom: 0in; mso-line-height-rule: exactly;"><span face=""Arial",sans-serif" style="color: #050505; font-size: 14pt; mso-fareast-font-family: "Times New Roman";">The three reports
before you document gerrymandering patterns in 2011. Just look at the House
Report. The high-value district percentages from 50% to 75% were not evenly
distributed. The Texas Minority communities enjoyed these percentages in only
31 districts. White communities enjoyed such "maximum efficiency" in 70 districts with such 50% to 75% percentages.</span></p>
<p class="MsoNormal" style="background: white; line-height: 16pt; margin-bottom: 0in; mso-line-height-rule: exactly;"><span face=""Arial",sans-serif" style="color: #050505; font-size: 14pt; mso-fareast-font-family: "Times New Roman";">On the other side, the packed districts that waste the most votes were disproportionately Minority districts!
There was only one district with a White percentage of 85% or above while there
were 17 such minority districts! </span></p>
<p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 0in;"><span face=""Arial",sans-serif" style="color: #050505; font-size: 14pt; mso-fareast-font-family: "Times New Roman";">These patterns must not repeat in 2021!</span><span style="font-family: "Times New Roman",serif; font-size: 14pt;"><o:p></o:p></span></p><p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 0in;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjproL8JzNjMbk9yPYS6CDskU0iIPDCK1jprDTf7c3PcyQfacwFXS6GNpU5a8YDOY0zJB2yu7hnjP93zba9k3X9hoQi_vXFwwDNe_nmOJq5ajK5cMEtpJNqzge9nLQ2bDTnqirs5DH4FjDz/s1098/ChartTexasPlanH283_4.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="767" data-original-width="1098" height="448" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjproL8JzNjMbk9yPYS6CDskU0iIPDCK1jprDTf7c3PcyQfacwFXS6GNpU5a8YDOY0zJB2yu7hnjP93zba9k3X9hoQi_vXFwwDNe_nmOJq5ajK5cMEtpJNqzge9nLQ2bDTnqirs5DH4FjDz/w640-h448/ChartTexasPlanH283_4.jpg" width="640" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVfwrDTVa5S34oiKwPK40deWhrcU3VX2uZrN3_EkmHEt88stthPWPgmE2VgEeEIiohd3uv0i1XUZCGUB41PSM1j6yWsTjfLsrsfwUpKodl9QkPc8WF0bwf2sJ5WRse2LLW8TEVJbcfvQH0/s1600/AnatomyofTexasCongressionalPlanC185_8-31-12.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1204" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVfwrDTVa5S34oiKwPK40deWhrcU3VX2uZrN3_EkmHEt88stthPWPgmE2VgEeEIiohd3uv0i1XUZCGUB41PSM1j6yWsTjfLsrsfwUpKodl9QkPc8WF0bwf2sJ5WRse2LLW8TEVJbcfvQH0/w482-h640/AnatomyofTexasCongressionalPlanC185_8-31-12.jpg" width="482" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZj-bdNfsQQf2dW1LZGt6aRVnsjg1YV4-Efz3k-8NPneoZR2qD-txXwGYzGC4pfeoNtGgU_pekbf9afsz6hmPiMlGRnhfm8jtv45R0YOKv1mUxRKcnXOxMq4LE2kei4WqvjjZSVdVYGRx7/s1031/AnatomyofS148r.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1031" data-original-width="804" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZj-bdNfsQQf2dW1LZGt6aRVnsjg1YV4-Efz3k-8NPneoZR2qD-txXwGYzGC4pfeoNtGgU_pekbf9afsz6hmPiMlGRnhfm8jtv45R0YOKv1mUxRKcnXOxMq4LE2kei4WqvjjZSVdVYGRx7/w501-h640/AnatomyofS148r.jpg" width="501" /></a></div><br /><span face=""Arial",sans-serif" style="color: #050505; font-size: 14pt; mso-fareast-font-family: "Times New Roman";"><br /></span><p></p>Bill Betzenhttp://www.blogger.com/profile/09806780572021894097noreply@blogger.com0tag:blogger.com,1999:blog-5387708905904246964.post-47521244125688071942021-08-18T09:59:00.000-07:002021-08-24T08:28:43.677-07:00School Time Capsule Postmasters Needed!Want to make possible a system that helps hundreds of parents write letters to their child every year about their dreams for their child and sharing family history stories? Imagine the priceless family conversations such letters could generate!<br />
<br />
Want to help children write their plans for their own futures every year during the decade before they graduate high school? Imagine if you had copies of such plans you had written from 3rd through 12th grade! Would you be a different person because of such a future focus?<br />
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Want to help parents connect their children with their family roots, their history? Imagine if you now had such written family stories from your parents, grandparents, and other relatives. Imagine the value of such written family stories! Imagine the stories that went to the grave with your older relatives as no grandchild, niece or nephew had asked for stories from family history to be written in letters back to them.<br />
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Want to help students experience the power of writing?<br />
<br />
This writing exercise, carried forward year to year by your volunteer "Time Capsule Postmaster" work, will show students the power of writing. Writing is too often the weakest link in the education of our students!<br />
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<b>These goals are possible!</b><br />
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Simply helping letters that students, parents, and other important relatives write, to get back to the student a year, or a decade later, makes it all possible!<br />
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Imagine handing out year-old letters to 5th graders. Year-old letters are very old to such students.<br />
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Volunteer School Time Capsule Postmasters are needed to help these goals be achieved! Their work makes a system possible that focuses both students and parents on their own roots & goals, year by year, from pre-k through graduation. They help the 10-year class reunions happen!<br />
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<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkRTjmzQSFgtXthyphenhyphenBvPmUdp5-vNaheRT9h7Fbx8_cMbX2vriYTFK5M1-IwDgx-Ms7ILLdqfIL_Tdkh5Xf0mlf-XjjdYA9G6zG4Zhrz6knCfKlkp73wdImpNhS9vA4gyDgsOySrR-SHK1A3/s1600/18193397_1906692972929222_485242275717246584_o+%25281%2529.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="925" data-original-width="1600" height="369" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkRTjmzQSFgtXthyphenhyphenBvPmUdp5-vNaheRT9h7Fbx8_cMbX2vriYTFK5M1-IwDgx-Ms7ILLdqfIL_Tdkh5Xf0mlf-XjjdYA9G6zG4Zhrz6knCfKlkp73wdImpNhS9vA4gyDgsOySrR-SHK1A3/s640/18193397_1906692972929222_485242275717246584_o+%25281%2529.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Some of those attending the ten-year reunion May 2, 2017 for Quintanilla's 8th grade class from 2007.</td></tr>
</tbody></table>
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Each postmaster invests possibly 50 hours a year helping store hundreds, if not thousands of letters parents and students write for the School Time Capsule Vault, a large 500 to 700-pound vault usually placed in the school lobby, a place students and parents pass it as often as possible. <br />
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<b>If their local school does not yet have a vault and a School Time Capsule Project,</b> they can help raise the $900 needed with the PTA. The fundraising process helps introduce parents to the project. The school can now order the 700-pound vault from Costco.com, delivered, for $900. The postmaster(s) helps train school staff, especially the Language Arts teachers, about this set of two annual writing projects for students.<br />
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It begins with pre-k enrollment when each parent is asked to write a letter to their child about their dreams for them. The letters are written each year and go into the vault in the envelope for each child.<br />
<br />
This process changes by the third grade when two annual writing assignments begin. Students write a letter to each of their parents, and may expand in later years to favorite relatives, especially grandparents. Students write to ask for letters back about dreams the writers have for the student and for a story from the writer's personal history. <b>Students should always immediately read letters they receive back. They then ask the writer any questions they may have.</b> Hopefully this will lead to those priceless conversations we should have more often with our children and grandchildren.<br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYrW_G1v2bDmj4GPJe2GQiDQCoNsfbRhDmtI9pAxrIGKsHac4FNZ4oMSGcI0goY4h491OXckaBfzOCXFqjtuSHaCAOMwwupAb6U2YGXIqv4n5TdEi21qXeMOBz_EP9nUiAFPIYO6ltYH26/s1600/2019-01-18TriniandBillQuintanilla.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1116" data-original-width="1600" height="278" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYrW_G1v2bDmj4GPJe2GQiDQCoNsfbRhDmtI9pAxrIGKsHac4FNZ4oMSGcI0goY4h491OXckaBfzOCXFqjtuSHaCAOMwwupAb6U2YGXIqv4n5TdEi21qXeMOBz_EP9nUiAFPIYO6ltYH26/s400/2019-01-18TriniandBillQuintanilla.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Honorable Trini Garza, former DISD Trustee and Bill Betzen on 1-17-19,<br />
with the old 2005 Quintanilla vault and the new 700-pound vault.<br />
Too many letters for the old vault! Nice problem! Since 2015 Quintanilla has<br />
consistently remained one of the 5 best of all 33 DISD middle schools.</td></tr>
</tbody></table>
The second writing class is when students prepare the self-addressed envelope to hold the letters collected. Then the student writes a letter to themselves about their own plans for the future while the postmaster and teacher double check addresses on the envelopes. <b>(Such accuracy is critical!) </b><br />
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A year is a very long time. Students change significantly. Thus the "Time Capsule" term is appropriate from the perspective of both the student, and their parents who see the massive year-to-year changes every child's life reflects.<br />
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<b>Postmaster(s) make this system possible. They manage the archiving system so that they can personally hand back to each student the envelope they prepared a year earlier. They will see that twinkle in the student's eye as students try to remember what they wrote a year earlier.</b><br />
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The letter writing starts as parents write their first letter to their child about their dreams for them. This letter goes with the pre-k application. It is the first of 14 annual letters to their child about their dreams for them. These letters will develop and gain detail as their child grows.<br />
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The Postmaster(s) will also help for the special 10-year-in-the-future dreams and plans that happen in the 8th grade, and then again in the 12th grade. They will ultimately be helping to coordinate those 10-year 8th grade and 12th grade class reunions. At the high school level they may simply staff the "Time Capsule Table" at the traditional high school 10-year reunion. They will pass back the letters written 10-years earlier.<br />
<br />
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAZbRAvwaoc5P0NRkjjDNztFcThB5rhusG4aTxk4OAhyz7HRXt0CSQT8MqHwaekYZkkI8PqUz608XEaN4o6POX29MzdsBrqA9uVL5Q3iICwGfC2b6d4JO9DrxKkhXe0MpOaaQPYw1nkzo2/s1600/DSCN5399FirstAnnualQuintanillaTime-CapsuleReuniontitled2.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="281" data-original-width="640" height="175" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAZbRAvwaoc5P0NRkjjDNztFcThB5rhusG4aTxk4OAhyz7HRXt0CSQT8MqHwaekYZkkI8PqUz608XEaN4o6POX29MzdsBrqA9uVL5Q3iICwGfC2b6d4JO9DrxKkhXe0MpOaaQPYw1nkzo2/s400/DSCN5399FirstAnnualQuintanillaTime-CapsuleReuniontitled2.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">2015 was first 10-year reunion for the first Time Capsule Project Class of 2005.<br />
2015 was also the year Quintanilla had the highest DISD School Effectiveness<br />
Indices (SEI) Score of any DISD middle school, for the first time! System<br />
improvements now speed up such improvement to three years, not 10.</td></tr>
</tbody></table>
<br />
I personally consider this to be the most rewarding volunteer work possible. You will see a school change before your very eyes! Your work allows students to begin to know in more detail their own family roots and make their own plans for the future, updating their plans every year. <b>Grades and behavior both improve!</b> <b>Student confidence grows!</b> Then you see tears of joy at the class reunions as they are thankful and celebrate what they have achieved.<br />
<br />
Please call the Dallas ISD Volunteer Center (972-925-5440) about becoming a Time Capsule Postmaster. You may even help start such a project in a school you want to change. Use the word "Postmaster" and they will know what you are calling about.<br />
<br />
To see more details about the project, read the manual that is found at <a href="http://www.studentmotivation.org/">www.StudentMotivation.org</a>.<br />
<br />
This is an open source project that is ran independently by each school. We only ask that Project improvements discovered be shared.<br />
<br />
Bill Betzen, <a href="mailto:bbetzen@aol.com">bbetzen@aol.com</a>Bill Betzenhttp://www.blogger.com/profile/09806780572021894097noreply@blogger.com0tag:blogger.com,1999:blog-5387708905904246964.post-27377564600529290432021-07-30T14:09:00.002-07:002021-07-30T14:14:34.711-07:00Expanding Freeways vs self-driving taxis<p>Dallas News frequently reports on expanding freeways, but are we overbuilding multi-lane freeways?</p><p>Within the next decade self-driving taxis will be normal. With your smartphone, you can call for a ride. The computer will know where you are. You only need to say where you are going and when. This data will be centrally collected with an instant assignment to the self-driving taxi nearest to your location, picking up people in your area, if you want to pay less, and driving to the same general area of destinations for this group. If money is no issue, you can have the taxi to yourself. Meanwhile, you can make calls, eat, work, or play during your trip.</p><p>As this technology expands the self-driving taxis will perfect the use of platooning lanes on the freeways dedicated to self-driving vehicles only. Traffic congestion will be lessened. You will be able to take a taxi at a tiny fraction of the cost of driving on your own car, and you can work, eat, or play as you travel.</p><p>Our transportation needs are shifting from more freeway lanes to constantly better commuting software for self-driving vehicles connecting with customers. </p><p>New commuting is coming within the next decade. If Dallas handles the transition well we will go from being the most dangerous city in the nation for commuting to the most efficient and the safest. Accidents can become past history. </p><p><br /></p>Bill Betzenhttp://www.blogger.com/profile/09806780572021894097noreply@blogger.com0tag:blogger.com,1999:blog-5387708905904246964.post-24683032661416692872021-07-01T13:14:00.003-07:002021-07-01T13:14:59.215-07:00Dallas ISD Stopping Suspensions with the creation of Reset Centers<p>With the second reading of the 2021-22 DISD Student Code of Conduct at the 6/24/21 Board Meeting, a major step toward the elimination of the Suspension alternative has been taken. It will hopefully be finally approved at the next meeting. See the draft being considered at <a href="https://go.boarddocs.com/tx/disd/Board.nsf/files/C3MVSQ81BDCB/$file/2021-2022%20Student%20Code%20of%20Conduct%20(Draft%20%236).pdf">https://go.boarddocs.com/tx/disd/Board.nsf/files/C3MVSQ81BDCB/$file/2021-2022%20Student%20Code%20of%20Conduct%20(Draft%20%236).pdf</a><br />In that document search for the word "reset" and you can find the changes being made with this wise addition.</p><p>In those secondary schools with School Time Capsule Projects re-activated since the pandemic, they will have a strong tool Reset Center Coordinators can use in helping students refocus on their own life goals they have documented for themselves and the dreams their parents have written about in their letters to them.</p><p>It is recommended that all Reset Center Coordinators be very familiar with the School Time Capsule Project in their school and have access to open the vault to retrieve letters to use with the students who had written them. This may be a time that the student can update their letters and even ask each parent or other relatives to write a new letter to help in the refocusing process.</p><p>Time in the Reset Center could be well invested in helping a student refocus on their own personal goals and again updating those goals in their envelope in the School Time Capsule.<br /></p><p>For an update on the project go to <a href="http://www.StudentMotivation.org">www.StudentMotivation.org</a>.</p>Bill Betzenhttp://www.blogger.com/profile/09806780572021894097noreply@blogger.com0tag:blogger.com,1999:blog-5387708905904246964.post-72226647623891826092021-06-29T10:17:00.002-07:002021-06-29T10:19:50.267-07:00Suggested Thesis Topic for a Doctoral Degree in Education (EdD)<p> Student Motivation in high poverty urban areas remains a major challenge absent unusually high funding.</p><p>This fact is slowly being challenged by an open-source, volunteer-ran project that started in one of the highest poverty inner-city middle schools in Dallas ISD in 2005.</p><p>The project started with a donated 350-pound gun vault to serve as a symbol to students as to the value of letters they write to themselves planning their futures 10-years after leaving the 8th grade. The symbolism became reality. Ever higher numbers of students graduated high school over the decade. In 2010, following the recommendation from a teacher, the principal began writing parents asking them to write a letter to their child about their dreams for them 10-years into the future. The effect was very positive but limited to only about 30% of parents who wrote such priceless letters.</p><p>In 2015 this still very high-poverty middle school achieved the highest School Effectiveness Indices score in all of Dallas ISD! By 2015 over 15 other schools, mostly middle schools, all on the same southside of Dallas, had started School Time Capsule Projects. The competition was growing so in 2016 the Language Arts Coach at Quintanilla suggested that the letter-writing start with students writing a letter to parents asking for the letter back about parental dreams. She also expanded to project to every student in every grade writing letters. </p><p>The results were powerful! 80% of students received letters back from parents. Some teachers were in tears due to the power of those letters! </p><p>It worked so well that immediately at Browne Middle School, a potential 5th year failing school who had tried to exit a multi-year failing status for 4 years, the last two with the 8th graders writing letters for the Browne Middle School Time Capsule, but failing had continued. So the expanded all-grade Time-Capsule Project was expanded with every student writing parents asking them what their dreams were for them for the future. Only 8th-grade letters focused 10-years into the future. The other grades were just focused on the future. 2016 was an amazing end of the school year for Browne as they went from a potential 5th year failing to passing with the highest School Effectiveness Indices of any middle school in Dallas ISD.</p><p>This progress must be replicated! It merits the rigor of a EdD thesis dissertation! See the details of the project at www.StudentMotivation.org. This is an open-source project and these ideas are free to use. We only ask that we receive a copy of the resulting thesis. </p><p>I will gladly answer any questions anyone may have on this project.</p><p>Bill Betzen<br />bbetzen@aol.com</p>Bill Betzenhttp://www.blogger.com/profile/09806780572021894097noreply@blogger.com0tag:blogger.com,1999:blog-5387708905904246964.post-51081331835118400092021-06-24T11:29:00.003-07:002021-06-24T12:04:50.425-07:006/24/21 6 pm, Presentation to DISD Board about item 3.01, Superintendent's Report <p><span style="font-family: arial;">This presentation on item 3.01 is also online at <a href="http://www.Dallasisd.us">www.Dallasisd.us</a>, with links to supporting data.</span></p><p><span style="font-family: arial;">While I am among the half dozen most consistent critics from this microphone of the management of Dallas ISD, I also stand here in firm respect of the record-making achievements Dallas ISD has made during the 12 years, and counting, under Dr. Hinojosa.</span></p><p><span style="font-family: arial;"><span style="background-color: white; color: #1e272e;"><a href="https://www.tasb.org/services/hr-services/hrx/hr-trends/superintendent-tenure-in-us,-texas-by-district-dem.aspx" target="_blank">Research shows that</a> superintendent tenure is shortest in districts with low White-non-Hispanic enrollment and with the highest poverty levels. Dallas has both but we have one of the highest tenured superintendents in Texas. </span></span></p><p>Dallas is not following this pattern, thanks to Dr. Hinojosa. We are in such a strong place that we can risk the level of transparency that will push us to be the best urban district in the nation without a doubt!</p><p>Dallas ISD can risk full transparency with all our data, school by school, in one very large spreadsheet for the entire district and all 237 schools. I have outlined <a href="https://billbetzen.blogspot.com/2020/06/6-11-20-disd-briefing-testimony.html">such transparency</a> often. Those presentations are linked to this presentation at <a href="http://www.Dallasisd.us">www.Dallasisd.us</a>. I have spoken about such transparency under many titles for the recommended <a href="https://billbetzen.blogspot.com/2020/02/single-spreadsheet-transparency-for.html">single spreadsheet design</a>. Such annual spreadsheets going back 10 years would expose quickly any flaws in racial equity funding, discipline patterns, and other issues usually reflecting race in urban districts. </p><p>Such transparency would allow DISD to model <a href="https://billbetzen.blogspot.com/2019/08/dallas-isd-annual-racial-equity.html?m=1">data-driven racial equity</a> for the nation. </p><p>Dr. Hinojosa, you can risk this transparency! It will definitely make you the most visible Superintendent in the nation if you aren't already! <br /><br />Racial equity demands such transparency!</p><p><br /></p><p><br /></p>Bill Betzenhttp://www.blogger.com/profile/09806780572021894097noreply@blogger.com0tag:blogger.com,1999:blog-5387708905904246964.post-22689570356590695352021-06-24T09:45:00.006-07:002021-06-24T10:35:48.764-07:006/24/21, letter sent about 3:00 pm Hearing with Attorneys on 2021 Redistricting Process<p>While I will be attending this hearing, there was no place scheduled in it for public comment. This is an email I sent to the Board regarding embarrassing errors made by DISD in 2011 that appear to be in the process of being repeated. A link to this letter is included at <a href="http://www.Dallasisd.us" style="background-color: white; font-family: arial; white-space: pre-wrap;">www.Dallasisd.us</a><span style="background-color: white; color: #050505; font-family: arial; white-space: pre-wrap;">.</span></p><p>============== Letter sent to DISD Board 6/24/21 11:45 pm ============</p><p data-mce-style="font-family: 'Times New Roman'; font-size: medium;" style="background-color: white;"><span data-mce-style="font-family: arial, helvetica, sans-serif; font-size: 12pt;" face="arial, helvetica, sans-serif" style="font-size: 12pt;">Honorable President Mackey, Dr. Hinojosa, and all Dallas ISD Trustees,</span></p><p data-mce-style="font-family: 'Times New Roman'; font-size: medium;" style="background-color: white;"><span data-mce-style="font-family: arial, helvetica, sans-serif; font-size: 12pt;" face="arial, helvetica, sans-serif" style="font-size: 12pt;">In 2011, and since, I have been very involved in multiple redistricting processes including the City of Dallas, DISD, Irving ISD, Texas House, and Senate, and U.S. Congressional Districts for Texas. Redistricting is a major weak spot in our Democracy. Since 2011 I have become an active member of the League of Women Voters. I consider them to be the masters of these issues.</span></p><p data-mce-style="font-family: 'Times New Roman'; font-size: medium;" style="background-color: white;"><span data-mce-style="font-family: arial, helvetica, sans-serif; font-size: 12pt;" face="arial, helvetica, sans-serif" style="font-size: 12pt;">We must redistrict so that the public is not confused by strangely shaped districts that do not reflect their communities. We can shape districts so that voting is encouraged and increased by compact, community-centered districts that use significant boundaries and do not break up neighborhoods by using residential streets. I strongly agree with you that complete high school feeder patterns should be in one district to the fullest extent possible! I am very willing to work to achieve that noble goal.</span><br clear="none" /></p><p data-mce-style="font-family: 'Times New Roman'; font-size: medium;" style="background-color: white;"><span data-mce-style="font-family: arial, helvetica, sans-serif; font-size: 12pt;" face="arial, helvetica, sans-serif" style="font-size: 12pt;">In 2011 Dallas City Council took the lead in Texas by having what was probably one of the most public and transparent redistricting processes in the nation! There was maximum public involvement with probably one of the smallest percentage expenditures being on attorneys for redistricting by Dallas. Dallas ISD appears to be starting again with a more fully attorney-ran redistricting process that shuts out the public. I hope that perception is wrong. </span></p><p data-mce-style="font-family: 'Times New Roman'; font-size: medium;" style="background-color: white;"><span data-mce-style="font-family: arial, helvetica, sans-serif; font-size: 12pt;" face="arial, helvetica, sans-serif" style="font-size: 12pt;">There has been an explosion of redistricting software since 2011, including free software that the public can use. All they need is a DISD csv map file which you can easily make available so that the public can do the redistricting for you for free. <span data-mce-style="font-size: 14pt;" style="font-size: 14pt;"><strong>You do not need to pay expensive attorneys to draw a map.</strong></span> </span></p><p data-mce-style="font-family: 'Times New Roman'; font-size: medium;" style="background-color: white;"><span data-mce-style="font-family: arial, helvetica, sans-serif; font-size: 12pt;" face="arial, helvetica, sans-serif" style="font-size: 12pt;">This is a link to the August 26, 2011 blog I posted to compare Dallas City Council Redistricting with DISD Redistricting: <a href="https://www.blogger.com/blog/post/edit/5387708905904246964/2268957035659069535#" rel="nofollow noopener noreferrer" shape="rect" target="_blank">http://dallasredistricting2011.blogspot.com/2011/08/redistricting-disd-vs-dallas-city.html</a>. </span></p><p data-mce-style="font-family: 'Times New Roman'; font-size: medium;" style="background-color: white;"><span data-mce-style="font-family: arial, helvetica, sans-serif; font-size: 12pt;" face="arial, helvetica, sans-serif" style="font-size: 12pt;">Please learn from the City of Dallas and the improvements they have made for 2021. More improvements must be made, but Dallas is seeing wonderful progress.</span><br clear="none" /><br clear="none" /><span data-mce-style="font-family: arial, helvetica, sans-serif; font-size: 12pt;" face="arial, helvetica, sans-serif" style="font-size: 12pt;">Please make the DISD process public wherein <span data-mce-style="font-size: 14pt;" style="font-size: 14pt;"><strong>the public can draw their own maps online for submission to a DISD Redistricting Commission.</strong></span> Have many public meetings for this process.</span></p><p data-mce-style="font-family: 'Times New Roman'; font-size: medium;" style="background-color: white;"><span data-mce-style="font-family: arial, helvetica, sans-serif; font-size: 12pt;" face="arial, helvetica, sans-serif" style="font-size: 12pt;"><strong>Please have DISD high school level government classes involved</strong> so they can learn from how the City of Dallas and Dallas ISD go about the redistricting process. This is a priceless opportunity for education.</span></p><p data-mce-style="font-family: 'Times New Roman'; font-size: medium;" style="background-color: white;"><span data-mce-style="font-family: arial, helvetica, sans-serif; font-size: 12pt;" face="arial, helvetica, sans-serif" style="font-size: 12pt;">Please post all maps submitted on DISD Redistricting pages so that the public can more easily understand the process and hopefully more of the public will become involved.</span></p><p data-mce-style="font-family: 'Times New Roman'; font-size: medium;" style="background-color: white;"><span data-mce-style="font-family: arial, helvetica, sans-serif; font-size: 12pt;" face="arial, helvetica, sans-serif" style="font-size: 12pt;">This is a priceless opportunity for DISD to fulfill their public goals of teaching about our democracy and the elements that help achieve one person one vote. </span></p><p data-mce-style="font-family: 'Times New Roman'; font-size: medium;" style="background-color: white;"><span data-mce-style="font-family: arial, helvetica, sans-serif; font-size: 12pt;" face="arial, helvetica, sans-serif" style="font-size: 12pt;">Thank you for listening. I am willing to help you achieve these goals.</span></p><p><span face="arial, helvetica, sans-serif" style="background-color: white; font-size: 16px;">Bill</span><br clear="none" style="background-color: white; font-family: arial, helvetica, sans-serif; font-size: 16px;" /><br clear="none" style="background-color: white; font-family: arial, helvetica, sans-serif; font-size: 16px;" /></p><div data-mce-style="color: black; font: 12pt Arial, Helvetica, sans-serif;" style="background-color: white; font-family: Arial, Helvetica, sans-serif; font-size: 12pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"><div data-mce-style="color: black; font-style: normal; font-variant: normal; font-stretch: normal; font-size: 10pt; line-height: normal; font-family: Arial, Helvetica, sans-serif;" style="font-size: 10pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"><span data-mce-style="font-family: arial, helvetica, sans-serif; font-size: 12pt;" face="arial, helvetica, sans-serif" style="font-size: 12pt;">Bill Betzen, volunteer</span><div><span data-mce-style="font-family: arial, helvetica, sans-serif; font-size: 12pt;" face="arial, helvetica, sans-serif" style="font-size: 12pt;"><b>School Time Capsule Postmaster</b><b><br clear="none" /></b><span data-mce-style="font-weight: normal; background-color: transparent;" style="background-color: transparent;"></span></span></div><div data-mce-style="font-weight: normal;"><span data-mce-style="font-family: arial, helvetica, sans-serif; font-size: 12pt;" face="arial, helvetica, sans-serif" style="font-size: 12pt;"><strong>An open-source Pk-12 project, free to use if sharing improvements</strong></span></div><div data-mce-style="font-weight: normal;"><span data-mce-style="font-family: arial, helvetica, sans-serif; font-size: 12pt;" face="arial, helvetica, sans-serif" style="font-size: 12pt;"><strong>https://StudentMotivation.org/</strong></span></div><div class="yiv6759191525yqt5819142420" id="yiv6759191525yqtfd71746"><div data-mce-style="font-weight: normal;"><span data-mce-style="font-family: arial, helvetica, sans-serif; font-size: 12pt;" face="arial, helvetica, sans-serif" style="font-size: 12pt;">214-957-9739</span></div></div></div></div>Bill Betzenhttp://www.blogger.com/profile/09806780572021894097noreply@blogger.com0tag:blogger.com,1999:blog-5387708905904246964.post-8520662912933914212021-06-24T08:11:00.007-07:002021-06-24T10:37:55.376-07:006-24-21, Testimony for 5:30 pm Hearing on Federal Program Funding<p><span style="background-color: white; color: #050505; font-family: arial; white-space: pre-wrap;">This presentation can be found at </span><a href="http://www.Dallasisd.us" style="background-color: white; font-family: arial; white-space: pre-wrap;">www.Dallasisd.us</a><span style="background-color: white; color: #050505; font-family: arial; white-space: pre-wrap;">.</span></p><p>The Covid-19 Pandemic we have suffered within DISD demands this
Federal Funding. The slide presentation indicates that Dallas ISD is receiving
a total of $846.6 million in additional federal funding over a four-year period. That funding started with this past school
year.</p><p class="MsoNormal"><o:p></o:p></p>
<p class="MsoNormal">However, nowhere is there any indication as to how these
millions of dollars have been annually allocated by school so that the public
can be assured it is equitably distributed.<span style="mso-spacerun: yes;">
</span>Such a listing should be made public for each of the four annual budgets
affected.<o:p></o:p></p>
<p class="MsoNormal">The easiest way for this to be achieved would be to add six variables
to the School Information File, under Resources in the Dallas ISD Data Portal,
for the six functions funded with these federal funds in each school.<span style="mso-spacerun: yes;"> </span>These 6 functions are described on page 4 of today’s
slide presentation. <span style="mso-spacerun: yes;"> </span><o:p></o:p></p>
<p class="MsoNormal">Dallas ISD is improving.<span style="mso-spacerun: yes;">
</span>But the documentation you make easily available to the public must be
consistent with the equity and transparency values you each claim to be embracing.<o:p></o:p></p>
<p class="MsoNormal">Please use an expanded School Information File as the major
tool in your transparency.<span style="mso-spacerun: yes;"> </span>Update the
data constantly with dates for the most recent update given.<span style="mso-spacerun: yes;"> </span>Ultimately archive each school year so it is available
to reflect DISD progress from year to year.<span style="mso-spacerun: yes;">
</span>Such transparency will make DISD increasingly attractive to more and
more families.<span style="mso-spacerun: yes;"> </span>It will lead Dallas to firmly
hold the position of being the nation’s leader in urban public education. <o:p></o:p></p>
<p class="MsoNormal">The DISD enrollment record of 173,799 students from 1969 has
remained the all time DISD enrollment record for 52 years!<span style="mso-spacerun: yes;"> </span>That fact reflects a collection of embarrassments
for our city, mostly centered on our racism!<span style="mso-spacerun: yes;">
</span><o:p></o:p></p>
<p class="MsoNormal">Dallas is changing! With constantly improving transparency, and
equity, DISD will ultimately break this 1969 enrollment record! <o:p></o:p></p>Bill Betzenhttp://www.blogger.com/profile/09806780572021894097noreply@blogger.com0tag:blogger.com,1999:blog-5387708905904246964.post-20512386843195848482021-06-24T07:00:00.001-07:002021-06-24T10:37:34.677-07:006/24/21, Testimony for 5:45 pm Hearing on 2021/22 proposed Dallas ISD Annual Budget<p><span data-offset-key="cs2rl-0-0" style="background-color: white; color: #050505; font-family: arial; white-space: pre-wrap;"><span data-text="true">You can find the 2021-22 Budget this hearing is about at </span></span><span class="py34i1dx" color="var(--blue-link)" style="background-color: white; font-family: arial; white-space: pre-wrap;"><span data-offset-key="cs2rl-1-0"><a href="https://www.dallasisd.org/cms/lib/TX01001475/Centricity/Domain/78/FY_2021-2022_Proposed_Budget_June_Board_Meeting061421.pdf">https://www.dallasisd.org/cms/lib/TX01001475/Centricity/Domain/78/FY_2021-2022_Proposed_Budget_June_Board_Meeting061421.pdf</a></span></span></p><p><span class="py34i1dx" color="var(--blue-link)" style="background-color: white; font-family: arial; white-space: pre-wrap;"><span style="color: #050505;">Please join me in asking for more transparency in this $2.26 billion budget. This presentation can be found at <a href="http://www.Dallasisd.us">www.Dallasisd.us</a>.</span></span></p><span style="font-family: arial;"><span data-offset-key="cs2rl-2-0" style="background-color: white; color: #050505; white-space: pre-wrap;"><span data-text="true">The main weakness of this 565-page budget document is that it does not send you to a spreadsheet with each of the 237 schools listed in a different row, and, in the columns, each of these cost items for each school listed in </span></span><span style="background-color: white; color: #050505; white-space: pre-wrap;"><span data-offset-key="cs2rl-3-0">these</span></span><span data-offset-key="cs2rl-4-0" style="background-color: white; color: #050505;"><span data-text="true"><span style="white-space: pre-wrap;"> 565 pages, including average student cost given for each school. This failure handicaps significantly the ability of the public to compare schools, and budget allocations between schools.
Additional columns of data for all schools should be included to help in these judgments such as:
<ul style="text-align: left;"><li><span style="font-family: arial;"><span data-offset-key="cs2rl-4-0" style="background-color: white; color: #050505;"><span data-text="true"><span style="white-space: pre-wrap;">Average teacher full-time equivalent salary and average years for the teachers at each school. It is a powerful indicator of what is happening at a school.</span></span></span></span></li><li><span style="font-family: arial;"><span data-offset-key="cs2rl-4-0" style="background-color: white; color: #050505;"><span data-text="true"><span style="white-space: pre-wrap;">Both teacher and student demographic profiles for each school should fill several columns and include poverty and other factors for students including TAG status and handicaps. </span></span></span></span></li><li><span style="font-family: arial;"><span data-offset-key="cs2rl-4-0" style="background-color: white; color: #050505;"><span data-text="true"><span style="white-space: pre-wrap;">Data on the current academic standing for each school should also be given in several additional columns.</span></span></span></span></li></ul></span><span style="white-space: pre-wrap;">Placing such data into a spreadsheet will significantly improve Budget transparency! </span></span></span></span><div><span style="font-family: arial;"><span data-offset-key="cs2rl-4-0" style="background-color: white; color: #050505;"><span data-text="true"><span style="white-space: pre-wrap;"><br /></span></span></span></span></div><div><span style="font-family: arial;"><span data-offset-key="cs2rl-4-0" style="background-color: white; color: #050505;"><span data-text="true"><span style="white-space: pre-wrap;">Most critically, it will improve the attractiveness of Dallas ISD for parents searching for a school for their children. Such transparency reflects a school district proud of each of its schools, and always seeking improvement. It would show that the highest performing schools do not require the highest budget allocation per student, but that two of the best high schools in the nation, that we are honored to have in DISD, are also among the schools with the lowest per-student budget allocations.
</span></span></span></span><span style="background-color: white; color: #050505; font-family: arial; white-space: pre-wrap;">
DISD must continue to improve, but we can be proud of the progress made! We must continue to spread the good news, and have our enrollment grow. </span></div><div><span style="font-family: arial;"><span data-offset-key="cs2rl-4-0" style="background-color: white; color: #050505;"><span data-text="true"><span style="white-space: pre-wrap;">
</span><span style="white-space: pre-wrap;">This is the message I will be giving at 5:45 p.m. tomorrow in the 15 minutes allocated to a public hearing on this proposed DISD Budget. With Covid-19 declining, DISD now is back to requiring you to be physically present in the Board Room at 5151 Samuell Blvd in Dallas. Call </span><span style="white-space: pre-wrap;"><br /></span><span style="white-space: pre-wrap;">972-925-3720 today before 5 pm if you want to sign up to speak at this public hearing on the budget. The monthly Board meeting is scheduled to follow at 6 pm.
Please join me in asking for greater transparency. This planned presentation will be posted at </span></span></span><span class="py34i1dx" color="var(--blue-link)" style="background-color: white; white-space: pre-wrap;"><span data-offset-key="cs2rl-5-0"><a href="http://www.DallasISD.us">www.DallasISD.us</a></span></span><span data-offset-key="cs2rl-6-0" style="background-color: white; color: #050505; white-space: pre-wrap;"><span data-text="true">.<br /></span></span></span></div>Bill Betzenhttp://www.blogger.com/profile/09806780572021894097noreply@blogger.com0tag:blogger.com,1999:blog-5387708905904246964.post-28697491689066493782021-04-20T15:05:00.009-07:002021-06-21T14:11:30.272-07:00What can a White person do to help Black lives matter?<p>This is being written immediately after the Chauvin Guilty Verdict. A White middle-aged man was interviewed after the verdict and admitted he had googled "What can a White person do to help Black lives matter?" He did not have the chance to say what the result was, but that basic question must be explored by everyone.</p><p>I am White. 46 years ago, in July of 1975, I purchased my wonderful home in the Dallas Black community that was being evacuated by White people. White flight was only 10 years old and going full speed in Dallas. Fortunately, I was a social worker working as a Child Abuse Investigator for Dallas County and knew Dallas well. I knew the area of the home I was buying would be a very good place to live. It was the best purchase decision I ever made! My 4 kids all agree and live with their families in the area. The furthest away is 6 miles. <br /><br />Here is one reflection of Dallas White Flight in two spreadsheets covering 50 years, from 1965 to 2015:</p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHJb0tLEK4n_OtEPoqGU1fHPOAotidMoi9bb9-IyH0Q4Vq2mLMvA4gesAyM6iJKNtOXEOYdV2MgXnyYKSiMGzSMVHJvq8CHr5Q6wyjqTLo8QsJuwdTH6encnsUFQKR9HCr3CVHS7XhDWeq/s1797/1970-2015DallasISDEnrollmentHistory11-12-15.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1797" data-original-width="1375" height="808" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHJb0tLEK4n_OtEPoqGU1fHPOAotidMoi9bb9-IyH0Q4Vq2mLMvA4gesAyM6iJKNtOXEOYdV2MgXnyYKSiMGzSMVHJvq8CHr5Q6wyjqTLo8QsJuwdTH6encnsUFQKR9HCr3CVHS7XhDWeq/w619-h808/1970-2015DallasISDEnrollmentHistory11-12-15.jpg" width="619" /></a></div><p></p><p>Here is a more general overview of these 50 years, 1965 to 2015:</p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBL3kMEFew3SzbxdicGOh3CCcl-2ygYwQj8uNKuI8GHspiShHCm1wA2J26NEcqrXGYa2-Jog9K4jCOGazTqVY8yJ1WIQCzkKYVLQuPBqUnSEmrSyevbXkRrtogitaecqAKMiPiwk-krtG3/s772/50-yearHistoryDallasWhiteFlight.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="595" data-original-width="772" height="349" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBL3kMEFew3SzbxdicGOh3CCcl-2ygYwQj8uNKuI8GHspiShHCm1wA2J26NEcqrXGYa2-Jog9K4jCOGazTqVY8yJ1WIQCzkKYVLQuPBqUnSEmrSyevbXkRrtogitaecqAKMiPiwk-krtG3/w453-h349/50-yearHistoryDallasWhiteFlight.jpg" width="453" /></a></div><p></p><p>These tragic White Flight numbers reflect the racism in our history and reflect on the original question above. What can a White person do to help make Black lives matter? What can Whites do to reverse our racist history? </p><p>The first thing a White person can do is to monitor their own behavior and stop any openly racist behaviors they may be doing out of habit. </p><p>I have lived long enough to know that nobody can claim they are not racist. Anyone who tries to claim they are the "least racist person in this room" must know that such a statement is absolutely worthless and only a red flag. Your life and decisions and actions will show if you are racist. You can NEVER verbally claim you are not racist. Such judgments can only be made after you have died. They can only be made by those who knew you in life. </p><p>Racism is deep. Being racist in the U.S. is painfully normal. It is institutional! We must work on it constantly. That work is never finished.<br /><br />One step in that process can be to help everyone set and achieve their own personal goals. <br /><br />I was a middle school teacher. I tried to help students set goals. I worked with other teachers to help start the School Time Capsule Project, an open-source student motivation and family history exploration system outlined in detail at <a href="http://www.StudentMotivation.org">www.StudentMotivation.org</a>. <br /><br />I am now retired but continue to volunteer as a School Time Capsule Postmaster helping run this priceless project in several neighborhood schools here in Oak Cliff and West Dallas. It takes maybe three volunteer days a year per school to make this free-to-use, open-source project possible.</p><p>This student-focused project is one answer, of thousands, as to how we can make Black lives matter. </p><p><br /></p>Bill Betzenhttp://www.blogger.com/profile/09806780572021894097noreply@blogger.com0tag:blogger.com,1999:blog-5387708905904246964.post-48067419495958157882021-01-20T10:12:00.000-08:002021-02-10T10:04:37.608-08:00Roots & Goals Drive Education, Civics, Voting, & Academic Achievement!<p><span style="background-color: white; color: #666666; font-family: "Trebuchet MS", Trebuchet, Verdana, sans-serif; font-size: 15.84px;">For thousands of years education has been driven by teachers who focus on helping students know their roots and form life goals, developing the tools they must have to achieve those goals. </span></p><p><span style="background-color: white; color: #666666; font-family: "Trebuchet MS", Trebuchet, Verdana, sans-serif; font-size: 15.84px;">The School Time Capsule Project has created a structure to expand the focus on roots and goals throughout the 14 years leading to graduation.</span></p><p><span style="background-color: white; color: #666666; font-family: "Trebuchet MS", Trebuchet, Verdana, sans-serif; font-size: 15.84px;">Every year, from pre-k through high school graduation, each parent is invited to write a letter to their child about their dreams for their child. First by the school, then in third-grade students begin the process of writing an annual letter to each parent asking for a letter back about their dreams for them, and asking that a story from their family history be included.</span></p><p><span style="background-color: white; color: #666666; font-family: "Trebuchet MS", Trebuchet, Verdana, sans-serif; font-size: 15.84px;">As the years pass these letters from the students will naturally change, and be sent to more family members, especially those who are older and know more of the family history. Grandparents, great grandparents, aunts and uncles, and other relatives can be written to as the student expands their awareness of family history.</span></p><p><span style="background-color: white; color: #666666; font-family: "Trebuchet MS", Trebuchet, Verdana, sans-serif; font-size: 15.84px;">Each time a student receives a letter from a parent or other relative they are encouraged to immediately read it so they can ask that relative about any details in the letter they may not fully understand. Such conversations could evolve quickly into those goal-centered/family history discussions that we all want to be more common in all families.</span></p><p><span style="background-color: white; color: #666666; font-family: "Trebuchet MS", Trebuchet, Verdana, sans-serif; font-size: 15.84px;">The letters from parents and relatives, or anyone the child is close to, are collected by each student to be brought to school on an assigned day for the second letter-writing exercise.</span></p><p><span style="background-color: white; color: #666666; font-family: "Trebuchet MS", Trebuchet, Verdana, sans-serif; font-size: 15.84px;">In that class, the first assignment is to prepare a self-addressed envelope to hold all of the letters. Then each student writes a letter to themselves about their life and their own goals. As this is done the teacher checks all of the envelopes to be certain they are addressed correctly so they always find their way back to the student. The letters are all placed inside the envelope, sealed, and placed into the School Time Capsule.</span></p><p><span style="background-color: white; color: #666666; font-family: "Trebuchet MS", Trebuchet, Verdana, sans-serif; font-size: 15.84px;">Each year the letters are returned before the next letter writing exercise.</span></p><div class="post-body entry-content" id="post-body-4735018184135395394" itemprop="articleBody" style="background-color: white; color: #666666; font-family: "Trebuchet MS", Trebuchet, Verdana, sans-serif; font-size: 15.84px; line-height: 1.3; position: relative; width: 940px;"><div>(See more at <a href="https://schooltimecapsule.blogspot.com/" style="color: #888888; text-decoration-line: none;">https://schooltimecapsule.blogspot.com/</a> )</div></div>Bill Betzenhttp://www.blogger.com/profile/09806780572021894097noreply@blogger.com0tag:blogger.com,1999:blog-5387708905904246964.post-19069087819431938662020-12-23T15:18:00.004-08:002020-12-23T15:45:59.862-08:00Forging opportunity out of crisis, a letter to Dr. Miguel Cardona, incoming U.S. Secretary of Education<p></p><p class="MsoNormal"></p><p class="MsoNormal"><span style="font-family: arial; line-height: 107%;">Dear Dr. Cardona,<o:p></o:p></span></p>
<p class="MsoNormal"><span style="font-family: arial;"><span face=""Arial",sans-serif" style="color: black; line-height: 107%;">The title of your first presentation today to
the American Public as the nominee for Secretary of Education was perfect:
"To forge opportunity out of crisis."</span> <span style="mso-spacerun: yes;"> </span>That is where we are. The project I will describe below is an opportunity that is an open-source, very low budget, and volunteer-based project. It is associated with progress here in Dallas ISD.<o:p></o:p></span></p>
<p class="MsoNormal"><span style="font-family: arial;"><span face=""Arial",sans-serif" style="color: black; line-height: 107%;">I retired as a teacher 9 years ago from
Quintanilla Middle School here in Dallas ISD. Quintanilla is a 98% Hispanic and 95% high poverty
middle school. 70% of my student’s parents only spoke Spanish.<span style="mso-spacerun: yes;"> </span></span><span>It was a normal struggling Dallas inner-city middle school in 2005, the year that the </span><span face=""Arial",sans-serif" style="color: black; line-height: 107%;">School Time
Capsule Project started.<span style="mso-spacerun: yes;"> <br /></span></span><span><br /></span><span>This is an open-source,
volunteer-ran, almost-no-budget-project that students, parents, and teachers
enjoy. It started with 8</span><sup>th</sup><span> graders writing letters to
themselves planning their lives 10-years into the future and planning for a 10-year class reunion. It expanded over the
years with priceless teacher and parent input into an annual letter-writing by all grades
and to parents and relatives writing letters to the students that include priceless
family history stories as well as their own dreams for their students.</span></span></p>
<p class="MsoNormal"><span style="font-family: arial;"><span face=""Arial",sans-serif" style="color: black; line-height: 107%;">Academic achievement has soared! Now Quintanilla
is one of the highest achieving middle schools among all 33 DISD middle schools.
Being one of the four highest poverty middle schools in Dallas ISD has not
changed. <span style="mso-spacerun: yes;"> </span>It appears we are eliminating
poverty as a factor in the achievement gap by injecting goals and the study of
family history, a study the entire family is involved with. <span style="mso-spacerun: yes;"> </span><br />
<br />
I have continued to work as a volunteer </span><span face=""Arial",sans-serif" style="line-height: 107%;">School Time Capsule Postmaster
for Quintanilla.<span style="mso-spacerun: yes;"> </span>We have now had 5 classes
return for their 10-year reunions.<span style="mso-spacerun: yes;"> </span>We
also ask for volunteers at these reunions to come to the school on Career Day
and talk about their first decade after 8<sup>th</sup> grade.<span style="mso-spacerun: yes;"> </span>They give recommendations for success.<span style="mso-spacerun: yes;"> </span>It appears this focus on the future has
contributed to the constantly higher academic success.<span style="mso-spacerun: yes;"> </span><o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: arial; line-height: 107%;">The annual writing project now involves many schools and
includes grades from 3<sup>rd</sup> through 12<sup>th</sup> grade.<span style="mso-spacerun: yes;"> </span>Only 8<sup>th</sup> grade and 12<sup>th</sup>
grade letters are focused 10-years into the future and remain in the vault a
decade. All other letters are returned the following year by volunteer Time
Capsule Postmasters like me.<span style="color: black;"><o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: arial; line-height: 107%;">Many positive changes happened since 2005 to our students,
not the least of which is that students begin to see the power of writing. <span style="mso-spacerun: yes;"> </span>Negative behaviors were lessened. Graduation rates went from 33% to near 90%.<br />
<br />
The costs involved paper, copying, envelopes, and postage to connect
with former students for their 10-year reunions. We have been able to secure
the 700-pound vaults we use from Costco delivered, usually for $1,000 or less. <span style="mso-spacerun: yes;"> </span>(See photo for vault we had to buy to replace
the first one at Quintanilla. It became too small for the large number of letters.)
<o:p></o:p></span></p>
<p class="MsoNormal"><span style="font-family: arial; line-height: 107%;">See project details at <a href="https://schooltimecapsule.blogspot.com/">https://schooltimecapsule.blogspot.com/</a>.<o:p></o:p></span></p>
<p class="MsoNormal"><span style="font-family: arial; line-height: 107%;">I would be honored to answer any questions you or your
staff may have.<span style="mso-spacerun: yes;"> </span>This is an open-source
project free for any school to use. <br />
<br />
The LULAC National Education Service Center here in Dallas has been the major
supporter for this project for the past 9 years.<span style="mso-spacerun: yes;"> </span>I am copying this letter to the Director of
that office, Ray de los Santos.<br /><br />Thank you for taking on the monumental task of U.S. Secretary of Education. I hope the School Time Capsule Project can make your job more rewarding. It involves writing issues all teachers know and should make their work easier, but they must have School Time Capsule Postmaster volunteers to support them and not add to their already heavy workloads. <br /><br />I will be in the crowd if you ever visit Dallas,<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: arial;"><span face=""Arial",sans-serif" style="background: white; color: black; mso-fareast-font-family: "Times New Roman";">Bill Betzen, volunteer<br /></span><span face="Arial, sans-serif" style="background-color: white;">School Time Capsule Project Postmaster<br /></span><span face="Arial, sans-serif" style="background-color: white;">Supported by LULAC NESC Dallas, (National
Education Service Center) <br /></span><span face="Arial, sans-serif" style="background-color: white;">345 S. Edgefield Ave., Dallas Tx 75208<br /></span><span face="Arial, sans-serif" style="background-color: white;">An open source project, free to use if sharing
improvements<br /></span><span face="Arial, sans-serif" style="background-color: white;"><a href="https://schooltimecapsule.blogspot.com/" style="background-color: white; color: blue;" target="_blank">https://schooltimecapsule.blogspot.com/</a><span style="color: blue;"><br /></span></span><span face="Arial, sans-serif" style="background-color: white;">214-957-9739<br /></span></span></p><br /><p></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzbmtnf8vtuCzEgSewUuNXweWocHrs2IDmpfx2e0XTM4i1YB0-ygxgK-jqKrvZijbLYMJE6bM63LqXD5DC4BIu074mQcrlqLUitNNvCkZLUzxwkuKWvM_eylPN899xV-ykNqI-YnQdoi5Z/s960/TriniandBillQuintanilla1-17-19.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="960" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzbmtnf8vtuCzEgSewUuNXweWocHrs2IDmpfx2e0XTM4i1YB0-ygxgK-jqKrvZijbLYMJE6bM63LqXD5DC4BIu074mQcrlqLUitNNvCkZLUzxwkuKWvM_eylPN899xV-ykNqI-YnQdoi5Z/w400-h400/TriniandBillQuintanilla1-17-19.jpg" width="400" /></a></div><br />Bill Betzenhttp://www.blogger.com/profile/09806780572021894097noreply@blogger.com0tag:blogger.com,1999:blog-5387708905904246964.post-11931579413961194152020-10-21T13:35:00.008-07:002020-10-21T13:38:53.820-07:00Dallas ISD Bond 2020 $3.7 Billion Proposal <p>The first writing I did on the 2020 Dallas ISD Bond Proposal was in February. See it at <a href="https://billbetzen.blogspot.com/2020/02/2020-bond-program-for-dallas-isd.html">https://billbetzen.blogspot.com/2020/02/2020-bond-program-for-dallas-isd.html</a>.</p><p>Now we are voting and I am supporting the passage of this bond. Have my concerns been taken care of? No! </p><p>We still have problems but our students do not have more time! They must have new and improved schools! Thomas Jefferson High School must be totally removed with a new building put up since NO work has been done on that site since the tornado over a year ago. But Covid-19 has shown that DISD must replace 1950's sized classrooms with Covid-19 sized classrooms to create more healthy environments!</p><p>I will speak about this at tomorrow's 10/22/20 Board Meeting about the need to now vote again on Thomas Jefferson H.S., and this time vote to build a new school!<br /><br />Dallas ISD students deserve new schools in multiple locations, not just in North Dallas! The $3.7 billion 2020 Bond will hopefully pass. Then hopefully the needed transparency can be secured for public oversight to grow and reinforce public support for our schools. </p>Bill Betzenhttp://www.blogger.com/profile/09806780572021894097noreply@blogger.com0tag:blogger.com,1999:blog-5387708905904246964.post-4972590527411797812020-07-23T12:06:00.001-07:002020-07-23T14:06:58.940-07:00Covid-19 Dangers Present Opportunity for Dallas ISD, Testimony to Board It was very impressive to listen to the 20 or so teachers who spoke before me today about the dangers of returning to the classroom. I will not repeat that data but will add one source of related data not yet mentioned.<br />
<br />
I have spent hundreds of hours searching for a nation or state that successfully started schools face to face with a daily infection rate above 5 per 100,000 population. No such place exists. Dallas County has an infection rate 8 times greater than that! How can we start in-person school with only failures in the nationwide and the international record with starting schools with infection rates even lower than our rates here in Dallas?<br />
<br />
We have the opportunity of introducing our students to accelerated online learning. This will push our students into the future ahead of their time. If we do it correctly, this will be known as a time of accelerated achievement.<br />
<br />
First, we have teachers who overwhelmingly do not want to have in-person classes that expose their students and themselves to potential Covid-19 infections.<br />
<br />
Second, we have hundreds of thousands of adults at home, retired or unemployed, including grandparents and other relatives, who would find great satisfaction in helping our students as online tutors. We also have the screening systems needed to screen and clear large numbers of volunteers for this sensitive work.<br />
<br />
Third, the technology exists to have all tutoring be recorded and monitored at random by the teachers and other DISD staff for safety and meeting academic goals.<br />
<br />
Fourth, most of you know of the <a href="https://schooltimecapsule.blogspot.com/">School Time Capsule Project</a> that is now 16 years old in Dallas ISD. It is being moved to an online version so that students can more easily secure the family history letters from parents and relatives also addressing their dreams for the students. Increasing the focus on life goals and dreams for the future will help students realize the importance of these online classes. Hopefully, the parents and/or grandparents can even become online tutors for the students. Motivated students change everything!<br />
<br />
Today's decisions could set up our students for great steps forward, or for increased illness and, God forbid, even death if you are wrong. The School Board must not respond to anything other than the best interest of our children.<br />
<br />
Thank you for the work you do.Bill Betzenhttp://www.blogger.com/profile/09806780572021894097noreply@blogger.com0tag:blogger.com,1999:blog-5387708905904246964.post-14096136173484697182020-06-11T07:46:00.002-07:002021-02-10T10:11:50.212-08:006-11-20 DISD Briefing Testimony: Creating a single spreadsheet for Racial Equity data<br />
<div class="yiv9296158294xmsonormal" style="margin-bottom: .0001pt; margin: 0in;">
<span face=""arial" , sans-serif" style="color: black; font-size: 14pt;">Honorable
Trustees and Dr. Hinojosa. I am Bill Betzen.<br style="mso-special-character: line-break;" />
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<span face=""arial" , sans-serif" style="color: black; font-size: 14pt;">I am
honored to be a member of the Racial Equity Office Advisory Committee and am extremely
impressed with the team. The specific recommendation from each of the four
committees formed is in the <a href="https://go.boarddocs.com/tx/disd/Board.nsf/files/BQEUS379FCEF/$file/EOY%20Report%202019-2020%20_Final_Revised.pdf">presentation the Racial Equity Office</a> will give today. It is item 6 B on your agenda.</span></div>
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<span face=""arial" , sans-serif" style="color: black; font-size: 14pt;">On page 13 are the recommendations from each of the four committees. </span><br />
<span face=""arial" , sans-serif" style="color: black; font-size: 14pt;"><img alt="" src="data:image/png;base64,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" /><br />
<br />
Notice the similarities of focus.<span style="mso-spacerun: yes;"> </span>Three
of the four committees recommended annual reports, audits, or the establishment
of a DISD Racial Equity Dashboard related to their area of responsibility. All are recommendations related to the reporting of data. The
fourth committee, “Community Involvement” recommended making certain every DISD
home has access to the Internet in their home. How else can our students and their families be involved? <br /><br />These recommendations must be
achieved.</span></div>
<div class="yiv9296158294xmsonormal" style="margin-bottom: .0001pt; margin: 0in;">
<br /></div>
<div class="yiv9296158294xmsonormal" style="margin-bottom: .0001pt; margin: 0in;">
<span face=""arial" , sans-serif" style="font-size: 14pt;">Three of the committee's recommendations can
pull their data from the same single annual spreadsheet. That School Information
File, under "Resources" in the DISD Data Portal, must include all
data the public requests on each school, stored in one single spreadsheet with
each school covered in one row and 250+ columns of data to include all the most
critical data the public is requesting about our schools.</span></div>
<div class="yiv9296158294xmsonormal" style="margin-bottom: 12.0pt; margin-left: 0in; margin-right: 0in; margin-top: 0in; margin: 0in 0in 12pt;">
<span face=""arial" , sans-serif" style="color: black; font-size: 14pt;">
<br />
It only needs more columns of data to be added to this single spreadsheet. Data
will be added to the School Information File for use in Racial Equity reports as available throughout the school year.<span style="mso-spacerun: yes;"> This School Information File spreadsheet </span>is then frozen into an Annual School Information File at the end of each school year. Nothing fancy is needed. The history of DISD racial equity will be shared as never before as data is
pulled from this central source for the recommended reports.<br />
<br />
The public will be able to follow racial equity, along with thousands of
additional components building DISD success. They will be able to follow it in a way that has never to-date
happened in Dallas ISD! All that is needed is a 7th grade understanding of spreadsheets, the subject I taught for the last 8 years before I retired from DISD.<o:p></o:p></span></div>
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<span face=""arial" , sans-serif" style="color: #1c1e21; font-size: 14pt;">The urgency of transparency is reflected in a 22-year-old
article about Dallas ISD from 1998 titled "Corrupt Empire." It is initially hilarious, but not for long. As you
read the humor disappears. <br /><br />Think of how students in the 1990's were neglected
due to this theft of both money and attention. Nothing like this can continue <a href="https://nam02.safelinks.protection.outlook.com/?url=https%3A%2F%2Fwww.dmagazine.com%2Fpublications%2Fd-magazine%2F1998%2Fapril%2Fcorrupt-empire%2F&data=02%7C01%7CLWILLIAMS%40dallasisd.org%7Cead8ef76e5e4448a6d1708d80db530fa%7C800a094b60c842e5afe66ccb630750c2%7C0%7C1%7C637274419164310819&sdata=E7sK1znxz%2B2X5%2F69pKTKKeDBT6JLhmBIgn4XdxX0a24%3D&reserved=0" shape="rect" style="cursor: pointer;" target="_blank">https://www.dmagazine.com/publications/d-magazine/1998/april/corrupt-empire/</a>.</span><span face=""arial" , sans-serif" style="color: black; font-size: 14pt;"><o:p></o:p></span><br />
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<span face=""arial" , sans-serif" style="color: #1c1e21; font-size: 14pt;">But still, 22 years later, Dallas does not have needed,
easy-to-use transparency. That needed transparency must be the work of the
Racial Equity Office. </span><span face=""arial" , sans-serif" style="color: black; font-size: 14pt;"><o:p></o:p></span></div>
<br />Bill Betzenhttp://www.blogger.com/profile/09806780572021894097noreply@blogger.com0tag:blogger.com,1999:blog-5387708905904246964.post-1410266144670599652020-06-10T08:05:00.006-07:002021-06-24T11:43:34.398-07:00Concerns Presented to Dallas ISD Board 2019, 2020 & 2021:<h3 class="post-title entry-title" itemprop="name" style="background-color: white; color: #666666; font-family: "trebuchet ms", trebuchet, verdana, sans-serif; font-stretch: normal; line-height: normal; margin: 0.75em 0px 0px; position: relative; text-align: center;"><br /></h3>
<div style="background-color: white; font-stretch: normal; line-height: normal; margin: 0.75em 0px 0px; position: relative; text-align: left;"><span style="color: #666666; font-family: arial; font-size: medium;"><h3 class="post-title entry-title" itemprop="name" style="font-family: "Trebuchet MS", Trebuchet, Verdana, sans-serif; font-size: 22px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: normal; line-height: normal; margin: 0.75em 0px 0px; position: relative;"><a href="https://billbetzen.blogspot.com/2021/06/62421-6-pm-presentation-to-disd-board.html" style="color: #33aaff; text-decoration-line: none;">6/24/21 6 pm, Presentation to DISD Board about item 3.01, Superintendent's Report</a></h3><h3 class="post-title entry-title" itemprop="name" style="font-family: "Trebuchet MS", Trebuchet, Verdana, sans-serif; font-size: 22px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: normal; line-height: normal; margin: 0.75em 0px 0px; position: relative;"><a href="http://billbetzen.blogspot.com/2021/06/62421-300-pm-hearing-with-attorneys-on.html" style="color: #33aaff; text-decoration-line: none;">6/24/21, a letter sent about 3:00 pm Hearing with Attorneys on 2021 Redistricting Process</a></h3><div><br /></div><div><a href="http://billbetzen.blogspot.com/2021/06/federal-program-funding-hearing-530-pm.html" style="color: #33aaff; font-family: "Trebuchet MS", Trebuchet, Verdana, sans-serif; font-size: 22px; text-decoration-line: none;">6-24-21, Testimony for 5:30 pm Hearing on Federal Program Funding</a></div><div><h3 class="post-title entry-title" itemprop="name" style="font-family: "Trebuchet MS", Trebuchet, Verdana, sans-serif; font-size: 22px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: normal; line-height: normal; margin: 0.75em 0px 0px; position: relative;"><a href="http://billbetzen.blogspot.com/2021/06/202122-proposed-dallas-isd-annual.html" style="color: #33aaff; text-decoration-line: none;">6/24/21, Testimony for 5:45 pm Hearing on 2021/22 proposed Dallas ISD Annual Budget</a></h3></div></span></div><h3 class="post-title entry-title" itemprop="name" style="background-color: white; color: #666666; font-family: "Trebuchet MS", Trebuchet, Verdana, sans-serif; font-size: 22px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: normal; line-height: normal; margin: 0.75em 0px 0px; position: relative;">7/23/20 <a href="http://billbetzen.blogspot.com/2020/07/covid-19-opportunity-for-dallas-isd.html" style="color: #33aaff; text-decoration-line: none;">Covid-19 Dangers Present Opportunity for Dallas ISD, Testimony to Board</a></h3><div style="background-color: white; font-stretch: normal; line-height: normal; margin: 0.75em 0px 0px; position: relative; text-align: left;"> <span face=""Trebuchet MS", Trebuchet, Verdana, sans-serif" style="color: #666666; font-size: 22px;">6</span><span style="color: #666666; font-family: arial; font-size: 22px;">-11-20 </span><span face="Trebuchet MS, Trebuchet, Verdana, sans-serif" style="color: #666666; font-size: 22px;">DISD Briefing: </span><a href="https://billbetzen.blogspot.com/2020/06/6-11-20-disd-briefing-testimony.html" style="color: #33aaff; font-family: "Trebuchet MS", Trebuchet, Verdana, sans-serif; font-size: 22px; text-decoration-line: none;">Testimony on unifying Racial Equity data from a single source</a></div>
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<span face=""trebuchet ms" , "trebuchet" , "verdana" , sans-serif">3-12-20 Testimony <a href="https://billbetzen.blogspot.com/2020/03/3-12-20-testimony-school-choice-7th.html">School Choice: 7th grade Excel Lesson using DISD Family Information file, Single Spreadsheet Transparency Benefits!</a></span></h3>
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2-27-20 Board Meeting: <a href="http://billbetzen.blogspot.com/2020/02/02-27-20-testimony-before-dallas-isd.html">Testimony on Supplantation, 2020 Bond, and Single Spreadsheet Transparency</a></h3>
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<span face=""trebuchet ms" , "trebuchet" , "verdana" , sans-serif" style="background-color: white; color: #666666; font-size: 22px;">1-23-20 Board Meeting: </span><a href="https://billbetzen.blogspot.com/2020/01/1-23-2020-teacher-effectiveness-indices.html" style="font-family: "trebuchet ms", trebuchet, verdana, sans-serif; font-size: 22px;">TEI Hurts Student Achievement</a><br />
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1-23-20 <a href="https://billbetzen.blogspot.com/2020/01/1-23-20-tapr-hearing-testimony-progress.html">TAPR Hearing Testimony, Progress but not enough!</a></h3>
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1-9-20 Board Briefing: <a href="https://billbetzen.blogspot.com/2020/01/1-9-20-board-briefing-construction.html">Construction & Maintenance Transparency</a></h3>
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<span face=""arial" , "helvetica" , sans-serif" style="color: #666666;"><span style="background-color: white;"><span face=""trebuchet ms" , "trebuchet" , "verdana" , sans-serif" style="color: #666666; font-size: 22px;">12-19-19 Board Meeting: <a href="https://billbetzen.blogspot.com/2019/12/12-19-19-board-meeting-summary-of-2019.html">DISD Transparency War 2019, Summary</a></span></span></span><br />
<span face=""arial" , "helvetica" , sans-serif" style="color: #666666;"><span style="background-color: white;"><span face=""trebuchet ms" , "trebuchet" , "verdana" , sans-serif" style="color: #666666; font-size: 22px;"><br /></span></span></span>
<span face=""arial" , "helvetica" , sans-serif" style="color: #666666;"><span style="background-color: white;"><span face=""trebuchet ms" , "trebuchet" , "verdana" , sans-serif" style="color: #666666; font-size: 22px;">11-21-19 Board Meeting Testimony: </span></span></span><a href="https://billbetzen.blogspot.com/2019/11/dallas-isd-pays-teachers-of-wealthy.html" style="color: #33aaff; font-family: "Trebuchet MS", Trebuchet, Verdana, sans-serif; font-size: 22px; text-decoration-line: none;">Dallas ISD pays teachers of wealthy & White students even more under TEI!</a><br />
<span face=""arial" , "helvetica" , sans-serif" style="color: #666666;"><span style="background-color: white;"><span face=""trebuchet ms" , "trebuchet" , "verdana" , sans-serif" style="color: #666666; font-size: 22px;"><br /></span></span></span>
<span face=""arial" , "helvetica" , sans-serif" style="color: #666666;"><span style="background-color: white;"><span face=""trebuchet ms" , "trebuchet" , "verdana" , sans-serif" style="color: #666666; font-size: 22px;">10-17-19 Board Meeting Testimony: </span><a href="http://billbetzen.blogspot.com/2019/10/detailed-proposals-for-change.html" style="background-color: transparent; color: #33aaff; font-family: "trebuchet ms", trebuchet, verdana, sans-serif; font-size: 22px;">Detailed proposals for change, publicized before Board Meetings, are needed.</a></span></span><br />
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<span face=""arial" , "helvetica" , sans-serif" style="color: #666666;"><span style="background-color: white;">Many Dallas ISD Trustees over the past 50 years:</span></span><br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjX-TpuZgm_15voI6IZbjpPgffn2SjLZ9U6LcMK9ghxe1eCViYyhbS4-s5qKE8_6GXAj_jsB_Ft_-LcEUbuI2JGsr2ci4x7JYmxCLD-g7jFMyPqKfX7nwN-pV4vjDjd1GB8v5-JW0pjR9eh/s1600/BoardHistory.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="238" data-original-width="720" height="208" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjX-TpuZgm_15voI6IZbjpPgffn2SjLZ9U6LcMK9ghxe1eCViYyhbS4-s5qKE8_6GXAj_jsB_Ft_-LcEUbuI2JGsr2ci4x7JYmxCLD-g7jFMyPqKfX7nwN-pV4vjDjd1GB8v5-JW0pjR9eh/s640/BoardHistory.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Photo taken of all Board Members present at 5-23-19 celebration of service by Trustees Blackburn and Pinkerton.</td></tr>
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<span face=""trebuchet ms" , "trebuchet" , "verdana" , sans-serif" style="background-color: white; color: #666666; font-size: 22px;">6-18-19 <a href="https://billbetzen.blogspot.com/2019/06/dallas-isd-is-not-increasing.html">Dallas ISD invests more money in teachers of wealthy students.</a></span><br />
<span face=""trebuchet ms" , "trebuchet" , "verdana" , sans-serif" style="background-color: white; color: #666666; font-size: 22px;"><span style="font-size: 22px;"><a href="https://billbetzen.blogspot.com/2019/05/5-22-19-false-candidate-affidavit.html"><br /></a></span></span>
<span face=""trebuchet ms" , "trebuchet" , "verdana" , sans-serif" style="background-color: white; color: #666666; font-size: 22px;">6-10-19 </span><a href="https://billbetzen.blogspot.com/2019/06/racial-ethnic-balance-at-booker-t.html" style="color: #33aaff; font-family: "trebuchet ms", trebuchet, verdana, sans-serif; font-size: 22px;">Racial & Ethnic Balance at Booker T. Washington Arts Magnet</a><br />
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<a href="https://billbetzen.blogspot.com/2019/05/5-25-19-email-to-board-why-secret.html">5-25-19 Email: Why secret swearing in of new trustees 9 days early?</a></h3>
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<a href="https://billbetzen.blogspot.com/2019/05/5-24-19-email-sent-disd-board-data.html">5-24-19 Email: Data driven racial equity in Dallas ISD</a></h3>
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<a href="http://billbetzen.blogspot.com/2019/04/conflict-of-interest-complaint-against.html?m=0" style="font-family: "Trebuchet MS", Trebuchet, Verdana, sans-serif; font-size: 22px;">4-25-19 Testimony: Conflict of Interest Complaint against Dallas ISD Trustees</a><br />
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<a href="http://billbetzen.blogspot.com/2019/02/dallas-isd-board-meeting-2-28-19-600-pm.html?m=0">2-28-19 Testimony: Conflict of interest on Dallas ISD Board</a></h3>
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<a href="https://billbetzen.blogspot.com/2019/02/hidden-under-achieving-status-of.html" style="font-family: "Trebuchet MS", Trebuchet, Verdana, sans-serif; font-size: 22px; font-weight: normal;">2-5-19 The hidden "under-achieving-status" of students transferring mid-year between publicly funded schools.</a></h2>
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<a href="https://billbetzen.blogspot.com/2019/01/school-time-capsule-project-update-11.html">1-26-19 <span style="color: #33aaff;">School Time Capsule Project Update 11-10-17</span></a></h3>
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<a href="https://billbetzen.blogspot.com/2019/01/1-24-19-public-hearing-disd-201718.html">1-24-19 Public Hearing - DISD 2017/18 Performance 5:30 pm</a></h3>
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<a href="https://billbetzen.blogspot.com/2019/01/dallas-isd-war-history-with-updates.html">1-13-19 Dallas ISD War History - with updates</a></h3>
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Bill Betzenhttp://www.blogger.com/profile/09806780572021894097noreply@blogger.com0tag:blogger.com,1999:blog-5387708905904246964.post-79900163117721087402020-03-28T13:11:00.001-07:002020-03-28T13:20:24.047-07:003-28-20 Coronavirus resources in Dallas County & Texas and data<span style="font-size: large;">Online there are multiple sources for accurate information about steps to take to remain healthy and resources available. <b>Please connect with those you know who do not have internet access and may need information from some of theses sources.</b></span><br />
<span style="font-size: large;"><br /></span>
<span style="font-size: large;">Here are Corona-virus and Covid-19 resources for people in need:</span><br />
<span style="font-size: large;">Dallas will not be disconnecting water and many other resources for the City of Dallas are at </span><br />
<span style="font-size: large;"><a href="https://dallascityhall.com/Pages/Coronavirus-Resources.aspx">https://dallascityhall.com/Pages/Coronavirus-Resources.aspx</a></span><br />
<span style="font-size: large;"><br /></span>
<span style="font-size: large;">Dallas County Emergency information, precautions to take, and resources </span><br />
<a href="https://www.dallascounty.org/departments/dchhs/2019-novel-coronavirus.php"><span style="font-size: large;">https://www.dallascounty.org/departments/dchhs/2019-novel-coronavirus.php</span></a><br />
<span style="font-size: large;"><br /></span>
<span style="font-size: large;">WFAA information and resources: </span><br />
<span style="font-size: large;"><a href="https://www.wfaa.com/coronavirus-covid-19">https://www.wfaa.com/coronavirus-covid-19</a></span><br />
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<span style="font-size: large;">Every school district has resources on their web site. The best developed web site I have found is on the Dallas ISD web site at <a href="https://www.dallasisd.org/coronavirus">https://www.dallasisd.org/coronavirus</a> </span><br />
<span style="font-size: large;">In the left hand column on that page are links to multiple resources including links to videos to share with children explaining what is happening and the science behind it.</span><br />
<span style="font-size: large;"><br /></span>
<span style="font-size: large;">Regarding the data as to what is happening, here is a list of all Coronavirus cases verified as of 5 pm yesterday, 3-27-20. These numbers are constantly changing but verify that the center of the nations infection as of yesterday was New York City. However, please note that <b>31 states have a higher number of deaths per 100 verified Coronavirus cases than New York as of 5 pm yesterday.</b> The number in the darkened column amounts to the number of deaths per 100 cases, either as a percentage of 100 or, for NY, 1.16 deaths per 100 cases verified. Remember, these numbers have already changed! As case numbers become more accurate there will be great changes! </span><br />
<span style="font-size: large;"><br /></span>
<span style="font-size: large;">I will post another graph like this next week. I fear we will have possibly 300% more cases verified in our nation and the World as well as deaths, or more.</span><br />
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<br />Bill Betzenhttp://www.blogger.com/profile/09806780572021894097noreply@blogger.com0tag:blogger.com,1999:blog-5387708905904246964.post-48032420251558517432020-03-12T08:34:00.001-07:002020-03-15T12:05:57.733-07:003-12-20 Testimony: School Choice, 7th grade Excel Lesson using DISD Family Information file, Single Spreadsheet Transparency Benefits!Item 6D on today's agenda is about School Choice but fails to address the hundreds of choices Dallas parents have in the over 200 schools that have vacancies in one or more grades that can be filled. <b>Those vacancies are in effect hidden from the public.</b> The ability to know where they are must be expanded beyond the need to call the school! As enrollment numbers are updated daily in the Data Portal, the vacancy numbers in each school for each grade can also be updated using the same data. The daily vacancy numbers should be posted on every schools web page as well as into the School Information File found under the "Resources" tab in the <a href="https://mydata.dallasisd.org/index.jsp">DISD Data Portal</a>.<br />
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The School Information File application allows anyone to select which of the 45 variables now available they want included in the spreadsheet that can be created within half a minute with this application in the DISD Data Portal.<br />
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If Dallas ISD were to add 14 more data items (Pk through 12) to those available representing the vacancy numbers for each of the 14 grades DISD serves, then parents could immediately know which schools may be available for their child.<br />
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With relatively easy computer coding done, the data already posted under the daily enrollment by school and grade under the "Statistics and Reports" would only need to be subtracted from each schools capacity by grade and then posted in the right location for that grade in the School Information File. Parents would constantly know where they could probably transfer their child after verifying that potential with the school they are considering.<br />
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Below is a 7th grade Excel exercise for students to show them the power of Excel using the current Single Spreadsheet Transparency design. It involves trimming down a larger-than-needed spreadsheet to explore DISD Schools using current School Information File spreadsheet information with 14 columns of grade vacancy data added.<br />
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Assignment:</div>
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Using the School Information file spreadsheet with all data, pretend you are a parent living in Zip Code 75233 but working in 75231. You want to explore schools both near your home and near your work for your third grade child. Create a spreadsheet you can fit on one landscape view sheet to include as much of the most useful data as possible about all the DISD schools in these two zip codes, including vacancy data for third grade.<br />
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Below is an example only. You may select other data to include, but you must defend it. With this sheet parents would know what possibilities exist. Vacancies by grade would increase the value of such a report greatly.<br />
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Data on Dallas ISD schools serving Zip Codes 75233 and 75231</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPRtsZKeNiwuLXwQZfksyBLsyRNgkrSozTTlUEFRy3TAthhcdg02msWWBVpQ8IyNa70KJiE22cDam2vkS_thBOodn-tF6osnjyXdZx8Qd8RMUR5d7nGYuB18m1P9sx66HX0oSuLl9-wYsy/s1600/School_Reference_Info_File03-13-20exercisevacancydata.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="581" data-original-width="1110" height="207" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPRtsZKeNiwuLXwQZfksyBLsyRNgkrSozTTlUEFRy3TAthhcdg02msWWBVpQ8IyNa70KJiE22cDam2vkS_thBOodn-tF6osnjyXdZx8Qd8RMUR5d7nGYuB18m1P9sx66HX0oSuLl9-wYsy/s400/School_Reference_Info_File03-13-20exercisevacancydata.jpg" width="400" /></a></div>
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The parents are thinking of the value of time in the car to speak with their third grader as they drive to a school near work versus time saved for school events nearer their home.<br />
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What value do you see to an expanded School Information File that may have additional data to use in such considerations?<br />
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What data would you want added?<br />
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The above exercise is given here as a hint of the power of an expanded Family Information File with 200 more data items, including the 14 vacancy counts by grade, to allow families to fully explore DISD schools and more easily find schools for their child.<br />
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Increased Single Spreadsheet Transparency will make Dallas ISD more attractive to more families with a 7th grade ability to explore spreadsheets. DISD coding staff could probably simply modify the School Information File application more so that even the above erasing of schools and columns would not be necessary for the information the parents were seeking to be available in such a report. Such over-sized spreadsheets for each academic year would increase Dallas ISD transparency over the years dramatically! Public confidence will continue to grow. Anyone with a question could use the current and past year School Information Files to focus on the information they wanted, and changes over time.<br />
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Public support for DISD would soar, but only if DISD Administration is also comfortably confident that they can face unknown patterns and issues that may be indicated by some interpretations of the data exposed. It will not be easy, but it will help DISD grow and improve more than any district in the nation!Bill Betzenhttp://www.blogger.com/profile/09806780572021894097noreply@blogger.com0