tag:blogger.com,1999:blog-19105234249384151452024-03-14T23:14:56.118+11:00Miss A's Class IdeasA Canadian teacher in Australia...Anonymoushttp://www.blogger.com/profile/00859799131212780002noreply@blogger.comBlogger105125tag:blogger.com,1999:blog-1910523424938415145.post-87021500222749702752014-04-21T20:44:00.001+10:002014-04-25T20:32:51.870+10:00Achieve! English Text Types: Informative<br />
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" 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I have used the book "Achieve! English Text Types Informative 1" by Susie Brown when
teaching information reports in English. It can definitely be used
across year levels, however, I think it is perfect for Year 7 or Year 8
to provide a modified alternative to your classes.<br />
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<a 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" 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" width="224" /></a>The book is aligned with AusVELS and have a heap of worksheets for students that break down the features and structure of information reports and factual recounts. It follows my <a href="http://missaugello.blogspot.com.au/2012/10/writing-unit-sequence.html" target="_blank">writing sequence</a> that I often use in teaching writing in both primary and secondary schools. It begins with deconstructing a text and identifying the key structure and features. It then breaks up the different parts of the structure and truly scaffolds those parts for students. In addition to focusing on just how to write the part of the text, it has activities on the key features such as finding the main idea in a paragraph, attention grabbing sentence, sequencing and time connectives. Thus, many of the strategies you teach in reading are complemented in these activities.<br />
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The text is written in a larger font so not to scare off those struggling readers and has a number of graphic organisers with instructions on how to read those organisers and use them to help with structuring and "organising" your writing.<br />
For me, the best part about this book is that there are Teacher's notes throughout that show you how to introduce the lessons on writing the different sections of the text, how to use the worksheets in your lesson and even a section on extension. Your lesson plans are pretty much drafted for you, as well as the sequence of your writing unit. And, it comes with a CD to have electronic copies of the worksheets and lessons. <br />
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Thanks Susie Brown and Blake Education for creating such a wonderful book to assist teachers with writing. <br />
http://www.blake.com.au/Achieve-English-Text-Types-Informative-1-p/9781922090188.htmAnonymoushttp://www.blogger.com/profile/00859799131212780002noreply@blogger.com0tag:blogger.com,1999:blog-1910523424938415145.post-42556321743329640472014-04-21T19:42:00.002+10:002014-04-21T19:42:52.925+10:002014 Teaching UpdateDear Blogging World,<br />
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I am extremely sorry for my lack of blogging over Term 1. It is easy for me to get caught up with work and that has truly happened to me this year so far. Term 1 2014 has been the busiest Term 1 I have had in my teaching career.<br />
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So here is an update on what has been going on in my teaching world. This year, I have taken on a number of positions of responsibility beginning with Year 7 Coordinator and in Term 2, I will also be the Head of Humanities. Two large roles with very different focus areas; one focusing on welfare and student management, and the other focusing on curriculum development. They are both exciting positions that challenge me to perform at my best.<br />
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In the classroom this year, I have been teaching Year 7 English, Year 9 English, Year 10 English and VCE Unit 3 & 4 History: Revolutions (for North Americans, that is Year 12 History). In Term 2, my timetable will change slightly as I will pick up VCE Unit 3 & 4 Global Politics (Year 12 Politics) and lose my Year 9 English. In short, my year is spent teaching English and Humanities which is wonderful.<br />
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One of my goals this term, as there are many, is to blog more than I did in Term 1. Myself and the team of educators that I work with have been creating wonderful teachable units which I would love to share.<br />
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So please watch out for so upcoming ideas for teaching English and Humanities in the near future.<br />
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Kind regards,<br />
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Stephania Anonymoushttp://www.blogger.com/profile/00859799131212780002noreply@blogger.com0tag:blogger.com,1999:blog-1910523424938415145.post-24610660674717499852013-09-20T19:31:00.000+10:002013-09-20T19:31:29.240+10:00The Truman Show - Character Analysis<div style="text-align: justify;">
I can't believe it is the end of a term already - this one flew by! I am disappointed in myself for neglecting my blog so much over the past term but am chalking it up to being in a new school and spending more time getting adjusted and finding my feet. So to end the term, I would love to share some of our character analysis posters with you. </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjoW5jCQu0YHvxqR00m_q3aOlUlMxZ_sQiT4exi-UWH8MzLFE81ENKFDBHu8JCLwpsjPpLGrgyCnwpDSgVYQpFv_APMULN9raX-JPRUeSU9uv4WpcmuMK3uGMvYZhzetetg1D2py1GqTd8/s1600/IMG_1018.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjoW5jCQu0YHvxqR00m_q3aOlUlMxZ_sQiT4exi-UWH8MzLFE81ENKFDBHu8JCLwpsjPpLGrgyCnwpDSgVYQpFv_APMULN9raX-JPRUeSU9uv4WpcmuMK3uGMvYZhzetetg1D2py1GqTd8/s640/IMG_1018.JPG" width="640" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_WB2dEF01JtzQqZgFzxZZsS2zufNqqvR9NNOQSz-zwPOkrV_SGZFqmV5CMddrSH6jb3JEDr5ufSr_9Y8a6_ojtgJbp6aGi_K_JoUzsnYQttRp4RKHN97jUVFCFCg57JcS-YzSG5P_Qos/s1600/IMG_1019.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_WB2dEF01JtzQqZgFzxZZsS2zufNqqvR9NNOQSz-zwPOkrV_SGZFqmV5CMddrSH6jb3JEDr5ufSr_9Y8a6_ojtgJbp6aGi_K_JoUzsnYQttRp4RKHN97jUVFCFCg57JcS-YzSG5P_Qos/s320/IMG_1019.JPG" width="240" /></a> I was pretty proud of how lovely and colourful our display turned out. Students worked in a cooperative group structure to complete this task in which they needed to identify the personality, appearance, feelings/emotions, actions and famous last words of one of the characters from the film. They then took turns in presenting their posters to the class for the students to complete their <a href="http://missaugello.blogspot.com.au/2013/08/the-truman-show-film-analysis.html" target="_blank">character analysis chart</a> learning about all characters in the film. <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdrye4Q4Wz2OrommYucgegKGzA2es-ADgbvrEQ-m4zZcS2jczhCBWfRIb4X5yj_wsnff9YgyVFiYB9OckpFlpIq4Sz0lpUz9VQyHwEU8fc0IsBtMA9gJm_Z5xLkiWV1NKGINmCm3vwXzk/s1600/IMG_1020.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdrye4Q4Wz2OrommYucgegKGzA2es-ADgbvrEQ-m4zZcS2jczhCBWfRIb4X5yj_wsnff9YgyVFiYB9OckpFlpIq4Sz0lpUz9VQyHwEU8fc0IsBtMA9gJm_Z5xLkiWV1NKGINmCm3vwXzk/s320/IMG_1020.JPG" width="320" /></a>Anonymoushttp://www.blogger.com/profile/00859799131212780002noreply@blogger.com0tag:blogger.com,1999:blog-1910523424938415145.post-42890277022688167222013-08-31T17:18:00.002+10:002013-08-31T17:18:31.664+10:00One Year<div style="text-align: justify;">
It's been one year since I created this blog and I am overwhelmed with all the support and encouragement I've received in the last 365 days. I've posted over 100 times... an average of 1 post per 3 to 4 days which I'm quite proud of. I've also had over 26, 000 page views which is so much more than I ever expected. </div>
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Thank you so much for a wonderful year and I look forward to another amazing year of posting on new secondary school ideas!!! :) </div>
Anonymoushttp://www.blogger.com/profile/00859799131212780002noreply@blogger.com1tag:blogger.com,1999:blog-1910523424938415145.post-2895413323676398982013-08-24T17:33:00.002+10:002013-08-29T19:48:06.187+10:00The Truman Show - Film Analysis<div style="text-align: justify;">
Our Year 8 English classes are studying "The Truman Show" for their film analysis unit. I actually love this movie which makes it even more exciting to teach. I think that film analysis units are great as students are exposed to a different form of expression. Students are often more engaged with films as it appeals to different types of learners also. </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZYGhkxEpRtJ42TucX03qoBm2ynVmZ6sSSOPCmSE-MNmcJcRkjeLEziXPCmPdWVK5xar9U2cHncCoHUvrwZl9fdBX4NmFHt2J2_cFowqu3XLEJUThQYEQ2qNqqUDUEp4RHqIhQGPucCk0/s1600/truman+show.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZYGhkxEpRtJ42TucX03qoBm2ynVmZ6sSSOPCmSE-MNmcJcRkjeLEziXPCmPdWVK5xar9U2cHncCoHUvrwZl9fdBX4NmFHt2J2_cFowqu3XLEJUThQYEQ2qNqqUDUEp4RHqIhQGPucCk0/s400/truman+show.JPG" width="400" /></a>Now, to "The Truman Show". Since this is a short unit, I am only spending one session on themes and one session on characters. This will hopefully lead into our assessment task quite well, as I am hoping to really scaffold that so the students can achieve success with it. Our unit starts with students viewing the film and then completing a series of comprehension questions while viewing to deepen their understanding. Although a lot of the themes and concepts in the film are quite easy for me to grasp as an adult, I feel that some of them need to be explained for the students to actually understand what is happening. Sometimes the little gestures or comments have deep meaning and thus need to be discussed. </div>
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For our character session, we are going to do a character analysis in a jigsaw activity and then students will use that information to create a Facebook profile for one of the main characters of the film (this will be in another post once we complete this task). Students will work in groups to complete a character analysis for one character and then we will present and share to complete our character analysis chart. I hope this activity runs well and will post about it afterwards too. </div>
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wSmPP57lcuvIm9vb68D+84UYSts1yxp7yGPbDz4Pj7+U/8E91i3WEt4ql1YvsUd2PPz80PQJ859tvfl5WXhneLG4/HnnVM/UREuCLn70xjuy1mPj4/Lkff858yOA3t5efE7DT37g7nIGmDnEA4Ed6ll9Xgua3Lj8+ecIbN7p47kxfgaKy+fejq6rA0Zdg/2LcX6+Pj49u2bF7LxTYg/f17v4ld4Pc5xkUuo9waBCQAAQA2/3sfq9+NAFwLTCYvKAAAA3DPar9iaEJgAAAB0cNfjnoP+RWAWAhMzTAAAAJvQfsXWhMAEAAAAsMLJgemft3GlwwUAAACQZ09g+n9r/P73v7/S4QIAAADIsycw/fbbb7/99tu/D/z8+Id/jyEwAQAAQEnsCUx/HvjLX/7y8+Mf3H9/CSAwAQAAQEnsCUz/K+bnxz8ktxCYAAAAoCT2BKY//vGPf/zjH39+/MPHx8fHx8f0BwITAAAAlMSewPSv//qv/krc9L9/+7d/IzABAABASZw1wzT3A4EJAAAASmJPYPpTzM+Pf/jTn/70PwMITAAAAFASZ31L7s9//rO/Eve/AwhMAAAAUBJ7AtP/ifn58Q/JLQQmAAAAKIk9gen/LvIf//EfBCYAAAAoiT2B6fcbuNLhAgAAAMhzcmDaul0AAAAAG1wg2FwvMF1js0WCK3lwbgdqoQXmhUG4IgSmQsCVPDi3A7XQAvPCIFwRAlMh4EoenNuBWmiBeWEKEn5o66puD9qHcQJ3HJi6Zrws2XRX3JEIl3MVehF0E+52yxjqmpMPbcdDFjF95jq09UwBD229w8OxPlZHiqFaHM2PT+LJDTNc+vkpgyHznt0lmGKvKBLCu2aXrBMZ89J4tsrsdaYE+85jZ3Lngemk54S9oRNwaVcyIya3w43jgMC0RFC+Q9tsquOyHdNP/t5ULbqmqup6fBIf2rqq6w1vpa07zmPIvGd3CfKbslWUYgKTz0srp3xLJSAw+X9P3pIHcx5NF0dgX0Jf6q6p6qap3a8nm/I3XO1JeMXAFP5pC394VVV12zbBnxkJTO+ZepgGpmXJ/py4fXfHDR7a+jKFsPhS0fd99gQ0X8SqqkZRU5dNtzRbZQZDtXDP5HaQ3DVV1bT+vfTcszSsS+p/beyoYsi8Z7kE2VP9sQpNUwfOq6az9GrtUAhM0yftSS9/+WdvOr80/CY4e0UlmLt9cnjX5M4D0/gicYjOaJH24YbkfDZ5xgy/nW7q0NbXruR1A9PKH163h+Buk5fr44OiSDQ560dXAsfT3JzkPbvz580LFcPiS0Xf93OBaVLE+Gk5Pr3Hh48/2XvdiDFUi+MTL3gauvdb8VM++HWuLnOjzN6nPgyZ9yyWIHOqT87e4ene3hNfITCFN4dOtr385Z+98TPZn/7DZJTsbrU0ArW688CUKdj4gj0G5WRaae61fDozFb5DvG4AvnJgGo574Q/P58RA4PSx+R0Ov16UHPw8PHJ1d+GgvAQWXyr6vp8NTHl1k7eN8fW8MGyaet2IMVSLQV/XVFXTjO+O009rpLNK0TuzxP/y2FHFkHnPYgky5+fo2R1PX9h74isEpk2n1vmXv9yzN5f8/dz/TAmOD8/fHrxSXxEC0/Ffs28Bk9HXxY/1yTr45eybwGuOPcHANPOHTwJTKnBPYJqVPJ1hWt/d+E7zMmWw+FLhCK86us8w5QNT+E9mmC5E/Lwdn6Rx8Eyfpf3qDBOBaTOLJcicn+Nnd/Tu1t4TXz4w5Z60p7z8ZZ690b26JnipiUJtUgKfjKLbpzNZ14PA5P8dxNT40wbDpwXDb1oMd/afLIzGVbqpMXTf+gzTwh8+nWFKBK4Hpvh9ybLkLvsRpcXdTV+QzsPiS0Xf9z9+9D9+OBs/VdVP1e/cueSn6nf//ONHH/zshP1UVT/97h+dlZ+q6m///r/5n3/ypfjxj3/nlbntG8NQLcah419PksGRe5b22ReGcNKPwLSZ5RLkT/XJW4iJeTNIBabA0MxL4caXv8yzN0lV0y/JzZTgeMfk9vTwrsgdB6aywJU8Rp3/+mv/yy/HWPPLL1f5+ddftf/IFKO1uAMKNG8vlYYUIHz9k3hWS0BgKgRcyWPXuctMLtlc42d72K1F6ZRn3uqL9ZHbF367eYnAVAq4kse0cxdxrvezMUzXomgwLwzCFSEwFQKu5MG5HaiFFpgXBuGKEJgKAVfy4NwO1EILzAuDcEUITIWAK3lwbgdqoQXmhUG4IgSmQsCVPDi3A7XQAvPCIFwRAlMh4EoenNuBWmiBeWEQroj1wAQAAABggQsEG2aY1MGVPDi3A7XQAvPCIFwRAlMh4EoenNuBWmiBeWEQrgiBqRBwJQ/O7UAttMC8MAhXpPzAFHbxKxhGkTw4twO10ALzwiBckeID09DUvvTExCiSB+d2oBZaYF4YhCtSemDqmqpuD2GzvyFBVVV1vG16i+v9VwVTU26eyt/iH1K3h7lfzW5tsvFLdBpkFMmDcztQCy0wLwzCFSk7MPmg1DU+vXTNMan4mDK5ZcxXXZMkmeMN/iH5X9XtYdx5EocyGycw3SY4twO10ALzwiBckaID0ziVE88nHcPJEG0mtwRzRtNZIX+PIeHM/WqIQUFYG/aRbPwSMIrkwbkdqIUWmBcG4YqUHJjCC3FjbDlphmnAp6AgUgUX67K/Crc23CO7cWaYbhSc24FaaIF5YRCuSMGBKYkh4XxSXSefYUpuCWeNxvtUlbtfMsM096tx/8PW5jZOYLpNcG4HaqEF5oVBuCIFB6YZJh9LytxygzCK5MG5HaiFFpgXBuGKEJgITLATnNuBWmiBeWEQrsj9BaZCwZU8OLcDtdAC88IgXBECUyHgSh6c24FaaIF5YRCuCIGpEHAlD87tQC20wLwwCFeEwFQIuJIH53agFlpgXhiEK1J4YOoat9DS+IX+8aemG39x+jbPOaYdO12FUSQPzu1ALbTAvDAIV6TswDRkm+P/H9qmrod1laIkNcUlqqWNnojfIIGpFHBuB2qhBeaFQbgiRQemcGbJ5aOmi5KSb1OSrE7ZdvFSk/1xI1E/k/Heh/Cf0S99tArWrkx2mjxwL4wieXBuB2qhBeaFQbgiJQemYJLo0NZN1zV1ezi0ddMd2uaYkML5poGhg0mcYIIZItdGpQnDWLB699AnZdr/JJ5hGrYTP3AvjCJ5cG4HaqEF5oVBuCJ3Epj6Q9s0TdMewp8mgcnP/WwITMnsVeYKXtI0bj4wXWTRTEaRPDi3A7XQAvPCIFyRkgNT9GmhcTnvqHFufrInask7kFyS8/9MrqxF1/riiSt3QzqtlVza2wmjSB6c24FaaIF5YRCuSNGB6ewvtN0QjCJ5cG4HaqEF5oVBuCJlB6Y7SkyMInlwbgdqoQXmhUG4IoUHpvsBV/Lg3A7UQgvMC4NwRQhMhYAreXBuB2qhBeaFQbgiBKZCwJU8OLcDtdAC88IgXJESA9N1ltLes5fpfYa1oOr2sLSF0xezZBTJg3M7UAstMC8MwhUhMMVsXxbpjMC0eQsnfGadUSQPzu1ALbTAvDAIV6SUwBS0HplveHLou6au66pquvDG8bFdZit+tUn3QL/HpLtKbjUmP580Ps49Kvjf4bfpnJI7KGaYLINzO1ALLTAvDMIVKSQwRZM1Cw1P0kkd110usx73tNXJzMW1pEFK9E+XgqIHxoHJ/3baIMVvaiOMInlwbgdqoQXmhUG4IncQmMKGJ/5+wY1zgSma3ZkJTEmDlGm337pto0emM0zH357fIIVRJA/O7UAttMC8MAhXpJDAlFySm214MvwqujF87NgRJXNxLdqjuyVpkJL809/HP3hySa73nwCPLu2dHKEYRfLg3A7UQgvMC4NwRUoJTHcPruTBuR2ohRaYFwbhihCYCgFX8uDcDtRCC8wLg3BFCEyFgCt5cG4HaqEF5oVBuCIEpkLAlTw4twO10ALzwiBcEQJTIeBKHpzbgVpogXlhEK4IgakQcCUPzu1ALbTAvDAIV6TwwBQujJRfMem0rZ23WNI1m9wxiuTBuR2ohRaYFwbhihQemIaMc2ibug5XZ1rILvMrIO0MTH6DBKaywLkdqIUWmBcG4YqUHpj8kttNFyWl2X5zYTu5YCPjMpd9uqblpOtc8I8+WlIz2emkf9w5MIrkwbkdqIUWmBcG4YqUHphcYhra3Dbd0KJtod/cZIYpmCFyS4cn/ePSrnNVMo80mWFKlyC/RGJiFMmDcztQCy0wLwzCFSk+MPWHtmmaxjVsG35a7De3FpiShnGZK3iHtg5D03xgusTU0hFGkTw4twO10ALzwiBckfIDU9814dWyY0ZZ6Dc3tpMbSC7JJQ3j4it0uctswwbTaa20f9w5MIrkwbkdqIUWmBcG4YrcQWC6D3AlD87tQC20wLwwCFeEwFQIuJIH53agFlpgXhiEK0JgKgRcyYNzO1ALLTAvDMIVITAVAq7kwbkdqIUWmBcG4YoQmAoBV/Lg3A7UQgvMC4NwRe4gMF1zfe1zCb9Td17jFUaRPDi3A7XQAvPCIFwRAtMil10raZZhgacz9sUokgfndqAWWmBeGIQrUmhgCvqRzHdBOfRdU9d1VTVdeOP42C6zFb8EpXvgsMOx48pxIcygE8p00aXg4W5vw/pO+xMTo0genNuBWmiBeWEQrkiZgSmaVFrogpJOPrmWc5lFuqf9T9JZq2P3lbYZttvlO5+k+/WNVrJb3Q6jSB6c24FaaIF5YRCuyP0FprALir9fcONcYIomfzLRpmvqpmnaQ9c0jW9dF/0+s9+Fwz4RRpE8OLcDtdAC88IgXJEyA1NySW62C8rwq+jG8LFjm5S4jUku2gxdd3333egh2f32URTjktyNgXM7UAstMC8MwhUpNDDdJHzo+8bAuR2ohRaYFwbhihCYzMCyArcGzu1ALbTAvDAIV4TAVAi4kgfndqAWWmBeGIQrQmAqBFzJg3M7UAstMC8MwhUhMBUCruTBuR2ohRaYFwbhihCYCgFX8uDcDtRCC8wLg3BFCEyFgCt5cG4HaqEF5oVBuCIEpkLAlTw4twO10ALzwiBcEQJTIeBKHpzbgVpogXlhEK4IgakQcCUPzu1ALbTAvDAIV4TAVAi4kgfndqAWWmBeGIQrQmAqBFzJg3M7UAstMC8MwhUhMBUCruTBuR2ohRaYFwbhihCYCgFX8uDcDtRCC8wLg3BFCEyFgCt5cG4HaqEF5oVBuCIEpkLAlTw4twO10ALzwiBcEQJTIeBKHpzbgVpogXlhEK4IgakQcCUPzu1ALbTAvDAIV4TAVAi4kgfndqAWWmBeGIQrQmAqBFzJg3M7UAstMC8MwhUhMBUCruTBuR2ohRaYFwbhihCYCgFX8uDcDtRCC8wLg3BFCEyFgCt5cG4HaqEF5oVBuCIEpkLAlTw4twO10ALzwiBcEeuBCQAAAMACFwg2zDCpgyt5cG4HaqEF5oVBuCIEpkLAlTw4twO10ALzwiBcEQJTIeBKHpzbgVpogXlhEK7IHQSmrhkvPzbdBTa4vrum6/tDW4vs7wijSB6c24FaaIF5YRCuyJ0Epro9SEWYITAt33RxGEXy4NwO1EILzAuDcEXuKTAl0Smccuqaqm6auqrq9uB/WbeHcH7K3dXfswq3GtzFp6PjD+O+6rYbI5v77eUyHKNIHpzbgVpogXlhEK7IPQWmrql8hBmzjg83x+ByaGsfYcY843+KQpfbSrCfppsEpuinaDNDmiIw3Sg4twO10ALzwiBckTsJTH6OJ5kSqibhJvh9042TUz4f+Xv6rDNOIVVV3R4WA9Pw8+Uv0jGK5MG5HaiFFpgXBuGK3ElgiqaCJnNDuU8ZdU1VNW1+him6JQpI64EpiGP9JT9WxSiSB+d2oBZaYF4YhCtyj4EpmhRKrs2lH1oK7pmEnyhCVVVV1XU9E5iOGzkehLt/conubBhF8uDcDtRCC8wLg3BF7iAwWeM6X9Yr05VtcG4HaqEF5oVBuCIEJmmutLhBka6Mg3M7UAstMC8Mwq3UW8oAACAASURBVBUhMBUCruTBuR2ohRaYFwbhihCYCgFX8uDcDtRCC8wLg3BFCEyFgCt5cG4HaqEF5oVBuCIEpkLAlTw4twO10ALzwiBckdsOTF1z/AK/XzbgeIsMwX6vs/kT/hZGkTw4twO10ALzwiBckZsOTEOiIDAxijTAuR2ohRaYFwbhitxyYPJ5ZRqYjotJjmtNjv8a7pe5w7CIZV3XVVVVTRPcKb+RY6/ecP3K473TKHf8qWuqcVIsu99jR97JnlfCE6NIHpzbgVpogXlhEK7IDQemQ1v7xbkzgWm4abJW9/F+wR0a3y7OJZ+hue7x/xuXirIbGdJOege3kXAK6piu2qZpur5r6rbL73f8u6Z/y25XcA1wbgdqoQXmhUG4IkUEpiHbjBM4/dgxbrzb9PFVlGomgenYAsUFpsxGuqZu2/jeye+S+aimadpD1zSNm1/K7ncSmPps97vTXME1wLkdqIUWmBcG4YrccGCKJ5ai+Z/4+ll85auf3MHPDvlLY5PAlN3I8Z7HuJbeYbhUFx5vNVyWG/aQ2W84WzW51LfbFVwBnNuBWmiBeWEQrsgtBybZT3ifyuzM1nVgFMmDcztQCy0wLwzCFbnpwGQ5MQnnJUaRAji3A7XQAvPCIFyR2w5M4MGVPDi3A7XQAvPCIFwRAlMh4EoenNuBWmiBeWEQrgiBqRBwJQ/O7UAttMC8MAhXpPjAdGjrass6RitsWdR7WMfyqst/z8EokgfndqAWWmBeGIQrUnpgOvOz18GaSBsD0/oxXOfj4IwieXBuB2qhBeaFQbgiZQemYUUjt7a2azyyqRFK/PCgi0k1rpA5WR0pXN177GcSbCTZZnZtp70wiuTBuR2ohRaYFwbhipQdmDJTRFsaoSw83C1kMNcpJQpMPgbNzDClR3IejCJ5cG4HaqEF5oVBuCJ3F5i2NEJZfPgxMM10Sok7rVTRtpNtpkdyHowieXBuB2qhBeaFQbgidxeYtjVC8XSNv6IXBKalTildE1zBC+48ZqLhn8mRnAejSB6c24FaaIF5YRCuSOmB6W7AlTw4twO10ALzwiBcEQJTIeBKHpzbgVpogXlhEK4IgakQcCUPzu1ALbTAvDAIV4TAVAi4kgfndqAWWmBeGIQrQmAqBFzJg3M7UAstMC8MwhUhMBUCruTBuR2ohRaYFwbhitxpYBpWBziN4+qWW9qkBHuSaS3HKJIH53agFlpgXhiEK0Jg2vPg9Qx0UhO6S8AokgfndqAWWmBeGIQrcmeBaexpEq8/Gf3ruIJl2PPt2Icu6hO30FfuxCZ0l4BRJA/O7UAttMC8MAhX5L4CUzDvk2sJFzSAiyaG/D/i5idua/m+cic1obsEjCJ5cG4HaqEF5oVBuCL3HpjS2DI0gDspMGWyz0lN6C4Bo0genNuBWmiBeWEQrsh9BabZS3J1e0iuliWX5JLAVNeZq2zRh5VOaUJ3CRhF8uDcDtRCC8wLg3BF7iwwlQuu5MG5HaiFFpgXBuGKEJgKAVfy4NwO1EILzAuDcEUITIWAK3lwbgdqoQXmhUG4IgSmQsCVPDi3A7XQAvPCIFwRAlMh4EoenNuBWmiBeWEQrgiB6cqLcV9vIYEYRpE8OLcDtdAC88IgXBEC03mBaS0PndWD5RQYRfLg3A7UQgvMC4NwRe41MMXLLFXh2kjhSklBU5TxxvGxXWYrfr1K90C3u7DpynVgFMmDcztQCy0wLwzCFbnTwJRdyDueDeqaYNnJ8MbotmGGadplJV3G8so9eBlF8uDcDtRCC8wLg3BFCEyTwOQnnMLAFNw4F5ii6aPpZb6h6cqVYBTJg3M7UAstMC8MwhW508CU7XyS9scNAlN0Y/hY3wIl6XkSB6b4ct1VYBTJg3M7UAstMC8MwhW518BUHLiSB+d2oBZaYF4YhCtCYCoEXMmDcztQCy0wLwzCFSEwFQKu5MG5HaiFFpgXBuGKEJgKAVfy4NwO1EILzAuDcEUITIWAK3lwbgdqoQXmhUG4IgSmy9E1dXs4tPXK4gHXWfz7xlwVAc7tQC20wLwwCFeEwHQ5wqUEllqmXCUx3ZirIsC5HaiFFpgXBuGK3FlgOnYsGVZLmutnEnUymSywFG4h6aNy/N+xZUrb+E1vClO7YRTJg3M7UAstMC8MwhW5v8A0LEQZrEBZpf1Mgk4mh7ZxPx1jzmofFfe/PhSFN6ZHcUkYRfLg3A7UQgvMC4NwRe49MM32Mxk6mfjb8oFp2kclCUx914zzTJn9XApGkTw4twO10ALzwiBckbsLTFV4fW2mn0l0oc5PQ6X3memjcryDb5nSH9p6vLh3fBCX5EoA53agFlpgXhiEK3J3gemK/W9nmOQjPvRdCDi3A7XQAvPCIFwRAtO1kclLjCIFcG4HaqEF5oVBuCJ3FpjKBVfy4NwO1EILzAuDcEUITIWAK3lwbgdqoQXmhUG4IgSmQsCVPDi3A7XQAvPCIFwRAlMh4EoenNuBWmiBeWEQrgiBqRBwJQ/O7UAttMC8MAhXhMBUCLiSB+d2oBZaYF4YhCtCYCoEXMmDcztQCy0wLwzCFSEwFQKu5MG5HaiFFpgXBuGKEJgKAVfy4NwO1EILzAuDcEUITIWAK3lwbgdqoQXmhUG4IgSmQsCVPDi3A7XQAvPCIFwRAlMh4EoenNuBWmiBeWEQrgiBqRBwJQ/O7UAttMC8MAhXhMBUCLiSB+d2oBZaYF4YhCtCYCoEXMmDcztQCy0wLwzCFSEwFQKu5MG5HaiFFpgXBuGKWA9MAAAAABa4QLBhhkkdXMmDcztQCy0wLwzCFSEwFQKu5MG5HaiFFpgXBuGKEJg2cmjrqm4P2ocxiyVX9wLO7UAttMC8MAhX5NYCU9eM1xKbbtNWusbd9dDWmx8zweel8ADOCFBnHUwORpE8OLcDtdAC88IgXJFbDEwn5pQhMJ3DOL+04wAueygzMIrkwbkdqIUWmBcG4YrcemA6tHUy3zS5xaeU8Ie6aepglmh8UFVVTef/edxVcD0uOYB4U20TzTyNs1F+hsv/PshO8d0WD69uDzNzU4wieXBuB2qhBeaFQbgitxiYqig8jBM/QyqJb5n5oW4P470PbT1GKbfZMJKEn1+KD2DcVNdU8ZW/MdiMPyUpKb5Q6H+aP7y+n72YxyiSB+d2oBZaYF4YhCtyi4FpnOAJP1A0ho3kU04LycmHj3RaatiMv5ff53SGKb3T8abgjtEHoJLAlLnb9PDi49nqCq4Mzu1ALbTAvDAIV+S2A9P0q2uZL7NtCExuYim3r+NUUZzRNgWm82aYkgcGD2GGyQw4twO10ALzwiBckdsOTNGHj4J5muiWLTNM8YW26ENFSQRLviU3H5iiIzkGnOMt8WeYJnfL5bn4eAhMJsC5HaiFFpgXBuGK3Fpgugpj2JmmEevrLw0wiuTBuR2ohRaYFwbhihCY+j7+klw8eXMreYlRpADO7UAttMC8MAhXhMBUCLiSB+d2oBZaYF4YhCtCYCoEXMmDcztQCy0wLwzCFSEwFQKu5MG5HaiFFpgXBuGKEJgKAVfy4NwO1EILzAuDcEVKCExd41YGGNcVGH9quvEXmzi09YZmcV3jFgQ/o6vchXvKMYrkwbkdqIUWmBcG4YoUEJiG7HH8/0Pb1PWwIlKUpKa4RLV8y8w+z/zqHIGpAHBuB2qhBeaFQbgitx+Ywpkll4+aLkpKftnHcV1J96+uDRvcHjfhlxZIupHE/3Sb9v9b19PtV1XTHX8OstFcD5agte/kl5uiFaNIHpzbgVpogXlhEK7IzQemYEro0NZNN1wsa7pD2xwTTDjfNNA1btXsmRmmZPntdDXuJDCF2w8zz6Tlit+hu/NwiMfbp3vZvgYUo0genNuBWmiBeWEQrkhJgak/tE3TNO0h/GkSmPwM0FpgCn+T3nE+MB3admHlyyQwJbNjmeuBmxfOZBTJg3M7UAstMC8MwhW5+cAUfZxobNAWtbmNA014TaxrkkteY2aZuVhWB7NW+cA0bj+5qnfcfjiH5P+Z20vm4We6gouCcztQCy0wLwzCFbn9wHT5z0+fxXA0Gz89fjEYRfLg3A7UQgvMC4NwRQoITLYSUzpnJAWjSB6c24FaaIF5YRCuSAmBCXpcaYBzO1ALLTAvDMIVITAVAq7kwbkdqIUWmBcG4YoQmAoBV/Lg3A7UQgvMC4NwRe4yMJ26TvfZ63oLwCiSB+d2oBZaYF4YhCtyT4EpWARJLjBJfVuOUSQPzu1ALbTAvDAIV+R+AtNhbISSNEvJLngU3H2+uYrvizKuuVS3h+CxXWYrPrS5B17oz2MUyYNzO1ALLTAvDMIVuZ/AlJlhSpeaDOJLNKm00FwlnXxyneyC22Z6rVz8Mh+jSB6c24FaaIF5YRCuCIEpf9FsKTCFzVX8/YIb5wJTprnK5WAUyYNzO1ALLTAvDMIVuafA5BuhpDNGSReUvu/TS3KzzVWGX0U3ho8du6/kmqtcDkaRPDi3A7XQAvPCIFyRuwpMJYMreXBuB2qhBeaFQbgiBKZCwJU8OLcDtdAC88IgXBECUyHgSh6c24FaaIF5YRCuCIGpEHAlD87tQC20wLwwCFeEwFQIuJIH53agFlpgXhiEK0JgKgRcyYNzO1ALLTAvDMIVucfAdGjrS36l//wFAi6xxACjSB6c24FaaIF5YRCuyD0GpsuwuzPdlJO2MNOczrSrQsG5HaiFFpgXBuGK3GJgipqyHfODyxzHBm0zTeKCvm/jkpLpb4fHThefrMLWKfOd6cYmcfmVKpOdh33o0sPOPDA6rA2u4Irg3A7UQgvMC4NwRW4vME1avx3aOs0WLkXNtm+Lokf6W7ecdzjpk202N9doJTiGxm0hinSTwBT/yq0kvvhAZpjMgHM7UAstMC8MwhW5ycAUB4ZD29T1TGDKt28bAlP2t9nAlIkoa4HJbyGbew5tO25yZtcEJuPg3A7UQgvMC4NwRW4vMCVXrPyEjbskt+XaVjrJk175Gi71TS/JRRfCZjrThXkndzB13bSHfEO6ZNfZBwbN6ba4giuCcztQCy0wLwzCFbnFwDTPpTvaXo+h7+/MfNHpMIrkwbkdqIUWmBcG4YoQmHRIZ5HOhlEkD87tQC20wLwwCFekrMB0x+BKHpzbgVpogXlhEK4IgakQcCUPzu1ALbTAvDAIV4TAVAi4kgfndqAWWmBeGIQrUlxg2vQxpuPSTZ3rkbLwkOmKldEu/JJJpx7jZT7oHcIokgfndqAWWmBeGIQrUkpgOqlRSfLVtPWHxAmHwAR93+PcEtRCC8wLg3BFyghM841KFrqa+AWQkrYqTdMEj3D3TmaYKk9uwadxmad4YaZ48aX0UdNWLdO5rUu4gouBcztQCy0wLwzCFSkjMM2uu72pq0n4v/3BXabzk0eZSaTJDFO2mcmhbZsmWJUy2m2mBcq0VctJSw4wiuTBuR2ohRaYFwbhipQfmNa7mqSB6bjc9uzVtklgSpuZ9F1TN03THrqmacbrfUlgSh6VOdRDW28OTYwieXBuB2qhBeaFQbgipQSmuUYl2a4mpwSmTI6ZfoZpsgzlMD0UTxMll+RmWqDE3Vi4JGcXnNuBWmiBeWEQrkgxgenewZU8OLcDtdAC88IgXBECUyHgSh6c24FaaIF5YRCuCIGpEHAlD87tQC20wLwwCFeEwFQIuJIH53agFlpgXhiEK0JgKgRcyYNzO1ALLTAvDMIVKSswbVjme/Fbb8uPq9a/4z+3qU27OAtGkTw4twO10ALzwiBckXsLTLnllXZ0Uzn1AE4KTBv3FcMokgfndqAWWmBeGIQrUlpgqhaajfRBcAkbj5zUTSX9bdrPZAxG4bJKc7sY1owK/j9o83JVV3A2OLcDtdAC88IgXJHSAtNyX5Sx6224ouQp3VSS3077mUxyThf2RxkW9c60UhkfzQzTjYBzO1ALLTAvDMIVKTwwxcFjzEt9HzQeOaWbSvLb9M65GaZqEpjSVioEptsE53agFlpgXhiEK1JyYEqufIU5JLqQdlI3lfS3+YtrfdIHpWvquh7vNtMUpa6b41aq7T1R9rqCs8G5HaiFFpgXBuGKlBWYlljoplsCjCJ5cG4HaqEF5oVBuCL3E5gKB1fy4NwO1EILzAuDcEUITIWAK3lwbgdqoQXmhUG4IgSmQsCVPDi3A7XQAvPCIFwRAlMh4EoenNuBWmiBeWEQrgiBqRBwJQ/O7UAttMC8MAhX5J4C03x/kl0rH20iv+XdreX8cgj/pUk2yyiSB+d2oBZaYF4YhCtCYOovsOLAbOCa2fK5vXi7ZpKYGEXy4NwO1EILzAuDcEVuLTAlK0DOdXbzy0iGdz7GlPkGc+l6lmF/uEnPuHHLQfe3sEVduOXskYQHG3WQS/cVbtPdsenSjMYokgfndqAWWmBeGIQrcoOBKWrKlnR2y/doC/+50GAu3xgu+6hkcXCfXsIWdXHruumRhPcKb5juK9ym/xuTWSpGkTw4twO10ALzwiBckZsPTOE0y1yPtiQwzTWYy/yqbttsg7m5wNQHLerC1nXZwBQ0m0sCU3p9b9xm5o+ddQVXBud2oBZaYF4YhCtye4GpCi+6Jdfgkh5tyZ2TS3KZRrdpF7mumb/YN20/13ThtbRoy7kjiZrNZS/J5a4gznQBZhQpgHM7UAstMC8MwhW5vcB0wsel1+98vQZz8ZbP/ZT3lI4PfauDcztQCy0wLwzCFbnzwCTFxY8kzUuMIgVwbgdqoQXmhUG4ItYDEwAAAIAFLhBsbmMdpqLBlTw4twO10ALzwiBcEQJTIeBKHpzbgVpogXlhEK4IgakQcCUPzu1ALbTAvDAIV4TAdPze/pZecoe23nZHBRhF8uDcDtRCC8wLg3BFCExdU9VNU88HoWAxJsMwiuTBuR2ohRaYFwbhitx9YHKNR6KltMMVJcefh7W5k4Usg45vddMEq09Gq2hef26KUSQPzu1ALbTAvDAIV+TOA5MPSl0T5Zy44UqUko6reB9v8z/5DQybPLTBrBWBqURwbgdqoQXmhUG4IvcdmII+t35maIxORzKBKbjPkI/8vcZslDQ1uS6MInlwbgdqoQXmhUG4IncdmKILcUMICgOPzz3bZpiSwBQ8hBmmEsG5HaiFFpgXBuGK3HNgykQbf1Ft/CjS8M/4M0zB3NTYfjcKTNGHnAhMJYJzO1ALLTAvDMIVuefAVBS4kgfndqAWWmBeGIQrQmAqBFzJg3M7UAstMC8MwhUhMBUCruTBuR2ohRaYFwbhihCYCgFX8uDcDtRCC8wLg3BFCEyFgCt5cG4HaqEF5oVBuCIEpkLAlTw4twO10ALzwiBckZIDk1tHqWvG5QHGn5pu/EURMIrkwbkdqIUWmBcG4YoUHJiO604O/39om/qYmJIkNcUlqpuCUSQPzu1ALbTAvDAIV6TcwBTOLLl81HRRUvIrSw4pavhXFy9cedzaeN+uqet4ccq09Vy0nGW4i7quq6qqmia402U6qDCK5MG5HaiFFpgXBuGKFBuYgkmiQ1s3XdfU7eHQ1k13aJshvgTzTQNd4xbmzseXrgmu5U1W+z7exSetYU9jZhtWEj/+f9Me8hs5HUaRPDi3A7XQAvPCIFyRewhM/aFtmqY5ZpTjT5PA5CecsoEp/G0QmPIZZ2zIm05yDYFpuEh4zHC7/8oRRpE8OLcDtdAC88IgXJFiA1P0EaWxB1zUSTcMTONMz9BKN5zxiX47bjm+4hbdNPaViy7JTQJTdiM7YBTJg3M7UAstMC8MwhUpNzAll9pKh1EkD87tQC20wLwwCFek4MB0X4mJUSQPzu1ALbTAvDAIV6TkwHRX4EoenNuBWmiBeWEQrgiBqRBwJQ/O7UAttMC8MAhXhMBUCLiSB+d2oBZaYF4YhCtyF4Hp3A8z7W2iMjZjOYtDW69/h45RJA/O7UAttMC8MAhX5MYD07ZVjKQD02U7q2zbGqNIHpzbgVpogXlhEK7ITQemw9jDxLcrCVc1itdWSpuQZBuVZFugDKuEp2tx5/YVdVZJmrAkDVKiliyZ7irRdtcyE6NIHpzbgVpogXlhEK7ITQemYPYlnQTqmqYLfhkvTTn0cJs2KgkfPm6zaxbXlXRd6oLfx0c10yAlWGE83nR6f2aYrIJzO1ALLTAvDMIVKS4wBT1MpoEpCh7ZdbdzLVD6rqnbNnNZLrjzQmCaaZASXCgcWqlEx0VgMg/O7UAttMC8MAhX5MYDk+9hMm2I61rCZS/JzTcqybdAcT9MPsKd3dd4Dc5vId8g5RiY4suE8XZXWtad6gouDM7tQC20wLwwCFfk1gMTHMGVPDi3A7XQAvPCIFwRAlMh4EoenNuBWmiBeWEQrgiBqRBwJQ/O7UAttMC8MAhXhMBUCLiSB+d2oBZaYF4YhCtCYCoEXMmDcztQCy0wLwzCFSEwFQKu5MG5HaiFFpgXBuGK3Hhgiter3NS7bW9juE1kFgk4ZY9nHBujSB6c24FaaIF5YRCuyG0GptkFvjdwTmDa2iQubl53qcC0uHdGkTw4twO10ALzwiBckVsMTFELuWq6JuS0O1u4quTkIVXwq4WGdFGTuHxburEBy/wMU7x4Zm4tzahp3fj7cO/bXcEVwbkdqIUWmBcG4YrcYmDKzDD5vmzHMJM2losSS9qZpB/+lWtIl+15MtOWzt2lSRNN7rduS9M2czOJqGvcYuLMMFkC53agFlpgXhiEK1JiYOpnu7NlHzImn1xDurnAdMKnlILfJn3icm3m4qZ14eERmIyBcztQCy0wLwzCFbnNwDRpIRcGpoXubMfrbsFDss3j1pvE5dvSHXeVppok9IQPzLaZCz67HnfD83s/yRVcC5zbgVpogXlhEK7IjQYmSMGVPDi3A7XQAvPCIFwRAlMh4EoenNuBWmiBeWEQrgiBqRBwJQ/O7UAttMC8MAhXhMBUCLiSB+d2oBZaYF4YhCtCYCoEXMmDcztQCy0wLwzCFbn9wHSlVicbNpv9Qty5BzMsJXXqdhhF8uDcDtRCC8wLg3BFbjYwndMdZQvrm80sUUlguitwbgdqoQXmhUG4IjcamOa7o+T63x7jR9eM63K34zpKw5LfXX7FyLnNpqtcxstg7j2YMDAde6RMO72c5gquBc7tQC20wLwwCFfkRgPT7GLfadMSxzF/tE3aACXoiJJM6qxtduysEnZiudzBRKFrw3QTo0genNuBWmiBeWEQrkiBgSk3FdM1ddM07aFrmiZs0DusoF23bRM/bmWzcSc634nl/IMZ01vQIyXu9HKyK7gOOLcDtdAC88IgXJGbDUxz3VGSpiXBvYcrYcfuI+HUz/HiV7z5hc2GSSi66nb+wYTTXYe2Hq/XZZvYbXQFVwHndqAWWmBeGIQrcruB6ZIstrXN3X36cW8Rumb2MBlF8uDcDtRCC8wLg3BFCEz9yXnJJIwieXBuB2qhBeaFQbgiBKZCwJU8OLcDtdAC88IgXBECUyHgSh6c24FaaIF5YRCuCIGpEHAlD87tQC20wLwwCFek6MB0yqrZh7a+yorhG0h3vWu5cEaRPDi3A7XQAvPCIFyRUgJT9nPbe9uMrGz2Sg88r9kLo0genNuBWmiBeWEQrkgZgSnTKeXkNiP+znU9PD7YbNLk5Hi3pgt3N969mxzPuMdsa5TcQ9LVmy7kCi4Gzu1ALbTAvDAIV6SMwDSd0Tm9zUg8HXVc8WjYbNrkJJ0E6pqmi24LpovSPU5bo/hlKnNrl2+EUSQPzu1ALbTAvDAIV6S4wLS7zchaYEryWNJdt5oLTJk9ZlqjEJhuEZzbgVpogXlhEK5IKYFp6JSyv81INjD5BixJk5PhbtHuwit4wwPjK3njsYatUYKrdNlmLxd3BZcB53agFlpgXhiEK1JMYDqZk+KIfRhF8uDcDtRCC8wLg3BF7jcwFQau5MG5HaiFFpgXBuGKEJgKAVfy4NwO1EILzAuDcEUITIWAK3lwbgdqoQXmhUG4IgSmQsCVPDi3A7XQAvPCIFwRAlMh4EoenNuBWmiBeWEQrgiBqe/7nd1ITt3FuMDAFb6hxyiSB+d2oBZaYF4YhCty34HpvPZt65vN4LLS5RMTo0genNuBWmiBeWEQrsi9BaZ877dJ+7blznG5Nr/j/YPNRktZHn+RXTn8fBhF8uDcDtRCC8wLg3BF7iswHdrGBaJjYJnpRjLbOW6mFV16/2GzybyV3/v0V+fDKJIH53agFlpgXhiEK3JfgcnHlNXAlO8c1+da0f348T/+/m+O9//xo//x4/j4Hz/++Xd/c7ynu31mkxeBUSQPzu1ALbTAvDAIV+S+AtM4FxReesu0b8t3juuyreh+/bX/5a//rqp+qqp/+U9/9dsvv/Q//vHvqupf/vNf9z//1d9W1U9V9d//6uf+11+DHMYluRLAuR2ohRaYFwbhitxZYLoc0ce2f/21/+WX/pdf+l9/nf15/tEXwbKrUsG5HaiFFpgXBuGKEJguhItHyz97WFagCHBuB2qhBeaFQbgiBKZCwJU8OLcDtdAC88IgXBHrgQkAAADAAhcINswwqYMreXBuB2qhBeaFQbgiBKZCwJU8OLcDtdAC88IgXBECUyHgSh6c24FaaIF5YRCuSOmByfc8qXIdTa5E11TZFcGvCaNIHpzbgVpogXlhEK7IPQQm6exyyk675kJBjlEkD87tQC20wLwwCFfkzgJTMOHUdK43XNMMDXLb5vjDIbnvuPr3sMZ33GY3TUfLOx0fNez6EpmOUSQPzu1ALbTAvDAIV+QeAlMmlBzDj082Q4sUH4Z8KBp/mgSmQ1vnZ4dmZpjcBuJHMcN0w+DcDtRCC8wLg3BF7iEwBdnFz+64ABVloLFfXBilxt9NZ5ji5nJbdxo9isB0w+DcDtRCC8wLg3BF7isw+XhyvHk+MM3MMMXTUclGN+40upXAdMPg3A7UQgvMC4NwRe4rMPnJnbqulwNTNC90TDTDLXVd+7AzO8OUDX9Q7wAACKRJREFUmVFyO22jRx23yWeYbhGc24FaaIF5YRCuSOmB6W7AlTw4twO10ALzwiBcEQJTIeBKHpzbgVpogXlhEK4IgakQcCUPzu1ALbTAvDAIV4TAVAi4kgfndqAWWmBeGIQrQmAqBFzJg3M7UAstMC8MwhUhMBUCruTBuR2ohRaYFwbhihCY0jUqo9Yo25dIGhdu0oFRJA/O7UAttMC8MAhXhMAUJiO3YpJLTOPSTJsgMN0fOLcDtdAC88IgXBECU7yW97AoZZiXMl14Xd/cuj1EfU8mHXkFUxSjSB6c24FaaIF5YRCuCIGp9+HItcVNepbM9Eg5xqCkrVzakZfAVDQ4twO10ALzwiBcEQJT3x8vyrVjbHINTNIGcJMuvOE81GpH3ivDKJIH53agFlpgXhiEK0Jg6vveh5y6PYzX1NI5pGiGKWwvF80wBRtsOmaYigbndqAWWmBeGIQrQmDq+96HpOlHv/tMF97o63OLHXkJTEWDcztQCy0wLwzCFSEwFQKu5MG5HaiFFpgXBuGKEJgKAVfy4NwO1EILzAuDcEUITIWAK3lwbgdqoQXmhUG4IgSmQsCVPDi3A7XQAvPCIFwRAlMh4EoenNuBWmiBeWEQrgiBqRBwJQ/O7UAttMC8MAhXhMBUCLiSB+d2oBZaYF4YhCtScmDqmuOSkuGSSif0013n0NbVKR16rwijSB6c24FaaIF5YRCuSMGB6ZiXwsCU4dDWu1eWPOexl4ZRJA/O7UAttMC8MAhXpNzA5HNSGJjcz8fVuIeluMNlvYeFut3d6rr2v53kr6CFSvZRTeN3E2933Mbx/7vgjnthFMmDcztQCy0wLwzCFSk2MI2zP9nAFF6lywSVrmm6INYEl/bCraWPDR81XP07tE17OLSND1muG10amM6+rscokgfndqAWWmBeGIQrcpeByf3at9oNQ49vBTcNTH3X1G3bBPf2j808avjdoW3aQ7jbTGAKj2cvjCJ5cG4HaqEF5oVBuCLFBqbwklySZoYbgrAzpKCx0W4mMPWHto6um42haPqoKDCN94iPqa6b8Qohl+RuDZzbgVpogXlhEK5IuYFpzDkXw9KHvFMYRfLg3A7UQgvMC4NwRQoOTBdPTJbzEqNIAZzbgVpogXlhEK5IyYHprsCVPDi3A7XQAvPCIFwRAlMh4EoenNuBWmiBeWEQrgiBqRBwJQ/O7UAttMC8MAhXhMDkuUSfk+VVxXexsZ0Lo0genNuBWmiBeWEQrkjpgWn7B7Uv0iPlCoFpI4wieXBuB2qhBeaFQbgiNxiYolWPpotAhk1Iws4nmdWXgqWPoj4ndV1POp70Mz1PgscGSzwl6y1V8dqYq71TojYscf+UudWaGEXy4NwO1EILzAuDcEVuLzAFszmZwJQ2IZmuLenzSTIXNJklmulnEvU8mXusO7Z0p47tvVOC/81vas0VXBWc24FaaIF5YRCuSGmBKW1CEgSmNGgk3UgyoSfbzyRewnv2seHOY7b0TgnbsAyBafmCIaNIHpzbgVpogXlhEK7I7QWm9JJc3GYk34TE5Z3omtdktmb6OaRkUwuBye9l2n4uOpi+n9tOeth914x/X3TIMx+SYhTJg3M7UAstMC8MwhW5wcA0cPnWJ7cMo0genNuBWmiBeWEQrgiBqRAYRfLg3A7UQgvMC4NwRW44MEEIruTBuR2ohRaYFwbhihCYCgFX8uDcDtRCC8wLg3BFCEyFgCt5cG4HaqEF5oVBuCLlBqZ9i26f+ii9pb0TGEXy4NwO1EILzAuDcEWKC0xbupRMFzXa3dvknMB0TjOWCYwieXBuB2qhBeaFQbgihQWm+S4l4zJGXdAvZe1R2YYkuYYrk70cxhYr+WYt3ULblqE3y1Vdwbng3A7UQgvMC4NwRQoLTLOLbg90TdNtmWFa6G0STSot7CWdfOqapotum2/bsmPWilEkD87tQC20wLwwCFfkbgKTnwo6MTBN53mWAlO4F3+/4Ma5wBTthcB0I+DcDtRCC8wLg3BFigtMM11K4n4qvl/KyqPyDUniS3Kzexmb+AY3ho+dadtCYLoVcG4HaqEF5oVBuCLlBaY7BVfy4NwO1EILzAuDcEUITIWAK3lwbgdqoQXmhUG4IgSmQsCVPDi3A7XQAvPCIFwRAlMh4EoenNuBWmiBeWEQrgiBqRBwJQ/O7UAttMC8MAhXhMBUCLiSB+d2oBZaYF4YhCtCYLoc8eKVwtyYqyLAuR2ohRaYFwbhihCYLohmYro1VyWAcztQCy0wLwzCFSEw5TguJBkt3l23h3E1y7HrXNJkTi0xMYrkwbkdqIUWmBcG4YoQmHJ0TZUuth20hxv+d3KffWt0XwZGkTw4twO10ALzwiBcEQLTDIe2DvqXjD1V6rb1F978fQYITHcFzu1ALbTAvDAIV4TAlGHISNMmdP2hreMrdcM/Znv1CsEokgfndqAWWmBeGIQrQmA6jcVMxIe+7wuc24FaaIF5YRCuCIHpJMzmJYOuygfndqAWWmBeGIQrQmAqBFzJg3M7UAstMC8MwhUhMBUCruTBuR2ohRaYFwbhihCYCgFX8uDcDtRCC8wLg3BFCEyFgCt5cG4HaqEF5oVBuCIEpkLAlTw4twO10ALzwiBcEQJTIeBKHpzbgVpogXlhEK6I9cAEAAAAYIELBJsrBSYAAAAAC/x+wo6NEJgAAACgZJKERGACAAAASCEwAQAAAKxAYAIAAABYgcAEAAAAsAIf+gYAAACQgMAEAAAAsAKBCQAAAGAFAhMAAADACgQmAAAAgBUITAAAAAArEJgAAAAAViAwAQAAAKxAYAIAAABYgcAEAAAAsAKBCQAAAGAFAhMAAADACgQmAAAAgBUITAAAAAArEJgAAAAAViAwAQAAAKxAYAIAAABYgcAEAAAAsAKBCQAAAGAFAhMAAADACgQmAAAAgBUITAAAAAArEJgAAAAAVvj/kh/EmOYWSV8AAAAASUVORK5CYII=" 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Anonymoushttp://www.blogger.com/profile/00859799131212780002noreply@blogger.com0tag:blogger.com,1999:blog-1910523424938415145.post-42368608678604760282013-08-24T14:51:00.002+10:002013-08-24T14:51:35.628+10:00New Fonts :)<div style="text-align: justify;">
I started to create some activities for my students this week and realised that all my fancy fonts had disappeared when my computer was reloaded. So I took some time this morning findings some cool fonts because they make worksheets all that much better looking and awesome! Who wants to do work on a boring looking worksheet... right? RIGHT!</div>
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It takes no time at all to download new fonts and a lot of them are free. Seriously, all you have to do is press "install". So here are some wonderful links to free and fancy fonts that are great :) :</div>
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http://www.teacherspayteachers.com/Product/Font-Buffet-Free-Collection-of-19-Fonts-Commercial-Use-728673</div>
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http://www.teacherspayteachers.com/Product/Fonts-by-The-Learning-Tree-392092</div>
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http://www.teacherspayteachers.com/Product/Fonts-for-Personal-and-Commercial-Use-Wizard-of-Boz-Starter-Set-426733</div>
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Those are just a few links but I am sure there are many more!!!</div>
Anonymoushttp://www.blogger.com/profile/00859799131212780002noreply@blogger.com2tag:blogger.com,1999:blog-1910523424938415145.post-31840634605256573772013-08-20T19:23:00.000+10:002013-08-20T19:23:09.220+10:00G.R.I.N - Getting Ready in Numeracy<div style="text-align: justify;">
One of my tasks over the past few weeks has been to design a new literacy and numeracy support program for my school. I have done heaps of research on programs currently being used in Victorian schools and actually got the opportunity to go and see some of these programs in action. </div>
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Today I want to talk about GRIN, also known as Getting Ready in Numeracy, a program designed by Peter Sullivan and Sue Gunningham. The GRIN model seems to have some positive successes in the different schools I have been in contact with. The model follows a format in which students are withdrawn for 15 minute sessions prior to their numeracy lesson. The focus of these sessions is on the language of mathematics. Students work on reviewing what they have learnt in their maths classes and then the GRIN tutor quickly addresses some of the concepts the students will be learning that day in their math classes. This in turn gives students greater confidence in their maths classes as they will already have heard some of the terms and understand the concepts the teacher is teaching. </div>
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More information on the GRIN program can be found here: http://education.monash.edu.au/research/projects/grin/elements.html</div>
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I would love to hear some feedback on what other schools are doing for their literacy and numeracy support programs! This is just one of many that are out there achieving success. Essentially, my goal is to make sure that these students become more confident in their classes and are able to come out with the basic fundamentals that will help them achieve success. </div>
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Anonymoushttp://www.blogger.com/profile/00859799131212780002noreply@blogger.com3tag:blogger.com,1999:blog-1910523424938415145.post-89019857346706020682013-08-02T19:36:00.001+10:002013-08-02T19:36:48.351+10:00"My Place" for Teaching Year 9 Humanities<div style="text-align: justify;">
It is time for me to start sharing some wonderful activities I have run during the past few weeks. In the last three weeks, I have taught Year 9 Humanities, Year 8 Maths, Year 8 English and Year 7 English. It has been a learning curve but also a great way for me to use some old activities and strategies and refine them for a different age group. </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjeOASRGeoM-cnV7Nv29Kcua0tVJDt9-jczzia9PP37A2QeMkuP2eoKM5AR1-gBSO-LiaorUDXdmZxVsdCdcQBIHNGgim3F58S2IBe5NCsFn51pGEKRBYghjki1bzoeZ7kCE38dXBvn_zI/s1600/my+place.PNG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjeOASRGeoM-cnV7Nv29Kcua0tVJDt9-jczzia9PP37A2QeMkuP2eoKM5AR1-gBSO-LiaorUDXdmZxVsdCdcQBIHNGgim3F58S2IBe5NCsFn51pGEKRBYghjki1bzoeZ7kCE38dXBvn_zI/s400/my+place.PNG" width="374" /></a>Last week, I ran an activity with my Year 9 Humanities class based upon the book <a href="http://www.booktopia.com.au/my-place-nadia-wheatley/prod9781921977954.html?gclid=CKXrws633rgCFcgwpAodhkUAIg" target="_blank">"My Place" by Nadia Wheatley and Donna Rawlins</a>. I have used this book before at the primary level when teaching history and was so glad that I was able to use it again. This book, if you haven't read it, is absolutely wonderful and can be used for practically teaching anything! It focuses on a house and tracks the owners of the house on a ten year basis. It starts in 1988 and each new page is ten years prior and is written by a person living in that house. It goes all the way back to 1788 (the year that Australia was settled). </div>
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The Year 9 Humanities class I was teaching is working on a unit called "Sunbury vs. City" where students look at the community they live in and how they can make a difference. This is a cross between history, geography and civics and citizenship. For this activity, we looked at the skills of creating a timeline as well as investigating family history and what changes and remains constant over time. Students worked in pairs and were given one time period to investigate from the book. They needed to identify who lived in the house during that time period, what significant events were occuring to both the family living there and in the time period, and what locations were significant for the person living in the house (each time period has a map of the local community). Students then shared their findings with the class and we created a massive timeline across the room with the information. We were then able to identify when families moved out of the house, what stayed the same with the house, what stayed the same and changed with the neighbourhood. </div>
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It was such an enriching and amazing activity as you could really see students making so many connections; between the time periods and the families, with the time period and historical events (e.g. WWI, Vietnam, Great Depression, immigration). I highly recommend that all teachers get themselves a copy of this book. It is full of colour and imagination and can be used to for all sorts of activities and to teach and lead some wonderful discussions. It is exciting to find such a fantastic book that can be used across the academic levels!</div>
Anonymoushttp://www.blogger.com/profile/00859799131212780002noreply@blogger.com0tag:blogger.com,1999:blog-1910523424938415145.post-61965445172995178972013-07-28T11:27:00.002+10:002013-07-28T11:27:28.566+10:0010 Days - 10 RealisationsIt have been two weeks of working at my new school so I decided to write a reflective post about the past two weeks. Below are some things that I have enjoyed, found interesting, or compared with other schools I have worked at:<br />
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<b>1. Year 7 students are really young:</b> I had a little bit of first day nerves and as soon as I saw the students, my nerves went away as I realised that most of the students I would be teaching are still kids. Thus, I could use quite a bit of my primary teaching skills with the middle year classes. <br />
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<b>2. Year 9 students are the same in Canada and Australia:</b> Since Year 9 is the first year of high school in Canada, students come in with a mix of attitude and apprehension (both excited to be in high school, but also go back to being the little fish after a year of being the top dogs). I guess I thought that year 9 students in Australia wouldn't have the same issues. Well, I have found that regardless of it is your first year in high school or not, Year 9 students are the same! It must be an age thing. It can sometimes be tricky to teach this year level as you are dealing with students moving from a pre-teen to teenager stage. So I am bound to use my charm and skills to work with my year 9's and get them on board!<br />
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<b>3. Relationships, relationships, relationships: </b>From when I first started teaching to now, one of the most important lessons I have learnt is that teaching is all about relationships. Whether it is a primary school class or high school class, students need to be able to trust their teacher and feel comfortable in their classes. My first week in the new school was tough as I had gone from knowing all the students in my year level (even those I didn't teach) and having such a strong presence with them, to starting fresh. I guess I wasn't prepared for that feeling and the huge realisation that I now need to build new relationships with my new students. Week two was much better as I became more familiar to the students and we have started to build an excellent working relationship. Some students who gave me a tough time in week one have become my biggest fans in week 2. <br />
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<b>4. Time: </b>High school teachers have less contact time and more planning time. I cannot stress how important it is for teachers to adequate time to plan and organise their classes. With this planning time, teachers are able to really focus on their lessons and create more engaging and exciting lessons for their students.<br />
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<b>5. My height: </b>Since I am teaching high school students now, I feel even more shorter than I did teaching primary school. I just need to maintain my presence in the classroom and everything will be alright!<br />
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<b>6. Team teaching/planning: </b>One thing I loved about teaching in a primary school was working so closely with my team to plan and teach lessons. In high school, the ability to work with other teachers teaching the same classes is far less. Perhaps this will be my challenge, to be able to work with other teaching the same courses to maintain consistency and to have professional dialogue and sharing of ideas to strengthen our course.<br />
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<b>7. Support for Students: </b>My new school (from what I have seen) has a great team of support staff that are there to work with students in addition to teachers. It is so important to have other staff members at the school that are able to assist students in both their academic and social success. Sometimes as teachers, it is difficult to give students the one-on-one attention that many need, so having a welath of support workers is wonderful to ensure that students are enjoying their schooling.<br />
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<b>8. A library/resource centre: </b>Oh how I love the library! Books, books, such wonderful things! In two weeks, I have read such a large number of novels for my classes. <br />
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<b>9. Canteens: </b>Canteen food is canteen food...it doesn't matter where you are! (canteen = cafeteria for my North American friends)<br />
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<b>10: I love teaching!: </b>It is a little strange how excited I get about planning new lessons and finding cool ideas and strategies for teaching new skills. I absolutely love it, perhaps a little too much. Prime example: I am beginning my literacy and numeracy intervention program next week and needed to create my own timetable. Well I created three different ones, just because I didn't know which one I thought would be best for the students. Yup, that's me! Although teaching can get the best of you at times, I don't know what else I would rather do :) Anonymoushttp://www.blogger.com/profile/00859799131212780002noreply@blogger.com1tag:blogger.com,1999:blog-1910523424938415145.post-20531069739622490212013-07-02T14:11:00.000+10:002013-07-02T14:11:00.640+10:00Some Very Big News...<div style="text-align: justify;">
As some of you may have noticed, I haven't been posting in a while. The end of Term 2 was a very busy time with report cards and parent-teacher interviews but I also had something else my mind was focusing on...securing a new job!</div>
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Yes, that's right folks, I have made the big decision to change schools and positions. As of July 15th (the beginning of Term 3), I will be starting a new position at a high school! So that means that I am making the big transition from primary to secondary and I am so excited about this move. My teaching methods are actually secondary and I did teach years 10 -12 in Canada. I now will be given the opportunity to teach years 7-9 in Australia and perhaps even higher next year. Not only will I be working in a high school again, I also have been put in charge of designing and organising a literacy and numeracy intervention program for my new school, and I will be working on this with one of my previous teaching mentors. So, needless to say, I have been busy planning and coming up with brilliant ideas for my new role. </div>
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What does this mean for my blog? Well, it might be taking a new direction in regards to the type of posts and activities I will be sharing. But I do promise to try my best with blogging and sharing new strategies and lessons that can be modified and adapted to different year levels. As you can imagine, I may be a little busy as I begin my new role, but I will try to update you on how it's going and what I am working on with my new classes.</div>
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Hope everyone in Australia has a great term break and all my American and Canadian followers have a great summer break!!!</div>
Anonymoushttp://www.blogger.com/profile/00859799131212780002noreply@blogger.com2tag:blogger.com,1999:blog-1910523424938415145.post-18576965610033568442013-06-02T19:38:00.000+10:002013-06-02T19:38:55.313+10:00Renaming Whole Numbers<div style="text-align: justify;">
When teaching place value, I believe that it is truly important that students are able to rename a number. If they can do that, it shows the students' understanding of the number. </div>
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Here is what I mean by renaming. My example number is 253. </div>
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Students should be able to identify that 253 can be represented as:</div>
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253 ones</div>
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2 hundreds 5 tens 3 ones<br />
2 hundreds 53 ones</div>
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25 tens 3 ones</div>
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As a challenge for my upper primary students, I asked them to rename whole numbers of six and seven digits. I organised this activity as a challenge between groups; the group that was able to rename the number in most amount of ways won. One point was allocated for every correct renaming of their numbers. </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9oaMnDxi1ZFIpyt_FnoifARKb-SsZF-Dkcej_SkFCAFU4LGW9_vaAYfd_Bm-0s084F6kRmlt9Rj8sHdZiGuWWEyp8s2uAuo98NaCEetaodMu0CkMVyK75u2w5H6gzM-X_zKKC-jba4TA/s1600/renaming+2.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="239" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9oaMnDxi1ZFIpyt_FnoifARKb-SsZF-Dkcej_SkFCAFU4LGW9_vaAYfd_Bm-0s084F6kRmlt9Rj8sHdZiGuWWEyp8s2uAuo98NaCEetaodMu0CkMVyK75u2w5H6gzM-X_zKKC-jba4TA/s320/renaming+2.jpg" width="320" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgP6DQgS-lK8HqkkubZtSKbkXv1JsyKpA49Lj7gzcjstpq0DZX0XI-WfkISXU33RKzv1MMa47je9uGkJsOOPlg1aqQ0m25CKYtICkPUme8v5W1HhTZfIoLghkGfvdSxHOxK-ywWtwQo3MA/s1600/renaming.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgP6DQgS-lK8HqkkubZtSKbkXv1JsyKpA49Lj7gzcjstpq0DZX0XI-WfkISXU33RKzv1MMa47je9uGkJsOOPlg1aqQ0m25CKYtICkPUme8v5W1HhTZfIoLghkGfvdSxHOxK-ywWtwQo3MA/s320/renaming.jpg" width="239" /></a></div>
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<a href="http://www.blogger.com/blogger.g?blogID=1910523424938415145" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a>Although at first, it was a bit of a struggle, once groups got into it, they really impressed me with their skills. I also was able to see that some students need to work on their spelling on larger numbers. This was a great activity though to truly identify which students full understood place value. </div>
Anonymoushttp://www.blogger.com/profile/00859799131212780002noreply@blogger.com2tag:blogger.com,1999:blog-1910523424938415145.post-48465827262024468412013-05-26T13:03:00.000+10:002013-05-26T13:03:58.802+10:00Our Values and 5 Star WorkAlthough this is an old item, it is something that we do at the beginning of every school year and that I believe I will continue to do with every class that I have. I think that in order to establish routine and expectations in a class, it is important to set out the values that are determined by the students themselves.<br />
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Here are the values we created this year: </div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyQR3NPeJmJyUmIgCGN39Kn-WvzHa79LonGiIxWnrbFMZ71XMUS2ihe6kpZZ6EyaV1bPaFc4wVdvUFOsV1314z49I9BJpRJxcrgXSjlSED2s__AsLMvXH3zR3RKo1gYKVUSoXqj8YsCEw/s1600/values.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyQR3NPeJmJyUmIgCGN39Kn-WvzHa79LonGiIxWnrbFMZ71XMUS2ihe6kpZZ6EyaV1bPaFc4wVdvUFOsV1314z49I9BJpRJxcrgXSjlSED2s__AsLMvXH3zR3RKo1gYKVUSoXqj8YsCEw/s640/values.JPG" width="480" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">We value positivity, acceptance, co-operation, respect, honesty and organisation.</td></tr>
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We also create a criteria for what qualifies as five star work in maths, reading, writing, handwriting and independent work. These are posted in the classroom and are referred to while students on working on activities in all subject areas. Before students can submit work for marking, they need to check that they have created five star work. </div>
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<a href="http://www.blogger.com/blogger.g?blogID=1910523424938415145" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7EIJZBsQN0Xf7GIZ9Y62Z4lueOmIPgClGFKa5EprjC01_mmdba4pJoutEXx5atEsxq0mC1NKDcvEeYhOpA4psuHp9Hsn9Nm6NTBQl9bYnSXmUw9IMb7ZfWBEP_egr5tn77Yy7I79Dr8A/s1600/5+star+work.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7EIJZBsQN0Xf7GIZ9Y62Z4lueOmIPgClGFKa5EprjC01_mmdba4pJoutEXx5atEsxq0mC1NKDcvEeYhOpA4psuHp9Hsn9Nm6NTBQl9bYnSXmUw9IMb7ZfWBEP_egr5tn77Yy7I79Dr8A/s640/5+star+work.JPG" width="478" /></a></div>
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<a href="http://www.blogger.com/blogger.g?blogID=1910523424938415145" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;">Q</a>Anonymoushttp://www.blogger.com/profile/00859799131212780002noreply@blogger.com0tag:blogger.com,1999:blog-1910523424938415145.post-88374123599376916032013-05-24T19:34:00.000+10:002013-05-24T19:34:02.991+10:00Comparing and Contrasting Text<div style="text-align: justify;">
Like I mentioned previously, I really wanted to start finding great texts to use for teaching different skills in reading. In my post about Cause and Effect, I used some texts that worked really well. </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDCCxjaD7bj_CbZ-FnVWuF5USQpnoY7ZHKtp6IoMSW_NvEtBsMCjHquKdwcVorX7-t2XrDqrONo9aavzoVc3uvYNOkBkuHxHursQ06OxkdzywuQ19K6qpVDTU8fmAAo4gkRzkXidWOjVI/s1600/Title.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="302" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDCCxjaD7bj_CbZ-FnVWuF5USQpnoY7ZHKtp6IoMSW_NvEtBsMCjHquKdwcVorX7-t2XrDqrONo9aavzoVc3uvYNOkBkuHxHursQ06OxkdzywuQ19K6qpVDTU8fmAAo4gkRzkXidWOjVI/s320/Title.JPG" width="320" /></a>For teaching comparing and contrasting, I absolutely love the book <a href="http://www.jeanniebaker.com/mirror.htm" target="_blank">"Mirror" by Jeannie Baker</a>. It is a lovely book of comparisons between an Australian family and one in Morocco. The book is designed so you can see the pictures and story simultaneously. It also opens "left to right" as English books do, for the Australia story, and then opens"right to left" so you read in Arabic. </div>
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It truly highlights both difference and similarities between families living in these two different countries and cultures. An absolutely wonderful story to use for comparing and contrasting and so many activities that can follow-up with it. </div>
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Follow-up: Venn diagram, T-chart, self-to-text connections, etc. etc. <br />
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This website has a great blurb about the text and also some great activities: http://www.literacyandnumeracy.gov.au/mirror<br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUvJA1Ns_NRuHx33Q_JldTT4XyTIAk8xnyLTU5_2Ub1H4VDW_OTeQ5sJTFkcTUtEM8Dpkp_vxXrfd5P7Qec_WVwWOUNQEbxKs8bI6N0PobNDS05tryk0XT6eGLRF0IabbBN69eC95rXrI/s1600/Mirror+-+Morocco+Shopping.JPG" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="244" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUvJA1Ns_NRuHx33Q_JldTT4XyTIAk8xnyLTU5_2Ub1H4VDW_OTeQ5sJTFkcTUtEM8Dpkp_vxXrfd5P7Qec_WVwWOUNQEbxKs8bI6N0PobNDS05tryk0XT6eGLRF0IabbBN69eC95rXrI/s320/Mirror+-+Morocco+Shopping.JPG" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Shopping in Morocco</td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTvO8u5Dhdr6Zjmwp05cqBD6iNOQm8_iK3DYyC_sSuO0FBjeXx98KWhsWYKx32VaLDilIkCaAmsnFN0ZJEc7BLPjAKMQLtQQH6UkaCBZlBH7T7pkXjBGN5rECdpbBs6HUeoF-D0UImqqs/s1600/Mirror+-+Australia+Shopping.JPG" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="297" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTvO8u5Dhdr6Zjmwp05cqBD6iNOQm8_iK3DYyC_sSuO0FBjeXx98KWhsWYKx32VaLDilIkCaAmsnFN0ZJEc7BLPjAKMQLtQQH6UkaCBZlBH7T7pkXjBGN5rECdpbBs6HUeoF-D0UImqqs/s320/Mirror+-+Australia+Shopping.JPG" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Shopping in Australia</td></tr>
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<br />Anonymoushttp://www.blogger.com/profile/00859799131212780002noreply@blogger.com1tag:blogger.com,1999:blog-1910523424938415145.post-84391163955587168982013-05-17T19:19:00.001+10:002013-05-17T19:19:39.102+10:00Comparing and Contrasting<div class="separator" style="clear: both; text-align: center;">
I begin my unit on comparing and contrasting in reading on Monday. Below is my "Comparing and Contrasting" anchor chart. Fingers crossed that all my activities will work. I will post a follow-up with more comparing and contrasting ideas :) </div>
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<br />Anonymoushttp://www.blogger.com/profile/00859799131212780002noreply@blogger.com1tag:blogger.com,1999:blog-1910523424938415145.post-41735857722558041742013-05-13T21:19:00.000+10:002013-05-13T21:19:04.598+10:00Place Value Poster<div style="text-align: justify;">
<a href="http://www.blogger.com/blogger.g?blogID=1910523424938415145" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a>This idea is from <a href="http://www.rundesroom.com/search/label/Math%20Journal%20Sundays" target="_blank">Runde's Room's Interactive Maths Journals</a>. When teaching whole number place value, I created a place value columns poster based on Runde's idea. The slight difference is that I added the place value houses as I believe it is an added teaching tool for place value.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhx4otWvazO14h3dcrd3QSAbgUNxhuOjHau3qmPIc0jnXShB-jI218iVNfgEmJtt23_eenX0qYElJpUSWOM953LH0x1JmmFEQK8vYosIl1h-9w0mMbzXmt1uEDWkbb8u5hh9HFr0hr0_-w/s1600/Capture.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="452" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhx4otWvazO14h3dcrd3QSAbgUNxhuOjHau3qmPIc0jnXShB-jI218iVNfgEmJtt23_eenX0qYElJpUSWOM953LH0x1JmmFEQK8vYosIl1h-9w0mMbzXmt1uEDWkbb8u5hh9HFr0hr0_-w/s640/Capture.JPG" width="640" /></a></div>
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I used this poster when working with small groups to help them read and recognise whole numbers up to six digits. My students eventually made their own posters and we were able to have small competitions with our posters. In small groups, I would read a number to the students and they had to create the number with their number pullouts on their poster. Other teachers in my area have used the place value posters in their maths class as well with great success. It is an easy poster to create and you are able to model so much with it. Definitely worth the time creating it!</div>
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Anonymoushttp://www.blogger.com/profile/00859799131212780002noreply@blogger.com2tag:blogger.com,1999:blog-1910523424938415145.post-83990989944065772882013-05-08T20:58:00.000+10:002013-05-08T20:58:01.557+10:00Decimal Poem<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg5ZoOpNBQLh8AROJYLpcc0RqrFzMGQEMnLVGheh3gcKzMDE8Q69AcN5-xjXpB94qAbUBEwQsNSYWf7f1ED7KntYb2HakOXpsimDvD4-TflPnv6x1D2l3BE4JBfDALsBIxVtK3oFUnNQ7M/s1600/68f9cb3ab8625248c6e6b8c48c7d9f0c.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg5ZoOpNBQLh8AROJYLpcc0RqrFzMGQEMnLVGheh3gcKzMDE8Q69AcN5-xjXpB94qAbUBEwQsNSYWf7f1ED7KntYb2HakOXpsimDvD4-TflPnv6x1D2l3BE4JBfDALsBIxVtK3oFUnNQ7M/s640/68f9cb3ab8625248c6e6b8c48c7d9f0c.jpg" width="360" /></a></td></tr>
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I found this on Pinterest and loved it. It is definitely worth sharing.While teaching decimal place value, students often get confused with how to read decimals. Although I teach using place value columns and houses, sometimes it just doesn't stick. So, I found this poem, and even though song is more of a lower primary thing, it worked well for my kids in upper primary.</div>
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I highly recommend using this when teaching decimal place value. Whenever a student would read a number incorrectly, I would just point to the poem and students were able to self-correct. </div>
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An excellent tool!!!</div>
Anonymoushttp://www.blogger.com/profile/00859799131212780002noreply@blogger.com2tag:blogger.com,1999:blog-1910523424938415145.post-87937565473466684922013-05-04T13:22:00.000+10:002013-05-04T13:22:10.249+10:00Texts for Teaching Cause and EffectEvery time I teach a new strategy/topic in reading, I try to find texts that work directly with that topic to use in my whole class focus. With the help of Pinterest, I was able to find a few books by an author called Laura Numeroff that related directly to cause and effect.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4fyGHpaDRPhwu9IRq9uL1R1edap6AkiC1V44Fn0dTR3ZM-snZHIGNKXdFDgm9iN5WrJeF59W5RSvnuCUrpC6qfAEvaIYK4kUuMGcLbvCrADr8nKMN2t0rQt8KdcRIvxsDDfR6ZEirIOI/s1600/Cause+and+Effect+Texts.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="555" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4fyGHpaDRPhwu9IRq9uL1R1edap6AkiC1V44Fn0dTR3ZM-snZHIGNKXdFDgm9iN5WrJeF59W5RSvnuCUrpC6qfAEvaIYK4kUuMGcLbvCrADr8nKMN2t0rQt8KdcRIvxsDDfR6ZEirIOI/s640/Cause+and+Effect+Texts.JPG" width="640" /></a></div>
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I only used "If You Give a Dog a Donut" with my class but read both the other two and they are as good to use. These are great texts to created cause and effect chains about as for every cause there is an effect and that effect then becomes a cause for another effect (I know that sounds confusing, just read the books and you'll understand!). I will definitely use these books again when teaching cause and effect, and they can be used for students at all age levels too! Enjoy! :) Anonymoushttp://www.blogger.com/profile/00859799131212780002noreply@blogger.com0tag:blogger.com,1999:blog-1910523424938415145.post-17103408063425629992013-04-30T18:56:00.000+10:002013-04-30T18:56:49.534+10:00Cause and Effect Anchor Chart<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhs_ncIdVIw9w8IYCAcYe75R8Wqz5ICKucwY0O9E2kdL6syV28AJvdJNp7BQtuMShPe8u9DZr-R5qmZXR1X9wEyqzfpTBXXCyMYRX5P9QuRU7t9G3PBhcMimZGcZZPFv3QsV823Zbw8sBk/s1600/Cause+and+Effect+Anchor+Chart.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhs_ncIdVIw9w8IYCAcYe75R8Wqz5ICKucwY0O9E2kdL6syV28AJvdJNp7BQtuMShPe8u9DZr-R5qmZXR1X9wEyqzfpTBXXCyMYRX5P9QuRU7t9G3PBhcMimZGcZZPFv3QsV823Zbw8sBk/s640/Cause+and+Effect+Anchor+Chart.JPG" width="514" /></a></div>
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As our school uses a fluid grouping structure, my reading class is full of PSD (funded) students, EAL students and low academically achieving students. It is sometimes a struggle to get these students motivated and interested in the class activities so I am constantly trying to find new ways to approach different topics. I have always found "cause and effect" an easy topic to teach in reading and the one that most students understand right away. This year, it was a little harder for me to get through to the students. I don't want to overload them with cause and effect and I want them to also enjoy their reading sessions. I have found numerous activities, games and online games on the internet which helped out during this unit. Above, is my anchor chart for cause and effect. Although it may not seem at a grade 5 level, it is targeted to the needs of my students with examples that are easy to read and understand. </div>
Anonymoushttp://www.blogger.com/profile/00859799131212780002noreply@blogger.com0tag:blogger.com,1999:blog-1910523424938415145.post-34613278902613628692013-04-27T17:39:00.001+10:002013-04-27T17:39:42.395+10:00Pirate Place Value <div style="text-align: justify;">
I found this wonderful and creative activity pack called <a href="http://frogsandcupcakes.blogspot.com.au/2011/09/pirate-place-value-bulletin-board.html" target="_blank">Pirate Place Value</a> (from Frogs and Cupcakes) and absolutely had to use it. My maths class loves to do activities and so I love making maths a "students-don't-think-they-are-learning-when-they-really-are" experience. Thus, rather than just having students do repetitious worksheets, I often use either activities or hands on learning for my lessons. </div>
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When learning/teaching place value, students should be able to represent a number in standard, expanded and word form. Here is a cute and fun activity for students to represent a number in all three ways. </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhDu8XwkFiQeUB1Xpg4fxZ4f5nBXx60aQKmtSW-tvR_QgWmakmIAv0-19ETgSN3heHYh1dOVEcc0BQXmEiwSpWM8vJcBXtfoKdBGLdzAs6Wx7DueHZGXpRZG407dRhkFWe6cG596vn0Kk/s1600/pirate+place+value+example+2.jpeg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhDu8XwkFiQeUB1Xpg4fxZ4f5nBXx60aQKmtSW-tvR_QgWmakmIAv0-19ETgSN3heHYh1dOVEcc0BQXmEiwSpWM8vJcBXtfoKdBGLdzAs6Wx7DueHZGXpRZG407dRhkFWe6cG596vn0Kk/s400/pirate+place+value+example+2.jpeg" width="295" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhggflkeEmBwwSlmSLuw7SjS6hAfRNwrbNx2jPGdXMNstiMXByyU0o9jYLAelyHiQAkUP-McKh8wKxV0690Pkz4atFgIptI3A8odzP-Wmc5rm4-RrLasj33_xdYPEyQlKowl1wJnngB3BY/s1600/pirate+place+value+example+1.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhggflkeEmBwwSlmSLuw7SjS6hAfRNwrbNx2jPGdXMNstiMXByyU0o9jYLAelyHiQAkUP-McKh8wKxV0690Pkz4atFgIptI3A8odzP-Wmc5rm4-RrLasj33_xdYPEyQlKowl1wJnngB3BY/s400/pirate+place+value+example+1.jpeg" width="297" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHbWRZNvJoSFqwUP6GoXcrC2gghfe5VdoxKHD-UpPqjkdnOPmnp_HfAnQKZcaFWDeEu3_3vmqI2OxJpq3wE6ZuviKE4qtHA8mNYD5MIsGdVlIKF0Udei3lfrIglj_olVBBeYkjDml_Tg4/s1600/pirate+place+value+display.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="478" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHbWRZNvJoSFqwUP6GoXcrC2gghfe5VdoxKHD-UpPqjkdnOPmnp_HfAnQKZcaFWDeEu3_3vmqI2OxJpq3wE6ZuviKE4qtHA8mNYD5MIsGdVlIKF0Udei3lfrIglj_olVBBeYkjDml_Tg4/s640/pirate+place+value+display.jpg" width="640" /></a></div>
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Anonymoushttp://www.blogger.com/profile/00859799131212780002noreply@blogger.com0tag:blogger.com,1999:blog-1910523424938415145.post-17305432044972870682013-04-23T19:54:00.000+10:002013-04-23T19:54:28.714+10:00Build a NumberThis is a great activity to test students knowledge of place value and decimal numbers. Although a few of my students struggled with this activity, many others were able to "step up" to the challenge and took their time to work out each problem.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQMfGqF8v4MCd75HJTWJjKEB_F8WuI-s-CqroKb6DG5nb6pcHT983xi_hVuv_IJy23KGdXWagALv2cMqpMvONGGkGSTTN8WWD3pWFvn0npPhHP4JYx4BiHLke_xuZ7EGad35Lwboshga0/s1600/build+a+number.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQMfGqF8v4MCd75HJTWJjKEB_F8WuI-s-CqroKb6DG5nb6pcHT983xi_hVuv_IJy23KGdXWagALv2cMqpMvONGGkGSTTN8WWD3pWFvn0npPhHP4JYx4BiHLke_xuZ7EGad35Lwboshga0/s640/build+a+number.jpg" width="478" /></a></div>
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A really good way to have students manipulate numbers and use the same digits to create decimals and whole numbers. I will definitely use this again!Anonymoushttp://www.blogger.com/profile/00859799131212780002noreply@blogger.com0tag:blogger.com,1999:blog-1910523424938415145.post-77640458764434304882013-04-19T22:25:00.000+10:002013-04-19T22:25:11.302+10:00Woolworth's Teaching Decimals<div style="text-align: justify;">
At one of the EAL (English as an Additional Language) professional development workshops I attended last year, the speaker discussed how useful "junk mail" could be for teaching maths. She had us look at a flyer for a local grocery store and come up with different ways of how it could be used in our maths class. Going on this trend, I decided to use a Woolworth's flyer to create an application activity for decimal place value, addition and subtraction. </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjW0vpsc5AvS42kQ3q5wbvgU-gx7Ab0mUBkg4sXDF4is4YYUPiP1LXlxGXbQJcPzrfgznaKEeeDN5N3OQHgdNdU9rpePRcPQn-AiB5cs6JV-R-6MJvPUDxnoNv2D_HwYHkjUYslvfUb1Is/s1600/flyers+maths.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjW0vpsc5AvS42kQ3q5wbvgU-gx7Ab0mUBkg4sXDF4is4YYUPiP1LXlxGXbQJcPzrfgznaKEeeDN5N3OQHgdNdU9rpePRcPQn-AiB5cs6JV-R-6MJvPUDxnoNv2D_HwYHkjUYslvfUb1Is/s640/flyers+maths.jpeg" width="478" /> </a></div>
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I can always tell the success of a lesson based on the engagement level of the students in my class and throughout this activity, all students had their heads down and were working diligently with their partners. First, they were asked to find the prices of ten different items in the flyer. Next, they had to organise the items from the most expensive (number with the greatest value) to the least expensive (number with the lowest value). The third thing students had to do was purchase as many of the items as they could with a $10 budget. This required students to both add decimals to create a total and subtract decimals to see how much money was left in their budget. </div>
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A very simple activity to create and students were able to improve their skills with ordering and comparing decimals as well as decimal addition and subtraction! </div>
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Anonymoushttp://www.blogger.com/profile/00859799131212780002noreply@blogger.com1tag:blogger.com,1999:blog-1910523424938415145.post-16930641065824516482013-04-15T17:57:00.001+10:002013-04-15T17:57:55.926+10:00Creating 3D Shapes<div style="text-align: justify;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5O0oWPFZyCyYNnPhEPgsKcXHT13zZAYyVix0G7eUNoCp_LYyW9MpcCTCXqttoWFohrNy4MQ22EEuM61HsiaTleS9m-HR_Ac1WWL4hyI7ywLVxV1fc2oH-RoH2mGmzlWsPIW3jB2RFp-E/s1600/3d+shapes.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5O0oWPFZyCyYNnPhEPgsKcXHT13zZAYyVix0G7eUNoCp_LYyW9MpcCTCXqttoWFohrNy4MQ22EEuM61HsiaTleS9m-HR_Ac1WWL4hyI7ywLVxV1fc2oH-RoH2mGmzlWsPIW3jB2RFp-E/s320/3d+shapes.JPG" width="237" /></a>As an application activity for 3D shapes, our maths class created their own 3D shapes with marshmallows and toothpicks. I was surprised with how talented my students were with quickly creating numerous 3D shapes. </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidqrmsgwQjSTZ-H8XljFzUsCeA-Psa04uAlaCgVTGM7GABtwf0ichuRciH0nkV9XUCxVlbiT01yMH24zZINeAhgZ9OxlSZmqRSCSk6raiiaZJg-J7_NtYqCJymLwB1rwQIhG25DnvVLpE/s1600/3d+shapes+2.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidqrmsgwQjSTZ-H8XljFzUsCeA-Psa04uAlaCgVTGM7GABtwf0ichuRciH0nkV9XUCxVlbiT01yMH24zZINeAhgZ9OxlSZmqRSCSk6raiiaZJg-J7_NtYqCJymLwB1rwQIhG25DnvVLpE/s320/3d+shapes+2.JPG" width="238" /></a>Once the students created their 3D shape, they had to identify the faces, edges and vertices of that shape. Each group had to create as many different 3D shapes as possible. This activity was extra engaging as all students were able to participate. A rich learning task where students could enter at their level allowed every student to participate and work together in a group. This task also allowed me to see which students were easily able to identify edges, vertices and faces, which students could identify them using concrete materials, and which students still needed additional help with this. </div>
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At the end of the lesson, we were able to put our 3D shapes up on display and it was great to see how proud our students were of their work. </div>
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Anonymoushttp://www.blogger.com/profile/00859799131212780002noreply@blogger.com0tag:blogger.com,1999:blog-1910523424938415145.post-60580370925827014692013-04-09T11:38:00.001+10:002013-04-09T11:38:48.990+10:00I Have, Who Has - Place Value <div style="text-align: justify;">
It's been a while since I've posted something on my blog. I guess this past term has just gotten the best of me. So I have tons of items to blog about as it has been an exciting term with lots of learning. </div>
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Here is a quick item but worked wonders! I never knew what these cards were called and always called them "I have, who has" cards. They can be used for almost any topic you want but recently a coworker told me that they are actually called "loop cards" and there are websites that you can create them on. </div>
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These loop cards were for teaching place value up to six digits with whole numbers. They required students to read the number in standard form and then read another number in expanded form. Each students has a card and when they here their number called in expanded form, they need to recognise it in standard form and it is then their turn to read out their card. Although it is a bit confusing to explain, it was an excellent diagnostic tool to see where students were with reading and recognising whole numbers up to six digits in both standard and expanded form and being able to switch between both. I highly highly recommend using these as a quick exercise to start off a maths lesson and get students ready for learning. </div>
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Anonymoushttp://www.blogger.com/profile/00859799131212780002noreply@blogger.com2tag:blogger.com,1999:blog-1910523424938415145.post-77459071181667373322013-03-04T18:21:00.000+11:002013-03-04T18:21:20.195+11:00Describing 2D Shapes<div style="text-align: justify;">
We have started off our maths topic with "space" and more specifically, looking at 2D shapes. Now my maths group is full of students who are eager and excited about learning, so I thought we could easily zip through 2D shapes and get to 3D shapes. Well, after this week, I have realised that although they can identify 2D shapes, they struggle to describe them or even match the shape to the description. So what do they need you ask?!?! They need to learn some maths vocabulary!<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiI_wGhvWh4_eOFm-kj7240FA-KbW36UwaNDs-ccadB8yRFeC3Hv2cOdxo_bHV4DpykF4E-b9e7CzrTOpqiTJgoGn3vnm-19fXoJdGL6NxjABqT56rHgHMzmDLZSxxZIqNrgRdVSlLJwkg/s1600/shape+vocabulary+poster.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="239" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiI_wGhvWh4_eOFm-kj7240FA-KbW36UwaNDs-ccadB8yRFeC3Hv2cOdxo_bHV4DpykF4E-b9e7CzrTOpqiTJgoGn3vnm-19fXoJdGL6NxjABqT56rHgHMzmDLZSxxZIqNrgRdVSlLJwkg/s320/shape+vocabulary+poster.jpg" width="320" /></a></div>
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I have created a poster with terms that I think would be useful for them to know to be able to describe the shapes. For this mini-lesson, students will have to match up my visual definition to the term. They next have to use these words in their descriptions of various 2D shapes.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLzsRR8Ee2r7dbGhoRgspjrn90qsH8v80zYR6khzhao2It1oOU13Id5AcZcfmVK618BLv9WI2ura6OTaSwZBRZ9tGF4BeiiKuIIaQ1LUbmJjYtA-eORyVAjdNGodw5GkDoEzWsDz2rVYs/s1600/shape+vocabulary+activity.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="298" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLzsRR8Ee2r7dbGhoRgspjrn90qsH8v80zYR6khzhao2It1oOU13Id5AcZcfmVK618BLv9WI2ura6OTaSwZBRZ9tGF4BeiiKuIIaQ1LUbmJjYtA-eORyVAjdNGodw5GkDoEzWsDz2rVYs/s400/shape+vocabulary+activity.jpg" width="400" /></a></div>
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Maths vocabulary is something that is often overlooked but so crucial! There is no way that students will be able to describe something without having the proper vocabulary. So let's see what type of descriptions I will get now!</div>
Anonymoushttp://www.blogger.com/profile/00859799131212780002noreply@blogger.com2tag:blogger.com,1999:blog-1910523424938415145.post-21310941644989024552013-02-24T11:50:00.000+11:002013-03-02T16:00:31.567+11:00Recalling Details (The 5 W's)<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVwyK79kPL8od2l2sTlmT6LlXojOcpO5T8geur1qznvCMVxaEMZKK3qChPYKKj9uQn1oPnsoZWHirZGQKZ38x1f3klHvi2_TLF1Ce1tCU4oZrCM35neizx4pRFUBP4rz1IMpSDHIwocBY/s1600/IMG_1004.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVwyK79kPL8od2l2sTlmT6LlXojOcpO5T8geur1qznvCMVxaEMZKK3qChPYKKj9uQn1oPnsoZWHirZGQKZ38x1f3klHvi2_TLF1Ce1tCU4oZrCM35neizx4pRFUBP4rz1IMpSDHIwocBY/s400/IMG_1004.JPG" width="400" /></a></div>
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The school that I work at runs fluid groupings for reading and maths, and we have now just started it for writing (I will keep you posted on how that goes!). For those who aren't familiar with fluid grouping, students are divided into groups based on their academic ability in that subject and more specifically the topic being studied. So, as an example, all grade 5 and 6 students are grouped initially based on start up tests on, let's say, maths. There are six grade 5/6 teachers, so there will be six groups. Then, if the topic being studied is multiplication, and some students need more help or others need more extension, students can move between the group based on the teachers discretion. Although there are some negatives to this system, I think that from a teachers point of view, it is very helpful to have students in closer ability ranges as it is easier to teach to a more targeted group. It also allows the students to receive more targeted instruction at their level. </div>
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So, after all of that, this year I have been given the lowest reading group. These students are in grade 5/6 but are working at a much lower level. This has been a challenging few weeks for myself as I am needing to re-evaluate my teaching practice. I have been working a lot with the grade 1/2 teachers to get ideas and direction of how to run my reading lessons. </div>
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This week, we are working on recalling details from a story/text. Although the rest of the grade 5/6 teachers are working at a higher level, I have modified this topic to focus on the 5W's (who, what, when, where, why). Hopefully this works for my students. I have created a 5W anchor chart for this week and it includes our learning goal and success criteria. </div>
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I have created some very scaffolded activities for the students this week on the 5Ws with their guided reading books. Essentially, like the anchor chart says, I just want the students to understand the 5Ws and how to find them in a text. </div>
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