tag:blogger.com,1999:blog-22717929685494120542024-02-19T00:32:35.931-05:00Mrs Golding's MusingsI am a Principal with the Simcoe County District School Board who is passionate about connecting with others, co-learning and helping all students and educators to reach their full potential. My blog is a compilation of reflections on my experiences and learning. You can also find me on Twitter @A_J_Golding Thanks for visiting! Alison Goldinghttp://www.blogger.com/profile/00091637763532972569noreply@blogger.comBlogger36125tag:blogger.com,1999:blog-2271792968549412054.post-9612321787749537952019-03-01T10:51:00.000-05:002019-03-03T15:04:11.259-05:00Article Study: A Measure of Concern<br />
Simcoe County District School Board is currently offering a number of leadership opportunities for interested staff. One of these opportunities is an article study series, with a focus on instructional leadership. We are using a number of formats to facilitate discussion of a series of articles. For this article, we will be using a blog format. Visit this this blog anytime between now and March 19. Use the “comment” feature at the bottom of the page by clicking where it shows the number of comments in orange (see picture below). This will allow you to make a comment. Use this feature to answer the posted questions.<br />
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<img src="https://lh3.googleusercontent.com/ZTnfg79Z6WFWWqBgIh__ljRCR7g9qS00LGmqrRz-TMoUJQ3N2RYhQX7vj8sRl_lX9zZUiGhYtCYt3GpDhUvbjUn5NoB26-PP-i-UOVSLHWxbREIGIJLkT5JDjD1ALcwCuEZKJ9F1" /><br />
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Be sure to check back through the week to see what others have posted and reply to their posts. Anyone is welcome to participate and add to the conversation!<br />
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<b>Article Link</b><br />
<a href="https://learningforward.org/docs/tools-for-learning-schools/tools2-03.pdf?sfvrsn=2" target="_blank">A Measure of Concern </a><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTuAbPJLKO9MuruWXr4z8Lp9P4_cSYrYQ_B9NHCvlX4xRXbptJYZp71SJhDMNMWtklyUtCH-7XyCZDC5Zr_Ue-Fw-Z53BjgzUzJE7qYtWNjMB-FzmMA8cdy6C0vB-WXevrj5YJuaDNrUw/s1600/Capture.PNG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="535" data-original-width="199" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTuAbPJLKO9MuruWXr4z8Lp9P4_cSYrYQ_B9NHCvlX4xRXbptJYZp71SJhDMNMWtklyUtCH-7XyCZDC5Zr_Ue-Fw-Z53BjgzUzJE7qYtWNjMB-FzmMA8cdy6C0vB-WXevrj5YJuaDNrUw/s320/Capture.PNG" width="119" /></a></div>
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<b>Article Summary </b><br />
Every educational leader has likely faced challenges at some point when trying to support change practices. Staff are often at different stages of understanding and implementation, and this variance can present challenges to productive collaboration related to school improvement.<br />
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Traditionally, teacher voice in professional learning may have been thought about as teacher preference, and may have looked like a school administrator giving choices for topics or pathways of professional learning. However, the ways that leaders respond to voice can either move the school community forward with depth and focus, or can cause teams to go a mile wide and an inch deep when attempting to respond to a wide range of opinions on staff. <br />
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Based on this premise, the “Stages of Concern” framework is a developmental progression of seven stages that describe the feelings and motivations a teacher might have about a change in practice as it is implemented. School leaders can use this model to support school improvement planning while working to investigate and reframe the concepts of “voice and choice” in terms of “readiness and concern”. <br />
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Previously, instructional leaders may have thought of these concerns as people being “negative” or “resistant”. This model changes that perspective. Through the Stages of Concern, leaders are encouraged to discuss and address concerns rather than trying to silence the voices that seem to challenge the change that is being implemented. The Stages of Concern framework honours individual concerns as a valid part of the change process, where voiced concerns become “assessment for learning” and “assessment as learning” information for the instructional leader, informing the ways in which they support the people they work with. It then allows leaders to differentiate and plan targeted professional learning to meet the self-identified needs of teachers, all the while, honouring voice and building relationships. <br />
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<b>Questions </b><br />
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1- How does the “Stages of Concern” model make you rethink the concept of “resistance”? <br />
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2- Considering your current job embedded context, how might the “Stages of Concern” model support your practice related to instructional leadership? What are some specific “takeaways” that you want to try? <br />
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3- After reading this article, what are some questions that you have? Participants are encouraged to provide feedback on questions that are posted.<br />
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<b>Reference</b><br />
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Holloway, K. (2003). A measure of concern: Research based program aids innovation by addressing teacher concerns. National Staff Development Council Tools for Schools. <br />
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Retrieved from h<a href="https://learningforward.org/docs/tools-for-learning-schools/tools2-03.pdf?sfvrsn=2">ttps://learningforward.org/docs/tools-for-learning-schools/tools2-03.pdf?sfvrsn=2</a><br />
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Alison Goldinghttp://www.blogger.com/profile/00091637763532972569noreply@blogger.com8tag:blogger.com,1999:blog-2271792968549412054.post-12049682053290497822018-11-27T10:09:00.002-05:002018-11-27T10:24:04.933-05:00Collective Efficacy Book Study- Chapter 5 This week, we are concluding our book study with a face-to-face meeting and celebration of our work! <br />
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<span style="font-family: inherit; font-size: large;"><b><u>Chapter 5</u></b></span><br />
<span style="font-size: large;"><span style="white-space: pre-wrap;"><b><u>Leaders Utilize a Collaborative Inquiry Framework to Organize Actions </u></b></span></span></div>
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<span style="font-family: inherit; font-size: large;"><b>Chapter Summary</b></span></div>
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“Leaders should be doing, and should be seen doing, that which they expect or require others to do” (p. 76) <br />
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Chapter 5 outlines a collaborative leadership inquiry four-stage model of plan, act, observe, asses. The chapter delves into each of the four components using a lens of leadership to share some best practices, tools and ideas around how this model might be best facilitated in order to enhance collective efficacy within a school. <br />
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<span style="font-family: inherit; font-size: large;"><b>Questions </b></span></div>
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<b>Q1</b>- Based on the information in this chapter as well as your own professional experience, how might you go about determining a meaningful focus for leadership inquiry?<br />
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<b>Q2</b>- What coaching, mentoring and facilitation skills might support you in your leadership work related to the topics in this book? <br />
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<b>Q3</b>- What is your biggest takeaway from this book? <br />
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<b>Q4</b>- What is the one thing that you might commit to doing differently as a result of reading this book? <br />
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<b>Q5</b>- As you reflect on the format of this book study, what worked well for you? What did not work well? What suggestions do you have for future book study formats and content?Alison Goldinghttp://www.blogger.com/profile/00091637763532972569noreply@blogger.com0tag:blogger.com,1999:blog-2271792968549412054.post-1282026269127674382018-11-20T16:13:00.002-05:002018-11-20T16:13:49.610-05:00Collective Efficacy Book Study- Chapter 4 This week, our group has chosen a collaborative Google Slides format for our book study conversation. Instructions for this format are as follows. <br />
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<li><a href="https://docs.google.com/presentation/d/13dYZpLxmP7XT_pmODS-yDfPw1g3ROEchsCoHDoohWTg/edit?usp=sharing">Link to Chapter 4 Book Study via Google Slides</a></li>
<li>Participants should visit the Google slide deck between Nov. 22-28th, read the questions and use a blank slide to share your responses </li>
<li>Feel free to add slides and comment on each other’s ideas. </li>
<li>We encourage you to use words or even pictures...be creative!</li>
<li>Be sure to check back through the week to see what others have posted and reply to their posts.</li>
<li>SCDSB staff will have access to the link. Non-SCDSB staff who would like to participate can comment on this post and provide their email address to be added.</li>
</ul>
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<span style="font-family: inherit; font-size: large;"><b><u>Chapter 4</u></b></span><br />
<span style="font-family: inherit; font-size: large;"><u><span style="font-weight: 700; white-space: pre-wrap;">Enhancing Collective Efficacy Through Professional Protocols</span><b> </b></u></span></div>
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<span style="font-family: inherit; font-size: large;"><b>Chapter Summary</b></span></div>
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“When educators engage in continuous learning, student learning is improved” (p. 51). Research has identified seven characteristics of professional learning. </div>
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<span style="font-family: inherit;"><br />Effective professional learning is...</span><br />
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<li><span style="font-family: inherit;">Ongoing </span></li>
<li><span style="font-family: inherit;">Reinforces meaningful collaboration</span></li>
<li><span style="font-family: inherit;">Grounded in educator practice</span></li>
<li><span style="font-family: inherit;">Involves reflection based on evidence of student outcomes</span></li>
<li><span style="font-family: inherit;">Increases teacher influence</span></li>
<li><span style="font-family: inherit;">Builds capacity for leadership</span></li>
<li><span style="font-family: inherit;">Taps into sources of efficacy</span></li>
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This chapter also outlines several learning structures that enhance collective efficacy. These include:</span><br />
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<li><span style="font-family: inherit;">Teacher networks</span></li>
<li><span style="font-family: inherit;">Collaborative teacher inquiry</span></li>
<li><span style="font-family: inherit;">Peer coaching through a cycle of co-planning, co-teaching, co-analysis and co-reflection</span></li>
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Lastly, several efficacy enhancing protocols are outlined as guidelines to help focus and deepen conversations. <br />
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<span style="font-family: inherit; font-size: large;"><b>Questions </b></span></div>
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<b>Q1- </b>Reflecting upon your current work environment, how might you apply one of the efficacy enhancing protocols discussed in this chapter to foster greater collective efficacy within a team that you currently working with?<br />
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<b>Q2- </b>Donohoo focuses her discussion on teacher professional learning . How can this knowledge be provided to professional learning for administrators? What are some of the learning structures that have worked for you OR what are some learning structures that you would like to see?<br />
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<b>Q3- </b>“Success is the result of perfection, hard work, learning from failure, loyalty, and persistence.” What are some of your “failed” learning experiences that you have organized or led as an administrator or leader? Why do you feel they failed? What did you try afterwards or what might you do next time?<br />
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<b>Q4</b>- In the book, we read that leaders of professional learning must capitalize on social persuasion as well as teachers’ emotional reactions to tasks. As a leader, how can you apply this to the learning in your school?<br />
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<b>Q5</b>- What has been the most powerful professional learning experience in your career in education? What were the conditions that made this experience so impactful?Alison Goldinghttp://www.blogger.com/profile/00091637763532972569noreply@blogger.com0tag:blogger.com,1999:blog-2271792968549412054.post-34331492452010983262018-11-14T16:56:00.004-05:002018-11-14T16:56:55.158-05:00Collective Efficacy Book Study- Chapter 3 <div style="text-align: center;">
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This week, our group has chosen a Twitter chat format for our book study conversation. Instructions for this format are as follows:</div>
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<li>If you do not have one already, create a twitter account</li>
<li>Follow @A_J_Golding and @jmerkleyjoanne</li>
<li>Log in on Thursday November 15th at 4:30</li>
<li>Alison will be posting the questions, watch her feed. A new question will be posted approximately every 10 minutes</li>
<li>Questions will be posted as Q1 (Question 1), Q2 (Question 2) etc. </li>
<li>To keep it easy to follow, participants should reply by starting their post with A1 (Answer 1, corresponding with Question 1) etc. </li>
<li>Use the hashtag #scdsbCE with every post you make. This way, you can click on the hashtag, then click on “latest” at the top of the feed so you can view all of your colleagues posts and replies in order. </li>
<li>Feel free to respond to each others’ posts as well as to the questions by using the “reply feature” but make sure you still use the #scdsbCE hashtag</li>
</ul>
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<b style="font-size: x-large;"><u>Chapter 3- Fostering Collective Teacher Efficacy</u></b></div>
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<span style="font-family: inherit; font-size: large;"><b>Chapter Summary</b></span></div>
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“Fostering collective teacher efficacy to realize increased student achievement involves creating opportunities for meaningful collaboration, empowering teachers, establishing goals and high expectations, and helping educators interpret results and provide feedback.” (p. 35) </div>
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In this chapter, six enabling conditions for fostering collective teacher efficacy are shared. These include:</div>
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<li>Advanced teachers influence</li>
<li>Goal consensus</li>
<li>Teachers’ knowledge about one another’s work</li>
<li>Cohesive staff </li>
<li>Responsiveness of leadership </li>
<li>Effective systems of intervention</li>
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<span style="font-size: large;"><b>Questions </b></span></div>
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<b>Q1-</b> One of the enabling conditions for fostering collective teacher efficacy is when teachers have opportunities to learn about each other’s’ work. What opportunities can school leaders create for their teachers to learn collaboratively? </div>
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<b>Q2-</b> Leaders can support the conditions for efficacy by developing a culture where teachers each have a role in achieving a shared purpose as part of a larger team. How might leaders increase this sense of interdependence between teachers? </div>
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<b>Q3- </b>Responsiveness calls for leaders to address situations that prevent the team from carrying out their duties effectively. How might school leaders respond to these situations in ways in which the team feels supported? </div>
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<b>Q4- </b>When teachers feel empowered as part of a decision making process, they become more invested, believe in their ability to successfully carry out those decisions and collective efficacy increases. How can school leaders create a culture where teachers are involved in decision making?</div>
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<b>Q5-</b> What are some ways that leaders can provide feedback and create opportunities for peer feedback and self-reflection with school teams about their impact on student learning in order to set direction and next steps?</div>
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Alison Goldinghttp://www.blogger.com/profile/00091637763532972569noreply@blogger.com0tag:blogger.com,1999:blog-2271792968549412054.post-88270982227615986582018-11-06T10:17:00.000-05:002018-11-06T10:23:08.271-05:00Collective Efficacy Book Study- Chapter 2 <div style="text-align: center;">
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This week, our group has chosen a blog format for our book study conversation. Instructions for this format are as follows:<br />
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Visit this post anytime between November 8th and November 14th. Use the “comment” feature at the bottom of the page by clicking where it shows the number of comments in orange (see picture below). This will allow you to make a comment. Use this feature to answer the posted questions. Be sure to check back through the week to see what others have posted and reply to their posts.<br />
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<img src="https://lh6.googleusercontent.com/L6-q58yEJ4PhlDuB-7-7Srs6Ounwav2IClhvikeb3YJZzs3uQuOlVd3lDCpuVuq7TBHWsd249bh3X0NrFwq7yeQg6DbnHNQp0wTAqXPXN2jAdIE-Ah19O91cmMTgqNThSGX9RX6k" /><br />
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Although this is the only week we will be using the blog to conduct our study, questions will be posted on the blog every week for reference.<br />
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<b style="font-size: x-large;"><u>Chapter 2- Consequences of Collective Teacher Efficacy</u></b></div>
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<span style="font-size: large;"><b>Chapter Summary</b></span><br />
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“When a sense of collective efficacy is present, staffs maintain a school environments in which students feel good about themselves. They also engage in more productive behaviours that support positive student outcomes.” (p. 13)<br />
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Positive consequences of collective teacher efficacy discussed in this chapter include:<br />
<ul>
<li>Putting forth greater effort and persistence, especially aimed toward students experiencing difficulty </li>
<li>Trying new teaching approaches based on effective pedagogy</li>
<li>Conveying high expectations to students </li>
<li>Fostering learner autonomy (student-centered teaching) </li>
<li>Decreasing disruptive behaviour</li>
<li>Increased commitment </li>
<li>Enhanced parent involvement </li>
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<b><span style="font-size: large;">Questions </span></b><br />
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<span style="font-family: "arial narrow"; font-size: 12pt; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">Q1- </span><span style="font-family: "arial narrow"; font-size: 12pt; vertical-align: baseline; white-space: pre-wrap;">“When teachers expect their students to perform at high levels, they do” (p. 15)</span><span style="font-family: "arial narrow"; font-size: 12pt; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">. </span><span style="font-family: "arial narrow"; font-size: 12pt; vertical-align: baseline; white-space: pre-wrap;">How can school leaders help cultivate the belief that students in their school can meet high expectations?</span><br />
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<span style="font-family: "arial narrow"; font-size: 12pt; vertical-align: baseline; white-space: pre-wrap;">-</span><span style="font-family: "arial narrow"; font-size: 12pt; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">Q2</span><span style="font-family: "arial narrow"; font-size: 12pt; vertical-align: baseline; white-space: pre-wrap;">- “When efficacy is high, teachers are more accepting of change and more likely to try new teaching approaches” (p. 15). What are some actions taken by school leaders that you think would create these conditions conditions? </span><br />
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<span style="font-family: "arial narrow"; font-size: 12pt; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">Q3- </span><span style="font-family: "arial narrow"; font-size: 12pt; vertical-align: baseline; white-space: pre-wrap;">“Student centred classrooms move the focus from teaching to learning” (p. 21).. How can school leaders help create the conditions where students have responsibility in some of the decisions made regarding their learning and the implementation of those decisions?</span><br />
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<span style="font-family: "arial narrow"; font-size: 12pt; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">Q4</span><span style="font-family: "arial narrow"; font-size: 12pt; vertical-align: baseline; white-space: pre-wrap;">- Learner autonomy, where teachers share responsibility for solving classroom problems with their students, is said to go hand in hand with a sense of intrinsic motivation. Along with teachers fostering this condition in their classrooms, school leaders can also facilitate opportunities for shared problem solving with their students and staff. What are some ways that school leaders might do this? </span><br />
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<span style="font-family: "arial narrow"; font-size: 12pt; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">Q5-</span><span style="font-family: "arial narrow"; font-size: 12pt; vertical-align: baseline; white-space: pre-wrap;"> How can school leaders invite parental involvement, paying particular attention to parents from marginalized populations or those who may be less comfortable interacting in a school setting? </span></div>
Alison Goldinghttp://www.blogger.com/profile/00091637763532972569noreply@blogger.com24tag:blogger.com,1999:blog-2271792968549412054.post-20156788071240878722018-10-31T12:11:00.002-04:002018-11-06T10:18:13.844-05:00Collective Efficacy Book Study- Chapter 1<div style="text-align: center;">
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As part of our ongoing learning, some of the leaders within the Simcoe County District School Board are embarking on a book study on "<a href="https://us.corwin.com/en-us/nam/collective-efficacy/book253572" target="_blank">Collective Efficacy: How Educators' Beliefs Impact Student Learning</a>" by Jenni Donohoo.<br />
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Meeting face to face for our initial and final meetings covering Chapters 1 and 5, our group has decided to "meet" virtually for Chapters 2, 3 and 4, trying a different format each week. Week 2's meeting will be via responses on a blog post, week 3 will be collaboration via twitter chat and week 4 will be through a collaborative Google slide deck. At our final meeting, we will discuss our experiences with the different formats and share ideas about other formats that we might try with the intent of setting direction for future book studies. Although we will be "meeting" via a different format each week, I will post our weekly questions here for easy reference and so that others' might follow along and join in with our learning.<br />
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Happy reading!<br />
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<b style="font-size: x-large;"><u>Chapter 1- Collective Teacher Efficacy</u> </b></div>
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<b style="font-size: x-large;">Chapter Summary</b><br />
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<span style="font-family: inherit;">“Amazing things happen when a school staff shares the belief that they are able to achieve collective goals and overcome challenges to impact student achievement” (p. 1). Collective teacher efficacy can be defined as teachers’ shared belief in their ability to reach all students to positively influence achievement outcomes. In Chapter 1, Donohoo shares research that indicates collective teacher efficacy outranks every other influence on student achievement, including socioeconomic status, prior achievement, home environment and parental involvement. Donohoo goes on to identify four sources that shape collective efficacy beliefs; mastery experiences, vicarious experiences, social persuasion and affective states.</span></div>
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<b><span style="font-size: large;">Connection to other research:</span></b><br />
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<span style="background-color: transparent; color: black; font-family: inherit; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">John Hattie (Visible Learning), Peter Dewitt (Collaborative Leadership), Stephen Covey (Seven Habits…)</span><br />
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<b><span style="font-size: large;">Questions </span></b></div>
<ul>
<li>What is the role of leadership, both formal and informal, in fostering collective teacher efficacy within our schools? </li>
<li><span style="font-family: inherit;">According to Donohoo, the most powerful source of collective teacher efficacy are “mastery experiences”, defined as teams experiencing success and attributing those successes to causes within their control. Share some examples of where you see this happening in your school.</span></li>
<li><span style="font-family: inherit;">The second most powerful source of collective efficacy is “vicarious experiences”. This is when teachers see colleagues facing similar challenges to their own overcoming those challenges and as a result feel that they too can overcome those obstacles. What are some ways that we can tap into creating vicarious experiences for our staff members? </span></li>
<li><span style="font-family: inherit;">What role might school climate play with respect to collective teacher efficacy (or vice versa)? </span></li>
<li><span style="font-family: inherit;">If we all have “an emotional bank account,” based on deposits and withdrawals what behaviours and actions of a leader serve as deposits. Which act as withdrawals? How does impact collective efficacy?</span></li>
</ul>
Alison Goldinghttp://www.blogger.com/profile/00091637763532972569noreply@blogger.com0tag:blogger.com,1999:blog-2271792968549412054.post-2497290723267484982018-04-08T14:49:00.002-04:002018-11-06T10:02:09.883-05:00Mathematical Mindsets Book Study Questions <span style="font-family: inherit;">This week, staff at <a href="http://hol.scdsb.on.ca/">Holly Meadows</a> are embarking on a book study on "<a href="https://www.amazon.ca/Mathematical-Mindsets-Unleashing-Potential-Innovative/dp/0470894520">Mathematical Mindsets: Unleashing Students' Potential Through Creative Math, Inspiring Messages and Innovative Teaching</a>" by Jo Boaler. </span><br />
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How can we help all children know that they have vast mathematics potential? How can teachers instruct in a way that brings this belief to life? Jo Boaler- Stanford researcher, professor of math education, and expert on math learning- has studied why students don't like math and often fail in math classes. She's followed thousands of students through school to study how they learn and to find the most effective ways to unleash the math potential in all students. Her work has identified gap between what research has shown to work in teaching math and what happens in schools and at home. Boaler translates Carol Dweck's work around '<a href="https://mindsetonline.com/">mindset</a>' into math teaching, showing how students can go from self-doubt to strong self-confidence, which is important to math learning. The message behind this book pushes us to understand the power of mindsets in relation to math learning and how our approach as educators can help students realize the joys of learning and understanding math and improve outcomes for students. (adapted from Boaler, 2016) <br />
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I will be posting our weekly questions here as a central location for staff to access the weekly content, as a forum for them to make comments and to share with others.<br />
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<u><b>Chapter 1 The Brain and Mathematics Learning</b> </u></div>
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(April 12 reading and discussion)</div>
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<b>Chapter Summary</b><br />
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As we encounter new learning, synaptic connections within the brain create lasting pathways and connections. The more complex and challenging the learning, the deeper these connections will be. This is the foundation for our work with students, providing opportunities for mistakes to be made, feedback to be provided and learning to occur.<br />
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<b>Chapter Questions</b><br />
<ul>
<li>What flaws can be pointed out around the idea of being "developmentally ready" for math? </li>
<li>What vital math experiences are some students lacking in schools? </li>
<li>How can educators work with parents to promote the use of language that develops growth mindset in learning? </li>
</ul>
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<b><u>Chapter 2 The Power of Mistakes and Struggle </u></b></div>
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(April 12 reading and discussion) </div>
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<b>Chapter Summary</b><br />
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"Every time a student makes a mistake in math, they grow a synapse" (Boaler, p. 10)<br />
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Making a mistake is a good thing. Research has found that student's brains respond with increased activity when they make mistakes compared to when their answers are correct. This truth is even greater for individuals that display a growth mindset.<br />
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<b>Chapter Questions</b><br />
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<ul>
<li>How as educators, can we create a safe and trusting environment where mistakes are acknowledged, valued, celebrating and used as a foundation for new learning? </li>
<li>How can we encourage our students to persevere through challenges? </li>
<li>Which strategy for valuing mistakes resonates with you? What are some other ways to show the value of mistakes?</li>
</ul>
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<b>Additional Reading</b>- <a href="https://www.thestar.com/news/insight/2018/04/08/the-man-whos-fighting-girls-mathematophobia.html" target="_blank">The man who's fighting girls' "mathematophobia"</a><br />
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<b><u>Chapter 3 The Creativity and Beauty in Mathematics </u></b></div>
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(April 19 reading and discussion)<br />
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<b>Chapter Summary</b></div>
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"Math is too much answer time and not enough learning time." </div>
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This chapter discusses the assertion that math is different from other subjects and that this is due to some widely held misconceptions about math:</div>
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<ul>
<li style="text-align: left;">that math is only about right and wrong answers</li>
<li style="text-align: left;">that math is all about numbers </li>
<li style="text-align: left;">that being good at math means being fast at math </li>
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Many parents and even teachers had negative math experiences in school and struggled to learn the subject but still believe that the same teaching practices must continue because that is the only way they know. </div>
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This chapter shares studies that indicate that when students are given opportunities to pose real math problems, transition from real world to math models to perform calculations, communicate their thinking and then return to the real world model to see if their question was answered, they become more deeply engaged and perform at higher levels.<br />
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<b>Additional Reading</b>- Y<a href="http://www.edu.gov.on.ca/eng/literacynumeracy/inspire/research/math-classroom2018.pdf" target="_blank">es, I Can! Paying Attention to Well-Being in the Mathematics Classroom</a> (Ministry of Education Capacity Building Document) </div>
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<b>Chapter Questions</b></div>
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<li style="text-align: left;">What aspects of mathematics do you find to be creative or beautiful? </li>
<li style="text-align: left;">What messages do we send about math when we give written diagnostic assessments the first day? What are some other ways we can gather diagnostic data from our students? </li>
<li style="text-align: left;">Many students only think of math simply as a series of answers. What sort of changes can we make in our classrooms to encourage the important mathematical aspects of communication of deep thinking and making connections? </li>
<li style="text-align: left;">Mathematics is not solely about calculation. Looking at the chart on page 27 based on the work of Wolfram, how much time do students in your class spend on stage 3 (calculating) vs. the other stages? How might we change this?</li>
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<b><u>Chapter 4 Creating Mathematical Mindsets: The Importance of Flexibility with Numbers </u></b></div>
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(April 19 reading and discussion) </div>
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<b>Chapter Summary</b><br />
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As children and infants, we engage with mathematical play as a natural part of development. Stacking blocks, noticing and creating patterns and exploring and experimenting with the world around us. Traditionally in North America, when students begin school, this natural curiosity is replaced by memorization of a dry set of methods that are associated with dislike of the subject which fails to make meaningful connections. To truly and meaningfully engage with math, students should not take a single method and practice it over and over again. This doesn't teach them the knowledge, concepts and relationships that are the building blocks of mathematical thinking. Rather, students need to be given opportunities to work on mathematics as a whole, considering a variety of ideas and applications, making connections, solving real problems and communicating reasoning. The most important start we can give to our students is to allow and encourage them to explore, experiment and play with numbers, shapes and patterns, communicating their thoughts, questions and ideas throughout the process.<br />
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<b>Chapter Questions</b><br />
<ul>
<li>Research by Gray and Tall (p. 35) showed that students who simply followed pre-taught memorized algorithms (vs. those who experimented with different methods and used math more flexibly) achieved lower on math tasks. What are your beliefs on facts vs. flexibility and how do our actions in class align (or not align) with these thoughts?</li>
<li>Our <a href="https://files.ontario.ca/books/edu_the_kindergarten_program_english_aoda_web_oct7.pdf" target="_blank">FDK program</a> in Ontario has already made many changes to align with the premises in this book. What lessons might educators of other grades learn from this revised approach to teaching and learning? </li>
<li>Consider the following quote, "There are some math facts that are good to memorize, but students can learn math facts and commit them to memory through conceptual engagement with math. Unfortunately, teachers and parents think that because some areas of math are factual, such as number facts, they need to be learned through mindless practice and speed drills. It is this approach to early learning about numbers that causes damage to students, makes them think that being successful at math is about recalling facts at speed and pushed them into a pathway that works against their development of a mathematical mindset." (p. 37) What are some tasks you have used in your classroom recently that encourage flexible thinking vs. memorization of facts? How are these tasks different than those you may have used at another point in your career and what prompted you to make the change in your practice? </li>
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<b>Additional Reading and Next Step</b><br />
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As we read the next five chapters, consider <a href="http://www.oame.on.ca/main/index1.php?lang=en&code=presmessage&chapter=32" target="_blank">this OAME link</a> on creating rich math assessment tasks and be prepared to share some tasks you have created and changes in practice you have adopted as a result of our book study work.<br />
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<b><u>Chapter 5 Rich Mathematical Tasks</u></b></div>
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(April 26 reading and discussion) </div>
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<b>Chapter Summary</b><br />
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Teachers have a great influence on students. They have the power to create excitement in the classroom and share positive messaging that supports the development of students' feelings about school and the subjects they are learning. The types of tasks, materials and resources that teachers provide their students to engage with can mean the difference between inspiration and disengagement in their students.<br />
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This chapter suggests six questions that support the creation of rich mathematical tasks:<br />
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<ul>
<li>Can you open the task to encourage multiple pathways, methods and representations?</li>
<li>Can you make it an inquiry task?</li>
<li>Can you ask the problem before teaching the method? </li>
<li>Can you add a visual component? </li>
<li>Can you make the task low floor, high ceiling?</li>
<li>Can you add the requirements to convince and reason? </li>
</ul>
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<b>Chapter Questions</b><br />
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<li>Discuss a rick task that you have used recently in your class. What about the task made it a rich task? How did it go and what might you have done differently?</li>
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<b>Additional Resource</b><br />
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Here is a link to a <a href="https://drive.google.com/file/d/1X8bslpALy3kqDAw_F6ozgQkIFfJpMJ6b/view?usp=sharing" target="_blank">conversation tool for worthwhile math tasks</a>. When working with grade partners to co-plan, this is a fantastic tool to support discussion around tasks that support the purpose of your lesson.<br />
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<b><u>Chapter 6 Mathematics and the Path to Equity </u></b></div>
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(April 26 reading and discussion) </div>
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<b>Chapter Summary</b><br />
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"Mathematics has the greatest and most indefensible differences in achievement and participation for students of different ethnicities, genders and socioeconomic levels of any subject taught" (p. 93)<br />
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To achieve higher levels of achievement and more equitable outcomes in math, we must recognize the elitist role that math plays in society. Society often puts math on an intellectual pedestal, believing that people that can calculate more quickly are somehow more intelligent than others. We need to challenge this thinking in order to open the study of math up to all students and truly empower all students to succeed.<br />
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This chapter offers six equitable strategies to make math more inclusive:<br />
<ul>
<li>Offer all students high level content</li>
<li>Work to change ideas about who can achieve in math</li>
<li>Encourage students to think deeply about math </li>
<li>Teach students to work together </li>
<li>Give additional encouragement to groups that have been traditionally marginalized </li>
<li>Change the nature of homework </li>
</ul>
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<b>Chapter Questions</b><br />
<ul>
<li>What inequities are present in our math classrooms and how can we work to overcome these?</li>
<li>Based on the discussion of homework on pages 107-109, what are your thoughts about homework?</li>
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<b><u>Chapter 7 From Tracking to Growth Mindset Grouping </u></b></div>
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(May 3 reading and discussion)<br />
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<b>Chapter Summary</b><br />
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If students spend time in classes where they are given access to high-level content, they achieve at higher levels. Research shows that the brain has the capacity to grow and rewire at any time. Streaming students into higher and lower level classes not only delivers a fixed mindset message, but denies the opportunity to learn at a high level to all students and limits their achievement. Additional studies show that countries with the highest and most equal achievement in math (Korea, China and Finland) reject the concept of ability grouping. Conversely, countries that have the strongest correlation between achievement and socioeconomic status have a tradition of streaming.<br />
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<b>Additional Resource</b><br />
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During last weeks meeting, we discussed Graham Fletcher's "Progressions" videos. <a href="https://gfletchy.com/progression-videos/" target="_blank">Here is a link</a> to the videos. I encourage you to take a minute and watch one or two that would be appropriate to the grade you teach.<br />
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<b><u>Chapter 8 Assessment for Growth Mindset </u></b></div>
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(May 3 reading and discussion)<br />
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<b>Chapter Summary</b><br />
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We want students to be engaged and intrinsically motivated in their learning. Since math is often taught as a performance subject, students who are most motivated are those who are extrinsically motivated, getting incentive from high grades. The result is that those who are already achieving at high levels continue to be motivated, but the rest of the students are de-motivated.<br />
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Shifting from a grade to a feedback focused classroom is an amazing gift that teachers can give to students, freeing them from defining themselves as solely a grade and shifting the focus on what they can do to improve. This shift toward giving the students the information they need to learn well, accompanied with growth mindset messaging has the power to dramatically change the classroom environment and students attitudes toward and achievement in math.<br />
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Some strategies suggested for supporting students to develop self-awareness include:<br />
<ul>
<li>Self assessment</li>
<li>Peer assessment </li>
<li>Traffic lighting (p. 159)</li>
<li>Jigsaw groups </li>
<li>Exit tickets </li>
<li>Online forms </li>
<li>Doodling</li>
<li>Students designing their own questions</li>
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<b>Task for May 3 (in lieu of Chapter questions for Chapters 7 and 8) </b><br />
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Bring a "traditional" (textbook task) or closed task at your grade level to the meeting. We will work together using the <a href="https://drive.google.com/file/d/1X8bslpALy3kqDAw_F6ozgQkIFfJpMJ6b/view" target="_blank">conversation tool</a> to discuss how the task might be improved and discuss how we might we assess each of these tasks.<br />
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<div style="text-align: center;">
<b><u>Chapter 9 Teaching Mathematics for a Growth Mindset </u></b></div>
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(May 10 reading and discussion)<br />
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<b>Chapter Summary</b><br />
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This chapter discusses the importance of setting norms in the classroom that clearly place value on the development of growth mindset. The 7 norms discussed in this chapter include:<br />
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<li>Everyone can learn math to the highest levels. Students are encouraged to believe in themselves and work hard. </li>
<li>Mistakes are valuable and help your brain grow. It is good to struggle and make mistakes.</li>
<li>Questions are really important. We should always be asking and answering questions.</li>
<li>Math is about creativity and making sense. Math is about visualizing patterns and creating solution paths that others can see, discuss and critique. </li>
<li>Math is about connecting and communicating. Represent math in different forms- words, pictures, numbers, graphs, equations...the possibilities are endless!</li>
<li>Depth is more important than speed.</li>
<li>Math is about learning, not performing. </li>
</ul>
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<b>Chapter Questions</b><br />
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<ul>
<li>When working with students, how can we ensure that we are not doing the mathematical thinking for them? </li>
<li>Which one of the norms discussed in this chapter resonates most with you? Why?</li>
<li>The conclusion of this book stated, "Now it is time for you to invite others onto the pathways you have learned..." (p. 208). Moving forward, how might we share the messaging from this book with other staff members? </li>
</ul>
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<b>Additional Resources </b><br />
For those that want to delve deeper into this topic, <a href="https://www.youcubed.org/resource/growth-mindset/" target="_blank">here is a link</a> to some fantastic "Math Mindset" resources from YouCubed (including posters of the norms discussed in this chapter). Additionally, here is <a href="https://www.youcubed.org/mathematical-mindset-teaching-guide-teaching-video-and-additional-resources/" target="_blank">another link</a> from YouCubed including a teaching guide to the 5 Mathematical Mindset Practices and videos to accompany each.<br />
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<b><u>References</u></b></div>
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Boaler, J., (2016). <i>Mathematical Mindsets: Unleashing students potential thorough creative math, inspiring messages and innovative teaching.</i> San Francisco, CA: Jossey-Bass. </div>
Alison Goldinghttp://www.blogger.com/profile/00091637763532972569noreply@blogger.com0tag:blogger.com,1999:blog-2271792968549412054.post-3822761524477688222017-09-09T12:05:00.000-04:002017-09-10T09:10:41.352-04:00Examining our Context for Transformative Leadership in EducationIn a world where change is constant, complex, uncertain and happens at a rapid pace, the idea of leadership that is critical, adaptive and takes into account the perspectives of all involved, is no longer simply the mark of an effective educational leader but a necessity for all educational stakeholders in positions of influence.<br />
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As educational leaders, we are no longer the gatekeepers of information for our students or our staff members. Through various forms of media, there is a wealth of information at our fingertips. Our role then, has evolved to one where we must help students learn to critically and responsibly navigate our ever changing world. Important to consider, is the question, <i><b>in a world where students and staff can find more dynamic and knowledgeable teachers with the touch of a button online, how might we leverage the power of personal relationships to create powerful educational experiences for students and staff?</b></i> In some cases, this is a difficult task, as many of the leaders charged with this task are in a position where they themselves are learning to navigate in an educational environment that is vastly different from their own experience growing up.<br />
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It is my belief that educators have a responsibility to use this access to media to make connections and interact with the world around us and to bring awareness to issues outside of our daily experience. In order to create meaningful learning experiences, both students and staff must actively participate in learning activities that are relevant to them and to which they feel emotional connection. It is through these interactive and meaningful experiences, assumptions are challenged, new conceptual understandings are formed and we find answers that help us make sense of our world. Out of those questions will come some responses, but also more questions. <br />
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As a result of our changing world, I do not believe that we need newer textbooks, more accurate diagnostic assessments or more rigorous teacher training and standards, but instead an evolved approach to educational leadership that embraces critical thinking around ambiguous and ever changing issues and the power of collaboration (Shields, 2013).<br />
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<blockquote class="tr_bq">
It begins with an awareness-of the strengths, weaknesses, and challenges of our society and of our school system. It requires critical reflection of for whom the system is working and for whom it is failing, of who is advantaged, privileged, and always included and who is excluded. Once problem areas of inequity are identified, transformative leadership calls for critical analysis on beliefs, values, practices, and policies that need to be changed in order to promote equality. Finally, transformative leadership calls for action- action to redress wrongs and to ensure that every child who enters into an educational institution has an equal opportunity to participate fully, to be treated with respect, and to develop his or her capabilities (Shields, 2013, p.11)</blockquote>
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I leave you with the following questions:<br />
<ul>
<li><b><i>How might we as educators hold ourselves and our peers accountable for creating educational environments that are responsive to the needs of the changing context of the world we live in?</i></b></li>
<li><i><b>When looking at our own actions, how do they align with our beliefs about powerful learning and what changes might we make in our practice to ensure that our actions support our beliefs?</b> </i></li>
</ul>
<b>References</b><br />
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Shields, C. M. (2013). Transformative Leadership in Education: Equitable Change in an Uncertain and Complex World. New York: Routledge. </div>
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Alison Goldinghttp://www.blogger.com/profile/00091637763532972569noreply@blogger.com2tag:blogger.com,1999:blog-2271792968549412054.post-37296451962820526902016-12-27T13:55:00.004-05:002016-12-27T13:55:49.986-05:00Random Acts of Kindness at NCPS<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
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By- Fisher Monahan, Abby Hamerton, Alex Rawn and Alison Golding <br /><br />Did you know that Nov 4th was “Random Act of Kindness Day”? We certainly didn’t until a received a call from a community member, looking to spread kindness in our community. “Rak day” is an opportunity to do something kind for someone else, to appreciate others and to build community. Our anonymous donor asked that we pass along $300 to 3 students ($100 each). She asked that they use the money to perform acts of kindness, the only thing she asked was that they share about the experience with their fellow students. <br /><br /><b>Fisher’s RAK</b><br />When I was first chosen I was thinking about how I would spend the money. The first thing I thought about was the Georgian Triangle SPCA. Last year, I organized a fundraiser at school for “international cupcake day” benefiting the SPCA, then my principal and the students working on the fundraiser got to go visit and take a tour to see the services they provide for homeless and abandoned animals in our community. This is a charity that I really like to support so I decided to donate $30 to them. On the same day that we received the RAK money, a flyer for “Plan International” came in the mail. Plan International is an organization that works to end child poverty around the world. I looked at the items available to purchase and decided to pens $20 to buy medications for moms and their babies and $50 on two birth certificates (which can help protect against child labour, child marriage and child trafficking). The organization then matched the amount donated for the medications by 5x and the birth certificates 4x. My favourite was going to visit the SPCA. The lady at the desk took a picture on her own device because she was so impressed with what we were doing and we got to play with the cats which is always fun! This was a great experience and and motivated me to continue to do good things for other people! <br /><br /><div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
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<br /><b>Abby’s RAK</b><br />When I was first chosen I felt amazing because this stuff doesn't usually happen to me and I wondered why I was chosen to have the privilege to do this amazing act. I talked with my family and it took us about an hour to brainstorm, then come up with the perfect plan. The first thing that we did was go to the bank and get $30 worth of Toonies. Then we went on the city bus and paid for people’s bus fare as they entered the bus. It amazing to see the people’s faces light up as they got on the bus and we told them what we were doing. Then we went to the Salvation Army thrift store and gave them $20 toward their purchase. She was so happy couldn’t stop saying “thank you”. The last thing we did was went up to a young couple with a little baby and gave them $50 and told them to buy something they really needed. They were amazed and almost completely speechless! It was an amazing feeling. My favourite part was saying people’s faces and hearing them thank me, it made me feel great inside! <br /><br />Check out this video of Abby's RAK!<div class="separator" style="clear: both; text-align: center;">
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<b>Alex’s RAK </b><br />When I was first chosen for this activity I was really excited. I talked with my family about ideas and decided that first we would go to the Stayner Tim Hortons and donate $50 worth of coffee and food for the next customers. It was pretty cool because a family friend reported later that they were given a free coffee at Tim Hortons earlier that day! After that we talked to the Stayner food bank and asked what they needed, we went shopping and got $40 worth of spaghetti and macaroni because they were running low on those items. We got to tour the food bank. The coolest part was how all of the food was sorted into sections, kind of like a small grocery store. With $10 left to spend, we decided to support a local business by donating $10 to “Video Visions” where I often go to get pop and movies. They have awesome deals like “free popcorn Friday” so I thought it would be a nice thing to do to repay their kindness. Lastly, I decided to add an extra $5 of my own money that I donated to the library building fund. It felt really good to spread kindness in my community. A lot of people said “thank you”. I even got a thank you card from the Food Bank and there was a thank you post on social media from the manager at Tim Hortons. It was a great day and I learned that if you do good things in life, you get good things back in return.<div>
<br /><b>Kindness Everyday</b><br />The message behind “Rak Day” is simple; do something nice for someone and ask nothing in return other than they pay it forward by doing something nice for someone else. The initiative doesn’t need to cost money and it also doesn’t have to be limited to one day a year.</div>
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<br />Here are suggestions for some random acts of kindness that don’t cost a cent, that you can do any time:</div>
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- Holding a door open</div>
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- Saying something kind to someone</div>
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- Helping someone out in need </div>
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- Donating time to a worthwhile cause (i.e. raking leaves for a neighbour, visiting a senior centre) </div>
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Through this experience we learned that it feels just as good to give as it does to receive...maybe better. We encourage you to RAK up an act of kindness today!</div>
Alison Goldinghttp://www.blogger.com/profile/00091637763532972569noreply@blogger.com0tag:blogger.com,1999:blog-2271792968549412054.post-57987509061494603882016-09-09T12:57:00.000-04:002017-09-09T12:59:20.904-04:00Playing to Learn and Learning to Play: Game based learning in schools <span style="font-family: inherit;">In the summer, I attended three days of professional learning at an <a href="http://www.etfo.ca/professionaldevelopment/summeracademy/pages/default.aspx" target="_blank">ETFO Summer Academy</a> around, "Game Based Learning in the Classroom" and wanted to share some of my learnings and wonderings...</span><br />
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<span style="font-family: inherit;"><b>Game Based Learning vs. Gamification </b></span><br />
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<span style="font-family: inherit;"><i>Game Based Learning (GBL)</i>- Game based learning involves intentional planning of games with defined learning outcomes which involve active participation, critical thinking, probing of and practicing of real world concepts. Within the context of game based learning, experiences can be enabled that aren’t always possible in real life. Some of the key components of game based learning are that t</span>he games used have to have intentionality and are<span style="font-family: inherit;"> tailored to individual learners. </span><br />
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<span style="font-family: inherit;"><i>Gamification</i>- Gamification is the application of game design elements such as the acquisition of points, competition and rules of play to non-game concepts. Some examples of gamification include when you use a promotional App (e.g.- Air Miles, Starbucks) to gather points and "win" free product, when you use a product like "Fitbit" to gain achievement badges, or using Apps like "Class Dojo" to shape desired behaviour. </span><br />
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<span style="font-family: inherit;">Both GBL and gamification have some positive implications for the world of education in that they are both hands on, give immediate feedback, encourage perseverance and are engaging for participants. However, from my point of view, GBL has a very distinctive upper hand over gamification. G</span>amification is reward based (extrinsically motivating) where as GBL is intrinsically motivating. A<span style="font-family: inherit;"> </span><span style="font-family: inherit;">great analogy I heard in my course was around the concept of "edutainment" where the <a href="https://twitter.com/Niecsa" target="_blank">instructor</a> compared gamification to "chocolate covered broccoli" explaining that by taking the concept of a worksheet and disguising it as a game, gamification makes the proverbial "broccoli" easier to swallow. S</span>ince gamification <span style="font-family: inherit;">often attempts to make a concept or behaviour that is not likeable more palatable or user friendly, in an education setting this </span>implies both <span style="font-family: inherit;">that education isn't fun and that games aren't educational, effectively insulting both education and gaming. </span><br />
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<span style="font-family: inherit;">Games are amazing at creating a sense of "place" and story...think of the possibility that this creates for learning, where the gamers act as "virtual citizens of the world". Using this form of media to enter other cultures or historical events educates players through their play. Along these lines, there has been a p</span><span style="font-family: inherit;">aradigm shift over the past few years, where there have been increased conversations about how different groups of people are portrayed in games (check out the hashtag #gamergate). This is another excellent opportunity to create a entry points to discussions around diversity, equity, inclusion, media bias, human rights and digital citizenship with our students. </span> <br />
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<span style="font-family: inherit;">I was also amazed to discover that there is a whole movement around "Gaming for Change" that incorporates concepts of social justice into gaming. For more information, check out the website, <a href="http://www.gamesforchange.org/" target="_blank">Games for Change</a> or this Ted Talk by Jane McGonigal, "<a href="http://bit.ly/g4change" target="_blank">Gaming can make a better world</a>". </span><br />
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<span style="background-color: transparent; color: black; font-size: 14.6667px; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit;"><b>Ways to use games in the classroom:</b></span></span></div>
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<span style="background-color: transparent; color: black; font-size: 14.6667px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit;">During guided activities </span></span></div>
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<li dir="ltr" style="background-color: transparent; color: black; font-size: 14.6667px; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><span style="background-color: transparent; color: black; font-size: 14.6667px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit;"><span style="font-size: 14.6667px; line-height: 20.24px;">For independent practice as a balanced math or literacy centre. An fun example of a math website based on Ontario content that will be launching in the fall is TVO's <a href="http://mpower.tvo.org/">mPower.</a></span></span></span></li>
<li dir="ltr" style="background-color: transparent; color: black; font-size: 14.6667px; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-size: 14.6667px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit;">On an interactive whiteboard as a whole class modeled activity or as a centre </span></span></div>
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<li dir="ltr" style="background-color: transparent; color: black; font-size: 14.6667px; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><span style="white-space: pre-wrap;">As a summative task to capture understanding </span></li>
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<span style="background-color: transparent; color: black; font-size: 14.6667px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit;">As a provocation activity </span></span></div>
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<span style="background-color: transparent; color: black; font-size: 14.6667px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit;">For home practice</span></span></div>
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<li dir="ltr" style="background-color: transparent; color: black; font-size: 14.6667px; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-size: 14.6667px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit;">As a "minds on" activity at the beginning of a lesson or unit of study to activate prior knowledge and prepare for new learning, either independently, in small groups or as an entire class</span></span></div>
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<li dir="ltr" style="background-color: transparent; color: black; font-size: 14.6667px; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-size: 14.6667px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-size: small; line-height: normal; white-space: normal;"><span style="font-family: inherit;">As a differentiated option for demonstration of knowledge (e.g.- Using Minecraft to build a and label a model of the digestive system v.s. drawing and labeling a picture) </span></span></span><span style="font-family: inherit; font-size: small; line-height: normal;"> </span></div>
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<li dir="ltr" style="background-color: transparent; color: black; font-size: 14.6667px; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><span style="font-family: inherit; font-size: small; line-height: normal;">To intentionally develop and gather information about learning skills and 21st century competencies in conjunction with curriculum content knowledge. Using the concept of "breakout" games from <a href="http://www.breakoutedu.com/">Breakout Edu</a> is one of my favourite ways to do this!</span></li>
<li dir="ltr" style="background-color: transparent; color: black; font-size: 14.6667px; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><span style="font-family: inherit; font-size: small; line-height: normal;">Really, the possibilities are endless!</span></li>
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I would like to leave you with one final thought. I have often made the case for "pedagogy before technology", meaning that we should just be using tech for tech sake as something to be checked off a "to do" list. The same case could also be applied to game based learning...I certainly don't want people to read this post and think that every academic task has to include gaming because it is engaging. However, after thinking a bit more about this topic, I feel that it is also worth asking, "What is it about this particular technology or game that is engaging or useful to the users?" "Is this something that can support or work into our teaching methods to support learning in a meaningful way?" If so, then perhaps sometimes it can drive the pedagogy. Just a bit of food for thought...happy gaming!</div>
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Alison Goldinghttp://www.blogger.com/profile/00091637763532972569noreply@blogger.com0tag:blogger.com,1999:blog-2271792968549412054.post-21634438915163274842016-06-20T10:43:00.000-04:002016-07-20T11:57:40.503-04:00School Gardens: Can you dig it?<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial narrow"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">By Alison Golding (principal), Juliette Reynolds (parent volunteer), and Emily Worts (parent volunteer)</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9_MxHwNWbHZKd82HWW0-sWCMzQJLPB4erzXOfblOoUIzvfPtDVbsYBBAoaB-6t7zBZq41w_dpU0Z3g5fIXSC3aVJx9SvqfrY9EVqW9AtPhuWxIkF5l2eRC_zQ_c1i7E5FJcbyrO42PFA/s640/blogger-image--1776190696.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em; text-align: center;"><img border="0" height="335" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9_MxHwNWbHZKd82HWW0-sWCMzQJLPB4erzXOfblOoUIzvfPtDVbsYBBAoaB-6t7zBZq41w_dpU0Z3g5fIXSC3aVJx9SvqfrY9EVqW9AtPhuWxIkF5l2eRC_zQ_c1i7E5FJcbyrO42PFA/s640/blogger-image--1776190696.jpg" width="640" /></a><b id="docs-internal-guid-2d56fc5a-08b6-499d-4b8b-0227d0eaca50" style="font-weight: normal;"><b style="font-weight: normal;"></b></b></div>
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There is a phenomenon spreading across our country bringing gardens to our schools, inviting our children outside to learn about their connection with their food. No matter where a school is located, one thing every school has is outdoor space. It doesn’t matter if this space is green or asphalt, horizontal or vertical. Any outdoor space is a space where plants can grow and in the process teach students important lessons from the curriculum and beyond. The lessons from a school garden are multiple, from where our food comes from and how it’s grown, to stewardship for our planet and the concerns around mass food production. Students learn that the soil is alive and how to care for it. Gardens are also living laboratories from which interdisciplinary lessons can be drawn. A school garden is a dynamic classroom where children engage in a whole new way, they encourage children to be active participants!<br />
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Thanks to parent volunteers, the enthusiasm of school staff and students, a generous start up donation from Jerrico Industrial Maintenance as well as other community donations, we have been able to offer the rich experience of a school garden to our children in Creemore! <br />
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It all began a year ago, when the vision of a school garden began coming to life as students voted on naming the garden. The result of the naming process, “The Great Garden of Thunder” (the school’s logo is “Creemore Thunder”). The grade 8 class then class built our 9 raised beds and each class in the schools works with volunteers through the year to tend the vegetables, herbs and flowers!<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjBk1C6ZTzCaKiEuJd1oFjOB-qaNHAduuahpGOGmYYdjohDNIjwKfLO8wRLZCdOCHwQRmfEGeXBm_EiWJj5FqgwBUeuyvjhyphenhyphenVJd7c5R9NiFmoLis-96SK2711S3GqC9bkWRSjkYJm7kDQ/s640/blogger-image-1035014091.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjBk1C6ZTzCaKiEuJd1oFjOB-qaNHAduuahpGOGmYYdjohDNIjwKfLO8wRLZCdOCHwQRmfEGeXBm_EiWJj5FqgwBUeuyvjhyphenhyphenVJd7c5R9NiFmoLis-96SK2711S3GqC9bkWRSjkYJm7kDQ/s400/blogger-image-1035014091.jpg" width="300" /></a><br />
<b>Curriculum Connections</b><br />
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School gardens are inherently cross-curricular and can facilitate engaging and meaningful learning opportunities for students. The ideas are truly endless, but below are but a few ideas related to how school gardens connect to different areas of the elementary curriculum. <br />
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<b>Math: </b>Students can solve real life math problems related to measurement, volume and fractions, both through measuring plant growth and through the creation of recipes with the food that they grow. <br />
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<b>Science:</b> Lessons can include topics of soil structure, photosynthesis, compost and waste management, plant and animal life cycles through integration of bat houses, butterfly gardens, “bee hotels”, insect explorations and bird feeders. The use of indoor vertical gardens are another opportunity that can create year long opportunities for learning in colder climates. <br />
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<b>Health and Physical Education: </b> Gardens can contribute to daily physical activity through weeding, tilling, planting and harvesting which get children moving, bending, stretching and outside. Health lessons are a natural link to gardening related to healthy lifestyle choices, spending more time active in the outdoors and choosing healthy foods over junk food. Another timely trend in education is the idea of “mindfulness” and the garden creates an amazing backdrop for the practice of activities such as mindful breathing, an activity that helps students gain focus for subsequent learning. <br />
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<b>Arts: </b>This year, we have had some “Art in the garden days” where students paint the garden beds, decorate rocks, garden signs, bird feeders and picnic tables. On nice days, music classes can also take advantage of using the garden as a backdrop for playing Orff Instruments, recorders or ukuleles. <br />
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<b>Language: </b>The garden is a great method to engage students in procedural writing, whether it is through the creation of a “how to” guide for planting and harvesting or through the development of a recipe. Students can also participate in journal writing and non-fiction research. Lastly, there are many amazing literacy links to children's’ books, both fiction and non-fiction, that can be included garden lessons. <br />
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<b>Social studies, History and Geography:</b> Our Spring planting for next year’s harvest included planning for a Grade 3 “Pioneer” garden box in keeping with the curriculum expectations from that grade. As part of the pioneer garden, students are growing plants that can be used for food, medicine and dye. What an amazing way to make the curriculum come alive! There are also links to curriculum around the concepts of communities, community partners, the idea of local vs. imported, and land use.<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhroo-xWz7tntncHYOgPCdfMfpGwXryFywKy1HoWz_Tuv9bpBL5EOQGh8CTPRt0D3bV5DLnOSQFtBVXLOPlDuXxyPQF29_8gm-utd8kfjs5O76554FMgxvnCm07Cj8CBC0-xsY7Wiu3vyc/s640/blogger-image-362769035.jpg" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhroo-xWz7tntncHYOgPCdfMfpGwXryFywKy1HoWz_Tuv9bpBL5EOQGh8CTPRt0D3bV5DLnOSQFtBVXLOPlDuXxyPQF29_8gm-utd8kfjs5O76554FMgxvnCm07Cj8CBC0-xsY7Wiu3vyc/s400/blogger-image-362769035.jpg" width="300" /></a><br />
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<b>Additional Benefits of School Gardens</b><br />
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<li>Lessons learned in the garden can span from Kindergarten all the way through high school.</li>
<li>School gardens provide authentic, engaging and immersive learning experiences that help students make real world connections to curriculum expectations. </li>
<li>School gardens beautify the school yard and also help students to develop a sense of pride, respect and ownership for their school. </li>
<li>Researchers Graham, Beall, Lussier, McLaughlin & Zidenberg-Cherr (2005), found the following when studying school gardens, “These programs use a multidisciplinary approach to educating students and have been shown to increase test performance, attention, and enthusiasm for learning and to decrease discipline issues in the classroom.” (p. 150) </li>
<li>The school garden supports positive mental health promotion through the encouragement of a healthy lifestyle and access to spending time outdoors. At our school, there have also been more than a handful of instances where a student has been upset or sad and after a walk in the garden to pick some veggies and talk with a caring adult, the student is able to return to class focused and ready to learn. Students also gain self-confidence and a develop the sense of competence that comes along with the acquisition of new skills. </li>
<li>School gardens not only strengthen the school environment, by providing a collective space where students work side by side, but they can strengthen community bonds as they require support and knowledge from the broader community. Taking advantage of some of these opportunities can be particularly useful during winter months when there isn’t much actual “gardening” going on. In our community, there are partners eager to teach about topics such as biodynamic gardening, stewardship, food related to healing and nutrition, pollination, soil, worm composting, organic farming and making local food widely accessible. We also have a number of parent volunteers who are amazingly engaged in working with students on garden related activities. In terms of cross grade partnerships, we are fortunate to be able to partner with our local high school, Stayner Collegiate, who has an amazing greenhouse and has kindly started our seeds for us the past two years. Some of the students at our school have had opportunities to visit the high school and there are certainly a wealth of opportunities for cross-grade partnering both within our own school and for special activities in partnership with the high school. Lastly, we are extremely proud of our “Community Resource” shelf at the school where parents can sign out resources related to subjects including gardening so that activities th<br />at can be carried over from school to their home gardens. </li>
<li>Garden-based learning learning activities naturally embed the development of character, learning skills, work habits and 21st century skills, helping students to develop traits such as focus, patience, collaborative skills, creativity, responsibility, teamwork, communication skills, citizenship and perseverance through solving problems. School gardens can even nurture traits such as compassion and empathy through growing and donating produce to local food banks or charitable causes. </li>
<li>School gardens not only cover multiple curriculum areas, but they also appeal to multiple learning styles. Looking at design and layout may appeal to students with strong visual spatial skills. Verbal-linguistic learners may be interested in documenting learning in the garden or promoting it within the community. Mathematical thinkers may enjoy the costing component. Planting, maintenance and harvest would appeal to the kinesthetic learners. Like the curriculum connections that can be made through school gardens, connections to multiple intelligences are also endlesss</li>
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<span style="color: #222222; font-family: "arial narrow"; font-size: 14.6667px; font-style: italic; font-weight: 700; white-space: pre-wrap;">“To plant a garden is to believe in tomorrow.” - Audrey Hepburn </span></div>
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Alison Goldinghttp://www.blogger.com/profile/00091637763532972569noreply@blogger.com0tag:blogger.com,1999:blog-2271792968549412054.post-13954269784252346692016-05-29T11:02:00.000-04:002016-07-20T12:00:44.186-04:00TLAP Book Study: Week 5 <h2 style="text-align: center;">
<b><span style="font-size: x-large;">Week 5- Pages 145-174</span></b></h2>
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<b><span style="font-size: large;">The Awkward Question, Where do I Start?, </span></b></div>
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<b><span style="font-size: large;">Finding A Crew</span></b></div>
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<b><span style="font-size: large;">The Awkward Question</span></b></div>
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<i>"Do you want to be safe and good or do you want to take a chance and be great?"- Jimmy Johnson</i></div>
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<i>"Your greatness in the classroom doesn't negatively impact or inhibit anyone else's opportunity to be great. In fact, your greatness only enhances the opportunities and possibilities for others." (Burgess p. 145)</i></div>
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<i>"By being great you are raising the bar...being your best possible self contributes to the school culture necessary to create the environment for greatness to flourish." (Burgess p.146)</i></div>
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<i>"To ascend to the level of greatness, you have to be on fire with passion and enthusiasm. Mediocrity is incapable of motivating...How could anyone be fired up about creating a lukewarm classroom environment where kids punch the clock, mostly behave and then file out the door...Teaching is a tough job filled with unbelievable hardships, hurdles and headaches. Our profession has a notoriously high burnout rate, Unless you find something big to care about, you won't make it...Suddenly it's easy to get out of bed in the morning because you are motivated by a mighty purpose." (Burgess p. 147) </i></div>
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<i>"In these exciting times, we must be ready to take on the challenge of redefining greatness for a whole new generation of teachers and students." (Burgess p. 148)</i></div>
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In this chapter Burgess describes teaching using the analogy of the song, "Little Drummer Boy." In the famous carol, Even though the little boy was too poor to bring a physical gift to honour baby Jesus he brought the gift of his talent. Burgess then goes on to explain that we have to all find our personal "drum". I have also heard this described as your "teaching superpower"...what is the personal strength you bring to the table that makes you unique?</div>
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<b>Question #1- What is your teaching superpower?</b></div>
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<i>"We have the ability to literally change the world" (Burgess p.149)</i></div>
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<b><span style="font-size: large;">Where do I Start?</span></b></div>
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<i>"Everyone who got to where they are had to begin where they were."- Richard Paul Evans </i></div>
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In this chapter, Burgess talks about the five most common considerations that hold us back from taking our first step, which he describes as the most difficult part of the journey. Below are these five reasons summarized with some advice from Burgess to help conquer them:</div>
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<li style="text-align: left;"><b>Fear of failure</b>: There is no growth without failure. In order to bring any dream to reality, you have to experience the process of failure (often repeated) and show tenacity to persevere to reach your goal. </li>
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<li style="text-align: left;"><b>Believing you have to figure it all out before you begin</b>: <i>"Nobody is going to die if we experiment in the classroom and it doesn't work out...Unless you are constantly climbing and striving to move forward, you are sliding backwards...You don't have to be able to see the top of the mountain to know that you can only get there by moving forward." (Burgess p. 158) </i></li>
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<li style="text-align: left;"><b>Perfectionism: </b>Burgess explains that perfectionism, which is an impossible goal, can paralyze us. He uses the analogy of a wedding photographer who, if they waited for the perfect shot would never take any pictures. Instead, the photographer, takes hundreds, even thousands of pictures, and in that process, finds many great ones. The lesson, "<i>Create freely, liberally and in great quantities." (Burgess p. 152) </i></li>
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<li style="text-align: left;"><b>Lack of Focus</b><i style="font-weight: bold;">: </i>Stephen Covey talks about putting the "big rocks" (priorities) in your jar of life first, then filling the remaining space in the jar with less important things. <i> "Realize that any time you say yes to something, you are saying no to something else. Learn to say yes to the significant, and no to the projects and activities that diminish the time and energy you need to fulfill your major purpose." (Burgess p.160) </i></li>
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<li style="text-align: left;"><b>Fear of criticism or ridicule: </b><i>"You can fear it all you want...it's still coming." (Burgess p. 160) </i></li>
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<b>Question #2- Which of these is your greatest roadblock and what is one action that you will commit to in order to overcome it?</b><br />
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<i>"The best way to overcome fear is to take action. The more action you take and the quicker you take it, the better." (Burgess p. 167) </i></div>
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<b><span style="font-size: large;">Finding A Crew</span></b></div>
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<i>"All pirates travel with a crew; you can't sail, navigate, and fight battles all on your own. One of the most rewarding parts of teaching is the personal and professional relationships we develop on our voyage." (Burgess p. 169)</i></div>
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Burgess then goes on to describe the connections he has made and the learning he has experienced though attending conferences with like minded individuals as well as through social media. Over the past two years, these have also been the two most powerful collaborative experiences that have energized my own professional learning. </div>
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<i>"When a group of individual brains are coordinated and function in a spirit or Harmony, the increased energy created through that alliance, becomes available to every individual brain in the group." (Napoleon Hill- Think and Grow Rich)</i></div>
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<i>"I believe that there is no single answer for how to fix our schools but that we should take the best ideas from everything that we can find." (Burgess p. 171)</i></div>
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<b>Question #3 - How will you commit to making connections and finding or expanding your crew? </b></div>
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<b>Question #4 - How has this book made you a better teacher?</b></div>
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<b>Question #5 - What is your post-TLAP next step?</b></div>
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Alison Goldinghttp://www.blogger.com/profile/00091637763532972569noreply@blogger.com0tag:blogger.com,1999:blog-2271792968549412054.post-43775594307947571422016-05-23T21:48:00.003-04:002016-05-28T21:24:27.872-04:00TLAP Book Study: Week 4 <br />
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<b><span style="font-size: x-large;">Week 4- Pages 107-141</span></b></h2>
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<b><span style="font-size: large;"><b>All the World is a Stage, Stand & Deliver, </b></span></b><br />
<b><span style="font-size: large;"><b>Advanced Tactics, Around the Edges </b></span></b></div>
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<b>All the World is a Stage </b><br />
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<i>“Anything I can do to manipulate and control the environment is fair game . This is a tough business; I’m more than willing to take advantage of and influence everything around me to increase my students’ chances of success.” (Burgess p. 107)</i><br />
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In this chapter we learn about the following hooks:<br />
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<li>The <b>interior design hook</b> (transforming your room through lighting, decorations, furniture, etc.)</li>
<li>The <b>board message hook</b> (writing a message on the board or projecting an image onto the screen that sparks curiosity, engaging them before the lesson even begins)</li>
<li>The <b>costume hook</b> (accessorizing to enhance the presentation or teaching in character) </li>
<li>The <b>props hook</b> (what physical item can be added to the lesson?)</li>
<li>The <b>involved audience hook</b> (involving students and making students feel like they are part of the lesson, not just bystanders) </li>
<li>The <b>mystery bag hook </b>(incorporating a visibly concealed item related to the lesson to build suspense and encourage questioning) </li>
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Stand & Deliver</b><br />
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<i>“All teachers are full time public speakers. In fact, I would venture to guess many teachers do more public speaking in their classroom than the vast majority of speakers do on the circuit...be intentional about honing your skills of engagement.” (Burgess p.117)</i><br />
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In this chapter, we learn the following six hooks that will help us develop our public speaking skills:<br />
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<li>The <b>storytelling hook</b> (using a captivating, high interest story to draw the students into the lesson) </li>
<li>The <b>swimming with the sharks hook</b> (using movement and proximity to break down the barrier between speaker and class) </li>
<li>The<b> taboo hook</b> (eliciting curiosity and interest by positioning a topic as if it is a secret or forbidden, even though it is not) </li>
<li>The <b>mime hook</b> (using the power of silence to deliver a message) </li>
<li>The <b>teaser hook</b> (sparking interest by promoting a lesson ahead of time)</li>
<li>The<b> backwards hook</b> (presenting material out of sequence to encourage students to construct knowledge) </li>
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Advanced Tactics</b></div>
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This chapter discusses the following three “advanced” hooks: <br />
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<li>The <b>mission impossible hook</b> (creating lesson where students are trying to decode clues to solve a mystery). I have recently been facilitating professional learning in this area, using the game-based learning platform of <a href="http://www.breakoutedu.com/">BreakoutEdu</a>. If you haven't heard of it, take a moment to check them out! </li>
<li>The <b>reality TV hook </b>(again, using game based learning to create a ‘Survivor’ or ‘Amazing Race’ style lesson) </li>
<li>The <b>techno whiz hook</b> (leveraging the power of technology to empower students to take their learning beyond the school day, bridge gaps between school and the real world and gain global perspective). When creating lessons using technology, I like use the SAMR model as a framework to guide my practice.</li>
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<i>“When used correctly, technology can enhance the effectiveness of your lesson, increase engagement and even strengthen relationships between the humans that comprise your class”. (Burgess p.128) </i><br />
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<b>Around the Edges</b><br />
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<i>“Students will do amazing things if you can design a class and environment that is positive and empowering. Rising up to and overcoming challenges, building lifetime relationships and foraging positive connections to school won’t directly result in better test scores. It will result in better people. Isn’t that what we’re really trying to accomplish” (Burgess p.138) </i><br />
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The last few hooks presented in this chapter can help put the “finishing touches” on a lesson:<br />
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<li>The <b>contest hook</b> (including a contest or challenge to build motivation) </li>
<li>The <b>magic and the amazing hook</b> (teaching an amazing skill that students can go home and share with others) </li>
<li>The<b> chef hook</b> (adding food or drinks to enhance a lesson, or just to create a positive atmosphere) </li>
<li>The <b>mnemonic hook</b> (pointing out patterns, ties to previous knowledge, or developing other memory retention aids to help students remember key material) </li>
<li>The <b>extra-credit challenge hook</b> (incorporating an intriguing way for students to extend their learning) </li>
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<i>“Education shouldn’t be about raising statistics. It should be about raising and fulfilling human potential.”</i> (Burgess p. 141) </div>
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I certainly agree with Burgess’ sentiment that striving for better scores should not be our only goal, but I would also add, that with a goal of helping our students to meet their potential in <u>all areas</u>, the outcome of increased scores inevitably often happens along the way. <br />
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<b>Question #1-</b> Which of the hooks discussed in this week’s reading have you successfully used? <br />
<b>Question #2-</b> What is your next step? Which of the hooks discussed in this week’s reading do you want to try? <br />
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For anyone dropping by online, I would encourage you to join the conversation and share your thoughts by using the "comments" section of the blog.</div>
Alison Goldinghttp://www.blogger.com/profile/00091637763532972569noreply@blogger.com0tag:blogger.com,1999:blog-2271792968549412054.post-73523984158144496352016-05-17T17:14:00.001-04:002016-05-18T15:07:18.963-04:00Lessons from the "Uplifting Leadership" CongressAs part of a mentoring cohort that I am involved in through the Simcoe County District School Board, today I had the opportunity to attend a Leadership Congress. The congress, whose theme was "Uplifting Leadership," was attended by leaders from all areas of education including school administrators, facilities staff, office staff, human resources employees, members of the communications department, teachers and more. It was refreshing to have the opportunity to come together with leaders from different 'silos' of education and to consider how the same leadership messages can be applied within all of our roles. Here are a few images with captions that summarize my key takeaways from the sessions that I attended today.<br />
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The day began with Director Wallace welcoming the group and sharing the following quote to set the tone for the day... </div>
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<tr><td class="tr-caption" style="text-align: center;"><span style="text-align: start;"><span style="font-size: xx-small;">Author unknown. Image from behappy.me</span></span></td></tr>
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<b>Keynote Address: "The Mark of a Leader"<br /> </b><b>Doug Keeley @MarkofaLeader</b></h3>
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<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: arial; font-size: small; white-space: pre-wrap;">What is the lens through which people see you?
If you don't shape your image, someone else will.
</span><span id="docs-internal-guid-25125f55-c542-fae0-810f-38e4ff1ab629"><span style="color: #1155cc; font-family: Arial; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;"><span style="font-size: xx-small;"><a href="https://pixabay.com/static/uploads/photo/2015/08/05/08/47/personal-875801_960_720.jpg" style="text-decoration: none;">https://pixabay.com/static/uploads/photo/2015/08/05/08/47/personal-875801_960_720.jpg</a></span></span></span></td></tr>
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<tr><td style="text-align: center;"><img height="320" src="https://lh4.googleusercontent.com/YbWQ1P4xkPW64ZFdUJTh_KzgO5I5fX8Q-UVmyW4zCa2Z3EZy9kswr9HRZA8El5lLFt8jCRwebEaqqxY6VZ1yvwLN3h5YvoqAhaRcm5ab_3fFs2JuMKY1RWwHxQIndQK83aSGDa2v" style="border: none; margin-left: auto; margin-right: auto; transform: rotate(0rad);" width="320" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="text-align: start;"><span style="font-family: "arial";"><span style="white-space: pre-wrap;"><span style="font-size: small;">We all have a story to tell. Stories are the glue that bind us together as humans. </span><span style="font-size: 14.6667px;">
</span></span></span></span><span id="docs-internal-guid-91fae073-c072-3060-52e6-d8f7e100ce5b"><span style="color: #1155cc; font-family: "arial"; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;"><span style="font-size: xx-small;"><a href="https://c2.staticflickr.com/8/7520/16044203109_e587afb08c_z.jpg" style="text-decoration: none;">https://c2.staticflickr.com/8/7520/16044203109_e587afb08c_z.jpg</a></span></span></span></td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgiurVslh034P7cF2DE0BGkkOrwFOT8YTH_Pajdq0qQ2WnpJpIHvayfCK-5Df4YCiU3y2HK4-ol_tatmhwcMAU0OCaGltP8SPc-qVSQrxN_ozRpgq5ZWYhQw8GxIT-N81fsYAJyufUETW8/s640/blogger-image-1050473404.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgiurVslh034P7cF2DE0BGkkOrwFOT8YTH_Pajdq0qQ2WnpJpIHvayfCK-5Df4YCiU3y2HK4-ol_tatmhwcMAU0OCaGltP8SPc-qVSQrxN_ozRpgq5ZWYhQw8GxIT-N81fsYAJyufUETW8/s400/blogger-image-1050473404.jpg" width="297" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="text-align: left;"><span style="font-size: small;">We only win as individuals when the whole team wins. <br />How do we inspire others to be their best?</span></span></td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWpOnlN4X5b94pfmFlIUxfToMpFiy4xCyVGer4iNRQI3A2gdBNjX9ew6EmyZb9otnEqmKK5EeAsLAbl60a113m-awJu2NailNfUUQn8tHFW_VejjViQuOJd3cBneizDfSdcqHW9v0S5eY/s640/blogger-image-2002075511.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWpOnlN4X5b94pfmFlIUxfToMpFiy4xCyVGer4iNRQI3A2gdBNjX9ew6EmyZb9otnEqmKK5EeAsLAbl60a113m-awJu2NailNfUUQn8tHFW_VejjViQuOJd3cBneizDfSdcqHW9v0S5eY/s400/blogger-image-2002075511.jpg" width="265" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="text-align: left;"><span style="font-size: small;">Our best success comes from feeding spirit, imagination and heart. <br />What areas do you need to nurture vs. what areas do you actually<br />spend most of your time nurturing? </span><br /><span style="font-size: xx-small;">Image by @A_J_Golding</span></span><span style="font-size: small; text-align: left;"> </span></td></tr>
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<h3>
<b><br /></b></h3>
<h3>
<b>"Beyond the Tin Can Telephone"</b></h3>
<h3>
<span style="-webkit-text-size-adjust: auto; background-color: rgba(255, 255, 255, 0);">Iain McMeekin</span></h3>
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<span style="-webkit-text-size-adjust: auto; background-color: rgba(255, 255, 255, 0);"><br /></span></div>
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<tr><td style="text-align: center;"><img height="208" src="https://lh6.googleusercontent.com/Ng2XvjRlar6ma15Tst2k-dpJlt4pIl_Dcv2aDQfJHJpN170HE_j38QBXIpoah5WcGpA942x9JOyZbL7nOUbaP4TGj4u-dLzPa94R-Pw_4PQ31OdM5INq9NPHdgi62os59yKObAWF" style="border: none; margin-left: auto; margin-right: auto; transform: rotate(0rad);" width="320" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: small;"><span style="font-family: "arial"; white-space: pre-wrap;">You need to </span><b style="font-family: Arial; text-align: start; white-space: pre-wrap;">want</b><span style="font-family: "arial"; white-space: pre-wrap;"> to hear feedback, no matter what that feedback may be.
What do you like about working here?
What is one thing you would change?
</span></span><span id="docs-internal-guid-91fae073-c079-5667-3726-120d167aec2f"><span style="color: #1155cc; font-family: "arial"; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;"><span style="font-size: xx-small;"><a href="http://www.thebluediamondgallery.com/pictures/feedback.jpg" style="text-decoration: none;">http://www.thebluediamondgallery.com/pictures/feedback.jpg</a>
</span></span></span></td></tr>
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<tr><td style="text-align: center;"><img height="247" src="https://lh6.googleusercontent.com/cRrCSqAqcyZtLGl2lNd5HyHNNMkD4PBeUIuiGMhWF3JCZctkJ0On-1BBfJf5zVjr7DXUzijFFRvsXsSAwtsqk3kJl36FUCwsp-Pcso0wUsBa1H5-qAI9pEl4oJJoBe3wis04HurQ" style="border: none; margin-left: auto; margin-right: auto; transform: rotate(0rad);" width="320" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: small;">Make sure to appreciate those around you...<br />it doesn't have to be eloquent but it has to be heartfelt.</span><br />
<span style="font-size: small;"> </span><span id="docs-internal-guid-91fae073-c07e-2a17-4197-8c001091dfdc"><span style="color: #1155cc; vertical-align: baseline;"><span style="font-size: xx-small;"><a href="https://pixabay.com/static/uploads/photo/2015/09/24/05/53/qualities-954789_960_720.jpg" style="font-family: Arial; text-decoration: none; white-space: pre-wrap;">https://pixabay.com/static/uploads/photo/2015/09/24/05/53/qualities-954789_960_720.jpg</a><span style="font-family: "arial";"><span style="white-space: pre-wrap;"><u>
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" style="margin-left: auto; margin-right: auto;" width="400" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: small;">Iain shared a practical and entertaining Ted Talk by Celeste Headlee: </span><br />
<a href="https://www.ted.com/talks/celeste_headlee_10_ways_to_have_a_better_conversation?language=en" style="font-size: medium;" target="_blank">10 Ways to have a better conversation</a><span style="font-size: small;"> (worth the 12 minute view) </span></td></tr>
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<div>
<h3>
<b><br /></b></h3>
<h3>
<b>"Thriving Through Action" </b></h3>
<h3>
<span style="-webkit-text-size-adjust: auto; background-color: rgba(255, 255, 255, 0);">Virginia Gingras @VirginiavsBruce</span></h3>
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<span style="-webkit-text-size-adjust: auto; background-color: rgba(255, 255, 255, 0);"><br /></span></div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4Z2zjdCq7l5yHeWKoUIeRp6YWHBCwqvFW97tJSk9e5coeDYPBUvftQx0I5PKPYzZwix4tEUkrJFjw9JaaKLSmhq7wmpJwcc2Wj78XRKuBvQEu5w1eFlhLMbCbYx9-QGehPHtRqtOFCfk/s640/blogger-image-757198118.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="203" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4Z2zjdCq7l5yHeWKoUIeRp6YWHBCwqvFW97tJSk9e5coeDYPBUvftQx0I5PKPYzZwix4tEUkrJFjw9JaaKLSmhq7wmpJwcc2Wj78XRKuBvQEu5w1eFlhLMbCbYx9-QGehPHtRqtOFCfk/s320/blogger-image-757198118.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: small;">What are your top 3 priorities?</span><br />
<span style="font-size: small;"> </span><span style="font-size: small;">Thinking about your top 3 priorities, <br />do your actions reflect those priorities?</span> </td></tr>
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<tr><td style="text-align: center;"><img height="266" src="https://lh6.googleusercontent.com/9bt6Zb9g7E_8PHr4ZPTkye-iQofNatwmGCHcjOjDvl1rn8U3yCtBu5nYhlR4s21ipWL1DP-13bNPdT73z167CTuwrZsljV3XsbGRgOdNYKty7329JlmNqae1wB3ZoRvzCojRrGgC" style="border: none; margin-left: auto; margin-right: auto; transform: rotate(0rad);" width="400" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: small;"><span style="text-align: start;">Our strength overplayed becomes our weakness. <br />Are you missing work life balance? </span></span><br />
<span style="font-size: small;"><span style="-webkit-text-size-adjust: auto; background-color: rgba(255, 255, 255, 0);">Are you really good at taking care of others but do you provide the same care for yourself? </span></span><br />
<span style="font-size: small;"><span style="background-color: rgba(255, 255, 255, 0); text-align: start;">We're really good at surviving but we need to thrive. <br />Don't forget about your dreams!</span></span><span id="docs-internal-guid-91fae073-c08b-83fd-630a-aba65e5be787"><a href="http://www.pdpics.com/preview/preview33/6414-work-balance-life.jpg" style="text-decoration: none;"><span style="color: #1155cc; font-family: "arial"; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;"><span style="font-size: xx-small;">http://www.pdpics.com/preview/preview33/6414-work-balance-life.jpg</span></span></a></span></td></tr>
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<span id="docs-internal-guid-91fae073-c08a-5fe5-eaab-99765c21bc57"><span style="font-family: "arial"; font-size: 14.6667px; vertical-align: baseline; white-space: pre-wrap;"></span></span></div>
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<tr><td style="text-align: center;"><img height="272" src="https://lh3.googleusercontent.com/iqAZht6H8kRll7kRO-HYMU448SrowueGgyCAOfBf5wce78YlJwuvwQ-YM6_8ff47EVTcfAzWZOctFWV0mL7juqyUnCkvTVe5wFheijCTITdT2wnSkXHUcC87SpM1AdnxLkGD1q1Z" style="border: none; margin-left: auto; margin-right: auto; transform: rotate(0rad);" width="400" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="text-align: start;"><span style="font-size: small;">Instead of sharing achievements, share how you thrive through challenges...</span><br /><span style="font-size: small;"> this is powerful learning.</span><br /><span style="font-size: xx-small;"> </span></span><span id="docs-internal-guid-91fae073-c08d-110c-48e8-dccf87eb4cd3"><span style="color: #1155cc; font-family: "arial"; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;"><span style="font-size: xx-small;"><a href="https://farm4.staticflickr.com/3856/14760038836_c95794eff0_o_d.png" style="text-decoration: none;">https://farm4.staticflickr.com/3856/14760038836_c95794eff0_o_d.png</a>
</span></span></span></td></tr>
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<tr><td style="text-align: center;"><img height="320" src="https://lh4.googleusercontent.com/wVCmACqH2rhS7DdTJIJD-dD06EgdT4_3LotVyAqwEprHOTugRqZBslmCgdwCUKoTerpqkYmGirHctg0xkLTHr_YspLxl5J0d1SxKlVamPFp25NtDls2Ce9z8qq8luJxCHFgnKIiO" style="border: none; margin-left: auto; margin-right: auto; transform: rotate(0rad);" width="296" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: small;"><span style="-webkit-text-size-adjust: auto;">Great ideas are a dime a dozen but what makes a great idea different is action, <br />particularly taking action through challenges. <br />How do you avoid being derailed between your idea and the follow through to completion. <br />When dealing with self doubt and fear, remember that s</span><span style="-webkit-text-size-adjust: auto; background-color: rgba(255, 255, 255, 0);">ometimes when you're in a situation you can't truly see the situation or solutions.</span></span><span style="text-align: start;"><span style="font-size: small;">When you come upon naysayers, remember- it's not their dream, it's your dream</span><br /><span style="font-size: xx-small;"> <span id="docs-internal-guid-91fae073-c08f-b45b-61af-450157b5ca15"><a href="https://pixabay.com/static/uploads/photo/2016/04/22/03/43/hands-1345058_960_720.jpg" style="text-decoration: none;"><span style="color: #1155cc; font-family: "arial"; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">https://pixabay.com/static/uploads/photo/2016/04/22/03/43/hands-1345058_960_720.jpg</span></a></span></span></span></td></tr>
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<div>
<span style="-webkit-text-size-adjust: auto;"><b><br /></b></span>
<br />
<h3>
<span style="-webkit-text-size-adjust: auto;"><b>"Visible Learning, Visible Leading"</b></span></h3>
<h3>
<span style="-webkit-text-size-adjust: auto;"><b>Patrick Miller @millerpEDU</b></span></h3>
</div>
<div>
<span style="-webkit-text-size-adjust: auto; background-color: rgba(255, 255, 255, 0);"><br /></span></div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtyVt3dFJumYXjVqPYYtagAMr3-ktJVu7x4qcllhRVUB-p2cD5QYe0vTs3J1ltnkdz5oQyqxSuL6mksiML_ghOTu1vOsJ9ycuxRSHbJ3zbK00X9tBwpqQd-HxzE9cSONu7Moim4hAwIr8/s640/blogger-image--858234564.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="215" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtyVt3dFJumYXjVqPYYtagAMr3-ktJVu7x4qcllhRVUB-p2cD5QYe0vTs3J1ltnkdz5oQyqxSuL6mksiML_ghOTu1vOsJ9ycuxRSHbJ3zbK00X9tBwpqQd-HxzE9cSONu7Moim4hAwIr8/s400/blogger-image--858234564.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: small; text-align: start;">How do the people you work with/for know you've learning? </span></td></tr>
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<tr><td style="text-align: center;"><img height="261" src="https://lh5.googleusercontent.com/NN3x6MclCbI3YWG2zmnyq7ZKuhghqdaYacQa-8V8mdPYXM_A9Be04W3F-XrJ6mv3LqBFOpcvfYKgpggoLPhwewcNT9esRuMXTUcRUWP14RQHi9IJXUK5pvQF-TUxyGh30XTmurXm" style="border: none; margin-left: auto; margin-right: auto; transform: rotate(0rad);" width="400" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="text-align: start;"><span style="font-size: small;">Build a diverse professional learning network (PLN)...diverse being key. <br />We gravitate to people who are similar to ourselves. <br />We learn more from people who have different experiences and challenge our ideas.</span></span><br />
<span id="docs-internal-guid-91fae073-c096-e071-dac5-676dd1d457be"><span style="color: #1155cc; font-family: "arial"; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;"><span style="font-size: xx-small;"><a href="https://c2.staticflickr.com/4/3143/2675052219_97d082f7cf_z.jpg?zz=1" style="text-decoration: none;">https://c2.staticflickr.com/4/3143/2675052219_97d082f7cf_z.jpg?zz=1</a></span></span></span><br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnz4fEA-HdQXvelIluf7v2YImm5QWkGHHMkKU0Jgabu1SUKvjbQp8PG0IG2gLzuLHHRSezvPbgmnvup__RDQqe9EMENNNHyCBdPnXR4Nbfy3zIaf85rJpILd5PtiEy7OeXAyew281IUdY/s640/blogger-image--659963989.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="224" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnz4fEA-HdQXvelIluf7v2YImm5QWkGHHMkKU0Jgabu1SUKvjbQp8PG0IG2gLzuLHHRSezvPbgmnvup__RDQqe9EMENNNHyCBdPnXR4Nbfy3zIaf85rJpILd5PtiEy7OeXAyew281IUdY/s400/blogger-image--659963989.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: 12.8px;"><span style="font-size: small;">When considering any change, use the framework of these system drivers.<br /> </span></span><span style="font-size: small; text-align: start;">Also consider, what are your personal drivers? </span><span style="font-size: 12.8px;"><span style="font-size: small;"><br />@millerpEDU</span></span></td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCaXBWeZ-sOefyXXWn_bkb1YhjtybWc6d8YrUho_e88ag8k344wkQaFIyYcDAaWnkCAthXJp7JvlmWm9gw0uE0h5vXXlntB5jzyZe_hyuWAMTLT1E_qUHnKzvtebx1VBUyW9z_slNe_ME/s640/blogger-image-1023929225.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="267" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCaXBWeZ-sOefyXXWn_bkb1YhjtybWc6d8YrUho_e88ag8k344wkQaFIyYcDAaWnkCAthXJp7JvlmWm9gw0uE0h5vXXlntB5jzyZe_hyuWAMTLT1E_qUHnKzvtebx1VBUyW9z_slNe_ME/s400/blogger-image-1023929225.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: small; text-align: start;">We spend too much time and effort building rigid systems in the name of sustainability. <br />We need to be agile and flexible enough to respond to a changing world.<br /> "Sustainagility" (<a href="https://edumillerp.wordpress.com/" target="_blank">Pat Miller</a>)</span></td></tr>
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Alison Goldinghttp://www.blogger.com/profile/00091637763532972569noreply@blogger.com0tag:blogger.com,1999:blog-2271792968549412054.post-71890349190240096912016-05-16T19:57:00.001-04:002016-07-20T11:27:22.031-04:00TLAP Book Study: Week 3 <a href="https://lh5.googleusercontent.com/3PcE6zuvHrYfZcYL4Dp1qa-mUYpRt9Lp3saf_hLQSJ7cBLXkVbrOoV6nGFb77eWmRu2xakKrfNO31wi6dB_1bdqmrah4j-WTZbwW8E7uodqDv9beDR6Pnpdb53QD6aqhd8zM7km9" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><br /></a>
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<h2 style="text-align: center;">
<b>Week 3- Pages 75-106</b></h2>
<h2 style="text-align: center;">
<b>Part II: Crafting Engaging Lessons </b></h2>
<b></b><br />
<h3 style="text-align: center;">
<b>
<b>The Third Circle, A Crash Course in Presentational Hooks, </b><b>I Like to Move it Move it, Long Live the Arts, What’s in it for me? </b></b></h3>
<b>
</b>
<a href="https://lh5.googleusercontent.com/3PcE6zuvHrYfZcYL4Dp1qa-mUYpRt9Lp3saf_hLQSJ7cBLXkVbrOoV6nGFb77eWmRu2xakKrfNO31wi6dB_1bdqmrah4j-WTZbwW8E7uodqDv9beDR6Pnpdb53QD6aqhd8zM7km9" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="" border="0" height="244" src="https://lh5.googleusercontent.com/3PcE6zuvHrYfZcYL4Dp1qa-mUYpRt9Lp3saf_hLQSJ7cBLXkVbrOoV6nGFb77eWmRu2xakKrfNO31wi6dB_1bdqmrah4j-WTZbwW8E7uodqDv9beDR6Pnpdb53QD6aqhd8zM7km9" title="" width="320" /></a><b>The Third Circle</b><br />
<br />
<i>“The power of a good lesson cannot be maximized without incorporating a masterful presentation.” (Burgess p. 75) </i><br />
<br />
In this chapter, one of the analogies Burgess uses is about a <b>BBQ</b>. He describes the <u>meat</u> as the content or curriculum, the <u>seasonings and marinade</u> as the presentation strategies that make the meat more palatable, the <u>grill</u> as the energy and heat needed to ignite things and lastly, the <u>side dishes and dessert</u> that add to the experience. <br />
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<b>Question #1- </b>Which of the above item(s) do you most often bring to the educational BBQ? Are there any items that may have been missed? <br />
<br />
<b>A Crash Course in Presentational Hooks</b><br />
<br />
<i>"Much of your success as an educator has to do with your attitude towards teaching and towards kids. The rest of your success is based on your willingness to relentlessly search for what engages students in the classroom and then having the guts to do it." (Burgess p.84)</i><br />
<br />
<i>"...don't take it too seriously. Be willing to have fun with the process."(Burgess p.85)</i><br />
<b>I Like to Move it, Move it</b><br />
<br />
In this chapter we learn about; the <b>kinesthetic hook</b> (incorporating movement, gestures, physical games); the <b>people prop hook</b> (creating a human representation of a concept); and the <b>safari hook</b> (changing location in the building, getting outside, discovering items or leaving the school on a trip).<br />
<br />
An example that comes to mind when I read about the “safari hook” is a <a href="http://www.kellogghubbard.org/storywalk">Story Walk</a>, which many of our SCDSB schools have begun to experiment with after some of the staff at Willow Landing presented on their <a href="https://www.scdsb.on.ca/About%20Us/Pages/NewsDetails.aspx?NewsId=1414">story walk experience</a> at the SCDSB<a href="https://sharingsimcoe.com/2015/01/29/snowy-outside-educators-learn-its-no-problem-for-outdoor-education/"> “Mittens in the Snow”</a> conference this winter. <br />
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<b>Long Live the Arts</b><br />
<br />
In this chapter we learn about; the <b>Picasso Hook</b> (incorporating art into a lesson, using visual supports, or allowing an art based option for students to show their learning); the <b>Mozart Hook</b> (using music to create mood or aid in delivering the lesson, using lyrics that relate to a topic of study, using music to support transitions, allowing a music based option for students to show their learning or rewriting lyrics to reflect course content); the <b>dance and drama hook</b> (providing an opportunity to do skits, use movement or create videos); and the <b>craft store hook</b> (incorporating “making” into the lesson or providing materials for students to use to show their knowledge when they complete an open-ended task). <br />
<br />
<b>What’s in it for me?</b><br />
<i><br />"It's human nature to ask (or at least think), What's in it for me? We all want to know how current events might have an impact on our lives." (Burgess, p. 103)</i><br />
<br />
In this chapter we learn about; the <b>student hobby hook</b> (incorporating the hobbies and interests of the students to learn more about them and harness their interest); the <b>real world application hook</b> (incorporating real-life applications which causes the students to interact with the world in an authentic way); the <b>life changing lesson hook</b> (delivering an inspirational message or allowing the students opportunity for personal reflection or growth); the <b>student directed hook</b> (providing differentiated learning opportunities within a unit of study that take into account student choice and voice); and the <b>opportunistic hook</b> (linking pop culture and trends or current events into a lesson).<br />
<br />
<b>Question #2</b>- Which of the hooks discussed in this week’s reading have you successfully used? <br />
<b>Question #3</b>- What is your next step? Which of the hooks discussed in this week’s reading do you want to try? <br />
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<span style="font-family: "arial"; font-size: 14.6667px; line-height: 20.24px; white-space: pre-wrap;">For anyone dropping by online, I would encourage you to join the conversation and share your thoughts by using the "comments" section of the blog. </span>Alison Goldinghttp://www.blogger.com/profile/00091637763532972569noreply@blogger.com0tag:blogger.com,1999:blog-2271792968549412054.post-44390764051395138052016-05-08T20:41:00.000-04:002016-05-08T21:07:46.148-04:00TLAP Book Study: Week 2<h3 style="line-height: 1.44; margin-bottom: 0pt; margin-top: 0pt; text-align: left;">
<span style="font-size: large;"><span style="background-color: transparent; color: #2b1e17; font-family: "arial"; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Week 2- </span><span style="background-color: transparent; color: black; font-family: "arial"; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Ask & Analyze, Transformation and Enthusiasm</span></span></h3>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><h3 style="font-family: 'Times New Roman'; line-height: 1.44; margin-bottom: 0pt; margin-top: 0pt; white-space: normal;">
<span style="color: #2b1e17; font-family: "arial"; font-size: large; vertical-align: baseline; white-space: pre-wrap;">Pages 33-71</span></h3>
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<span style="color: black; font-family: "arial"; font-size: 14.6667px; font-weight: 700; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">Ask & Analyze</span><span style="color: black; font-family: "arial"; font-size: 14.6667px; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;"> </span><br>
<span style="font-family: arial; font-size: 14.6667px; font-style: italic; line-height: 1.38; white-space: pre-wrap;"><br></span>
<span style="font-family: arial; font-size: 14.6667px; font-style: italic; line-height: 1.38; white-space: pre-wrap;">“Creative ideas don’t come out of the blue, they come from engaging in the creative process. That critical process starts when you ask the right types of questions and then actively seek the answers” (Burgess p. 35)</span><br>
<span style="font-family: arial; font-size: 14.6667px; font-style: italic; line-height: 1.38; white-space: pre-wrap;"><br></span>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">“If you haven’t failed in the classroom lately, you aren’t pushing the envelope far enough. ‘Safe’ lessons are a recipe for mediocrity at best….there is no such thing as true failure, only feedback...If they (students) are not engaged, they are providing you with some critical feedback.” (Burgess p.48)</span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><br></span>
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Question #1 </span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">- Where/ when do you get your best ideas?</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;"><br></span>
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">Transformation</span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><br></span>
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">“Provide an uncommon experience for your students and they will reward you with uncommon effort and attitude.” (Burgess p. 55)</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><br></span>
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.6667px; font-style: italic; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><b>Positioning</b></span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">- “Why should our students bother to learn what we are teaching?” (Burgess p.61) </span><br>
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><br></span>
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">"Position your content as if it's amazing!... If you can't explain why someone should pay attention to what you're saying, maybe you shouldn't be saying it." (Burgess, 62)</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><br></span>
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.6667px; font-style: italic; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><b>Reframing</b></span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">- "Reframing involves providing a new context for the material that helps to break down the negative associations many students come to class with…The truth is, students probably don’t really hate math” (or insert any subject in place of the word ‘math’) “They hate the way it has been taught to them in the past, They hate that they have struggled to learn math in the past….When students don’t see any real world connection or value to a particular subject, they question whether it is worth the investment and effort.” (Burgess p.62)</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><br></span>
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Question #2-</span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> If your students didn't have to be there, would you be teaching in an empty room?</span><span style="background-color: transparent; color: #3e2616; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><br></span>
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Question #3- </span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Do you have any lessons you could sell tickets for? </span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><br class="kix-line-break"></span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;"><br></span>
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">Enthusiasm</span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><br></span>
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">"If you apply nothing else from this book, but you consistently ramp up your enthusiasm level in the classroom, you will be far ahead of the game and a dramatically better teacher." (Burgess p.65) </span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><br></span>
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">“Unlike passion, enthusiasm can be faked...Faking enthusiasm is so easy I can sum it up in two words; act enthusiastic!...Fake it till you make it” (Burgess p.69)</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><br></span>
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">“When we model enthusiasm it rubs off on everybody around us; it is absolutely contagious. Be sure to spread it liberally every day, because I guarantee that your students have many people in their lives who are trying to kill their enthusiasm and dampen their spirits. Infect your lessons and everything you do with enthusiasm and watch it spread.” (Burgess p.71) </span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Question #4</span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">- What are some strategies you can use to reignite your enthusiasm on a day where you aren’t feeling particularly enthusiastic? </span></div><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><br></span></div><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">For anyone dropping by online, I would encourage you to join the conversation and share your learning by using the "comments" section of the blog. </span></div>
<br>Alison Goldinghttp://www.blogger.com/profile/00091637763532972569noreply@blogger.com0tag:blogger.com,1999:blog-2271792968549412054.post-64996021628328038472016-05-01T22:16:00.002-04:002016-05-08T21:05:37.710-04:00TLAP Book Study: Week 1<span style="font-family: inherit;">The Ahoy mateys! Some of the <a href="http://cre.scdsb.on.ca/" target="_blank">NCPS</a> crew is getting ready to set sail on a journey with Captain Dave Burgess' book,<a href="http://www.amazon.com/Teach-Like-Pirate-Engagement-Creativity/dp/0988217600/" target="_blank">"Teach Like a Pirate"</a>. Weekly questions will be posted on my blog and I encourage face-to-face participants and anyone else that wants to join the conversation to use the comment section on the blog or join the ongoing conversations Twitter (@burgessdave #TLAP) to interact and share your learning. In the interest of "immersion" (see below), we won't be furiously posting our discussions in real time during our face-to-face book study but we will read and respond to any comments on the blog. </span><br>
<span style="font-family: inherit;"> </span><br>
<span style="font-family: inherit;">For our face to face participants, we set sail at promptly each day at 3:45pm. Like any good pirate, we will chart our course, below is our "map".</span><br>
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<span style="vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit;">Tuesday May 3, 2016 - Pages 3-32</span></span><br>
<span style="font-family: inherit; line-height: 1.38; white-space: pre-wrap;">Tuesday May 10, 2016 - Pages 33-71</span><br>
<span style="font-family: inherit; line-height: 1.38; white-space: pre-wrap;">Thursday May 19, 2016 - Pages 72-107</span><br>
<span style="font-family: inherit; line-height: 1.38; white-space: pre-wrap;">Tuesday May 24, 2016 - Pages 107-141</span><br>
<span style="font-family: inherit; line-height: 1.38; white-space: pre-wrap;">Tuesday May 31, 2016 - Pages 145-174</span></div>
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<span id="docs-internal-guid-44a3cb16-6f38-dec5-3dc1-3c1c0d51af06"><span style="font-size: large;"><span style="background-color: transparent; font-family: "arial"; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Week 1- Pages 1-32 </span><span style="background-color: transparent; font-family: "arial"; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Passion, Immersion and Rapport</span></span></span></h3>
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<span id="docs-internal-guid-44a3cb16-6f38-dec5-3dc1-3c1c0d51af06"><span style="background-color: transparent; font-family: "arial"; font-size: 14.6667px; font-style: italic; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Content Passion-</span><span style="background-color: transparent; font-family: "arial"; font-size: 14.6667px; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> “Within your subject matter, what are you passionate about teaching?” (Burgess p5)</span><span style="background-color: transparent; font-family: "arial"; font-size: 14.6667px; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span></span></div>
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<span id="docs-internal-guid-44a3cb16-6f38-dec5-3dc1-3c1c0d51af06"><span style="background-color: transparent; font-family: "arial"; font-size: 14.6667px; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">"Bringing your </span><span style="background-color: transparent; font-family: "arial"; font-size: 14.6667px; font-style: italic; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">personal passion</span><span style="background-color: transparent; font-family: "arial"; font-size: 14.6667px; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> to the classroom empowers you to create a more powerful lesson because you are teaching from an area of strength." (Burgess p.9)</span></span></div>
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<span id="docs-internal-guid-44a3cb16-6f38-dec5-3dc1-3c1c0d51af06"><span style="background-color: transparent; font-family: "arial"; font-size: 14.6667px; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">"I can absolutely be inspired and fully engaged in my attempt to present the topic in an entertaining way. I can be passionate about providing an opportunity for my students to develop and exercise their creative talents and abilities." (Burgess p.8) “With a focus on </span><span style="background-color: transparent; font-family: "arial"; font-size: 14.6667px; font-style: italic; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">professional passion</span><span style="background-color: transparent; font-family: "arial"; font-size: 14.6667px; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">, teaching is no longer about relaying the content standard...it’s about transforming lives” (Burgess p.9) </span></span></div>
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<span style="background-color: transparent; font-family: "arial"; font-size: 14.6667px; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Question #1</span><span style="background-color: transparent; font-family: "arial"; font-size: 14.6667px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">: What are you passionate about teaching?</span></div>
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<span style="background-color: transparent; font-family: "arial"; font-size: 14.6667px; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Question #2:</span><span style="background-color: transparent; font-family: "arial"; font-size: 14.6667px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> What is it about being an educator that drives you? </span></div>
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<span style="background-color: transparent; font-family: "arial"; font-size: 14.6667px; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Question #3:</span><span style="background-color: transparent; font-family: "arial"; font-size: 14.6667px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> Outside of your work, what are you passionate about? Is there any way you may be able to integrate this passion in your teaching? </span></div>
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<span style="background-color: transparent; font-family: "arial"; font-size: 14.6667px; font-style: italic; font-variant: normal; font-weight: 700; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">Immersion</span></div>
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<span style="background-color: transparent; font-family: "arial"; font-size: 14.6667px; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Are you a lifeguard or a swimmer? “A lifeguard sits above the action and supervises...although he or she is focused, there is a distinct sense of separateness...In contrast, a swimmer is out participating and an integral part of the action” (Burgess 14/15) "A lack of immersion in the present sends a clear message that this moment is somehow less important and not significant enough to be worth undivided attention." (Burgess p.14) “It’s far more powerful to ‘swim’ with your students” (Burgesss p. 15) </span></div>
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<span style="background-color: transparent; font-family: "arial"; font-size: 14.6667px; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Question #4: </span><span style="background-color: transparent; font-family: "arial"; font-size: 14.6667px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> What are some things you can do in your classroom to truly be immersed - or to switch from focus to immersion?</span></div>
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<span style="background-color: transparent; font-family: "arial"; font-size: 14.6667px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">“We don’t want to develop techniques to win behaviour management battles, we want to develop techniques that allow us to avoid the battles altogether.” (Burgess p.19) </span></div>
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<span style="background-color: transparent; font-family: "arial"; font-size: 14.6667px; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Question #5: </span><span style="background-color: transparent; font-family: "arial"; font-size: 14.6667px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> How can we create an environment in our classes that develops rapport?</span></div>
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<span style="vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: "arial"; font-size: 14.6667px; font-weight: 700; vertical-align: baseline;">Question #6:</span><span style="font-family: "arial"; font-size: 14.6667px; vertical-align: baseline;"> I like to think of the students as all of our students, not just the ones in our classes this year. What are some ways we develop rapport with students in the larger school community?</span></span></div>
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</span>Alison Goldinghttp://www.blogger.com/profile/00091637763532972569noreply@blogger.com0tag:blogger.com,1999:blog-2271792968549412054.post-25576144316580019932016-04-28T21:39:00.004-04:002016-04-29T07:51:56.134-04:00Lessons from the Space Shuttle to the School House<span style="font-family: inherit;">Today at the <a href="http://www.canconnected.ca/">Connect Conference</a> in Niagara Falls, I had the privilege of attending <a href="http://chrishadfield.ca/">Chris Hadfield's</a> inspirational keynote address. Not only is he vastly knowledgeable in his field, but the wisdom he shared is also incredibly relevant in the field of education. Here is a compilation of a few of the lessons shared today by Commander Hadfield that are applicable from the space shuttle to the school house.</span><span style="font-family: inherit;"><br></span>
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<span style="font-family: inherit;">1. Impossible things happen when you come together with a shared long term goal. For example, a space shuttle is made of 10 000 little inventions made by multiple people that when connected, make something amazing!<br><br>2. There is a fundamental truth with technology, everything breaks or fails at some point. The defining question is, how do you deal with it?<br><br>3. Impossible things do happen and they happen because of hard work! We start to limit ourselves when we are young saying, "that's something people like me don't do". We must share the power of possibility with our students so that they know opportunities exist for all of them.<br><br>4. Early success is a terrible teacher because it reinforces bad habits. Early failure is a wonderful teacher, that's how you learn...so fail and do it spectacularly! <br><br>5. If something is impossible now, with collective intellect and will it won't stay that way. Sending people into space is an amazing example that impossibility can always be re-defined!<br><br>6. We can only address the issues of the world by teaching our kids how to identify and how to solve real problems.<br><br>Let's take a lesson (or six) from Commander Hadfield by rethinking the word "impossible" and teaching our students (and reminding ourselves) that nothing is beyond our reach!</span></div><div><span style="font-family: inherit;"><br></span></div><div><span style="font-family: inherit;"><div class="separator" style="clear: both;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYfinsFWIKrU5xOHsy09QDj1QvJ2oxPE-LRU4uMkOaXjql86gjUw2wDtuaLvVM5IATSb-8crzFFit9SaJy99lHSgHz8iGEMmjohdmFISdLh6cy4ldZ8KLZKV4juA1TSa1n7zTQbs0oSqA/s640/blogger-image--796693591.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYfinsFWIKrU5xOHsy09QDj1QvJ2oxPE-LRU4uMkOaXjql86gjUw2wDtuaLvVM5IATSb-8crzFFit9SaJy99lHSgHz8iGEMmjohdmFISdLh6cy4ldZ8KLZKV4juA1TSa1n7zTQbs0oSqA/s640/blogger-image--796693591.jpg"></a></div><br></span></div>
Alison Goldinghttp://www.blogger.com/profile/00091637763532972569noreply@blogger.com1tag:blogger.com,1999:blog-2271792968549412054.post-89104736774870823362015-11-03T10:14:00.000-05:002016-07-24T21:59:31.006-04:00Full steam ahead with STEAM based learning <div class="separator" style="clear: both; text-align: center;">
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STEAM is an acronym that stands for Science, Technology, Engineering, Arts and Math. Before there was STEAM, there was “STEM”. The “A” was added later based on the idea that, through the integration of arts with other disciplines, students who have not been traditionally as engaged in math and science are able to build confidence and be exposed to new opportunities in these areas that support their learning across the curriculum. I would also propose the opposite idea is true, that “STEAM” activities facilitate opportunities for students who are interested in maths and sciences to have an accessible entry point to the arts.<br />
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Striving for deep learning means creating an infrastructure during activities that requires students to think, question, create and take ownership of their learning. STEAM also helps highlight the real life application of skills. For example, “design challenge” STEAM activities require students to work together to create a product that meets certain criteria, giving them a practical purpose. In fulfilling this requirement, they also have the opportunity to communicate with peers, ask questions, imagine possibilities, plan collaboratively and improve their design in a cycle of learning. They also learn that failure and improvement are a part of learning…a valuable life lesson! <br />
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At the end of the day, we all want our students to be happy, well-rounded, engaged learners that have the skills required to support them in their journey through life. STEAM activities are one of many paths that can be used to facilitate this goal.<br />
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Happy STEAM-ing!<br />
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<b><span style="font-family: "arial" , sans-serif;">Bubblemania!
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a provocation, students were shown pictures and videos of bubble blowing and
asked to find the math, science and art. Then, with a goal of learning to use
technological problem-solving skills to design, build, and test a device that
involves interactions between liquids and solids, students were asked to create
a device that would allow them to make the largest bubble possible. <o:p></o:p></span></div>
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<b><span style="font-family: "arial" , sans-serif;">Jackson
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<span style="font-family: "arial" , sans-serif;">Students
participated in a shared reading of the book, “The Most Magnificent Thing”
which illustrates the process of failure, re-evaluation, re-planning and trying
again. They were then asked to create a device that launches their pompom
to hit the target. Once the designs were completed, the students were
then told that they would be dipping their pompoms in paint prior to launching,
thereby creating a Jackson Pollock-esque work of art! <b><o:p></o:p></b></span></div>
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<b><span style="font-family: "arial" , sans-serif;">Hallow-STEAM
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<span style="background: white; color: #141823; font-family: "arial" , sans-serif;">Prior to making their creations, students watched a video
about the detrimental effects of discarded plastic bags on the environment.
Their task was to use the bags and a fan to create a monster that moves,
writing a message on the monster that they want to share with the
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Alison Goldinghttp://www.blogger.com/profile/00091637763532972569noreply@blogger.com0tag:blogger.com,1999:blog-2271792968549412054.post-34934905492203021182015-10-27T20:44:00.000-04:002016-07-20T11:30:36.071-04:00Student Tech Teams: Using our Best Resurces<div style="border: 0px; font-size: 16px; line-height: 22.4px; margin-bottom: 25px; outline: 0px; padding: 0px; vertical-align: baseline;">
<span style="background-color: #d9ead3; border: 0px; font-family: inherit; font-style: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Student technology teams are a powerful co-curricular activity that I’m excited to see happening in more and more SCDSB schools. These teams support the goals of enhancing student leadership as well as supporting the development of deep learning skills around technology for the entire school community. Through student technology teams, students assist their peers and teachers with technology (hardware, software, online tools and apps). </span></div>
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<span style="background-color: #d9ead3; border: 0px; font-family: inherit; font-style: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Depending on the needs and resources of each particular school, these teams can play a variety of different roles including:</span></div>
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<li style="border: 0px; color: black; font-family: inherit; font-style: inherit; font-weight: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><span style="background-color: #d9ead3;">Assisting in classrooms in specific areas of technology (as simple as logging in or as complex as learning to use a new device)</span></li>
<li style="border: 0px; color: black; font-family: inherit; font-style: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><span style="background-color: #d9ead3; border: 0px; font-family: inherit; font-style: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Creating technology-related ‘how to’ videos, tutorials or blogs</span></li>
<li style="border: 0px; color: black; font-family: inherit; font-style: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><span style="background-color: #d9ead3; border: 0px; font-family: inherit; font-style: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Hosting ‘lunch and learns’ on specific topics for staff or students</span></li>
<li style="border: 0px; color: black; font-family: inherit; font-style: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><span style="background-color: #d9ead3; border: 0px; font-family: inherit; font-style: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Hosting parent information nights</span></li>
<li style="border: 0px; color: black; font-family: inherit; font-style: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><span style="background-color: #d9ead3; border: 0px; font-family: inherit; font-style: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Creating engaging video announcements for the school community (instead of traditional announcements over the PA)</span></li>
<li style="border: 0px; color: black; font-family: inherit; font-style: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><span style="background-color: #d9ead3; border: 0px; font-family: inherit; font-style: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Community outreach such as partnering with seniors, the library or a community living group</span></li>
<li style="border: 0px; color: black; font-family: inherit; font-style: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><span style="background-color: #d9ead3; border: 0px; font-family: inherit; font-style: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Providing ‘helpdesk’ support for staff</span></li>
<li style="border: 0px; color: black; font-family: inherit; font-style: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><span style="background-color: #d9ead3; border: 0px; font-family: inherit; font-style: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Participating in ‘tech buddies’ (think reading buddies with younger students but with tech instead of books)</span></li>
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<span style="background-color: #d9ead3; border: 0px; font-family: inherit; font-style: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">The possibilities are only limited by the imagination of the students…meaning they are endless!</span></div>
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<span style="background-color: #d9ead3; border: 0px; font-family: inherit; font-style: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Student tech leadership teams stand out from more traditional school activities because they are of equal benefit to both staff and students. When it comes to technology, the students who often know more than the adults really are our best resources!</span></div>
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<span style="background-color: #d9ead3; border: 0px; font-family: inherit; font-style: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">For student participants, as well as providing the opportunity to develop specific skills related to technology, tech team activities also develop all of the crucial life skills that we call the 6 C’s (character education, citizenship, communication, critical thinking, collaboration and creativity). I have seen tech teams engage students who were previously not connected to leadership opportunities within the school, helping them find their voice, become involved and connected to the school in a meaningful and intrinsically rewarding way.</span></div>
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<span style="background-color: #d9ead3; border: 0px; font-family: inherit; font-style: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">The benefits are also great for other students in the school. Tech teams can create a learning culture in schools where students see that learning happens all through the day, not just during class. It also involves all stakeholders. Learning isn’t just something that is bestowed upon students, it is active and involves staff as co-learners. When students see their teachers learning alongside them, they feel safe trying new things as well. Most of all, student love to learn from their peers and what better way to engage students than by encouraging these opportunities!</span></div>
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<span style="background-color: #d9ead3;"><span style="border: 0px; font-family: inherit; font-style: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Lastly, we can’t forget about the benefits to staff. Through student leaders, teachers who are not as tech savvy can also have a non-threatening entry point to learning in this area. Additionally, when a student invites a staff member to attend professional learning about something important to them that they have planned and facilitated, staff are motivated to attend and acknowledge their student’s work, all while learning </span><span style="border: 0px; font-family: inherit; font-style: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">themselves. </span></span></div>
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<span style="background-color: #d9ead3; border: 0px; font-family: inherit; font-style: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Below are the links to some of the presentations that I have co-facilitated on this topic:</span></div>
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<span style="border: 0px; font-family: inherit; font-style: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><a href="https://docs.google.com/presentation/d/1fvJ_ys90K2jX_M-PTUnqrfr__p4nHOiWJQKPeLsl9lw/edit" style="background-color: #d9ead3;" target="_blank">SCDSB PUSH your Learning March 2015 </a></span></div>
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<span style="background-color: #d9ead3;"><a href="https://docs.google.com/presentation/d/1psOU0GaKxu9MoM6Hipn99YMhVwxAGhRQeUw7div26u0/edit?usp=sharing" target="_blank">Connect Conference April 2015</a> </span></div>
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<span style="background-color: #d9ead3;"><a href="https://docs.google.com/presentation/d/1uBGVawYUYh8FjkpKg16WyT4NZTmy4prTT9NoNZin1GM/edit" target="_blank">GAFE Toronto Summit October 2015</a> </span></div>
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<span style="background-color: #d9ead3;"><span style="border: 0px; font-family: inherit; font-style: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Let me leave you with a quote that I feel summarizes the power of student technology leadership teams in schools. </span><span style="border: 0px; font-family: inherit; font-style: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">“It is not about the technology; it’s about sharing knowledge and information, communicating efficiently, building learning communities and creating a culture of professionalism in schools.” – Marion Ginapolis</span></span></div>
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Alison Goldinghttp://www.blogger.com/profile/00091637763532972569noreply@blogger.com0tag:blogger.com,1999:blog-2271792968549412054.post-87521662458864087062015-08-17T15:55:00.001-04:002016-01-22T13:05:41.310-05:00"Choose One Thing" The rate of change related to developments in technology is overwhelming. In order to encourage staff (as well as myself) to not become too overwhelmed with rapidly evolving tech trends, <span style="font-family: "helvetica neue light" , , "helvetica" , "arial" , sans-serif;">for the past 3 years I have asked staff to "try one thing". What I mean by this is, at the beginning of each school year, I ask that each staff member set a goal for the year around deeply exploring a single technology tool that they would like to utilize effectively and really invest their time learning to use it well. This does not mean that they shouldn't</span><span style="font-family: "helvetica neue light" , , "helvetica" , "arial" , sans-serif;"> explore other tools, just that they should persist over a period of time becoming as much as an "expert" as they can in the use of a particular tool. I also believe that is important to frame the instruction to "choose one thing" with encouragement to first determine what their goal is. Once an individual has a clear goal, they can then begin to explore tools that may be suitable to achieve it and make strategic decisions, rather than jumping on the latest edu-bandwagon. </span><br />
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<span style="font-family: "helvetica neue light" , , "helvetica" , "arial" , sans-serif;">I also try to model what I ask of my staff. For me, three years ago, my "one thing" was Twitter, last year it was Google Docs and this school year it will be blogging. All of my personal learning goals have stemmed from the larger goal of communication, specifically around making broader connections, publicly sharing learning, modelling my own learning as well as challenging my personal beliefs. </span></div>
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<span style="font-family: "helvetica neue light" , , "helvetica" , "arial" , sans-serif;">In the past, I have experimented with blogging for our SCDSB site, <a href="http://www.sharingsimcoe.com/" target="_blank">Sharing Simcoe</a> as well as for the <a href="http://scdsbttog.blogspot.ca/" target="_blank">#SCDSBTTOG</a> blog. Now, I have </span><span style="font-family: "helvetica neue light" , , "helvetica" , "arial" , sans-serif;">created my own blog and it is my goal to find my voice and share meaningfully via the platform of blogging. </span></div>
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<span style="-webkit-text-size-adjust: auto; background-color: rgba(255, 255, 255, 0);">This school year, I </span><span style="font-family: "helvetica neue light" , , "helvetica" , "arial" , sans-serif;">participated in many discussions around blogging and digital portfolios with teachers and realized just how many choices between various platforms are available. Like other tech tools, there are so many options that can easily become overwhelming. I am in the process of creating this <a href="https://docs.google.com/a/scdsb.on.ca/document/d/13Exqcofbr0qC1elM4QI_f1Wve6dagAVcDwENuUfup3g/edit?usp=sharing" target="_blank">spreadsheet </a>to share which I'm hoping will assist others in choosing the format that is right for them. It is very much a work in progress and I would appreciate feedback. </span><br />
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Whether blogging is your "one thing" or whether it is something else, I would encourage you to think about your goal, choose the tool that you want to "go deep" with this year and dive into the school year with this goal in mind. Happy learning! </div>
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Alison Goldinghttp://www.blogger.com/profile/00091637763532972569noreply@blogger.com0tag:blogger.com,1999:blog-2271792968549412054.post-76585186346146146592015-04-28T14:45:00.000-04:002015-05-06T09:06:39.429-04:00We have to stop pretending... #makeschooldifferentA couple of weeks ago I was challenged by Amy Szerminska to think about the following...<br>
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See Amy's 5 things <a href="http://aszerminska.blogspot.ca/2015/04/make-school-different-five-things-to.html" target="_blank">here</a>.</div>
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I am finally getting around to writing my thoughts, better late than never!<br>
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<b>We have to stop pretending</b>...<br>
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1) <b>That student well-being can be nurtured effectively without regularly and intentionally addressing the well-being of the greater school community</b>. I believe that nurturing well-being should be embedded in all that we do, in every subject, in the decisions that we make and in our interactions with others. Well-being and healthy decision making is not something to simply teach in health class or during Children's Mental Health Week. In planning to address mental health and well-being, schools need to be pro-active and look at the well-being of students, staff, families and communities as interrelated components. These groups do not function independently from each other and all of those voices need to be "at the table" in wellness planning. Schools are hubs of their communities and are a perfect venue to be used to support community, and therefore student well-being.<br>
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2) <b>That textbooks are essential.</b> They're not, they are just a familiar tool for educators. I would even venture to say that sometimes they are counterproductive to some of the skills we want to develop in our students, particularly older textbooks that we have in schools.<br>
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3) <b>That using technology at a "substitution" level is something educators don't need to move beyond. </b> Use of technology is not something that needs to be checked off a "to do list". The use of technology for technology's sake where it is used as a direct substitute with no functional change is an important component of technology use to help accomplish specific tasks. An example of this is when classes use a computer for word processing, in which case the computer is simply turned into a $1000 pencil. This is certainly a reasonable use of technology, but we need to move beyond it to the augmentation, modification and redefinition of tasks through the use of technology. This involves using the right tool for the task and using technological tools to improve, redesign, or reinvent new tasks that would previously be impossible without the use of technology. This also involves educators taking risks and trying new things...technology changes so quickly, we can't wait for P.D. Our student's don't wait for P.D. We need to learn alongside them in this area.<br>
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4) <b>The physical set up of most schools is the most conducive environment for learning. </b>Lets face it, the classroom set up of most schools is not physically comfortable. Think about it, when you go home at night, do you pull up one of the blue plastic chairs we have in our classrooms to sit for a couple hours and work or read? If you're like me, you may work on a couch or have options of different work areas, depending on the task. I love to see the concept "learning happening everywhere" being nurtured in schools, particularly in our FDK classes.<br>
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5) <b>Engagement = learning</b>. We need to look beyond whether students are engaged to determine how students are constructing new knowledge from activities.<br>
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What are your 5 things? #makeschooldifferent<br>
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Alison Goldinghttp://www.blogger.com/profile/00091637763532972569noreply@blogger.com3tag:blogger.com,1999:blog-2271792968549412054.post-78859631620718495102015-03-09T21:26:00.000-04:002016-07-20T11:48:45.611-04:00Making Change in Education: We are better together <div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="color: black; font-family: "arial"; font-size: 15px; vertical-align: baseline; white-space: pre-wrap;">Today, I participated in professional learning with students, staff and parents. More and more over the last year, I have facilitated and participated in this model of learning. Although, depending on the topic, it is not always appropriate, I find that I learn so much out of these rich discussions where multiple perspectives are represented in the dialogue...we truly are better together. </span></div>
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<span style="color: black; font-family: "arial"; font-size: 15px; vertical-align: baseline; white-space: pre-wrap;">Our topic today, “For the Love of Learning”, set the stage for discussion on learning and assessment practices. We talked about how our current educational practices were established as norms during the industrial revolution and how this is an exciting time of change where educators are moving away from those outdated practices. In the words of one of our wise students today, “we are able to do way more now than back then.” At our school, the “6 C’s” of 21st century learning; citizenship, communication, critical thinking, collaboration, character education, creativity (and we often add “choice and voice” as a 7th C) are the underlying consideration in all that we do. </span><span style="color: black; font-family: "arial"; font-size: 15px; vertical-align: baseline; white-space: pre-wrap;"><br class="kix-line-break" /></span></div>
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<span style="color: black; font-family: "arial"; font-size: 15px; vertical-align: baseline; white-space: pre-wrap;">Our opening activity today involved introducing ourselves and briefly discussing a favourite school memory. At the end of the activity, we discussed the commonalities between our favourite memories...they all involved hands on, engaging active learning, not the time we got 83% on a test. This brings me to my next points, as our teaching changes, so must our assessment, and as in any process where change is being made, it is best done with all voices at the table. </span></div>
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<span style="color: black; font-family: "arial"; font-size: 15px; vertical-align: baseline; white-space: pre-wrap;">I love this photo that illustrates the concept of “messy learning”. </span></div>
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<span style="color: black; font-family: "arial"; font-size: 15px; vertical-align: baseline; white-space: pre-wrap;">When we work through problems, as opposed to setting a structured beginning and end to learning, learners (and I say learners because it may be students, parents or staff that are in this role) will likely encounter roadblocks, problem solve, unlearn misconceptions, relearn, work through failures, experience frustration and excitement. It is a far more complex process, however, in my opinion, a far more authentic and valuable process. </span></div>
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<span style="color: black; font-family: "arial"; font-size: 15px; vertical-align: baseline; white-space: pre-wrap;">A key component in this process involves feedback. We discussed the concept of “feedback” vs. “feed forward”. Looking at the two photos below. In the older version of a report card, marks and comments are given, but with no suggestions or opportunity to make improvements. Isn't that is what learning is all about? In the second picture (a single point rubric), you will notice that there are no grades, but lots of excellent feedback based on a clearly defined learning goal and success criteria. In the second example, it is clear what the student is expected to know/learn/do, what learning they have demonstrated and where they need to improve. Which is the more valuable assessment tool? </span></div>
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An area that I have noticed can often be challenging for teachers is not around giving feedback, but more about insuring that it is meaningful and acted upon by students. A great next step in this area that we discussed today is to give feedback in the form of a question. When you do this, students interact with the feedback and become naturally engaged in the process. <br /><br />As an administrator, the concept of using effective feedback as a high yield strategy to support student achievement is an area that I will continue to explore through this process, both as a learner and as a leader within my school community. If you have a great example of feedback methods that you are us<span style="color: black; font-family: "arial"; font-size: 15px; vertical-align: baseline; white-space: pre-wrap;"><span style="font-size: 15px; white-space: pre-wrap;">ing, I encourage you to share to #SCDSBtt</span></span><span style="font-family: "arial"; font-size: 15px; line-height: 20.7px; white-space: pre-wrap;">og We truly are better together! </span></div>
Alison Goldinghttp://www.blogger.com/profile/00091637763532972569noreply@blogger.com0tag:blogger.com,1999:blog-2271792968549412054.post-43882568792803252842015-01-24T21:31:00.000-05:002016-05-28T21:31:52.167-04:00Rethinking Assessment: An Administrators Perspective <span style="font-family: inherit;">I recently led a book study on Carol Dweck's "Mindset" that created a lot of discussion around assessment, feedback and the mixed messaging that staff are feeling about priorities at this time. With the current focus on innovative instructional practices, my goal is to investigate how assessment can be better aligned with 21st </span>Century<span style="font-family: inherit;"> instruction to promote student achievement while meeting provincial requirements. </span><br />
<span style="font-family: inherit;"><br />One of my goals for students is to help them develop independent problem solving ability and a love of the process of persevering through challenges. </span><span style="font-family: inherit;">The research of Alfie Kohn suggests that there are three consistent effects of giving students grades:</span><br />
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<span style="font-family: inherit;">1) When focusing on grades instead of growth, the learning diminishes.</span></div>
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<span style="font-family: inherit;">2) In order to be "successful", students come to avoid taking risks and choose easier tasks. </span></div>
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<span style="font-family: inherit;">3) Students think in a more superficial fashion and do not retain information. This reminds me of when, as a student, I would do well on a spelling tests, but would forget the correct spelling of most of the words within a few days. </span></div>
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<span style="font-family: inherit;">As a school administrator, I have the unique opportunity see what feedback and assessment look like in multiple classrooms each and every day. I look forward to co-learning as we explore this topic together through the #<a href="http://scdsbttog.blogspot.ca/" target="_blank">scdsbTTOG</a> inquiry! </span></div>
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<b><u><span style="font-family: inherit;">Suggested Reading</span></u></b></div>
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<span style="font-family: inherit;"><a href="http://www.alfiekohn.org/article/trouble-rubrics/" target="_blank">Kohn, Alfie, "The Trouble with Rubrics"</a> </span></div>
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<span style="font-family: inherit;"><a href="http://www.alfiekohn.org/article/turning-children-data/" target="_blank">Kohn, Alfie, "Turning Children into Data"</a> </span></div>
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<span style="font-family: inherit;"><a href="http://www.alfiekohn.org/article/case-grades/" target="_blank">Kohn, Alfie, "The Case Against Grades"</a> </span></div>
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Alison Goldinghttp://www.blogger.com/profile/00091637763532972569noreply@blogger.com0tag:blogger.com,1999:blog-2271792968549412054.post-34849784515443912442014-11-18T09:52:00.000-05:002016-07-21T09:55:17.130-04:00From 'newbie' to connected: How I learned to navigate the world of technology<div class="separator" style="clear: both; text-align: center;">
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<span style="font-family: inherit;">I have a confession.<br /><br />I have never used a SMARTboard. I didn’t use email, or even a computer until university. I’m still a bit taken aback when people refer to me as being “good with technology” because it doesn’t fit the image I had of myself for most of my life.<br /><br />As a school administrator with a strong belief in not asking staff to do things that you aren’t comfortable doing yourself, I began to explore different digital tools that I hoped would support student learning, as well as my own professional growth. During the beginning of this phase I definitely lived the motto, “fake it till you make it”. However, the more I dabbled, the more I discovered that with technology, there is something newer and “better” around every corner. The fact that it’s impossible to keep up with the rate of change is a deterrent for so many educators who are beginning this journey.<br /><br />After struggling with this for a while, I decided that I needed to be more specific in choosing a focus, and then go deeper into exploring how I could use it to improve my practice. That leads me to about a year ago when joined Twitter.<br /><br />I had no idea how to use it at the time, but I knew that I wanted to be purposeful about using it to connect with and learn from other educators. It was at this point that I think I really began my journey into using technology as an accelerator to transform my own learning. It has challenged my thinking, caused me to become more reflective about my practice and it has connected me with people and opportunities that I never would have otherwise experienced.<br /><br />Fast forward to today. I recently returned from Bring IT Together, my first “Ed Tech” conference, hosted by The Educational Computing Organization of Ontario. Had you asked me five years ago, this is certainly not an event that I would have either been interested in or pictured myself attending. I am pleased to say that I’m leaving the conference with a renewed sense of possibility, passion and pride in my chosen field of education.<br /><br />My next step is to challenge myself by leading an online book study via Twitter. I have led a number of successful book studies with school staff, but leading one online is new territory for me.<br /><br />How the idea came to fruition…first, I received feedback from staff members at my school that they were interested in reading the book Mindset, The New Psychology of Success by Dr. Carol S Dweck.<br /><br />Typically, when I lead a book study, I ask that teachers commit their time outside of school hours in exchange for a copy of the book that they can keep. I was so pleased with the response that 17 staff from my school had committed to participate, that I posted about it on Twitter. Here’s where my planning took a change in course.<br /><br />Donna Miller Fry (@fryed), an educator from Thunder Bay who I had never met, commented on my post asking me if I planned on connecting with others outside of my school community for the book study. This planted the seed in my mind that perhaps I could organize an online learning community for this purpose, but I still wasn’t sure that I had the skill or connections to effectively do this.<br /><br />After attending the conference and meeting Donna in person during a session on Becoming Connected Learners, I took the next step and committed to give it my best shot, posting information on Twitter inviting others to join our book study.</span><br />
<span style="font-family: inherit;"><br /><i>“Join some of the staff from Alliston Union school in Ontario Canada while we learn together and connect with our global professional learning network. Beginning Tuesday November 18, we will be meeting once a week, Tuesdays at 3:30 EST. We will discuss one chapter a week. A group of us will be meeting face to face, and I will post our questions and discussion on Twitter for others to join. I will be posting from @A_J_Golding and using the hashtag #mindsetbook”</i><br /><br />I have no idea whether people will join online or not, but I can guarantee that it will be a learning experience, which is the most important part!<br /><br />My goal is to continue to put myself out there and stretch my comfort level with the use of technology in my practice and I encourage other educators to do the same. Change isn’t always easy. The fear of embarrassment is a powerful deterrent, but we ask our students to take risks every day so we need to be models of risk taking in our own learning.<br /><br />Start by choosing just one technological tool that you are interested in exploring and jump in. Don’t go fast, but really take the time to explore how to go deep with it and use it effectively. When in doubt, get your students to help and learn together. Then, I encourage you to share your experience with others as it is often through those rich discussions with colleagues that we learn the most!<br /><br />“The most valuable resource that all teachers have is each other. Without collaboration our growth is limited to our own perspectives.” (Robert John Meehan)</span>Alison Goldinghttp://www.blogger.com/profile/00091637763532972569noreply@blogger.com0