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      <title>Dr. Ruby Payne &quot;A Framework for Understanding Poverty: 10 Actions to Educate Students&quot;  by Ashley Cline</title>
      <link>https://padlet.com/acline_gca/dx0eilrv35yw</link>
      <description>Share your thoughts on how we can positively impact our students despite negative effects that they may encounter due to poverty. </description>
      <language>en-us</language>
      <pubDate>2017-08-30 21:13:59 UTC</pubDate>
      <lastBuildDate>2023-05-17 18:33:10 UTC</lastBuildDate>
      <webMaster>hello@padlet.com</webMaster>
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      <item>
         <title>Example: Build Solid Trust</title>
         <author>acline_gca</author>
         <link>https://padlet.com/acline_gca/dx0eilrv35yw/wish/183817065</link>
         <description><![CDATA[<div>We can build solid, sincere relationships with our students in order to achieve trust. This will provide a safe space and person for a student in a difficult neighborhood or situation to come to for support. - Ashley Cline</div>]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/prod/217306586/b86722ad2fdfa807b1f9a36dc6c6f1c9/image.png" />
         <pubDate>2017-08-30 21:18:32 UTC</pubDate>
         <guid>https://padlet.com/acline_gca/dx0eilrv35yw/wish/183817065</guid>
      </item>
      <item>
         <title>Fixing the Roads</title>
         <author></author>
         <link>https://padlet.com/acline_gca/dx0eilrv35yw/wish/188052081</link>
         <description><![CDATA[<div>How do we fix the roads?&nbsp; We test the students, we address school issues, but don't do anything about the neighborhoods, yet we expect all students from all walks of life to come in and perform the same.&nbsp; We need to examine, on an individual basis, the needs of our students so we can help each student break the barrier and fix the roads.&nbsp;<br>Stacey Garbow</div>]]></description>
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         <pubDate>2017-09-15 18:01:32 UTC</pubDate>
         <guid>https://padlet.com/acline_gca/dx0eilrv35yw/wish/188052081</guid>
      </item>
      <item>
         <title>Wendy Cooper</title>
         <author></author>
         <link>https://padlet.com/acline_gca/dx0eilrv35yw/wish/189176784</link>
         <description><![CDATA[<div>Dr. Payne talks about how the less resources a student has, the more difficult it is for them to plan.  That statement stood out to me because working with high school students tends to include assisting them with planning for their academic and professional future.  However, due to the lack of resources, this can be an unrealistic goal for some of these students.  Maslow's Hierarchy of Needs is a theory that tells us that without our basic needs being met, it is more difficult for us to excel in life.  As advisors working with the at-risk learner population, it's imperative for us to remember that WE are the "basic need" for many of these students.  Simply being present in their lives and letting them know that they CAN achieve is how we can make a positive impact in their life of negative circumstances. </div>]]></description>
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         <pubDate>2017-09-20 05:43:00 UTC</pubDate>
         <guid>https://padlet.com/acline_gca/dx0eilrv35yw/wish/189176784</guid>
      </item>
      <item>
         <title>Wendy O</title>
         <author></author>
         <link>https://padlet.com/acline_gca/dx0eilrv35yw/wish/189295764</link>
         <description><![CDATA[<div>I could listen to Ruby Payne all day. I do hope she will continue to update her research as I am positive the number of children in poverty in this country would continue to stagger the minds of politicians and people in the community. There is so much yet to learn about poverty.&nbsp; One line that really stuck with me was "If you want to change culture, take work away from men." That was so deep. Last year I tried to help my students develop communication skills since those skills were not being taught in most homes. Teaching formal register, the language of school and work was one of my focuses with my students last year, and I will continue to teach it again this year. I helped students compose emails to teachers or administrators. We talked about how you address a leader or&nbsp;a boss&nbsp; when writing or speaking to them directly (not- "Hey, I need this" or typing list you're texting). It was a beneficial lesson.&nbsp;<br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-09-20 13:05:53 UTC</pubDate>
         <guid>https://padlet.com/acline_gca/dx0eilrv35yw/wish/189295764</guid>
      </item>
      <item>
         <title>A New Reality</title>
         <author></author>
         <link>https://padlet.com/acline_gca/dx0eilrv35yw/wish/189317535</link>
         <description><![CDATA[<div>My favorite quote from the podcast was “models are representations, not reality”. So many of our students already have a growth mindset that they are failures, unteachable, and disadvantaged because of their environment or circumstance. I believe we can positively impact our students if we can get them to see a different mental model of reality then what has been laid before them. If students believe they can achieve, they will risk trying…It is up to us to define that new reality for them!<br>~Jessica Davis<br><br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-09-20 13:42:46 UTC</pubDate>
         <guid>https://padlet.com/acline_gca/dx0eilrv35yw/wish/189317535</guid>
      </item>
      <item>
         <title>Misty Thornton</title>
         <author></author>
         <link>https://padlet.com/acline_gca/dx0eilrv35yw/wish/189348493</link>
         <description><![CDATA[<div>I think we can be a light at the end of the tunnel for a lot of our HS population. Sometimes we are the only friendly voice that they hear and we are the only help they have to get them through a rough day. We have to build trust and let them know that we are there for them not just to help them get their education but as a friend. In building that key relationship, we can be a positive force that helps that student want to do better and want more out of life than what they currently are going through.&nbsp;<br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-09-20 14:30:03 UTC</pubDate>
         <guid>https://padlet.com/acline_gca/dx0eilrv35yw/wish/189348493</guid>
      </item>
      <item>
         <title>Cat Simmons</title>
         <author></author>
         <link>https://padlet.com/acline_gca/dx0eilrv35yw/wish/189352921</link>
         <description><![CDATA[<div>Changing their belief! &nbsp;</div><div><br></div><div>Ruby talks about how in most situations dealing with poverty, the belief is that “real men don’t push paper” and then talking about the young man that felt like if he worked to make and “A” in a subject would lose friends!&nbsp; WOW!!&nbsp; That mindset really limits a person in so many ways.&nbsp; I feel that reaching our students now and sharing real world experiences as examples of how to break away from those beliefs will help them see that they do have many more doors available to them.&nbsp; Thus, we must build that relationship and increase their trust levels in us.&nbsp; Without that trust, the student will not even give what we say a second thought!&nbsp; We must remold their belief system so that they believe in themselves and willing to step outside of the box they have put themselves in!&nbsp; We must also offer examples of how to step out the box, not just tell them there are ways to do it.&nbsp; Ruby mentioned that their environment demands what they need to survive and they must negotiate for what they don’t have.&nbsp; If a student is having to choose a job, just to put food on the table and keep the lights on at the house to help the family or go to school, well the choice seems to be obvious! However, we can offer them an alternate solution, we can work very closely with all our school resources, offer constant support DAILY (not just bi-weekly in a case like this – this student needs to know you really care – a simple phone call/test goes a long way) and show them the way to succeed!&nbsp;</div><div>Build that trust – follow through with your promises – and be supportive!<br><figure class="attachment attachment--preview" 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","width":278}' 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"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-09-20 14:37:26 UTC</pubDate>
         <guid>https://padlet.com/acline_gca/dx0eilrv35yw/wish/189352921</guid>
      </item>
      <item>
         <title>Be the ONE!!!!</title>
         <author></author>
         <link>https://padlet.com/acline_gca/dx0eilrv35yw/wish/189353808</link>
         <description><![CDATA[<div><br>Ruby talks about what students need to get "out" of poverty - education, relationships and employment. I feel that as Advisors, we need to really own the relationship piece.&nbsp; We have the opportunity to fill the gap that many of our students have never had... a personal relationship with someone that believes in them! Earn their trust and respect... be the ONE that makes a difference in a life!<br>Laurie McDaniel</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-09-20 14:38:51 UTC</pubDate>
         <guid>https://padlet.com/acline_gca/dx0eilrv35yw/wish/189353808</guid>
      </item>
      <item>
         <title>We can build respect and trust by addressing their immediate needs--whether it be through a social worker or just sharing numbers for community organizations we know about. It is also important that we teach our students how to ask for academic help and how to advocate for themselves. The biggest message we can get across to our students is &quot;Today is not tomorrow&quot;--there are possibilities available that you may not see at this moment or opportunities that are outside your reach now--but tomorrow can be a whole new story. Also addressing the relationship worries can be beneficial--progressing to a higher income level than your family does not mean you have to leave them--it empowers you to help them more. Success doesn&#39;t equal forgetting who you are or where you are from...</title>
         <author></author>
         <link>https://padlet.com/acline_gca/dx0eilrv35yw/wish/189358212</link>
         <description><![CDATA[<div>Michelle Braxton</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-09-20 14:46:10 UTC</pubDate>
         <guid>https://padlet.com/acline_gca/dx0eilrv35yw/wish/189358212</guid>
      </item>
      <item>
         <title>Jessica Carter</title>
         <author></author>
         <link>https://padlet.com/acline_gca/dx0eilrv35yw/wish/189360986</link>
         <description><![CDATA[<div>Wow! She really makes you think about poverty! She is amazing!<br>I really experienced quite a bit of this when I worked in Clayton County, I just didn't know how to articulate it like she does. I had a class of 14 EBD boys. Once they knew I loved and respected them, they would do anything for me. We&nbsp;had a post test at the end of the year. They did not want to&nbsp;take&nbsp;it. I told them that test&nbsp; was to grade how good of a teacher I was. They&nbsp;told me, "In that case, we will do our best!" :) &nbsp;Relationships help you get by and connections help you get ahead!! Hidden roles really spoke to me as an introvert not knowing all the rules and feeling awkward.&nbsp; Some people don't understand why I started&nbsp;a Non-Profit to feed kids on the weekends. They ask me why they can't just use food&nbsp;stamps. The fact that they spend it all the first day so they don't have to share explains so much! John is home this week. We loved listening to this. It led to a great discussion after! We are in the perfect job to make a difference. And we do everyday!</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-09-20 14:51:16 UTC</pubDate>
         <guid>https://padlet.com/acline_gca/dx0eilrv35yw/wish/189360986</guid>
      </item>
      <item>
         <title>Debbie Phipps</title>
         <author></author>
         <link>https://padlet.com/acline_gca/dx0eilrv35yw/wish/189373852</link>
         <description><![CDATA[<div>Building relationships!&nbsp; That's what we as advisors do!&nbsp; I know from experience that I will do a lot more for someone I know, 'like', and respect than for someone who I feel thinks they are 'better than me'.&nbsp; I've found so many times that students don't know how to study and learn.&nbsp; As I call my families I don't ask myself why these students aren't learning; on the contrary, I ask myself how can they learn in this environment.&nbsp; I hear babies and other children crying and screaming in the background, dogs barking, televisions blaring, just to mention a few of the distractions.&nbsp; We need to put ourselves in the students' shoes and actually teach them the hidden rules of school!&nbsp; Some of the things we need to teach are abstract processes, mental models, teach the studetns how to plan, and teach the students how to ask questions.&nbsp; But before the students will allow us to teach them, we have to build relationships!&nbsp; Before we can build relationships, we MUST understand the family resources (sometimes poverty) and dynamics!&nbsp; I could go on and on!</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-09-20 15:13:20 UTC</pubDate>
         <guid>https://padlet.com/acline_gca/dx0eilrv35yw/wish/189373852</guid>
      </item>
      <item>
         <title></title>
         <author></author>
         <link>https://padlet.com/acline_gca/dx0eilrv35yw/wish/189379950</link>
         <description><![CDATA[<div>The quote above from Ruby Payne’s podcast really stuck with me.  I think that as an educator, this is crucial to remember.  How students spend their time determine what they know and determines what they get done.  My goal is an adviser is to build a strong relationship with students.  A relationship built on trust, understanding, and connections.  From there, I want to guide them to utilize effective techniques to set goals, manage time, and use these skills in their daily life.  I want to meet them where they are.  Provide support.  Provide resources for both LC’s and students.    Behaviors, jobs, exploitation, and political/economic structures are all interwoven, and I may not be able to address all, but I can certainly do my part.  Providing students with opportunities to spend “time” actively engaged with GCA – that’s my plan! ~Fran Rollins<br><br><br></div>]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/prod/221911101/fe11d1372f35856ee6dcffe095ed77c9/time.jpg" />
         <pubDate>2017-09-20 15:23:16 UTC</pubDate>
         <guid>https://padlet.com/acline_gca/dx0eilrv35yw/wish/189379950</guid>
      </item>
      <item>
         <title>Shannon Ready</title>
         <author></author>
         <link>https://padlet.com/acline_gca/dx0eilrv35yw/wish/189417675</link>
         <description><![CDATA[<div><br>This recording said so many interesting things and ideas!!! One was the four reasons of poverty. Ruby said "When we work with communities, all four poverty reasons are present.... if you only address one, you will never move the needle." Meaning, that you can't just try to fix the one factor, you have to try to help all four factors.  Secondly, I am very big on connecting with the students on a more personal level.  Ruby agrees and says that we can build respect and trust this way.  TOTALLY agree.   I also love the term "Building human capacity".  I really feel we do and encourage that every day when we work with these students! </div>]]></description>
         <enclosure url="" />
         <pubDate>2017-09-20 16:31:05 UTC</pubDate>
         <guid>https://padlet.com/acline_gca/dx0eilrv35yw/wish/189417675</guid>
      </item>
      <item>
         <title>So many take-aways from this podcast!  I appreciated the insights into understanding the &quot;rules&quot; of each level of income and how some of the students we work with operate by different rules and may even have trouble with the abstract because poverty deals in the concrete.  I was also intrigued by the difference between &quot;relationships&quot; and &quot;connections&quot;.  The first is what helps you &quot;get by&quot; and the second is what helps you &quot;get ahead&quot;.  I hope that I will be both of those for my students.</title>
         <author></author>
         <link>https://padlet.com/acline_gca/dx0eilrv35yw/wish/189448884</link>
         <description><![CDATA[<div>Raquel Cooke</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-09-20 17:26:11 UTC</pubDate>
         <guid>https://padlet.com/acline_gca/dx0eilrv35yw/wish/189448884</guid>
      </item>
      <item>
         <title>Ruby Payne discussed many interesting points in this podcast. I feel that most importantly we, as advisors, need to build strong relationships with not only the students, but also the parents. </title>
         <author></author>
         <link>https://padlet.com/acline_gca/dx0eilrv35yw/wish/189470446</link>
         <description><![CDATA[<div>~Jennifer Carver</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-09-20 18:01:51 UTC</pubDate>
         <guid>https://padlet.com/acline_gca/dx0eilrv35yw/wish/189470446</guid>
      </item>
      <item>
         <title>Lori Reeves</title>
         <author></author>
         <link>https://padlet.com/acline_gca/dx0eilrv35yw/wish/189474499</link>
         <description><![CDATA[<div>While growing up in a very small town in middle Georgia I saw a lot of poverty.&nbsp; As a matter of fact, my family was very poor, but my parents were extremely supportive of anything that I wanted to do to better myself and break the cycle of poverty.&nbsp; When I was in 7th grade, I became very good friends with a young lady whose family was what I considered to be very wealthy.&nbsp; I made up my mind, at that time, that I was going to have money someday myself and not have to worry about where every dollar was coming from.&nbsp; I decided that I was going to college no matter what it took so that I could be like my friend and enjoy life without always having the cloud of worry hanging over me.&nbsp; Having this relationship during that time of my life motivated me to get an education so that I could have a better job when I was older and avoid the poverty that I had grown up with.&nbsp; I have always know that my relationship with Pam is what set me on the right path for my future and what led me to getting a college degree.&nbsp; Because of my friendship with this girl, in 7th grade, I starting trying my best to make all As so that I would be worthy of getting into college when I graduated high school.&nbsp; My goal was to always make a better grade than my friend so that worked out really well for me and did indeed help me to get into the college of my choice.&nbsp; So when Ruby talked about education, relationships and employment being the key to getting out of poverty it really struck home for me.&nbsp; We always think about those positive relationships between an adult and a student, but sometimes it can be that positive relationships with our peers that makes a huge difference in our lives too.</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-09-20 18:09:00 UTC</pubDate>
         <guid>https://padlet.com/acline_gca/dx0eilrv35yw/wish/189474499</guid>
      </item>
      <item>
         <title></title>
         <author></author>
         <link>https://padlet.com/acline_gca/dx0eilrv35yw/wish/189483890</link>
         <description><![CDATA[]]></description>
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         <pubDate>2017-09-20 18:25:17 UTC</pubDate>
         <guid>https://padlet.com/acline_gca/dx0eilrv35yw/wish/189483890</guid>
      </item>
      <item>
         <title>Amanda Palmer</title>
         <author></author>
         <link>https://padlet.com/acline_gca/dx0eilrv35yw/wish/189494140</link>
         <description><![CDATA[<div>Teaching in BAM I worked in a school system with high poverty.&nbsp; I was able to see first hand how being THE ONE person who truly loved, respected, believed in, and wanted the best for these students could make a dramatic difference.<br><br>Building a strong relationship with students and being trustworthy can encourage them more than we really realize. </div>]]></description>
         <enclosure url="" />
         <pubDate>2017-09-20 18:43:58 UTC</pubDate>
         <guid>https://padlet.com/acline_gca/dx0eilrv35yw/wish/189494140</guid>
      </item>
      <item>
         <title>Michelle Hendricks</title>
         <author></author>
         <link>https://padlet.com/acline_gca/dx0eilrv35yw/wish/189521653</link>
         <description><![CDATA[<div>I lived and worked in Clayton County for almost 13 years. To get my teaching certificate I was required to take a course on poverty. Ruby Payne's podcast reminds me a lot of the course and the biggest eye opener in both is the explanation of hidden rules.  Poverty deals in trying to survive...how do you bail a friend out of jail, where is your next meal coming from, how do you get the water turned back on when you don't get paid for 2 more weeks?? Learning about the hidden rules has helped me be more understanding of the children I teach and more understanding of the parents that are just trying to make it through one more day.</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-09-20 19:50:20 UTC</pubDate>
         <guid>https://padlet.com/acline_gca/dx0eilrv35yw/wish/189521653</guid>
      </item>
      <item>
         <title>Lindsey Cochran </title>
         <author></author>
         <link>https://padlet.com/acline_gca/dx0eilrv35yw/wish/189536659</link>
         <description><![CDATA[<div>I had the pleasure of tutoring homeless students in Forsyth County, which is considered a very wealthy county. I was shocked when I found out the number of homeless families we have living in our county, and the issues the children were dealing with were heartbreaking. I loved being able to be a huge part of their support system. Providing trust and stability for children dealing with poverty is so important. Building a strong relationship and learning more about the student's home life will help you know understand what type of support they need from you. </div>]]></description>
         <enclosure url="" />
         <pubDate>2017-09-20 20:37:53 UTC</pubDate>
         <guid>https://padlet.com/acline_gca/dx0eilrv35yw/wish/189536659</guid>
      </item>
      <item>
         <title>Listening to Dr. Payne, I began to think about the students that I use to work with in Atlanta Public Schools. majority of them were improvised. They would ask for the left over food in the cafeteria to take home over the weekend so that they could have a meal. Completing homework under the street lights because there was no electricity in the home. These are all stressors that children should not have to deal with.  It was very interesting to hear the thought process of a person dealing with poverty vs. a wealthy person. I think as Advisors, it is very important to listen to our families and their needs. This will give us a better understanding of how to best serve them. </title>
         <author></author>
         <link>https://padlet.com/acline_gca/dx0eilrv35yw/wish/189620006</link>
         <description><![CDATA[<div>~Jama Harris</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-09-21 06:29:58 UTC</pubDate>
         <guid>https://padlet.com/acline_gca/dx0eilrv35yw/wish/189620006</guid>
      </item>
      <item>
         <title>Crystal Arnette</title>
         <author></author>
         <link>https://padlet.com/acline_gca/dx0eilrv35yw/wish/189767793</link>
         <description><![CDATA[<div><br>One of the key ways that we can positively shape our students despite the negative effects of poverty is by building a relationship with them. Students are more prone to "buy in" to their education when they trust and respect the adults they encounter regular. Some examples of how we can build those relationships are: 1) Pay attention to the non-verbals to understand the intent and the student, 2) Meet the students where they are by setting reasonable expectations, 3) Implement a "No Judgement" zone or a virtual safe space where the students feel comfortable opening up about all aspects of their life, and 4) Not only sympathize but empathize with the students and the hardships they have faced.&nbsp;<br><br><br>One thing that I have realized over the years of working with youth is that (very similarly to how dogs can sense fear), they can sense fake and phoniness. When they can tell that we genuinely want the best for them and are willing to help them achieve it they become more receptive to trusting the process. So don't be afraid to share the real you with them!</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-09-21 14:28:29 UTC</pubDate>
         <guid>https://padlet.com/acline_gca/dx0eilrv35yw/wish/189767793</guid>
      </item>
      <item>
         <title>Dealing with kids is poverty is tough in my opinion, mostly because I can&#39;t relate to the extreme poverty that some kids live in.  For example, know how to bail someone out of jail, or figuring out where my next meal is coming from...these are things I&#39;ve never had to tackle, and really can&#39;t speak of...with that said, I DO feel I can earn the trust of my students who live in poverty that are facing adversities everyday on the most basic level by showing a sincere, and real, interest in their lives, their academics and their futures.  I really feel it boils down to building relationships, earning trust, and earning respect...it goes a long way!</title>
         <author></author>
         <link>https://padlet.com/acline_gca/dx0eilrv35yw/wish/189773295</link>
         <description><![CDATA[]]></description>
         <enclosure url="" />
         <pubDate>2017-09-21 14:39:57 UTC</pubDate>
         <guid>https://padlet.com/acline_gca/dx0eilrv35yw/wish/189773295</guid>
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