tag:blogger.com,1999:blog-14411123635492282852024-03-19T21:51:58.914+13:00Jordan @ Pt England SchoolI am a Year 8 student at Pt England School in Auckland, NZ. I am in Class 2 and my teacher is Mrs Lagitupu.PES 2012 Blogs Adminhttp://www.blogger.com/profile/16237049368913248291noreply@blogger.comBlogger377125tag:blogger.com,1999:blog-1441112363549228285.post-32337684224005913812015-12-07T09:50:00.001+13:002015-12-07T09:50:36.336+13:00Extension Reflection<span id="docs-internal-guid-0001c4a1-790f-027e-9708-e1c4edc3c47a"></span><br />
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 20px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Extension Reflection. This year is my first year attending Year 7&8 extension and it has been interesting. I adored all the trips and events that was held this year. It has been truly educational and I have improved many skills including public speaking, presentation structuring and others. It has been a busy year resulting in less time to complete tasks. My highlight of the Year was visiting Tiritiri Matangi Island in Term 2. On this trip we learnt about different species and the sounds they make. I found the trip inspiring and informational. So in conclusion I have enjoyed the year being a part of the Year 7&8 extension.</span></div>
Jordanhttp://www.blogger.com/profile/06350571322284762515noreply@blogger.com0tag:blogger.com,1999:blog-1441112363549228285.post-90712444744739529762015-12-04T10:57:00.000+13:002015-12-04T10:57:09.411+13:00Yanomami<iframe allowfullscreen="true" frameborder="0" height="299" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/19KdNlQkuR2ZallecSoIap0cUKkaO8vFJlwzUqp5uKgE/embed?start=false&loop=false&delayms=3000" webkitallowfullscreen="true" width="480"></iframe><br />
Yanomami is a group of people that live in the Amazon rainforest. This is a presentation containing facts and information about this indigenous group of people.Jordanhttp://www.blogger.com/profile/06350571322284762515noreply@blogger.com2tag:blogger.com,1999:blog-1441112363549228285.post-81439427718043953802015-12-02T09:25:00.001+13:002015-12-02T09:25:25.496+13:00Think board<img src="https://docs.google.com/drawings/d/1s209rZd8SLBlX9A7ytUYiNGziBbOA1SS4AcU1QArry4/pub?w=480&h=360" /><br />
This is my think board. I used rounding to the nearest ten to solve it. It is all about the main question 2.36 - 1.8 = .Jordanhttp://www.blogger.com/profile/06350571322284762515noreply@blogger.com1tag:blogger.com,1999:blog-1441112363549228285.post-52132167135838337792015-11-30T09:01:00.001+13:002015-11-30T09:34:48.828+13:00Bioengineering<iframe allowfullscreen="true" frameborder="0" height="299" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/1P-s_du6yNbHCI0OqTLmNWbjYdkzVDUfXIJMT_2tFEuc/embed?start=false&loop=false&delayms=3000" webkitallowfullscreen="true" width="480"></iframe><br />
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<span id="docs-internal-guid-602f53e0-54d4-10ba-71c3-582e25971057"><span style="font-family: "old standard tt"; font-size: 24px; vertical-align: baseline; white-space: pre-wrap;">The year 7&8 extension group had the task to define bioengineering and create a new superhuman. Bioengineering is a new field mixing medicine and engineering but is it really ethical find out in this blog post?</span></span>Jordanhttp://www.blogger.com/profile/06350571322284762515noreply@blogger.com2tag:blogger.com,1999:blog-1441112363549228285.post-29116941360387519362015-11-25T10:24:00.000+13:002015-11-25T10:24:12.294+13:00Google Cardboard<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
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style="height: 177px; margin-top: 0px; width: 285px;" /></a></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;">Full of excitement I listened as Mrs Tele’a gave her instructions. A Google Expedition was held at Point England School introducing a new and exciting gadget called Google Cardboard. Google Cardboard is a headset built of Cardboard. You simply insert a smartphone into the piece, hold it to your face, select a location and enjoy. The year 8 students were waiting to experience a new virtual reality world. </span></div>
<b style="font-weight: normal;"><br /></b>
<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;">I was surprised as I saw all the headsets spread on the table. We were told to pick one. It was the size of a Big Mac hamburger. Eager to try Google Cardboard I held it to my head. The first location was the Borneo rain forest, where we spotted David Attenborough a famous narrator and scientist. </span></div>
<b style="font-weight: normal;"><br /></b>
<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;">I was mind blown. I felt as if I was actually in the Borneo rain forest. As I turned my head the image turn with it. It shows how technology these days has evolved and how it is still evolving. There was a trigger on the side that caused the 360 degree image to zoom in. We visited other popular locations including Palace of Versailles, The Burj Khalifa, Space, Washington Monument and others.</span></div>
<br /><span style="font-family: Arial; font-size: 14.6666666666667px; vertical-align: baseline; white-space: pre-wrap;">In conclusion we had an appealing experience as we visited new locations. I found it very neat and I would love to purchase the Google Cardboard one day so I can play around with it. I don't see it being used for education. </span>Jordanhttp://www.blogger.com/profile/06350571322284762515noreply@blogger.com1tag:blogger.com,1999:blog-1441112363549228285.post-31321235967401119042015-11-20T13:03:00.002+13:002015-11-20T13:03:17.558+13:00Andrew Patterson<span id="docs-internal-guid-d1055b6b-2230-b211-c5d9-765370c0181c"></span><br />
<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: 18.666666666666664px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">College is a very exciting and important part of our education. Recently a great speaker named Andrew Patterson delivered an inspirational speech, informing our students of what to expect during college. He spoke about topics like time management, sorting priorities, good and bad habits and many more. One thing I found very interesting was that your brain is like a muscle it grows if you exercise it, this means you can expand your knowledge and brain capacity if you challenged yourself. Personally I look forward to college as I believe that I will learn new things and knowledge is power.</span></div>
Jordanhttp://www.blogger.com/profile/06350571322284762515noreply@blogger.com1tag:blogger.com,1999:blog-1441112363549228285.post-55505633578903927442015-11-05T14:41:00.000+13:002015-11-06T11:47:53.500+13:00The Parapara Detectives<iframe allowfullscreen="true" frameborder="0" height="299" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/18yDXAUKMKUejht_xpWgJGDo_zwGvjWcF2JKL7CtCuio/embed?start=false&loop=false&delayms=3000" webkitallowfullscreen="true" width="480"></iframe><br />
The Parapara is a bird kill tree that uses its sticky sap to trap the bird until starves to death. These are my answers to the questions about a text I read called The Parapara Detectives.Jordanhttp://www.blogger.com/profile/06350571322284762515noreply@blogger.com4tag:blogger.com,1999:blog-1441112363549228285.post-32458442038885855082015-11-05T09:32:00.001+13:002015-11-06T11:47:53.495+13:00A Time With My Friends<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 18.666666666666664px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">“Hahahaha” I chuckled as I saw the faces of my friends. Labour day was over and the year 7 & 8 students were lucky enough to do an activity called “The Amazing Race” organized by our brilliant teachers. We had been placed into groups of 4 to 5. My group and I were doing an activity called Cookie Face. </span></div>
<b id="docs-internal-guid-c718a534-d42f-bb90-0160-ad6c720cc8d6" style="font-weight: normal;"><br /></b>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 18.666666666666664px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">A race that requires control of all your facial muscles. You begin by setting a Cookie on your forehead, your task is to get the Cookie into your mouth without using your hands. Our faces were coated with crumbs. My group struggled to accomplish this simple task, I had given up so I began slowly snacking on my cookie.</span></div>
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<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 18.666666666666664px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">As we arrived at the next activity I saw all the equipment set up and had a fair idea of what we were going to be doing. Our first task was the Weet Bix challenge. We picked a team member to take part in this event. We selected Iisa. As the students lined up they were given one Weet Bix each. “Ready, Set, Go” the teacher cheered. </span></div>
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<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 18.666666666666664px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The team representatives instantly began shoving Weet Bix into their mouths. Chewing rapidly their mouths were as dry as a desert. I saw pieces of food stuck to their teeth. They looked as if they were indisposed. Finally someone completed the race. The winner belonged to another team.</span></div>
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<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 18.666666666666664px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Next was a group a task. We need to eat two spoonfuls of cold spaghetti mixed with fruit salad which was revolting. I noticed that their where grapes in the bowl so I ate 2 grapes but it was worst because the grapes were soaked in spaghetti sauce</span></div>
<br /><span style="font-family: Arial; font-size: 18.6666666666667px; vertical-align: baseline; white-space: pre-wrap;">Overall I had an awesome time with my classmates. I would love to do it again. We all had a great time.</span>Jordanhttp://www.blogger.com/profile/06350571322284762515noreply@blogger.com0tag:blogger.com,1999:blog-1441112363549228285.post-32769176615301561172015-10-16T12:21:00.002+13:002015-10-16T12:22:40.321+13:00History of Superman<iframe allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/SvGwLHODZgo" width="500"></iframe><br />
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Did you know that Superman was originally a Villain with a no hair? Well this video contains the history of superman. He needed to evolve in order of him to survive. DC Comics changed many things about him. Like the colour of his underwear. My and my group needed to answer these questions.</div>
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<span style="background-color: transparent; color: black; font-family: Comfortaa; font-size: 18.666666666666664px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Man of steel...red underwear or blue underwear? </span></div>
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<span style="background-color: transparent; color: blue; font-family: Comfortaa; font-size: 18.666666666666664px; font-style: italic; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">He originally wore red underpants, but it changed to blue, and in the Man Of Steel movie, he had no underpants.</span></div>
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<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Comfortaa; font-size: 18.666666666666664px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Why did it change? </span></div>
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<span style="background-color: transparent; color: blue; font-family: Comfortaa; font-size: 18.666666666666664px; font-style: italic; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">He changed his underwear colour because it looked sleek, cooler, and it fitted the changing fashion.</span></div>
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<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Comfortaa; font-size: 18.666666666666664px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Krypton - what is it? </span></div>
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<span style="background-color: transparent; color: blue; font-family: Comfortaa; font-size: 18.666666666666664px; font-style: italic; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Krypton the planet where Superman comes from.</span></div>
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<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Comfortaa; font-size: 18.666666666666664px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Why was it important to Superman? </span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: blue; font-family: Comfortaa; font-size: 18.666666666666664px; font-style: italic; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Krypton is important to superman because it is his home planet.</span></div>
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<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Comfortaa; font-size: 18.666666666666664px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">What part did Superman's parents have in his survival?</span></div>
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<span style="background-color: transparent; color: blue; font-family: Comfortaa; font-size: 18.666666666666664px; font-style: italic; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">His parents made the choice to send superman to earth in order for him to survive. They died doing this.</span></div>
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<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Comfortaa; font-size: 18.666666666666664px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Original powers? </span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: blue; font-family: Comfortaa; font-size: 18.666666666666664px; font-style: italic; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">He could jump one mile, He had super strength and had super speed.</span></div>
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<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Comfortaa; font-size: 18.666666666666664px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Did he fly in the beginning?</span></div>
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<span style="background-color: transparent; color: blue; font-family: Comfortaa; font-size: 18.666666666666664px; font-style: italic; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">He could not fly in the beginning, he could only jump around a mile.</span></div>
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<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Comfortaa; font-size: 18.666666666666664px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">What changed in term of his super powers?</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: blue; font-family: Comfortaa; font-size: 18.666666666666664px; font-style: italic; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Instead of jumping he could fly, Superman now has laser eyes. He also has X-ray vision.</span></div>
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<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Comfortaa; font-size: 18.666666666666664px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Daily planet - his workplace...how does he adapt between his human workplace and being a superhero? </span></div>
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<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: blue; font-family: Comfortaa; font-size: 18.666666666666664px; font-style: italic; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">He has glasses when he is in his workplace and when he is a superhero he has no glasses and he has rubble costumes.</span></div>
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<span style="background-color: transparent; color: blue; font-family: Comfortaa; font-size: 18.666666666666664px; font-style: italic; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><br /></span></div>
Jordanhttp://www.blogger.com/profile/06350571322284762515noreply@blogger.com4tag:blogger.com,1999:blog-1441112363549228285.post-40071251380076334482015-10-14T14:47:00.000+13:002015-10-14T14:48:39.837+13:00Immersion Assembly<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: 18.666666666666664px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Survivor is a popular american television show where new contestants are into win a vast amount of money. In order to win they need to adapt to the new lifestyle of living on a tropical island or be voted out. Once voted out they are forced to leave the island. This term Point England is learning about Survivor and how to Outwit, Outsmart and Outlast.</span></div>
<b id="docs-internal-guid-6564f44e-6401-68b9-6e39-f8d96f61903b" style="font-weight: normal;"><br /></b>
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<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: 18.666666666666664px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">It is the start of term 4 so we had an immersion assembly. I love immersion assemblies because it is very interesting. An immersion assembly is held every term on the first day where teachers need to entertain the student and introduce our new topic.</span></div>
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<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: 18.666666666666664px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Team 1 was very entertaining. Thanks to Miss King they held an exciting singing competition where they selected random student from our school to participate. As they played Katy Perry Roar and children sang, a movie was displayed on the projector of kids at the zoo interacting with animals. Marika was the winner of the competition. Marika’s prize was the chance to visit the zoo with Team 1. I agree that she deserved to win as she was very confident.</span></div>
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<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: 18.666666666666664px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">I also liked Team 5. They acted out their own Survivor episode. The host was Mr Wiseman while the rest of the teachers were contestants. Each teacher represented their own country. The challenge was a race to see who is faster at eating noodles with chopsticks and the winner would receive immunity which means they are safe from elimination. </span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 18.666666666666664px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The race began. Miss Clark is Asian and she had been using chopsticks since she was 3 years old, so she had a better chance of winning. The other teacher needed to adapt to this new way of eating. Miss Clark was the winner.</span></div>
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<span style="font-family: Arial; font-size: 18.6666666666667px; vertical-align: baseline; white-space: pre-wrap;">I am going to enjoy this term because I love learning about animals and sadly this is my last term at Point England School. </span>Jordanhttp://www.blogger.com/profile/06350571322284762515noreply@blogger.com0tag:blogger.com,1999:blog-1441112363549228285.post-55490950171057256132015-10-12T11:55:00.004+13:002015-10-12T11:57:06.414+13:00Thinkboard <img src="https://docs.google.com/drawings/d/1cxBucVigx85vMWfH4mYzuqonLRw_yRwuw4qmrJNiBpI/pub?w=480&h=360" /><br />
This is my think board it is a addition question. 0.89 + ______ = 2.13.Jordanhttp://www.blogger.com/profile/06350571322284762515noreply@blogger.com0tag:blogger.com,1999:blog-1441112363549228285.post-50661387145998408102015-09-23T14:41:00.000+12:002015-09-23T14:41:14.871+12:00In 10 Years time<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: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">In 10 years time I will be 22 years old. I will have completed college. I will have completed my business degree which takes about 4 years. I will be renting an ordinary apartment in the city. I will have a rabbit called Larry. </span></div>
<b id="docs-internal-guid-769b206d-f812-51d1-a82f-1992a8170135" style="font-weight: normal;"><br /></b>
<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: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Spend: </span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">I will be very careful with what I spend my money on. I will create a budget where I section my money. Before I purchase anything I will think about these things.</span></div>
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<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: decimal; 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-family: Arial; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Do I really need it</span></div>
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<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: decimal; 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-family: Arial; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Is it of good quality</span></div>
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<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: decimal; 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-family: Arial; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Is there a cheaper version</span></div>
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<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: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Save:</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> I will budget my money well and try to save for a family trip. I will also save for an emergency like if my car breaks down.</span></div>
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<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: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Share:</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> I will share my money with my mum and other family members. I also want to sponsor a child at world vision and provide them with food, water, shelter and a good education. </span></div>
Jordanhttp://www.blogger.com/profile/06350571322284762515noreply@blogger.com0tag:blogger.com,1999:blog-1441112363549228285.post-89701092321734040472015-09-18T11:56:00.001+12:002015-09-18T11:56:23.247+12:00Measuring Angles<iframe allowfullscreen="true" frameborder="0" height="299" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/1cGcddD7dusUG1wgsRc_ZfNfvUemLiI742CwGdrO6_1Y/embed?start=false&loop=false&delayms=3000" webkitallowfullscreen="true" width="480"></iframe><br />
This is my maths presentation to help develop my Measuring Angles skills.Jordanhttp://www.blogger.com/profile/06350571322284762515noreply@blogger.com0tag:blogger.com,1999:blog-1441112363549228285.post-67426924974434604132015-09-17T10:46:00.001+12:002015-09-17T10:46:39.697+12:00World Vision Scholarship Day<div dir="ltr" style="line-height: 1.38; margin-bottom: 16pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">World vision is a generous organisation that supports children as well as families in developing countries by providing them with food, warm clothes, shelter, an education etc. World vision New Zealand works in 32 countries. World vision is also the company that does the 40 hour famine. </span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 16pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">World vision has recently held a Scholarship Day for student in New Zealand that have participated in the 40 Hour Famine and because I was one of our schools top fundraisers I attended the Scholarship Day.</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">It was very entertaining. The student played a game. The aim of the game was to survive. You are first put in a team, there are 4 teams. Some teams began the game outside the border of the country. If you are lucky you will make it into the country on a working vesta. Once you have entered the country you will need to wait in line to receive a job in the factory. </span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 16pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The line is extremely long so it is difficult to earn money and if you don’t have money you can’t purchase food to survive and if you go without food for 5 minutes you die. Once you die you are dead. This is one way of dieing but you can also die if you have no money to become immunised at the health center. So the only way to survivor is to earn money. While you are trying to earn money the police walks around arresting people for no reason. </span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 16pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">I received a fake Oscar for using my brain and for volunteering to work at the health center. Overall I had an amazing day. It was so fun and because the presentation completed early we went to Mcdonalds and got icecream. </span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">My highlights</span></div>
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<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 16px; 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-family: Arial; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Winning an Oscar</span></div>
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<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 16px; 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-family: Arial; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Playing the game </span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Meeting others</span></div>
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<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 16px; 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: 16pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Going to Mcdonald's</span></div>
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</ul>
Jordanhttp://www.blogger.com/profile/06350571322284762515noreply@blogger.com0tag:blogger.com,1999:blog-1441112363549228285.post-75422921076652838522015-09-14T14:20:00.000+12:002015-09-14T14:20:08.460+12:00Spend, Share Save<iframe allowfullscreen="true" frameborder="0" height="299" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/1pQl62TeqFs6qsX_vXIbdYkcNG3xBG9VczDllHbMcFLU/embed?start=false&loop=false&delayms=3000" webkitallowfullscreen="true" width="480"></iframe><br />
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Spend, Share Save. To save money you will need to be responsible.Jordanhttp://www.blogger.com/profile/06350571322284762515noreply@blogger.com1tag:blogger.com,1999:blog-1441112363549228285.post-73847173715090138172015-09-11T10:56:00.000+12:002015-09-11T10:56:50.418+12:00Thinkboard<img src="https://docs.google.com/drawings/d/1jBTOUtqdbvkQJGAmmIs2y5ufOeQQbF1jSGCi2OQhKGo/pub?w=480&h=360" /><br />
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This is my week 8 thinkboard. It is based on Integers. The question is -78 + ____ = 54 and the answer is 132. An Integer is a negative number.Jordanhttp://www.blogger.com/profile/06350571322284762515noreply@blogger.com0tag:blogger.com,1999:blog-1441112363549228285.post-11119126223699467012015-09-11T10:51:00.003+12:002015-09-11T10:55:53.655+12:00Investigating Integers<iframe allowfullscreen="true" frameborder="0" height="299" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/12bTweM11I3Ki7pGrVTVVZfk_qCknskiEOspqgY9KNks/embed?start=false&loop=false&delayms=3000" webkitallowfullscreen="true" width="480"></iframe><br />
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This is my Investigating Integers presentation. During week 7 in maths, I learnt about Algebra, but now in week 8 our maths groups is focusing on Investigating Integers. Integers are negative numbers like -8 etc.Jordanhttp://www.blogger.com/profile/06350571322284762515noreply@blogger.com0tag:blogger.com,1999:blog-1441112363549228285.post-13845688739977551012015-09-03T09:18:00.001+12:002015-09-10T08:55:01.842+12:00Parapara Tree<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEheBODDMOgEbyajObEKaC4xJOgKI__a0RUu1hOg-kqT6j_zg5SPxGF4r_rITDFIljx3iNJX4FINjlLeakWVoYOtInT95rXQWMgD3L9OnRPmCwMJSZEsiUelcAxBZx3okH9qDE8nubGtqlU/s1600/Fantail2001.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEheBODDMOgEbyajObEKaC4xJOgKI__a0RUu1hOg-kqT6j_zg5SPxGF4r_rITDFIljx3iNJX4FINjlLeakWVoYOtInT95rXQWMgD3L9OnRPmCwMJSZEsiUelcAxBZx3okH9qDE8nubGtqlU/s320/Fantail2001.png" width="320" /></a></div>
<a href="https://www.blogger.com/blogger.g?blogID=1441112363549228285" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=1441112363549228285" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=1441112363549228285" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><br /><br /></a><span style="font-family: Arial;"><span style="font-size: 17.3333333333333px; line-height: 1.38; white-space: pre-wrap;">All around the world there are insect killing plants and trees like the Venus fly trap but have you ever heard of a bird killing tree. Native to New Zealand there is a tree called the Parapara tree. This tree is known to kill insects as well as birds. It uses a super sticky sap to trap the birds and until they </span><span style="font-size: 17.3333339691162px; line-height: 23.9200000762939px; white-space: pre-wrap;">starve</span><span style="font-size: 17.3333333333333px; line-height: 1.38; white-space: pre-wrap;"> to death.</span></span><br />
<b style="font-weight: normal;"><br /></b><img height="239" 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" width="320" /><br />
<span style="font-family: Arial; font-size: 17.3333333333333px; line-height: 1.38; white-space: pre-wrap;">New Zealand is known for its green grass and beautiful landscapes but if we grew Parapara trees everywhere it can make a big change to our country and affect our biodiversity. The tree will kill endangered bird species causing them to become extinct.</span><br />
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<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: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">A group of children were at a local reserve one day and came across a dead Piwakawaka under some trees. They assumed a cat had attacked it and they covered it in leaf litter. They discovered the bird had been a victim of the Parapara tree. </span></div>
Jordanhttp://www.blogger.com/profile/06350571322284762515noreply@blogger.com0tag:blogger.com,1999:blog-1441112363549228285.post-51170542214912129812015-08-28T10:51:00.001+12:002015-08-28T10:51:43.473+12:00Thinkboard<img src="https://docs.google.com/drawings/d/10GHH_84Uk1QjWODTT1AoVezy_PNYbhUiROX3KRRreLQ/pub?w=480&h=360" /><br />
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This is my week 7 think board. It is all based around the main question 13 x 0.75. I learn a lot from this task.Jordanhttp://www.blogger.com/profile/06350571322284762515noreply@blogger.com0tag:blogger.com,1999:blog-1441112363549228285.post-27329474510222416022015-08-20T14:42:00.001+12:002015-08-20T14:58:41.232+12:00Spend, Share, Save.<iframe allowfullscreen="true" frameborder="0" height="299" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/1aWfgMGtdBNvDnTNhQEzrTvQK_ypBqpqxYRQv70-uJ4M/embed?start=false&loop=false&delayms=3000" webkitallowfullscreen="true" width="480"></iframe><br />
This is my Trade and Enterprise presentation. I had the task to list 10 items for each question. This was assigned to help me realize the NEEDS and WANT of the items I purchase. Example games is a want because it is something that I would want, while Toilet paper is a need because it is needed to keep clean. Do you see the difference? I hope you enjoy.Jordanhttp://www.blogger.com/profile/06350571322284762515noreply@blogger.com1tag:blogger.com,1999:blog-1441112363549228285.post-36068540657301640472015-08-19T12:00:00.002+12:002015-08-19T12:00:48.408+12:00Ratio And Proportions<iframe allowfullscreen="true" frameborder="0" height="299" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/1I2rC8Bj3cneYjOqbO3tGJee16fMHamJSCX06qSl_94w/embed?start=false&loop=false&delayms=3000" webkitallowfullscreen="true" width="480"></iframe><br />
This is my Ratio And Proportions presentation.Jordanhttp://www.blogger.com/profile/06350571322284762515noreply@blogger.com0tag:blogger.com,1999:blog-1441112363549228285.post-48085185906760106672015-08-19T11:59:00.000+12:002015-08-19T11:59:08.415+12:00Triangle Addition<img src="https://docs.google.com/drawings/d/1Thyabhag9lowekZ_wFescGYsQMqt_UqIXdH4ilxFb38/pub?w=480&h=360" /><br />
This is my Triangle Addition.Jordanhttp://www.blogger.com/profile/06350571322284762515noreply@blogger.com0tag:blogger.com,1999:blog-1441112363549228285.post-3648142847154811622015-08-19T11:57:00.001+12:002015-08-19T11:57:31.507+12:00Thinkboard<img src="https://docs.google.com/drawings/d/1yExmM0slriOUIbaK2oRSTEAHwR-uHT01lSMavKRQ4F8/pub?w=480&h=360" /><br />
This is my maths think board. it is based around the main question.Jordanhttp://www.blogger.com/profile/06350571322284762515noreply@blogger.com1tag:blogger.com,1999:blog-1441112363549228285.post-27162124137176120332015-08-17T09:05:00.000+12:002015-08-17T09:05:27.030+12:00GEGNZ Student Summit<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwM-v6MEGiNKLu5yjVxcMAyz15pD4arGfFTNYz7cMrHkaBkoLvYkFnpEIu5io3Ih28t15vehRKniu03TYdXuVCoEI8-9H217fuBw7aQpzx3ftW0VU6u67ufTQSNN35xUT99lnqh2oHEiU/s1600/Screen+Shot+2015-08-17+at+9.03.23+am.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="237" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwM-v6MEGiNKLu5yjVxcMAyz15pD4arGfFTNYz7cMrHkaBkoLvYkFnpEIu5io3Ih28t15vehRKniu03TYdXuVCoEI8-9H217fuBw7aQpzx3ftW0VU6u67ufTQSNN35xUT99lnqh2oHEiU/s320/Screen+Shot+2015-08-17+at+9.03.23+am.png" width="320" /></a></div>
<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>
<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;">Google have created many apps for education, like Google Sheets, Google Slides, Google Docs and many more. Last week I attended the GEGNZ student summit. I had an amazing time and learnt many things, like how to use other Google apps for education. </span></div>
<span id="docs-internal-guid-d0e32d49-384e-9103-0563-3b3d3a23b13d"><br /><span style="font-family: Arial; font-size: 14.6666666666667px; vertical-align: baseline; white-space: pre-wrap;">One of my highlights was learning how to use Scratch. Scratch is an online website that allows you create stories, games and animations. I was also lucky enough to speak and present. I spoke about how to use Google Slides. </span></span>Jordanhttp://www.blogger.com/profile/06350571322284762515noreply@blogger.com3tag:blogger.com,1999:blog-1441112363549228285.post-78810898159375313322015-08-14T11:54:00.003+12:002015-08-14T12:39:10.949+12:00Decimal Addition<img src="https://docs.google.com/drawings/d/1K4NZITYHDNDNs3vFo229Q6DPpeXTWz13qGTK6A-qcZk/pub?w=480&h=360" /><br />
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This is my Decimal Addition I need to add up to 21.873.Jordanhttp://www.blogger.com/profile/06350571322284762515noreply@blogger.com2