tag:blogger.com,1999:blog-3997081097316001122024-02-08T01:28:30.799+13:00Constance @ Tamaki Primary SchoolI am a Year 8 student at Tamaki Primary School in Auckland, NZ. I am in the Kia Manawanui syndicate and my teachers are Ms. Komor and Ms. Aireen. TPSBlogOwner2http://www.blogger.com/profile/16798641093613965550noreply@blogger.comBlogger600125tag:blogger.com,1999:blog-399708109731600112.post-5189799702393284562018-12-11T10:20:00.000+13:002018-12-11T10:28:00.257+13:00Reflecting about 2018 !WALT: Reflect about 2018<br />
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Hello everyone and welcome back to my blog!,<br />
As you all know, I am a year 8 student here at Tamaki Primary/Intermediate school. This means that I will be leaving next year, for college.<br />
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To describe 2018 in 3 words I would call it ;<br />
Crazy, Fun, and Difficult.<br />
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Term 1 : Becoming a student leader is something I am most proud of. Getting to take a part in caring for the school and the students at Tamaki. Although, I learned that becoming a student leader means t to build positive relationships with others in the school and that it makes me capable of doing tasks for teachers/guest. I learned how to interact with all the peers in my class. But something I didn't enjoy, was refreshing my mind and learning more things.<br />
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Term 2 : Participating and overcoming my shyness during class time would be an achievement I am most proud of. Some students in my class may haven't noticed, but I wasn't able to work well with others unless they were really close to me. But in term 2, I am most proud of me starting to work and get to know others well. I learned that if I overcome my shyness at school, I am able to work with others I don't usually hang out with. Though, something I didn't enjoy about this term was, seeing 1 of my friends leave.<br />
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Term 3 : Natural disasters around the pacific is something I mostly enjoyed during this term. Being apart of the Samoan cultural group made me think that I could be apart of more islander cultural groups. I enjoyed taking part in another cultural dance and act. But I am mainly proud of myself, speaking in Samoan and learning about their culture. I learned that if I keep researching and practising, it will be easier for me to pronounce different languages or learning in my area. I enjoyed every part about this term, and there isn't even one thing I can think of, that I didn't enjoy about this term.<br />
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Term 4 : Lucky last, term 4. I enjoyed making myself some new friends, who will forever be by my side, never leave me alone or leave me out on something special. I enjoyed making the most of this term with them. But something I am most proud of, is going to dine and dance. To spend my last grooves with all my friends and teachers.<br />
I will always remember the good times with my friends and also the times I got in trouble from the teachers.<br />
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I am not getting cheeky, but my favourite highlight throughout the whole year, would be getting in trouble from the teachers. This is because, it has helped me get an understanding of how big of a growling I would get in college.<br />
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____________<br />
Besides all this,<br />
I enjoyed spending time, with not just 5 people, but nearly the whole class !<br />
Monita, Arizona, Bianna, Mary-Jane, Akanesi, Cerenity, Leilani, Kensington, Toma, Tevita, Amon, Demetrius, Grace, Lydia, Hevani, Aja, Aletheia, Patience, Alo, Timeus, Perenara, Mahara, Kaleb, Stephney, Faa'fiu, Akih, Edith, David, Fe'ao and also myself.<br />
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These people listed above, are those who I mostly enjoyed hanging and spending time with. They are also the students who have made a positive impact in my life.<br />
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(Message from me)<br />
Pii Nice to heveryone and chust Pii Nice no mader what.<br />
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DINE AND DANCE 😉❤️️ : Memories I will forever remember.<br />
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AND ME : 😂😂 (Because I'm the best)<br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNFCS954wEeW4TMHS9llBiOQhij4K6hyphenhyphen77BmiH4hSLSZG3cemGhUvIt5Z4qz3b0LkdmtqF6ThOgZpt7Kp2iW-XFrHGY3ytFQ_S0V336oskGD4H-nP25NminS4p7JBleKd4HEQX-Eb5qF_8/s1600/Untitled+drawing.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="720" data-original-width="960" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNFCS954wEeW4TMHS9llBiOQhij4K6hyphenhyphen77BmiH4hSLSZG3cemGhUvIt5Z4qz3b0LkdmtqF6ThOgZpt7Kp2iW-XFrHGY3ytFQ_S0V336oskGD4H-nP25NminS4p7JBleKd4HEQX-Eb5qF_8/s320/Untitled+drawing.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Memories. </td></tr>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOCFI__JF03miU8vwcOstGjHP5UHkLKFVl8s5kolf8mSFTaKvQkeHf0QmiUxEvLgPvSRsnBPj68ccR-rNn34qKf_mMOLzpdQEoUcy5GBFcgVfEG1c1n0z5CmmCGeDlh86K7iFhKXr0oker/s1600/IMG-5722.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOCFI__JF03miU8vwcOstGjHP5UHkLKFVl8s5kolf8mSFTaKvQkeHf0QmiUxEvLgPvSRsnBPj68ccR-rNn34qKf_mMOLzpdQEoUcy5GBFcgVfEG1c1n0z5CmmCGeDlh86K7iFhKXr0oker/s320/IMG-5722.JPG" width="240" /></a><br />
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If you have any further questions like,<br />
Will you be back? or If I will always be the best (?),<br />
comment below in the comment section.<br />
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I hope you enjoyed my blogpost !<br />
<br />Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-399708109731600112.post-74331051436909585322018-12-10T11:50:00.000+13:002018-12-10T11:50:17.947+13:00Technology at T.P.S WALT: Use technology to make apple crumble<br />
Hello everyone, and welcome back to my blog!<br />
<br />
This term we've been learning about our technological world.<br />
This week we didn't go to Tamaki College for technology, so we stayed back and made apple crumbles. During this process, I was most proud of dicing the apples evenly without cutting myself. We diced the apples so that we wouldn't have groups of apples in one small tin. As we used small pastry shells.<br />
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While we were making the apple crumble, I found cutting through the apples most challenging because my knife wasn't sharp enough. The technology I used to cut through the apples, was a butter knife! Yes a butter knife. This is why I found it most challening !<br />
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Although,<br />
here are some photos of me and my group..<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjo7uMVtsCkQvQZImLJ9VVIZxCn9PIfxOMzNp4hUpFdSx72rCR2nhohzMD1pGL4dAunDW2jRtKgmuExj0l7-Lnd3CESS2clF_pMq5sUG7t_BFvxnPuQy2VSJ0GLNWC8sWL1W6LKvO0cQJpM/s1600/20181129_100332.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="239" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjo7uMVtsCkQvQZImLJ9VVIZxCn9PIfxOMzNp4hUpFdSx72rCR2nhohzMD1pGL4dAunDW2jRtKgmuExj0l7-Lnd3CESS2clF_pMq5sUG7t_BFvxnPuQy2VSJ0GLNWC8sWL1W6LKvO0cQJpM/s320/20181129_100332.jpg" width="320" /></a></div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrHGYeZmbJl6CTwOK6RxPQTJHResB2B0-K-sBt2kNU_PyxYfPVgCDFSWzn_IWTG1ftlPIFTOT-kS-UtKj04F_ODsNqyUGrxQ8J5_bc5BIFjc8a2qbp7c4mPvNp9KdhUErBdsJ2GWrjAHU_/s1600/Screenshot+2018-12-04+at+8.54.17+AM.png" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="535" data-original-width="717" height="238" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrHGYeZmbJl6CTwOK6RxPQTJHResB2B0-K-sBt2kNU_PyxYfPVgCDFSWzn_IWTG1ftlPIFTOT-kS-UtKj04F_ODsNqyUGrxQ8J5_bc5BIFjc8a2qbp7c4mPvNp9KdhUErBdsJ2GWrjAHU_/s320/Screenshot+2018-12-04+at+8.54.17+AM.png" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">OMG I LOOK SO CUTE !</td></tr>
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Thankyou for viewing my blog and I hope you enjoyed !<br />
GOD BLESS YOUR DAY ! LOVE YOUS ALL!Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-399708109731600112.post-87314452797412850052018-11-19T18:16:00.001+13:002018-11-19T18:16:46.761+13:00Athletics Reflection IALT: Write a reflection based on the T.P.S athletics day.<br />
Hello everyone, and welcome back to my blog!<br />
Friday 16th November 2018, it was athletics day at Tamaki Primary school.<br />
Athletics is like a tradition in our school, where people race, get together and to also see which house is the winners of the year!<br />
_____<br />
<br />
We have four houses: Tobruk(Red), Alamein(Yellow), Benghazi(Green), Tripoli(Blue).<br />
Can you guess what house I'm in ? .<br />
(It will be revealed at the end of my reflection)<br />
<br />
...<br />
Before our athletics day started,<br />
each group stood up and chanted their way around the field, to get to their house tent.<br />
I was one of the leaders for my group!<br />
Although, My group had the best chanting and the best organised tent, so we got 20 house points.<br />
<br />
Sorry, I didn't explain ; Each house gets a house points, for example : Because their house chants were loud, they got 20 points. When you get points, at the end of the day we total the points up and which ever house has the most house points wins a shield! This year _______ won the shield.<br />
Keep reading to find out who won the shield this year!<br />
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" 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Besides that, at Tamaki Primary School athletics was placed on the field. Five events and racing lanes. The events we had were - Standing Jump, High Jump, Long Jump, Shot put, and discus. Out of these events, my favourites would be long jump and discus. I enjoyed these activities because I learned that I could jump far and that I have so much power in my arm, that I am able to throw a discus long distance. I also enjoyed these activities because I came first in the 12 y/o girls and also because I was interacting with all the peers around me.<br />
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After the field activities we then had morning tea (A break). My morning tea was boring, but if you would like to know what I did during my break, I am more than happy to explain.<br />
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I hung out with some friends, then teachers, and finally got bored. So I thought to take a walk around the school but suddenly decided not to, because the day was too hot, I wasn't bothered to walk anymore. I went to the Benghazi house tent to rest with my friends. While under the tent, we ate and laughed while watching people waste their energy running, before the real races ! Other than that, I did enjoy my break.<br />
...<br />
<br />
After morning tea, the races had finally come. I was a helper for a teacher- My job was to gather all the people of a certain age from each group, to race. My legs got sore, I was tired and before I knew it, my race was next. I was to exhausted from the running I had made, that I still did my race. My house group needed to win, so I did everything I could to do something for my group! I ran, and eventually, I CAME FIRST! YAAY! After coming first, I felt so confident I wanted to win again! And I won again, I came 1st ! . Sadly, in the middle of the day I left, because their was an interview I had to attend to!<br />
I had my little mad moment but got over myself, because at least I ran and came first in my two races.<br />
...<br />
<img alt="Image result for school races" class="rg_ic rg_i" id="sw1Jw4R6PbhCDM:" jsaction="load:str.tbn" 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" 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Lets not forget to mention, the values I showed throughout the day was - Manaakitanga, Whanaungatanga, and Ako..<br />
I was showing Manaakitanga by encouraging people to do their best during our field events.<br />
I showed Whanaungatanga but interacting with the peers in my group for the field events and also but communicating with my house team.<br />
Lastly, I showed Ako by learning how to do certain field events. For example : I learned that to make a discus travel a far distance, your whole body needs to move and your arm needs power to throw the discus far.<br />
<br />
...<br />
<br />
Overall, I enjoyed athletics and I can't wait to do more of these in the future!<br />
Honestly, I am a bit nervous for athletics when I go to college, as I am use to racing in intermediate! ..<br />
<br />
Besides this,<br />
I did make a promise (Not really), but I said that I would tell you who won this year and what house I am in !<br />
<br />
Are you ready ?<br />
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5<br />
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4<br />
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3<br />
<br />
2<br />
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1<br />
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I AM IN TOBRUK (RED HOUSE).<br />
Here is a video of us chanting!!<br />
<br />
<a href="https://drive.google.com/file/d/1IWqIqD4__Rvj5uM0uCuVKeIXP4-nGc_k/view?usp=sharing">CLICK THIS LINK</a><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnjSly7n7_lOYhpFajDksNOhyNUf2XbdJ8ef7PQuxZvtd8VFOhd2ni67juv90SWY-M8-iFwJ6DOn3OsL0qnmjMvwIV7svnRrBXIcYrI6sG9SMycKaKskB2W8j5gwuFXE7x6M4cpZgUaTVa/s1600/Screenshot+2018-11-19+at+6.11.21+PM.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="327" data-original-width="884" height="235" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnjSly7n7_lOYhpFajDksNOhyNUf2XbdJ8ef7PQuxZvtd8VFOhd2ni67juv90SWY-M8-iFwJ6DOn3OsL0qnmjMvwIV7svnRrBXIcYrI6sG9SMycKaKskB2W8j5gwuFXE7x6M4cpZgUaTVa/s640/Screenshot+2018-11-19+at+6.11.21+PM.png" width="640" /></a></div>
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And the winners of this year is !!!<br />
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BENGHAZI (Green House)..<br />
Congratulations Benghazi !<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBXKCvaEySngo2U_7b-rWk_mf0jXQXulEjLSusVQiomCnt0ehMy_DWshMf2UaI9rvxy-n82WGcKjRPvkzMmDBxfXRdGsU8Fss_OWlyLlxfM3C1eNsKYUB-NVJyicx4Bts9FNN6JRL4tJC9/s1600/Screenshot+2018-11-19+at+6.13.09+PM.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="365" data-original-width="867" height="268" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBXKCvaEySngo2U_7b-rWk_mf0jXQXulEjLSusVQiomCnt0ehMy_DWshMf2UaI9rvxy-n82WGcKjRPvkzMmDBxfXRdGsU8Fss_OWlyLlxfM3C1eNsKYUB-NVJyicx4Bts9FNN6JRL4tJC9/s640/Screenshot+2018-11-19+at+6.13.09+PM.png" width="640" /></a></div>
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.... CLICK THIS LINK FOR <a href="https://drive.google.com/file/d/13b0RAz5nJuwmsY5KI1r6dYDTmEKyNOAu/view?usp=sharing">BENGHAZI'S CHANT </a>!!<br />
And yes Benghazi did copy our chant tune, but that's all good, because<br />
BENBRUK ALL THE WAY !!!!<br />
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Thank you for reading my blog post and I hope you enjoyed my reflection!Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-399708109731600112.post-11978681409472695132018-11-15T10:42:00.001+13:002018-11-15T10:42:45.384+13:00Technology - GraphicsIALT: Create an Isometric Optical Grid<br />
Hello and welcome back to my blog, today I will be talking to you about what I've learned at technology.<br />
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In technology, we have been creating some isometric optical grids. The meaning of isometric is like a three dimensional art. Lets use a cube for example - It has three sides and is also isometric. Another word for it - 3D.<br />
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Here is a photo of my work!<br />
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgo1J51EodOEk4TAYxsPSB11yyyHtqce7jpuWEIYSEpO6hGg_cnbCLTt4fh-i0L86AgEiA5vq-PonZY3VMxdphlFF97qDEffZSDj7oqDbei-a5wlvDBaFU3lWRlBMLUMdYpjsKrw3Thxcov/s1600/Screenshot+2018-11-15+at+10.30.45+AM.png" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="349" data-original-width="450" height="248" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgo1J51EodOEk4TAYxsPSB11yyyHtqce7jpuWEIYSEpO6hGg_cnbCLTt4fh-i0L86AgEiA5vq-PonZY3VMxdphlFF97qDEffZSDj7oqDbei-a5wlvDBaFU3lWRlBMLUMdYpjsKrw3Thxcov/s320/Screenshot+2018-11-15+at+10.30.45+AM.png" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">My face was to beautiful for you to see ~</td></tr>
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To create this art piece, we used a isometric grid to help us draw and cut out triangles.<br />
We then traced it out onto coloured paper !<br />
After it was traced, we used a plain white paper and started to make cubes with this coloured papers.<br />
We glued our cubes together and there it was .... Our piece of isometric optical grid.<br />
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The challenging part about today was tracing our triangle out. Because the paper would either move, I would trace crookedly, or my cutting would be wobbly.<br />
Although, I made it through from this challenge and the outcome of my grid was what I expected, but not really. (If you understand) .....<br />
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Overall, technology was fun and something new I learned today was, isometric optical grid.<br />
Hopefully, in the future I get to use more of this art genre and could maybe create something great from it !<br />
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<br />Off topic, but it is now time to reveal the face of beauty !!!<br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRoWGlmrF8IoQzPYoaIany4XMzVGF_Ms_tWgN4wXFwT6hTmNZAZy_yOLP3Krc3faOK1ddLbKaaHHd1zDWgwqvP1PwQUN6_XqiHeZhW_PoTc6YiHRusb98F-MFUknOyQi3vCjhAD7FCtyP6/s1600/Screenshot+2018-11-15+at+10.27.50+AM.png" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="498" data-original-width="638" height="249" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRoWGlmrF8IoQzPYoaIany4XMzVGF_Ms_tWgN4wXFwT6hTmNZAZy_yOLP3Krc3faOK1ddLbKaaHHd1zDWgwqvP1PwQUN6_XqiHeZhW_PoTc6YiHRusb98F-MFUknOyQi3vCjhAD7FCtyP6/s320/Screenshot+2018-11-15+at+10.27.50+AM.png" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">TADDDAHHHHHHH~</td></tr>
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...<br />
<br />Here is also my work by itself:<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi52gz8_zzLqyIkUx_79m6jBlqXy3QOe5gr8o21Wx6x3vdTGRsWTF4xJncLNSFvp9GhSc-7qOIHWlrCnYXr5pstUZbFEHeCX3of_7suyVekUJLQx2wSa0MWjmje6Td80N035ymZMrmdFuhyphenhyphen/s1600/Screenshot+2018-11-15+at+10.34.22+AM.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="433" data-original-width="365" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi52gz8_zzLqyIkUx_79m6jBlqXy3QOe5gr8o21Wx6x3vdTGRsWTF4xJncLNSFvp9GhSc-7qOIHWlrCnYXr5pstUZbFEHeCX3of_7suyVekUJLQx2wSa0MWjmje6Td80N035ymZMrmdFuhyphenhyphen/s200/Screenshot+2018-11-15+at+10.34.22+AM.png" width="168" /></a></div>
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I hope you enjoyed reading my blogpost, and enjoy your day!<br />
BYE!Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-399708109731600112.post-10867648902779734502018-11-09T12:16:00.001+13:002018-11-09T12:16:59.416+13:00Maths reflection<h4 style="height: 0px;">
IALT: Write a reflection on what I've done for maths.<br />Kia Ora and welcome back to my blog! Today, I will be reflecting on what I have done for maths. </h4>
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" 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For maths, I have been working on adding and subtracting numbers. Here is an example: </div>
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Subtraction (-) : 3.6 - 2.4 would equal 1.2 because 3 - 2 = 1 and .6 -.4 equals .2 .. And there is how the answer would be 1.2 </div>
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Addition: 77.5 + 9.8 = 87.3 .. I don't really know how to explain how I got this answer because I did it in an algorithm way. But I am strongly sure that it will equal 87.3 ..<br />
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<img alt="Image result for algorithm maths" class="rg_ic rg_i" id="T4b5_zNWcCX0CM:" jsaction="load:str.tbn" src="data:image/png;base64,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" style="height: 184px; margin-left: 0px; margin-right: 0px; margin-top: 0px; width: 174px;" /> An example of algorithm :<br />
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Something I am finding challenging about maths is that, sometimes they don't give examples, so its harder for us to know what the sheet is asking us. Although, I enjoy maths because it is challenging and also because it keeps me busy and lets me have fun at the same time.<br />
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Overall, maths was really challenging but fun and I hope we get more tasks like this often.<br />
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<img alt="Image result for maths fun" class="rg_ic rg_i" id="rgTET5lK4xMREM:" jsaction="load:str.tbn" 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" 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<br />
Thank you for reading my blogpost !<br />
KIA ORA!<br />
<br />
Could you try and solve this question using algorithm ? Have a go ?<br />
What is 78.9 + 21.4 ?<br />
<br />
<br /></div>
Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-399708109731600112.post-40801427737501456272018-11-09T10:57:00.000+13:002018-11-09T10:57:12.218+13:00PREDATOR FREEIALT: Reflect on what I've done for our digital world.<br />
Kia Ora and welcome back to my blog!<br />
<br />
This morning, the Kia Manawanui syndicate has been learning how to use argumentation and to also get us ready for a special game.<br />
<br />
We were learning to argue about predators and pests.Why we should respect pest or why we shouldn't.<br />
A group of people have in the nature watchers made an opinion about pest and why they deserve more respect. Do you think pest deserve respect? Yes or No? Why do you think that?<br />
<br />
Here is the response I have given back to the nature watchers opinion;<br />
I partly agree and disagree with their opinion.<br />
This is because not all pests eat our native animals. Here is an example:<br />
Lets use a feral cat for example. It is a pest right? Well, it is loved by humans and have been taken care of. It has a home to live in and has a loving family. This means, that the feral cat wouldn't be able to eat our native animals, as it is a family pest.<br />
<br />
But a part of me disagrees.<br />
This is because the wild pest eat our native animals and if this continues, it would cause our native animals to be extinct. This would leave us to have only pests are our animals and no more wild life animals.<br />
.<br />
<br />
Examples of pests:<br />
<img alt="Image result for pests" class="rg_ic rg_i" id="bxu3YzpI4XECQM:" jsaction="load:str.tbn" src="data:image/jpeg;base64,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" style="height: 174px; margin-left: 0px; margin-right: 0px; margin-top: 8px; width: 289px;" /><br />
<br />
Examples of native animals:<br />
<img alt="Image result for native new zealand animals" class="rg_ic rg_i" id="YsoK0idHTggAVM:" jsaction="load:str.tbn" 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" style="height: 179px; margin-left: -7px; margin-right: -6px; margin-top: 0px; width: 269px;" /><br />
<br />
The above shows examples of pests and what native animals they eat. Which has a example below the pest!<br />
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Do you agree with my opinion or do you agree with what the nature watchers have stated?<br />
What do you think about our statements? Have your say below in the comment section?<br />
<br />
Overall, this session was fun because we got to learn more about argumentation and also because I got to read other people's opinions of why we should or should not respect pests.<br />
<br />
This sadly brings us to the end of my blogpost,<br />
but I hope you have learned something new..<br />
<br />
Stay tuned for my next blog post about argumentation.<br />
<br />
KIA ORA!!!!<br />
<br />Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-399708109731600112.post-32436026121626079292018-10-29T10:21:00.000+13:002018-10-29T10:21:17.708+13:00How cars have changed overtime? - Reflection <b><span style="font-family: "georgia" , "times new roman" , serif;">Kia Ora everyone and welcome back to my blog!</span></b><br />
<b><span style="font-family: "georgia" , "times new roman" , serif;">WALA: Our technological world. </span></b><br />
<b><span style="font-family: "georgia" , "times new roman" , serif;"><br /></span></b>
<b><span style="font-family: "georgia" , "times new roman" , serif;">This week, we have been learning about our technological world. The topic I have chosen for our 'WALT' was how cars changed overtime. I was interested in researching about cars because I wanted to investigate who invented the first car and how cars improved overtime. </span></b><br />
<b><span style="font-family: "georgia" , "times new roman" , serif;"><br /></span></b>
<img alt="Image result for how have cars changed over time" class="rg_ic rg_i" id="xTx0Fu_Uy5qUZM:" jsaction="load:str.tbn" 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" style="height: 180px; margin-left: -5px; margin-right: -26px; margin-top: 0px; width: 240px;" /><br />
<b><span style="font-family: "georgia" , "times new roman" , serif;"><br /></span></b>
<span style="font-family: "georgia" , "times new roman" , serif;"><b>_____</b></span><br />
<span style="font-family: "georgia" , "times new roman" , serif;"><b>Here is a little peep of my work:</b></span><br />
<b><span style="font-family: "georgia" , "times new roman" , serif;"><br /></span></b>
<b><span style="font-family: "georgia" , "times new roman" , serif;">Since the first car was developed in 1885, there have been more improvements made. This means, in 1885 when the first car was invented, it was powered by an internal-combustion engined. Which, nowadays, cars have been more improved and are now run by gasoline or diesel. The outcome of these improvements are that, it has made life easier and helps people get from one place to another quicker. </span></b><br />
<b><span style="font-family: "georgia" , "times new roman" , serif;"><br /></span></b>
<b><span style="font-family: "georgia" , "times new roman" , serif;">Cars are still being improved today, and now have a safer environment in cars.<br />Did you know that, back in the days people never use to have seat belts, airbags, radio etc? Well, we are all lucky now, because our cars are safer to use and if any accidents happen, we have airbags to help us survive through these accidents. </span></b><br />
<b><span style="font-family: "georgia" , "times new roman" , serif;">_____</span></b><br />
<b><span style="font-family: "georgia" , "times new roman" , serif;"><br /></span></b>
<b><span style="font-family: "georgia" , "times new roman" , serif;">The challenging part about this, was researching about the history of cars and trying to summarise the information into my own words. Honestly, I would say that this used up most of my time. Next time, I think that I could try researching for about 20 minutes and then start creating my DLO. </span></b><br />
<span style="font-family: "georgia" , "times new roman" , serif;"><b>Although, I enjoyed doing this topic because I got to learn more about how cars changed overtime. </b></span><br />
<span style="font-family: "georgia" , "times new roman" , serif;"><br /><b>The purpose of this was to learn about our technological world. How cars affected our live(?), How is changed overtime (?) and cars from the past and present. </b></span><br />
<br />
<span style="font-family: "georgia" , "times new roman" , serif;"><b>The next step for me, is to learn how to explain in my own words how cars have changed overtime. </b></span><br />
<span style="font-family: "georgia" , "times new roman" , serif;"><b>_____</b></span><br />
<span style="font-family: "georgia" , "times new roman" , serif;"><b><br /></b></span>
<span style="font-family: "georgia" , "times new roman" , serif;"><b>Timeline of cars invented from 1885 to 2000's. </b></span><br />
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="about:invalid#zClosurez" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img alt="Image result for first car invented" border="0" class="rg_ic rg_i" id="AcPPJv7FlLylnM:" jsaction="load:str.tbn" 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" style="height: 142px; margin-top: 15px; width: 355px;" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">First car invented by Karl-Benz in 1885. </td></tr>
</tbody></table>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><img alt="Image result for 1990s car" class="rg_ic rg_i" id="iaJy1em50WnCpM:" jsaction="load:str.tbn" 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" style="height: 185px; margin-left: auto; margin-right: auto; margin-top: -1px; width: 273px;" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Car invented in 1900's. </td></tr>
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<tr><td style="text-align: center;"><a href="about:invalid#zClosurez" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img alt="Image result for range rover" border="0" class="rg_ic rg_i" id="fSEH9ycztwTr4M:" jsaction="load:str.tbn" 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" style="height: 182px; margin-top: 0px; width: 243px;" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">2000's </td></tr>
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Sadly, </div>
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It brings us to the end of this blogpost! </div>
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If you have any questions or learned anything, please leave a comment below!<br /></div>
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THANK YOU FOR VIEWING!</div>
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Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-399708109731600112.post-61672779213440217132018-10-23T14:12:00.000+13:002018-10-23T14:24:51.071+13:00Te Tuhi ReflectionWALT: Reflect on our experience at Te Tuhi gallery<br />
Hello and welcome back to my blog!<br />
<br />
Today, half of the Kia Manawanui syndicate went on a trip to Te Tuhi gallery. This was to learn and create our own abstract art. Our learning focus today, was learning about abstract art and what it looks like. To create is art piece, we used different colours, shapes, patterns and scales to create our abstract painting, which was inspired by technology. We also used stencils to help us create our abstract art.<br />
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During our lesson, I learned that abstract art is made up of different colours, shapes, patterns, textures, scales etc. etc. and is not necessarily realistic. This means : What you think the art piece is, is what you think it is. Because there is no right or wrong answer. Here is an example :<br />
<img alt="Image result for abstract art" class="rg_ic rg_i" data-src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSVTbt6MKeLz1RkR8Wj5B7YC_CHI0uPHoxKJNXLIOl-HqBqeMAcMA" jsaction="load:str.tbn" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSVTbt6MKeLz1RkR8Wj5B7YC_CHI0uPHoxKJNXLIOl-HqBqeMAcMA" style="height: 188px; margin-left: 0px; margin-right: -17px; margin-top: 0px; width: 237px;" /><br />
ME : I see leafs. Like its autumn. Because in autumn, when the leafs fall off the tree, they have a nice yellow,orange,green texture in the leaf.<br />
But, we all see art differently ! What do you think this art piece is? , leave a comment below.<br />
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Technology is obviously important to creating an art piece. Without technology we wouldn't be able to create any artwork. For example, a pencil is used to help artist sketch their work out before painting, bolding, etc. etc. The technology in the example I used was a pencil. Which obviously helps to give artist ideas of what to create, by sketching their work out.<br />
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To make something abstract :<br />
1. Pencil out any four simple patterns/objects around the paper. Make sure they are all over the place.<br />
2. Draw lines going down portrait and landscape. There should be 4 lines.<br />
3. Go over every line and shape you drew with a vivid.<br />
4. Colour/paint the shapes any 4 colours. Make sure the colours ain't next to the same colour. Example : IF you did one box yellow, the next bow won't be able to be yellow.<br />
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Have a try!<br />
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Something I really enjoyed about our experience at Te Tuhi, was exploring the different exhibitions around the gallery. 2 exhibits I enjoyed visiting was the - Siliga David Setoga and Jasmine Togo-Brisby exhibitions.<br />
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SILIGA DAVID SETOGA:<br />
I enjoyed visiting Siliga David Setogas art because there was an art piece/ photo that shared a story about a Maori lady who walked from Auckland to Wellington. From what I've been told from my grandfather, this lady 'Dame Whina Cooper' took the courage to walk from Auckland to Wellington as I told you before. Although, there were cameras, cars and people around who asked her if she wanted a car ride, but she said NO. Because how much courage she had, made her walk a far distance.<br />
<img alt="Image result for dame whina cooper" class="rg_ic rg_i" id="Wb2iNPtpw0_CrM:" jsaction="load:str.tbn" 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" 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" style="height: 189px; margin-left: 8px; margin-right: 8px; margin-top: 0px; width: 242px;" /><br />
<br />
Name : Dame Whina Cooper<br />
Sunrise : 9 December 1895, Te Karaka<br />
Sunset : 26 March 1994<br />
New Zealander - Maori Women<br />
Dame Whina Cooper was a respected Kuia, who worked many years for the rights of her people and to improve the lot of Maori women.<br />
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JASMINE TOGO-BRISBY:<br />
I enjoyed visiting Jasmines exhibit because share designed a sugar art piece that spelled out 'JESUS'. She used sugar because her family used to work at a sugar cane farm, and also used the name JESUS because back in her days, they always use to talk about JESUS. She is also a christian who comes from both countries New Zealand and Australia.<br />
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<img alt="Image result for Jasmine Togo-Brisby jesus" class="irc_mi" src="http://www.tetuhi.org.nz/images/clientupload/exhibs/_43A0438web.jpg" height="266" style="margin-top: 0px;" width="400" /><br />
This is the art piece she had created.<br />
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<br />
Before visiting the exhibitions in the gallery, we all created our own abstract art.<br />
I will be sharing with you the process of how I created my own abstract art.<br />
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<br />
The technologies I had in my art work were : A game control, Television, Pencil and a computer.<br />
Firstly, I stenciled the technologies listed above, everywhere around the paper.<br />
Next, I drew lines going up portrait and also landscaped.<br />
Then, I started to bold the lines using vivid.<br />
After bolding my lines, I then started to pick 4 light colours that matched each other.<br />
I started to paint in the lines using different colours in each triangle.<br />
I also made sure that two of the same colours weren't in the same triangle.<br />
I then let it dry!<br />
After it was dried, I went back over with a vivid.<br />
<br />
YOU ABSTRACT ART IS NOW COMPLETE!<br />
<img alt="Image result for thumbs up" class="rISBZc M4dUYb" data-atf="3" height="118" id="dimg_5" src="data:image/jpeg;base64,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" title="https://emojipedia.org/apple/ios-11.3/thumbs-up-sign/" width="118" /><br />
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_________________________________<br />
<br />
Sorry,<br />
but this now brings us to the end of my blogpost!<br />
Please, if you've learned anything comment below!<br />
____________________________<br />
<br />
I hope you enjoyed reading my blog!<br />
For more information click the link below to explore more about Te Tuhi art gallery!<br />
<a href="http://www.tetuhi.org.nz/"><br /></a>
<a href="http://www.tetuhi.org.nz/">TE TUHI </a><br />
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<br />Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-399708109731600112.post-60178844824265080482018-10-23T12:20:00.001+13:002018-10-23T12:20:58.310+13:00Technology People Use for Abstract Art : Te Tuhi L2WALA: Technology people use to make abstract art.<br />
Greetings everyone and welcome back to my blog! Today, I will be reflecting on what I've learned for today's second lesson of technologies. Our learning extension is about 'What technology people use to make an abstract art'.<br />
<br />
The types of technology artist use commonly to make an abstract art are:<br />
Pencils, Felts/Vivids, Rulers, Colouring pencils/pens, Pastels, Watercolour, jovies, scissors etc. etc. <br />
If you look at this art you can already see that this artist has used several technologies to make up his art piece. In this piece of art, already I know the technologies this artist has used, such as : Paint - to make the art bold)(Hot and cold colours), Felts - To make the whole art stand out etc.<br />
<img alt="Image result for abstract art" class="irc_mi" height="262" src="https://static.greatbigcanvas.com/images/singlecanvas_thick_none/megan-aroon-duncanson/little-village-abstract-art-house-painting,1162125.jpg?mw=540&mh=500&max=540" style="margin-top: 0px;" width="320" /><br />
<br />
Something I am looking forward to at Te Tuhi is creating my own abstract art. This is would be my first time every, creating this type of art. Have you ever tried painting an abstract art ?<br />
Besides this, if I ever get the chance to make an abstract art beyond technologies, I would like to create something the represents - Me, my culture, and the things that I like doing.<br />
<br />
Throughout the years, technologies have been getting smaller and some are starting technologies have started to change. Take a camera for example : In the past times, a camera then use to be grey and small. Nowadays, our cameras are bigger, coloured in black, can sometimes print photos out from the camera, and we can even use our devices to take photos.<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><img alt="Image result for grey camera" class="rg_ic rg_i" id="rjK4aLoO3sVzkM:" jsaction="load:str.tbn" 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" style="height: 168px; margin-left: auto; margin-right: auto; margin-top: 0px; width: 168px;" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Past time camera</td></tr>
</tbody></table>
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<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="about:invalid#zClosurez" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img alt="Image result for instax" border="0" class="rg_ic rg_i" id="NJPYqOPvz4vBXM:" jsaction="load:str.tbn" 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" 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<tr><td class="tr-caption" style="text-align: center;">What we now use!</td></tr>
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This brings us to the end of our blog post!<br />
I Hope you enjoyed and please leave a comment below!<br />
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<br />Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-399708109731600112.post-53712962082832911462018-10-18T22:08:00.000+13:002018-10-18T22:08:24.568+13:00Leadership Program - 2018IALT: Reflect on what I've learned about in our leadership lesson today.<br />
Kia Ora everyone, and welcome back to my blog!<br />
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Today, I will be reflecting on what I've learned about in our leadership lesson. Today's leadership lesson was based on 'Balancing Responsibilities'.<br />
Balancing responsibilities is to prioritise your responsibilities. Organising or sorting something out from most important to less but important things to do.<br />
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<a href="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSpJMuX9ivrBQbrvYP5Xxge17qQXn7GtoYG8rlxEEF37-R2dMtQdA" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Image result for balancing responsibilities" border="0" class="rg_ic rg_i" data-src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSpJMuX9ivrBQbrvYP5Xxge17qQXn7GtoYG8rlxEEF37-R2dMtQdA" jsaction="load:str.tbn" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSpJMuX9ivrBQbrvYP5Xxge17qQXn7GtoYG8rlxEEF37-R2dMtQdA" style="height: 188px; margin-top: 0px; width: 237px;" /></a><br />
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To balance responsibilities you need to :<br />
* Utilise others<br />
* Prioritise<br />
* Focus on the objective.<br />
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An example.<br />
Stand up and take one leg off the ground/floor.<br />
Next, take someone's shoulder and lean on them so that you don't fall.<br />
Now, this is an example of utilising others. Your in a good balance because someone is there helping you to stay standing without falling. Utilising others is like, telling someone to do this or that and also sharing your responsibility so that your not doing something all by yourself.<br />
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<a href="about:invalid#zClosurez" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Image result for standing on one leg and holding on to someone" border="0" class="rg_ic rg_i" id="Y1hEevEkJ-Tw4M:" jsaction="load:str.tbn" 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Now,<br />
you are taking your hand off that person and holding yourself up.<br />
This causes you to prioritise. How? When your by yourself half of your body starts to lean maybe left, and you are prioritising by making yourself balancing as you move your body the opposite side. Prioritising means to organise and to sort or time things out.<br />
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<br />
Are you still standing?<br />
If you are, you will now start focusing on the objective. Before I say, close your eyes you will leave it closed for 5 seconds, listen to the people around you. 3,2,1 Close your eyes! YES! You did it. You may haven't noticed but you were focusing on the objective, as you were focusing on the voices or noises around you.<br />
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This game or example had shown you how to balance responsibilities. By what I said, did you know that you showed balanced responsibilities!<br />
WOW!<br />
<img alt="Image result for wow gif" class="irc_mi" height="225" src="https://media.giphy.com/media/xULW8y5CDynhoSOwVy/giphy.gif" style="margin-top: 42px;" width="400" /><br />
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<b>______________________________________</b><br />
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Something I enjoyed during this lesson, was getting to understand what balancing responsibilities mean.<br />
To balance responsibilities, you need to utilise others, prioritise, and also focus on the objective. This is something new that I've learned today.<br />
<br />
During this lesson, I've learned a new word 'Prioritise'. As I explained before, prioritise means to organise and put time into things you need to do.<br />
Example : The first important responsibility I always do after school, is take my siblings home safely. Secondly, as I get home I babysit for a little while, and so on and so on.<br />
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I wouldn't say that anything was challenging ! But, I did find one part of the lesson struggling. I don't know how to really explain it, but in our lesson book, we had a responsibility and 3 questions :<br />
Who can help me with this responsibility?<br />
When is this responsibility my highest priority?<br />
and What is the aim at the end of this responsibility?<br />
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I found this struggling, because at first I didn't understand what the last 2 questions mean't but as the lesson continued, I started to understand what the whole process of how the responsibility questions meant.<br />
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______________________________________<br />
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This brings us to the end of my reflection! But I hope you learned something new today and that you also enjoyed it !<br />
THANK YOU!<br />
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" style="height: 183px; margin-left: 11px; margin-right: 11px; margin-top: 0px; width: 218px;" />Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-399708109731600112.post-22293231608699713332018-10-18T22:01:00.001+13:002018-10-18T22:01:47.239+13:00Abstract Art - Te TuhiIALT: Reflect on what I've learned today about abstract art<br />
Kia Ora everyone and welcome back to my blog!<br />
<br />
Today, in class we were learning about how to make something abstract.<br />
If you don't know what abstract means. Abstract is a type of art that uses several shapes, colours and textures to make a creative type of art. In an abstract art, you would probably see other types of pictures in this art to other people. Abstract art is also about seeing what you see, example :<br />
<img alt="Image result for abstract art" class="rg_ic rg_i" id="Od77x-GRM98RVM:" jsaction="load:str.tbn" 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" style="height: 179px; margin-left: 0px; margin-right: 0px; margin-top: 1px; width: 282px;" /><br />
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In this abstract art, I see a heart rate monitor. But, it may seem different to what you think this art looks like.<br />
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Our learning focus for today was how to make something abstract. To make something abstract you would need to throw in some different types of shapes, colours and textures. Important message, you would also need to draw in the type of picture you see instead of drawing anything random.<br />
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Would you like to learn how to make something abstract?<br />
Well, you would need to remember to look for the basic shapes and objects,<br />
the outlines and curves around the design, and the size of the art. Also, try have a meaning in the art, so that your viewers know why you drew this particular design.<br />
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Something I enjoyed about this lesson was designing my own iphone and using my comparison skills to help me look deep into both pictures. One picture will have an original phone, and the other will have basic shapes and colours, without any details being used. Here is an example I have created:<br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhatXyD8zeSj5f24vgko-Lj9lRHl1L0QHMF_E84G0ogQ5IESQDH_seyPueHqHYu05bYUgwd_ctPCfID4mCE1prDbeMwxquRgy8yi9l9zpqox-Mwbdyhkxln4ZjuGMhk9x6rJ101hhg_Pj9Q/s1600/Untitled+drawing.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="720" data-original-width="960" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhatXyD8zeSj5f24vgko-Lj9lRHl1L0QHMF_E84G0ogQ5IESQDH_seyPueHqHYu05bYUgwd_ctPCfID4mCE1prDbeMwxquRgy8yi9l9zpqox-Mwbdyhkxln4ZjuGMhk9x6rJ101hhg_Pj9Q/s200/Untitled+drawing.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Simple phone with basic shapes. </td></tr>
</tbody></table>
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; text-align: left;"><tbody>
<tr><td style="text-align: center;"><img alt="Image result for phone" border="0" class="rg_ic rg_i" id="nBooqwwrn9QmTM:" jsaction="load:str.tbn" 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" 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<tr><td class="tr-caption" style="text-align: center;">Original phone with details</td></tr>
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The goal here for you is to find the basic shapes and colours you see in both pictures.<br />
A basic shape I see the both pictures above is a circle for the home button. What other basic shapes do you see ?<br />
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I would say that the challenging part about this lesson was trying to keep up with the learning as I wasn't here yesterday. But it was great learning about abstract art !<br />
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My meaning of abstract art :<br />
When I hear the word abstract art, the first thing that comes to my mind is - 'Thinking beyond art, using different and all sorts of shapes, colours, textures and sizes to create a creative and engaging art. Also having meanings in the art for the readers to find out'.<br />
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Web meaning of abstract art :<br />
When I search up the meaning of an abstract art, it means - 'Abstract art is an art that does not attempt to represent an accurate depiction of a visual reality but instead use shapes, colours, forms, and texture to make an effective piece of art.' Yes! This is the meaning I found online. But, if you don't understand, I think that my meaning would help you understand more about abstract art.<br />
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Here are some photos of abstract art :<br />
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<img alt="Image result for abstract art" class="rg_ic rg_i" height="565" id="g0wzyw041TRpiM:" jsaction="load:str.tbn" 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" 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" 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" style="height: 168px; margin-left: 0px; margin-right: -38px; margin-top: 7px; width: 299px;" /></a><br />
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Click the link below to explore more abstract art :<br />
<a href="https://www.google.co.nz/search?q=abstract+art&rlz=1CAACAG_enNZ804NZ804&source=lnms&tbm=isch&sa=X&ved=0ahUKEwjIhO7Xz4_eAhUX3Y8KHR5RBEAQ_AUIDigB&safe=active&ssui=on">ABSTACTART</a><br />
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Sadly, it brings us to the end of my blog post!<br />But I hope you enjoyed my learning, or that you have gained a bit of knowledge from my blog post.<br />
THANK YOU!<br />
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<img alt="Image result for thumbs up smile" class="rg_ic rg_i" id="9NNebmD2-AgzQM:" jsaction="load:str.tbn" 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" 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<br />Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-399708109731600112.post-5916667434776508592018-10-17T22:25:00.000+13:002018-10-17T22:25:34.802+13:00What Is Technology?WALA: Our technological world.<br />
Key Question : How does technology affect us ?<br />
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<img alt="Image result for how gif" class="irc_mi" height="159" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpqow6mNJ9Hd_Z0v19UrafJx8fSkbkRhFrSALKfsM54mGvcu81JHOitCHC9kOXfM5yytapj6amcwgQsUCYduTo5pAiX62AhBZAzqKCrxuNLBx79SiQ4I1l-spR8mzBk25ZGVdsM2T_Drw/s200/how+gif.gif" style="margin-top: 0px;" width="200" /><br />
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Kia Ora and welcome back to my blog, today I will be explaining and sharing with you what technology is and how it affects us in our world.<br />
During our lesson about technology, I´ve learned that there are several types of technology, such as:<br />
<br />
* Transportation<br />
* Construction<br />
* Medical<br />
* Mechanical<br />
* Biotechnology<br />
* Agricultural<br />
* Energy and power<br />
* AND MORE,<br />
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<img alt="Image result for more technology gif" class="irc_mi" height="240" src="http://www.srishta.com/wp/wp-content/uploads/2017/04/technology.gif" style="margin-top: 0px;" width="320" /><br />
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Throughout this whole session, I've really enjoyed getting to learn more about technologies and the different types of technology. Did you know that, not all technology has/needs electricity, technology means/is something that has a useful purpose. Example : Spoon - A spoon is a technology because it has a useful purpose of letting us eat food.<br />
Although, two technology types I liked learning about was, Agricultural technology and medical technology.<br />
<br />
<b>Transport Technology:</b><br />
Transportation technology is where someone transports/moves from one place to another, using machines, objects, or legs. An example of this are :<br />
*Cars<br />
*Bus<br />
*Boats<br />
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<a href="about:invalid#zClosurez" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Image result for transportation technology" border="0" class="irc_mut" height="164" 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<b>Medical Technology: </b><br />
Medical technology is what doctors use for patients. An example of a medical technology are :<br />
* Reflex hammer<br />
* Stethoscope<br />
* Blood pressure monitor<br />
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<img alt="Image result for medical technology" class="rg_ic rg_i" data-src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQWCXBopi2RwTfaqGz_iqra1tqbCcT7mCrQZpf82Hyvqn5CgABC" jsaction="load:str.tbn" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQWCXBopi2RwTfaqGz_iqra1tqbCcT7mCrQZpf82Hyvqn5CgABC" style="height: 184px; margin-left: 37px; margin-right: 38px; margin-top: -6px; width: 262px;" /><br />
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These things/technologies can help us in life because if makes life much easier and also faster. It helps us to solve problems. The transportation technology can help me to transport from one place to another, and the medical technology can help me when i´m sick or sore.<br />
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These technologies can be improved when more medical technologies are designed to help prevent viruses/diseases. And also when more cars like electric cars are made so that we wouldn't need to pay for gas, because we would only need to charge the car.<br />
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<br />
The use of medical technology is to help people and to prevent anything bad happening to us.<br />
The use of transportation technology is to help us all get from one place to another without walking. This way would be much faster and easier to use.<br />
<br />
So,<br />
technology is important because it makes life easier and has a big part in our life, as it helps us all day and everyday.<br />
<img alt="Image result for technology" class="rg_ic rg_i" id="na9lPO8DeNRuRM:" jsaction="load:str.tbn" 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" 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Thank you for reading and I hope you enjoyed!<br />
Please leave a comment! Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-399708109731600112.post-77690646896820848642018-10-15T11:38:00.000+13:002018-10-15T11:38:49.781+13:00My First Blog Reflection For Term 4 2018IALT: Reflect on my holidays<br />
Kia Ora everyone and welcome back to my blog!<br />
Today, I will be reflecting on what i've done and enjoyed during my holidays! Keep reading to find out more .<br />
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<a href="about:invalid#zClosurez" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Image result for back to school" border="0" class="rg_ic rg_i" id="G7gQdp7o1G9ASM:" jsaction="load:str.tbn" 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S7EOlr8yV73LKYEulLfQEvnJS0isLhlCqt2sxVsi5GEy8wl5QLTGl5ySUmX/AHeVbgWu18wClBLpoBk5JkLjFe0qfNlyJpMpHZUKuWUqDoQ19R1gd0Qb3ovjdLXc/9k=" 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How was your holidays? What did you do in your holidays?<br />
Well, I hope you had an amazing holidays, because I know I did. During my holidays, something I found interesting about it was watching netflix while eating and sleeping and also travelling around New Zealand. (Going to funerals).<br />
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<b>NETFLIX - EAT - SLEEP :</b><br />
I would say that chilling and watching netflix was a highlight of my holiday because all that i've been doing during my holidays was going to funerals and travelling around New Zealand. - Example : Kaitaia, Kaikohe, Whangarei, Raglan. Besides this, something that I enjoyed during netflix and chill was watching Vampire Diaries. Yes, I know that you have to be over 16+ to watch TVD, but I was to obsessed with the series, that I couldn't let the show go.<br />
My favourite character on TVD would obviously be Damon Salvatore (Ian Somerhalder). Why? Because he cares so much that he hates it when he cares, and also because hes like a father. Someone who would do anything and would take anything before his own life. Damon is also vicious and likes to keep the people around him safe. (Secret: He is pretty cute)<br />
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<img alt="Image result for netflix and chill" class="rg_ic rg_i" id="6UvFu3EIABpc4M:" jsaction="load:str.tbn" 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" 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" 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" 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<b>TRAVELLING AROUND NEW ZEALAND:</b><br />
The reason why I also enjoyed travelling around New Zealand was because I got to get out of the house and explore the nature and objects around New Zealand. Also because I got to visit the meeting houses of my tribe. For example, in Orakei is a meeting house (Marare), this is one of the meeting houses I go to for funerals and also gatherings. Although, I hope that next I could travel more around New Zealand and get to learn more about my culture and how New Zealand was made.<br />
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<img alt="Image result for new zealand" class="rg_ic rg_i" id="j9BSi7USoUTIDM:" jsaction="load:str.tbn" 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" 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<b>Something I am looking forward to this term is going to the trips planned for the Kia Manawanui. This is because the trips would help me to connect and interact more to the pairs around me, as we haven't interacted in a while. So, I am definitely looking forward to the trips and hanging out with the people around me. </b><br />
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<b>During this term, what I would like to improve on is my behaviour in class and also in maths. I would like to improve on my behaviour for this term, because I've realised that in term 3 I wasn't really focusing and I didnt like to do some subjects during class time. But since it is my last term at Tamaki Primary, I should make the best of my term. I would also like to work on my maths, because I am not that confident during maths. I can improve on this but working hard, practicing and also asking the pairs around me. </b><br />
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<img alt="Image result for school" class="rg_ic rg_i" id="OIfAp4nScD4AzM:" jsaction="load:str.tbn" 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" style="height: 179px; margin-left: -5px; margin-right: -4px; margin-top: 0px; width: 271px;" /><img alt="Image result for tamaki primary school" class="rg_ic rg_i" id="_o6YApMsblKa8M:" jsaction="load:str.tbn" 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" style="height: 176px; margin-left: -3px; margin-right: -2px; margin-top: 0px; width: 197px;" /><br />
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<b>TERM 4 HERE WE GO! </b><br />
<b>#WEGOTTHIS #READYTOTAKEONTERM4</b><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSzI-i8bEjMeVwKdKz-KNnvscOhJTF7tQoc0fzBEwgHGPzhLEXEQkkLQJqhRmVay81iURzFcIRmP5JoEEhH34EEcyOvcg3FiR0tY29IzGJhPot9_ewcCF3Satlg7Mxm6NlSNPcmEKVuuSi/s1600/PIXECT-20180928123340.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="600" data-original-width="800" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSzI-i8bEjMeVwKdKz-KNnvscOhJTF7tQoc0fzBEwgHGPzhLEXEQkkLQJqhRmVay81iURzFcIRmP5JoEEhH34EEcyOvcg3FiR0tY29IzGJhPot9_ewcCF3Satlg7Mxm6NlSNPcmEKVuuSi/s320/PIXECT-20180928123340.jpg" width="320" /></a><br />
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THANK YOU FOR READING AND VIEWING MY BLOG!Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-399708109731600112.post-34021472456225730612018-09-13T10:48:00.000+12:002018-09-13T10:48:15.588+12:00Technology Graphics Week 2IALT: Reflect on what I´ve done for technology<br />
Kia Ora and welcome back to my blog!<br />
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Today for technology, we have been working on comparing and contrasting 2 different phone stands. We were also learning how to draw 2D and 3D shapes. Keep reading to find out more!<br /><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjp0aJqDDqqXbIeDWL-KUKz9T69WIjiETuzNhX_R2L3LSxvwagbT_8ECTvHOVxH5OVeX9cD3E6LizTxpolKKKHwluAsvd2TRZO2UJV0YZtURywT-hYSLEks9v0PKyZjawmKKyc6TXo6mNbw/s1600/Screenshot+2018-09-13+at+10.38.38+AM.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="455" data-original-width="1270" height="142" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjp0aJqDDqqXbIeDWL-KUKz9T69WIjiETuzNhX_R2L3LSxvwagbT_8ECTvHOVxH5OVeX9cD3E6LizTxpolKKKHwluAsvd2TRZO2UJV0YZtURywT-hYSLEks9v0PKyZjawmKKyc6TXo6mNbw/s400/Screenshot+2018-09-13+at+10.38.38+AM.png" width="400" /></a></div>
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This photo shows the 2 different phones stands I have chosen for my comparing and contrasting.<br />
The similarities of these two stands, are that they are both phone stands and can also hold devices.<br />
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What´s unique about each stand is that, one is made of wood and the other is made of metal material. They are also different shapes and colours, and also have nice texture.<br />
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After comparing and contrasting, we were learning how to draw 2D and 3D shapes. Squares, rectangles, letters, triangles and also circles.<br />
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Oblique:<br />
Pronounced as a ¨Obleek¨.<br />
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2D - 3D = Dimensional<br />
2D - 2 sides.<br />
3D - 3 sides.<br />
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Here is a photo of my drawing: <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiB8LHgvmpEgndUy2u5O2Aiw27aHgZVYznfohuM5NLEwB-ageJ_QSMhRDnxry5i0m9fSGu-r_ExDbfdFT9h_3IEPsjRQDDW2pE7Edn1cCwAcJVZf5Qu4sLtVqER1pQ1G4chEzTGanVkSI1k/s1600/IMG_6759.HEIC" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiB8LHgvmpEgndUy2u5O2Aiw27aHgZVYznfohuM5NLEwB-ageJ_QSMhRDnxry5i0m9fSGu-r_ExDbfdFT9h_3IEPsjRQDDW2pE7Edn1cCwAcJVZf5Qu4sLtVqER1pQ1G4chEzTGanVkSI1k/s320/IMG_6759.HEIC" width="240" /></a></div>
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When you draw a 3D circle, it is called a Tangent ; or cylinder.<br />
10% represents - 1 in 10 and 10 in 100.<br />
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Today,<br />
Technology was great and it was fun learning more about shapes and contrasting and comparing.<br />
Thankyou for viewing and I hope you enjoyed my blogpost!Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-399708109731600112.post-73383962506095568272018-09-11T09:34:00.000+12:002018-09-11T14:22:32.582+12:00My Pepeha -2018IALA: The lanugage of the Maori Culture.<br />
Kia Ora and welcome to my blog! This week is ´Te Wiki o te reo Maori' which means, Maori language week. My culture! Hip Hip Hooray!<br />
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Today, I will be showcasing my pepeha, so you all know more about me, my culture and me.<br />
Here is a what a pepeha looks like:<br />
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Tena koutou katoa.<br />
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Ko _______ toku mounga. (Mountain)<br />
Ko _______ toku awa. (River)<br />
Ko________ toku iwi. (Tribe) (Village)<br />
Ko _______ toku waka. (Canoe)<br />
Ko________ toku marae. (Meeting house)<br />
No ________ ahau. (Where you are from)<br />
Ko ________ toku kainga inaianei. (Where I currently live)<br />
Ko________ toku kura. (School)<br />
Ko _______ toku whanau.(Family)<br />
Ko _______ toku matua. (Father)<br />
Ko ______ toku whaea. (Mother)<br />
Ko ______ toku ingoa. (My name is)<br />
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No reira, tena koutou, tena koutou, tena tatou katoa.<br />
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A pepeha is what maori culture use to show everyone who they are and where they come from.<br />
Example : Ko ___ toku iwi. This means, my tribe is - (Finish off the sentence.) Here is how the sentence will be finished.<br />
Ko Ngati Whatua me Nga Puhi toku iwi.<br />
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Ngati Whatua - Ngati Whatua is one of my tribes, coming from my fathers side. They are more known as the founders of Auckland city. And are currently living in Orakei. This iwi is well known and also a popular iwi in NZ.<br />
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Nga Puhi - Nga Puhi is another iwi of mine, coming from my mothers side of the family. This iwi is also well known and popular in New Zealand.<br />
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Besides this, above has an example of what a pepeha would look like.<br />
Where it has the lines, you will finish the following sentence, with your iwi, waka mother of father.<br />
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Quick Tip:<br />
If you are from Tonga, or Samoa or around the pacific, your iwi (Tribe) would be the village you come from. Example: Samoa: If you are from savaii, then youĺl write - Ko Savaii toku iwi.<br />
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Here is my DLO of my pepeha and I hope you enjoy reading!<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWGGqcD3_2C2lzuxRdMQqufNADSUyu5R_c7D5LuCJBeFCqPjR0B0Q6z0UlBmRWL7xQCfwB-UDvz31Sv8YN6A8ETGkPnKhdrzbXD5dZIv09eoHQHNG-EmhRbbyPXSJCXvNZkmHOiiJ92RiY/s1600/My+Pepeha+-+Constance.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="960" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWGGqcD3_2C2lzuxRdMQqufNADSUyu5R_c7D5LuCJBeFCqPjR0B0Q6z0UlBmRWL7xQCfwB-UDvz31Sv8YN6A8ETGkPnKhdrzbXD5dZIv09eoHQHNG-EmhRbbyPXSJCXvNZkmHOiiJ92RiY/s400/My+Pepeha+-+Constance.jpg" width="400" /></a><br />
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If you do not know how to pronounce these words, listen to my screencastify, where it will showcase the pronunciation and me talking! THANKYOU!<br />
<a href="https://drive.google.com/file/d/1z6K6n6rc1zgvvlmkyX5L0swcunVcyyHb/view"><br /></a>
<a href="https://drive.google.com/file/d/1z6K6n6rc1zgvvlmkyX5L0swcunVcyyHb/view">LINK</a><br />
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Have a try at the pepeha! And I hope you enjoy!<br />
Thank you really much for viewing and have a good day!<br />
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Love you all.Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-399708109731600112.post-70305765861103404462018-09-06T15:33:00.000+12:002018-09-06T15:33:26.251+12:00Technology - GraphicsIALT: Reflect on what I've done for technology,graphics.<br />
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Malo E Lelei and welcome back to my blog! Today for technology, we have created a google drawing about ourselves. We used pictures to show people what we enjoy in our everyday lives and to also show who we are. </div>
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Something I like to do in my spare time is to go on social media and or to dance. </div>
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I also like to listen to music, from the artist : Tupac or XXXTENTACION as they are who I really look up to. </div>
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I would describe myself as a koala, because I like to eat, sleep and watch movies all day. FYI, don't interrupt me please, if I am sleeping,eating or watching movies, because it just puts me off or I will get annoyed. </div>
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Besides this, something else we've also done was find pictures of many different phone stands, because later on the term, we will be creating our own phone stands. </div>
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The phone stand that I hope I get to make is a mickey mouse stand. Where, mickey mouses's hands are out holding the phone. </div>
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Here is a photo of my google drawing : ME . </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKiaW89mLwa57K4sEp7y8UcpKb4ZW43_6SDwm-rC_qFTeN9_Nr7UO7u1kOVU9UOgKoWp07YacalJzjhJa7AaV9rtbq4soItnK5LSs6AYDA8OmmFGDoWvs6EFQzY2GPdPFRxYIf_Och9xKf/s1600/ME..jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="713" data-original-width="1156" height="197" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKiaW89mLwa57K4sEp7y8UcpKb4ZW43_6SDwm-rC_qFTeN9_Nr7UO7u1kOVU9UOgKoWp07YacalJzjhJa7AaV9rtbq4soItnK5LSs6AYDA8OmmFGDoWvs6EFQzY2GPdPFRxYIf_Och9xKf/s320/ME..jpg" width="320" /></a></div>
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GOOGLE DRAWING : PHONE STANDS</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBUoHmgoMl6WKujaZmUk1wAtTMAVBaAMv3poRKkGKmbaalyuQ_q763hl9FPIc6d4efOxKOdCBBoi9i_eUhx2TsxQciXZIHOQ01or2c4MaS-wsKunuK9gXGqWAKelhaTscf5AKsJWM5UHGe/s1600/Constance+-+Phone+Stands.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="960" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBUoHmgoMl6WKujaZmUk1wAtTMAVBaAMv3poRKkGKmbaalyuQ_q763hl9FPIc6d4efOxKOdCBBoi9i_eUhx2TsxQciXZIHOQ01or2c4MaS-wsKunuK9gXGqWAKelhaTscf5AKsJWM5UHGe/s320/Constance+-+Phone+Stands.jpg" width="320" /></a></div>
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Something I really enjoyed about this day, was getting to know more about other people and also finding out what I like to do or enjoy.<br />
The challenging thing about this session was, finding all the different types of things I like on google images, as they all needed to be transparent.<br />
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Although,<br />
I enjoyed the day at technology and I am looking forward to do more phone stand creating!<br />
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THANK YOU FOR READING MY BLOGPOST AND I HOPE YOU ENJOYED!<br />
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Anonymousnoreply@blogger.com1tag:blogger.com,1999:blog-399708109731600112.post-38201642270932761682018-08-28T20:26:00.000+12:002018-08-28T20:26:42.317+12:00Mathematics - 2018IALT: Relfect on what I've done for maths<br />
Kia Ora and Welcome back to my blog! Yesterday for maths, we had free maths time. This is when we get into groups and play a maths game. For Example: Me and my group choose the playing cards as figuring out what number we have on our forehead.<br />
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This is how the game goes:<br />There are 2 people versing.<br />
And the other calling out what those numbers equal using multiplication thinking.<br />
E.G- One person has 3 and the other person has 9. The person without the cards with equal them together -( 3 x 9 )= 27. So they will say 27. Do not say the numbers out loud like "3 x 9 = 27". NO, you just say what it equals and they need to try guess what number they have. The person with the 3 and if he/she says 3 then they get the cards from their head and their mates head.<br />
<img alt="Image result for maths" class="rg_ic rg_i" id="gr9f_rIi1325HM:" jsaction="load:str.tbn" 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" style="height: 163px; margin-left: -32px; margin-right: -31px; margin-top: 12px; width: 310px;" /><br />
This was the best of how I could explain the game, but if you do get it, then have fun playing it !<br />I would rate this game 10 out of 10 because its really educational and can also test your multiplication speed.<br />
<a href="about:invalid#zClosurez" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Image result for maths" border="0" class="rg_ic rg_i" id="QnSowEamUUf8VM:" jsaction="load:str.tbn" 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bEzTOhvl793JSsKqictwr3PUJA2IYcSPc0W9EhuMn33oCGTfvEHKdo8zpj170HALokN5lZQQMbqcjFi0tEceq2jfNm7muPH790DGz5mRS4V8tA0uAMQxYFVUSWgwWgATwbr9k3Ll0AxCIoO+zZMxBCsp4w6jmuNZp8VtA+YxlLZwuvbG5AyIDy3M7yduaBcoZ8P0du2GNsEeYxuNMgl25Yg8E9RS/inhPnZfeMga3gwUDcSTyeBvuOsAfPvwm8p8xFW6PLcqfNLMTvGSl2JKGNuPlT9CNtMr06MFAds26tAX9AOB+p9zVWj0CW2dkEFzLfz/AMzV9xwoLMYAEk9gKz9Pr7hZ8rfpVohZLqMFaWX8Xxb4zEgQeaBWzNs5aom1qFui29sNBtlBnkSVBxmEgD1/GWkAivQ2bWKBZJhQsmJMCJMACflFdW3DAFSCCJBG4I7g1NA5WIaXVKVU5Ywo2IM8DkHdd+++3vUWwzs4B9JdSWiBAVNh3JxI7CfkDo0UJZXqL6ojO2yopZj7ASf5CvE2AxyuP/WXDm/zPCj2UQo9hW79qdV6VsD4rhlva2hBYn2JxT+I9qwL10klUIBVc7jt8NpBuXfudjC8mOgBI8f1Jz1JR0Ifb/B9H6JpR04S6if0vyX0Up4YGFpS5YkgsS8SMiWgxsIBjbbamtMj3f6lZH+0bZB8j+P5LPuRXjR0Jzm4QzX9H0T1oqKlLF9u5D3AIkxJgfM0M5Uo4BJV0aFiYDDKMiB8MjnrWjq/CAmnuYy93ENkeTgwcIo4VSVAge0knes9WBAI3B3B9q59bQl0rhK7fPxg4YzXURlBrFf7N9PG1uQtmC0MWV5UrjGxWJklhB4gEiapva3UOjG01vMWRcQYk5M4bFSS3EryO/tBw7isCty3AuJJQnr3Q/stwf15Ap3R+IoyG7bI+6YemRl5LhWdWXpgzMB72o717nS9Z/PG1hrlHh6npeloOpZ+f3wa3hPiZcW8yCLq5WnAxy2koyn4XAk++LbCIpvW69bTW1YE+Y+Mjhf2m7LkVX5uKxNfbFp2x2UzqI/K9p0NyOwdWM++R5Y1oeJaBrzuuTIotFAwUGfMPqieoCIZHeu5F2eT1mhHT1McM1orKYTrFYi5C2mUelsAzFWJBiMsViZ9uZrvTaAubd67Iu+UFdQE2Yj1Q4XMbk/CwFLp4erXXQi4FUAhl1N/r0ZQwAPJgE7RPIrR1FSsa1WvKi4YUYXLaSTt6ykk9gBc/lT4M7jisS/9nVe7cuOwh2ViAgBOJtkK7EnNR5KgCBsW5mtXRacW7aWwZCIqA9woAn+VCOqwYV29c89XZNTC3XBxD44gMltAg2ZW2uFyIBxBbaBsavS83Lar5wEKxE/QwyyPYmOtN0UsOQhd/qAdRIO2Xll0JbKAF8ty25gQCZms3T2pu23s2na2HZHZ71xirDJTCvcIIDAAnfnYGNtzVaZbi4tMSD6SVIKmQQVMjcVxoNCllcLYIWSQCSQJMkLJ2EkmPehVLB1rLpVfTGTEKs9z1I6gAFiOymp02nCCB13Ynlj+Zj1P/wA4FU6z+ssfvt+vlv8A4TTdDPYKSvKl1j5dxRdt9VIJWZ9LgcoSDKntIggEd3Df8w4i15eIiSwbOTlMAjGMY+tU6axdtriiWolm3dhJZizEnA9STQqQ1o7+aBog7hh2YGGWesEET15opbwrKb2QAm7sFJI/q7cwSBPqy7bzRQjWRvVWiyMgOJZSsjpIiR71Ra8MtLmoRQj4ygUBZG0wByRiP4RTdFQlsRtaJwznzSfMJJ9Kyu0KEJkBVHQgyZPUglnwpFKmWbBs0DQcW8vypG0n0k8zz8qeoql3MW1GnYulxCJWVYGYNtiCeOGBUEfIjaZCg8Pf+kG56ccgwIZsoFvDy8IxC5S0yZ4jqNSqFGZJPwgkADaSNiW7iZEcbTvIgVMNJpyuRaCzuWYj6Ko+iKo+k1T4tpDcVYCNi4bFyQrbFYJAJ2yy4M4ge9dXrFpY2FskwCggzzEAeriYMjartPcJlWjJTBjgjkMB0B/vBHSaD5DSWiiIhYsVUAseSQIkz3q2iq3vgMqby0x8l5J7DcD61DJSPvG/YRv7Tqefkp/5h+yJQRCNSznOBdxBBGJDWLezDKTuoMx/nWh/QbRPwJPJgAcnnb3mlb2gUXEC2LbI2RuMY9LDHEwR6jAI/SqbTQ0+mZSWtQJ3ZD8LHuCPgb33B6id6ssagNIgqw5VuRPXbYj3EjY9jVf+jrP+yt/2F/yrrT6K2hlLaIeJVVXbtsKGbRfWJ4x9p7FgsgZXujlAwGP/ABHO1sfPfsDW3Suqs2hNx0tyPxMoJngbxJMwBUfwaht3e5WeM0Yval2dPUzxnfKkW1UcJaB3uASYA2kkkyd9659nrRsiyGuKuQdypGVxh1uEqct4MbfCBwIpvwofcWhJ/qkE/wAArqxpShGLsV6q7M/yKsxLA+0x7V04aag2+75fd/vg+rS9qjWF28C9jwKwu5QueZuM1yD3AckKfkBWlRS+qNzYWwu/LNuFH7oILE9pA536HaVYRrgYry+r0vlOUHwmWt/u9V/hJj5FfevQacXASHKsPwsoKn3DLJH1B+gjevxXR+bbIEBx6kJ6MO/sQSD7E1wdToLV03Hv2+zelqbJbjz9PeCaZHS5bdVYLcJWR8OahiQeQcixkd6zbN3IcEEEhlPKsOVPuP8AyNjTnghuBbt5cSjXhbCtImMbeQcTH3hYEQeOm8+b6ZCa1pLws/2jsddq6a04t93g0fENKuGMsxufcrkZIW4RkATuRALGZPo9q3DWawHm2mbgBwOwuECPriLgn3I61o19BDg+V9Tleqo+ETWfpdEtnK411zyWNxgFliJY7AA7ADoAIEU9ccKCx2ABJPsNzWNd1YbG5cF0epME8m4cQWAlvTBcgxP4Qdp3J2dCKZoHxOx/trX9tf8AOoPiunHN+z/+if50f6Qt9rn0s3f/AOKpuDz0Jgi0VMAiDc2/EDuE/ZO567bEKRog0TVWkabaHuq/3CkNDbcWoVMLuK5s4ADPy0sJLbycoj1bdYEo1KKyGZy7/wBYrC1iWVGZS5AJKBhgcY27l2HSudKmqAVS5yNz1s6qcUFr8GMAzcjc9z2oXaaessll9MZKQyzxkOh7AiVPsxqdLqRcEiQQYZTyrdVYdD/fsRIINW0vqNEjnIyGG2SsVMdiVIyHsZFCDFUavU4QBu7Tgv5j3PZRIk9P0BrGjf8A3i9HaLP9/lT/ADq3T6VUJIkseWYliY4EnpudhsJ4oME6SxggWZO5J7sTLN7SxJ+tFW0VCBRWR454m1i27Ar91aNx2YZT+FFCqV3Zgd52jjfZrV3mtotwkEJHmgAQVMBmB5GPxfIEdiKXax2ikPBtA9lWV7rXSWByaSQcFUjcmAWUkAbDKPcq39dcuN5Nv7vzA5S6GBYLbZVZ/LKwJLQu5mZI6ULt8GzVGk2yXqGY/RmLA/KD+oParNOGCKHILBRkRwWjcj2mqdSAWUbhoJyBggAgH97dh6Tt+goT4Om0akkkvJM/G+xiPSA0Lt27nvXGjtjJ2BJBhRLFpxmSCxO0sR/DPWlbmqQKSz3WSF4UQcp/2ahhup5gcDea0LFxSPTwCV4IErsQNtwCI222oV2kJOl3zmZR6SMJJMbLkr4xEBiyyDvlxtUtbc3kkiQszi0RIDAxcAk8iVjb2rQqsadcy+IyIiesDp8uf1Pc0G4R8N0d5HyuMsYYlV/MGLBssRPxN/Lk71pUUUI3Yv4hqvLQvizxACruSSYAEfOr7bhgGUyCAQR1B3BpTxYE2yihGdyAguCVLfF6h2AUn6Uzp7oZQy7Dt2I2KnsQQQflQdjulfEbTEKVElGygRJ9LLtJAkZSJ7U1RULCThJSXYyvBv6i0DyqKpnmVGJB95FOMwAk7Ack0tpPS123+Vyw91ueuflmXH8NX3bYZSrCQwII7giCK68lTPqtGe/TjJd0UWterEbOA3wllIB+p4J6AxNNVVedFWXKqojdyANtxu3uKoseKWHYKl60zHgK6kn5AHehu6w2OUUUVDRm+KaC2ZumVYD1FWVZA/Nn6THQmO0xSOo1Pl6F1sgMFhEbja4AwuMI+MM+/EnfaYGnrQWuWrSsyyWdipg4Isf9b2+duacteH2wjW4lXnOdy2Qgz9NtuABHFculBJ7q5PH9R142tPusnkfFvH/OtG0LRAcQ5uYn54hSZ+ZiOYrT+x3iEqbDHdBkn7nBX+EkfRgOlYHjfhdzTuFyDIwJRyDOx3VgDGQkb7TPHNMfZK8LeoAJnzQUk/m+JfkNiI7sK5lFJYOjr6stbMmey8TH3N3/AIb/APSa71B9IMkepOBPLgR8jwT0BqNePurn7jf9JpK34rZaC162ohSql8WnfdgSDHHpI6b9hDrJYNWldBtbA/KWX+yxX/CqFv6UYw1kYziPSIB5xHQH2pPw/RLcTHy1W0GurOIBdGuMcV6rbIO56zttuQrA/Zv+Xpldt8LIY+8JO3vVem8UXy0a4yhmfypUHE3AxXbmASJE9DzTt2wGULwAVIA2+FgwHykDapt2gpYjljkdzzAX6bKP/TQloUOuKi4WXII0Dy9z3gzAkAgk7ASR0kxY8WRigKurOXCqVk/dsFYnAkBQSBJ/yrqz4VbVSnrKmZVnYgknJiZP4jyODJ23M32tIinJVg+rfc/GQzRPAJAMewoX2kaE3MB5oAfeY45MdT0ir6p1ust2kzuuqKCAWYwJJgVajAgEEEHcEbgjuD1oR+SaKKKhAooooDP1ll2cN5Fm5j8DO8ESIP8Aqjj22Jml9VYx0d9Dat2gLV0BLRlYKH9hYJJOwH13q7xnmwAmbG8CBIEYozZSeNwB9ajUakXbVrEH75k2MfAPvGmJEYKRI29Q7iqbXYvGsfzzaxXGJym5PH/Dw5/an27IWNCUYMmlXIEkFrxJE7wDDEL2XgdBW5XnbttWv6hMGUXGtWWuW2CsWCed09XDxkNxIjiQEWehFKam6fMQBMgASTA9JIOMEnaSpH1HHW3RWCltELFyqhSzctAiT7mr6GeDJvagethaVm9MrHq+DfIgNlA9MjbkdN3tO7EyVxXcAHmQx9XyI370a/U+XbLAAnYKCYBZmCKCegyYSegrM8LvC+Wzuq5R2Fs2me3kAq5MyByHXMkCZEY8zJGqtWbdZ/jeruW7LNaUM8HHIgKDBgtPImBA5JHAkhfRIukFvTKLjqT6WJBxBPDEmTv196s8Z0ouQtx7HlnhL1pXlh1GTgHY9qESV/BoWLeKqpJYqACx5MCJPuasrK8C13mC4CzMUYD1ItuAVBEKCTiQdieaZ1dlzctMphVyLCeZhY/slj81FCNZo7sjJy/RZRfnPrb9QF/hPeuT6Lk/huEfS5ED6MBHzA/NXNrwqyqhRbWFEAHeAPdpNS/hloiCsiQcZaJBkemY2IB+lC2hpWB4IMGDHft86mqNHYKLiSDB2gQY/a3OTdztPar6hlmd4n92y3/wj0XfZCZDn2VvoA7HpVPibXzilgKpacrrbi2o7JPrczsONiT0B12UEQRIOxB6jsax8X0+xDXLP4WUFntj8rqN3QdGEkCARtlWJR7o9XoOqSX8U3Xh/gt8JSzpmyvjMnjU3PUyk/hcna2vYrivQgHdtEW1u6PTLcAYXBYyBEg7BzIPypLT6u3cEo6OODiwP0Mf3UmbVuyVK3zZVWyCZrhMEelLgITYnZIHtWoatYZ6GpoXmJbomKF7LknC89tCZJZQPMWT1IQ4knkpvuabu3AoLMQFAkk7AD3NZwuM7BrNt32MM/3duWMl5YZuT3AYc7iTLmm8NOQe8/mON1AGKIe6pJlv2mJPaJiuPZbs49TrtPSjV2/gnw62SzXmBGQCop2KoN5I6MxMkdAFB3Bp+iiuU8HU1HqScpcsz/HdD51llj1D1J+8P8wSv8VeA+Rg7EEdCNwR7gwfpX1Cvn3jml8u+69Cc1/dbf8AQHIfw1qIgz2vhOt860lzqRDAdGGzD5Tx7RTk14z7I6/C6bRPpubj2uAf4qI/hHevZiozMlTK/wCkL6vV8HxdhtlueOIPyI71UNdbKlw4KgwWG4B25jgbgk8AbnakC6/0ZC1xLZuFbk3CACxcXcDJEgj0/L5UeCFD5lv+kWr+RZiFgt62JbKGIxlsQIEAASaF2qhzSeILcuXLYVgbcSWAAMlhK7yRKEbxXev1qWUa5cMKsTAJO5xGygk7mqPDdWoS0juPMKgAE+psZEx1+En9aydOba3/ADXuaQb3lP3gyObAqxJAkgKEw6DqeKF25PSg0MwAkmANyT0Hc0Uhcbzbht/6u2R5n7TwGFv90Ahj3kD8wqGUhTXAuhvGR6kFoFSSqtcUF8ec2B27CBtLT3oSHDXdNCtkQ9syEZgd9o9LH86jed8opjx5SbJAME3LMEzEm8kTBBIn3Fc+Hyly5bc2pAR5RSk5ZLupdvyciqbv2jWk1a3AYkMuzo3xKezAfyIkEbgkVfSmssW2hi2DgQHUgEDtvsy/stI9qXs+KqrLbuvbliFR0YYux4UiSUc8Abg9DJihir4NOiiioQWveH2nVUZAVT4RuIEYwIMxG0dRVwsrIIUSoKqY4UxIHYeldvYV3Vd9nAlFDHszYj9Qp/uqlti3+k0L+WuRc5Y+lgpKcw8YkAwDB5NU+G6Zyxu6i1aW7wChJEcdfxR1gbGOlZ6eH3kK3DC+UhQHzgqi16WKtNk84KS2x9PI3rW0uouuCxS1gVlGt3TcyJ42KKII6z/nQ21XA7RWedW6WWe4IYGBmFUeohVLYOwCy25mdjtSOkLapHRrzLjd2Nv7tzbCiJgyoZmyn8uI53pRlRNy7bDAqwDA8ggEH5g1CWVBLBVDNEkAAmNhJ6wKVueHlrYttduERbBggTgQSZAy9UQd+Cavs2ylsKJYogAnbIqI3J4mP50IX1keKeEvdfJbiqIt7FC0+W5eCch6G2kCCcRvG1WaazdaHuTmjsVVsAIK4/EqnaCx2mMoJMTUm1ce4waVWE3XupDwCeQSzA7A+gdxQ0sM0RQDSWsL+oNjgxRQROUMwVp6bgkCPajTm/vKqB5kQTxbx5XEc5bAHtO0wBmh2gGePl+m1Y9y46hmKgOrXnB72wpAnc7SbY6SE42pvRLdEqVUKpASeSomWJBMk7dutCuI7PSiszw5XzXMQwVy3zdlIkyR+F+DwBxMVp0I1QVNFeB8X8buXnYK7JaBIQISpYAxmzLuQYkDiCJ3olYjGz22o0dpzNy3bY92VSf5iszw1rPnahLQX0suWIgA44FeN4Nvp1nrNeEbSWyZKKT3Kgn9TvV2h1d2wT5c7giRidiZEhiNx0O/84pKFo7vSTWlqKT4PoHgd9GsoqsCbahGHUMoggj6fWn6+XadnVswzIYgFWIPf1Ec/IyK2dF9pdQkZlbo65AK30ZBH6qau060oK8HuKKxU+1ekgF7nlnqrhgR7TEH6EipP2p0nS6W/dRz/MLA+tSjGyXg2a8R9srxOpVYEJbE9zmTufYFRH7zU5rfta3Fm2APzXN/+RT/AN30rzDsz3Gut8TFs/f1bR7AbD2IqpG4RrLLATsQYIIII6Ebgj3B3r6N4bqvNtJc4yAJHY8EfQg184+QJJIAA5JOwAHUk7V9D8H0ptWUtt8QHqj8xJYgdwCSKsiT4OPC3jTrvGClCeYNslDI6wVP6UaTxIHT+azBilsNcjuEyO3T2q1/D1IurLY3gQwB2BIKll29JIiekiYkknm34cApDM7lmVmZolisQCFAUL6QIAAO/czkzaJ0eiCrayLZIgGzMATEElAcW3nkGktRq7guXbdprZuRb8tXUgAmWcFh8RwEgSOD0mtmlP6Avm+Zk3OWO2OYXDPiZw2iY6xO9An5GLRJALCDAkdj1E1Tf0FpyS9q2xPOSKZ+cjemKKGbET4Jpv8Ad7H/AOSf5Up4PZtOHB0yJi7qPu0AIDsBEDkKFn5j3A2opLw/xW1eLLaYsU2b0so+hYANx0np3FDSbosTQWhuLVsfJFH+FWrYQbhVB9gK7ooZthRRRUAVIqKKA87Y01xrim7Zdle21u6C4gu7KWJQtHlKoIWN/i23BO/ZtKihVEKNgOwruqNRqccpGyoXY9h0AHvDfpVNNtl5E81AQSTAk8nvHc9azrfiRe2WTCcmt/EWAaSiEwASpbHt6WkVdqNd5Sp5m7GA2EATIUkZkbZMABz6hQm1jlTVWmL4jzAoePUFJIn2J3isL+m+ZeCXCxtt5ilDblCVYKiThJciXO8COwoVRs9AGG4kSOfbrv2qrW3/AC0Z/TsPxMFX5sx4A5PJ7AnakLuhFgve09oG4+IdZgEKIXoYgCABtBNX+IsMVLXblqeiBWLGJghkYmACdukzQVkPAnLae0zOHZ1Dsw4Jf1ELuYUEwB0AAp6snwe4xuOD5xTFTbe5jiwM/CERQvTY77jYV157eQboLfeMrSoLFbbMACiQdxbg7A7yYNA1k0ygMyBuIO3I32Pcbn9TQscDpWT4b5lyy6t5qXA7Fc8vT6ybfq4uDEKSASNyD2q7wbS2wDetqVN8LccHuxZ9/f1kfIAdKBqjSqK86946lzZNxhbYXP6sFSro64qLnGQAYsD1gd59HQjjQh49qja0164PiW2xX96IX/mIr5utxVItjooge3A/uP6V7b7dPGkKj8dyyv08xSf5Ka8TZX1u3X0r9AJ/7q1E5YL2l9FFFUBRRRQE1FX+E6C7fcootjEZElm4mOiVuW/si/4rqj5KW/mWFLDwecosA3G8u0puP1VN4/ePCD94ivXWPsfYG9xrl32ZsV/s2wJHs01uabTJbUJbRUUcKoCgfQVNxHJGP9n/ALP+URcukNd6AfCk84z8TdMj9AN50PCNU9xJuABgY2BA4naSZImD7gjpTd24FUseAJP07dzSfh+aEpcYszZXFJMwCZa2D2QsAP2SvY1kxdrI9RRVWqvYIzxOKkx3IGw+p2+tQyW0TS+n1gZVJ9Jb048w4OLLtzDAifas/wDptptSri5bIFtkB81DuzKdknn0xPNUu1mxXF66qAs7BVHJYgAdNyazB4yuaqWAm7ctkBWPDG2o42lh8XEgitegark8he8RRrqvnaYpddiTqEUMkOtpUXI+kSjNIG4kAmvR6fxGw7BUuW2YjhWBMDfpSj+LN5qLNtUY3R6pyxtAhrhMwBmAI7bz0Dvhli5btql26briZcgKTuSJA22G30ozcuDqzqQwYkFceco+c7E7Uk3izMtzyLTNcTAhXhAwuHYzJx9MsZEgRt0py5okKPbChQ6lWwAGxBHbnfrVWj8NFt2dXc57uGx9T8ZkhZyiBAIUAAACBQzgs0164VUvbgwcgGBAIMQJiQRvNFM0UIFFFFQgUtE3XUEg4W9xE/E/cEdP50zXDWQWDdQCOeh6HvwP/ZqlQhZuZ2kYOXza2QCUMQwYgFFHCg/pUay1iE8y5+MrlFsQG/4it022iaa02hRAoEnHcEnriEn5hRj8q71WmW4MWmPYxyCpH1ViPrQtqw0VwtbVmV1Mbi5iGBG3qx9M/Lar5oqKhkKT8S8MS+IcuBi6EK2Mq8SCefwjiOI4JBcoqhOjmzbgBSS0CJMSfcwAP0ArP0ILaWy2TrFpCcMZPoG3qBFadZbaW4LF6ysTi4stPRwSFP5SpMdoCnuANIY0cBPNNy4ylQ33mPpEZcKBvHzqjw/TXALBJgLaUMuR+LH8vHJ/lXFvRubT2zkFuMBi75MlogBgWkyxhoAJAzHatY0DZharVC0Lj3b+pC2imRwtEHIwMRbtZETzwetbgM7jg8Vl29HcGod98GYEnKVKeUE8vy+A2YyyjiBJkgagoJUeX+3z+jTp+a/J+S23P95WvJ2B8R7sf5AL/wBtbv21v5aq2k7WrTMfncYAfytn9awtJ8APf1f2jl/jW1wcqxEtooooQKKKKA9B9hx97fPZLQ/Vrn+Qr19eW+wi7ahv20X9EDf99eprD5OOfIVDuACxIAAJJOwAG5JPQVNU63Ti5ba2eGGJ+R5H1EioZFdVrrRueW1xB5eLuCwBnlBB9xl9F70arW2WAi9aDqckJdR6uN9+CCQfYmnNNawVVmYUCepgRJq2apq0J6DxK3eCm2ZyXLbcDcqQWHpnIMIn8J7VbrNP5i4njJSfcKwaPrFdeQM895IAO+xiYkd9z+vsIsoTvgT0/httZ9IIz8xQwnBoAJUncEkFp7sar0upD37gDlguwBG2SwGKnHgHbnc5/l20KmgsTt+GWgcggmcpJJg5B9pJxGQBgbTTdFFCN2LtoLRkm1bMsHMqu7jhjt8Q7+9M1FFQBRRRQBRRRQBRRRQBRRRQBRRRQBRRRQBRRRQBRRRQBRRRQBRRRQHy37QMfP1xnfIj6C0sD5Cu6KK5Ox2ZcIKKKKGAooooD132HH3Nz/jN/wBKV6GiisPk45/5BRRRUMhRRRQBRRRQBRRRQBRRRQBRRRQBRRRQBRRRQH//2Q==" style="height: 162px; margin-top: 9px; width: 311px;" /></a><br />
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I really enjoyed this game, because it challenged me and I like to face challenges. I also liked being the person without the cards on my forehead, because it gave me some time to figure out what both numbers equal, and it also let me think. What I found challenging was when I had to speed think about the card number I have on my head.<br />
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I ejoyed maths today! And I hope we can do this some other day!<br />Thankyou for reading my blog and I hope you enjoyed reading!<br />PLEASE try out this game, it is available to all ages and have fun!<br /><br />
<img alt="Image result for thankyou gif" class="irc_mi" height="335" src="https://media.giphy.com/media/o4LHcRDeiHims/giphy.gif" style="margin-top: 17px;" width="500" /><br />
<br />Anonymousnoreply@blogger.com1tag:blogger.com,1999:blog-399708109731600112.post-24864307878924893342018-08-23T10:35:00.000+12:002018-08-23T10:35:11.885+12:00Technology - Cooking Class<span style="font-family: Georgia, Times New Roman, serif;">IALT: Reflect on my cooking session at technology<br />Kia Ora and welcome back to my blog! Today, I will be reflecting on my cooking class session - As it says on the IALT:</span><br />
<span style="font-family: Georgia, Times New Roman, serif;"><br />This session we made Hawaiian pizza. Although I don't like pineapples, the pizza went well with the other ingredients, which are - Dice, Ham, Chicken and cheese.<br />Something I really enjoyed about this session was once again, eating the food! As it melted in my mouth, it was like I was in wonderland. With the best combined flavoured food.<br />Throughout this session, I didn't find anything challenging because i've already experienced, how to make a pizza. If you would like to have a try at making your own Hawaiian pizza, read below to see the recipe book. </span><br />
<span style="font-family: Georgia, Times New Roman, serif;"><br />RECIPE BOOK:<br />You'll need:<br />Pita bread, Tomato Paste, Ham, Onion, Chicken, Cheese and pineapple.<br />Method:<br />1. Heat oven to 180c.<br />2. Spread tomato paste on pita bread equally.<br />3. Dice, Ham, Onion, Pineapple, and Chicken.<br />4. Top up with cheese and diced vegetables and chicken.<br />5. Bake for 15 minutes.<br />YOUR PIZZA IS NOW READY!<br /> </span><br />
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Thank you for viewing my blog! And I hope your Pizza goes well!</div>
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GOODBYE!</div>
<br />Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-399708109731600112.post-39171994128172821132018-08-20T20:26:00.000+12:002018-08-21T09:40:32.493+12:00KickBoxing<br />
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IALT: Reflect on what i've learned in kickboxing<br />
Kia Ora and welcome back to my blog!<br />
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Today, for kickboxing we were learning about DEFENCE - Defence stances. Guard, footwork, Slip and roll. I really enjoyed this session! Something I enjoyed about it was learning the different kinds of stances, as I am new to boxing! It was great getting to experience something new, and also learning how to defend myself when it comes to bad situations. The challenging part from this session was, trying to hit the noodle in front of me. Because, I have small hands, the noodle helps me to know my stances and defence moves. Next time, I could improve on aiming for the noodle, instead of throwing my hands out. So, my goal for next time is to Aim and also to always have my guard. (Rock stance). Something I've learned from boxing was, how to keep myself balanced and giving my lower body a foundation to hold, so that I don't fall or lose balance. I also learned the defence stances. Guard, footwork, slip and roll. From these stances, my favourite was the footwork, because when the noodle would come down aiming for my head, its like a whole bunch of maths is running through my head. Its like my brains telling the that if I move 50 degrees backwards, I would ditch the noodle. This is something I enjoyed learning!<br />
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In boxing, we also have 3 commandments:<br />
Respect, Discipline and Safety.<br />
Respect: I will have respect for myself, my coach, my peers, and the sport boxing.<br />
Discipline: I will have the discipline to turn up to every boxing session, and give my 100%<br />
Safety: I will not cause harm to others and only practice boxing in a safe environment under the guidance of a coach.<br />
To me, this means having the respect for yourself, others and also the sport boxing. Turning up to every practice with a 100% effort, and also caring for the equipment and people around me.<br />
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Questions:<br />
Have you ever done boxing? Is it hard or easy? What is your highlight about boxing?<br />
Thank you for reading and I hope you enjoyed!<br />
<br />Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-399708109731600112.post-23116252719061640872018-08-19T21:32:00.000+12:002018-08-19T21:32:16.546+12:00WHATNOW!Kia Ora Aotearoa, Malo Lava soifua,<br />
Wake up, Get up, Tune In, Join in for some fun,<br />
Weŕe dancing, jumping, laughing and this is a home of fun.<br /><br />
Hmm? Where might this intro come from.<br />
Are you thinking what Iḿ thinking?<br />Yes you are right, it is the theme song/intro from WHAT NOW!<br /><br />
If you haven't seen the show WHAT NOW.<br />
What now is a New Zealand kids show that was premiered in 1981. It is filmed as a live studio audience and travels around to random schools.<br />
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Surprisingly,<br />
WHAT NOW has visited my school, and have had lots of foamy, and gungey fun.<br />
My favourite part about their visit to my school, was getting to compete live!<br />Really, I just wanted to be caught on camera and be famous.<br />
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<img alt="Image result for whatnow" class="rg_ic rg_i" data-src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQpO1NgGw5FBR39GvqjN6PlOlY1gyULqtcHDx8Bjt54CifMaXOo" jsaction="load:str.tbn" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQpO1NgGw5FBR39GvqjN6PlOlY1gyULqtcHDx8Bjt54CifMaXOo" style="height: 192px; margin-left: 0px; margin-right: 0px; margin-top: 0px; width: 193px;" /><br />
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The activity I took part in was ´Clash of codes´. I got really messy, but still did my part in doing the activity. Even though, my team lost our challenge, we still had lots of fun.<br />
Clash of codes is a game where letters are in a foam pool,<br />
with 7 players in each team. The challenge is, to get letters out spelling what now! And sticking them onto a big board.<br />
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I would say that this was the challenging part of the day for me.<br />
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Just to throw it out there,<br />
something I honestly enjoyed was meeting the What now hosts:<br />
Ronnie,<br />
Erin,<br />
And Chris.<br />
<img alt="Image result for whatnow" class="rg_ic rg_i" id="NuaAOobVJygWIM:" jsaction="load:str.tbn" 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" style="height: 169px; margin-left: -9px; margin-right: -3px; margin-top: 2px; width: 299px;" /><br />
<br />And for also winning myself gunge and a rugby ball!<br />
CLICK THIS LINK BELOW TO WATCH ME / MY SCHOOL ON T.V:<br />
<a href="https://www.tvnz.co.nz/shows/what-now/episodes/s2018-e28">WHAT NOW</a><br />
<br />
Check out there site to find more information about there show!<br /><a href="https://whatnow.tv/">HOME OF GUNGE</a><br />
<br />
#ShoutouttoWHATNOW<br />
#WHATNOW<br />
#SOMUCHFUN<br />
#CLASHOFCODES<br />
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Thank you for reading my blog!!<br />
<br />Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-399708109731600112.post-85028959953889199602018-08-19T20:56:00.001+12:002018-08-21T07:40:25.565+12:00Museum Trip - Pt2<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">IALT: Reflect on my Museum Trip</span><br />
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">Kia Ora and welcome back to my blog!<br />Today, half of the Kia Manawanui syndicate once again went to the museum. The reason why we went for another trip to the museum, was to finish off our last session from Tuesday. </span><br />
<br />
This was a great day!<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: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">I really enjoyed my time at the museum. </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: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">It was even better, spending time and learning new things with our instructors</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: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;"> - Angelique and Wendy. </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: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">They are the people who taught me how to use the gadgets </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: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">around the museum. Gadgets such as</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: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">: Stop motion, Virtual Reality, 3D painting, and the green screen. </span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">It was fun getting to experience tools I haven't used often or before.</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;"> Although, my favourite gadget was the virtual reality. </span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">This was because, I got to create my own world. ‘Something magical’. </span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">It made me feel like I was in wonderland! </span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">Nice environment and snowmans everywhere.</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;"> It sounds weird, but remember this is me creating my own world.</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">I also liked the virtual reality because it made me feel like I was being filmed,</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;"> like in a movie!</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;"> What I found challenging was needing the clay for the stop motion</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">, and having to move the clay when using the stop motion. </span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">Because when I would move the clay, at least one piece of it would fall off,</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;"> and it would make other parts of clay collapse. </span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">This was also frustrating for me. </span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">Throughout this whole session something i’ve learned was,</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;"> how natural disasters are caused and predictions ‘Te Ao Maori’ believe.</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;"> Example: Have you ever heard of Tangaroa. He is god of the ocean. </span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">Some Maori tribes believe that Tangaroa</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;"> is what causes tsunami, as he is god of the ocean.</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;"> Besides this, it was great getting to learn stories and beliefs of </span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">how natural disasters happen. What I really wanted to learn/ and do,</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;"> was think beyond the box about how earthquakes are caused, and are</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;"> their other ways earthquakes are caused.</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;"> I also would’ve liked if my group went for a tour around</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;"> other exhibitions to learn more about our topic.</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;"> Next time, I think I could use an object -Eg.Toothpick,Skewer -</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;"> to hold my clay together, this is so my art piece stays together with foundation.</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;"> The first step to making this change is, buying the objects I need and</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;"> being prepared for when the day comes. </span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">What day? The instructors will be visiting our school with the work we’ve done, </span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">and we will be finishing off our unfinished work. </span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">Question: Have you ever used stop motion? Do you find it challenging, or easy to use? </span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">And What objects do you use for your stop motion?</span></div>
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<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">Thank you for reading my blog! And I hope you enjoyed!</span><br />
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><br /></span>Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-399708109731600112.post-85143206450216508322018-08-16T10:34:00.003+12:002018-08-16T10:34:36.282+12:00Technology - Cooking Class<h3>
<span style="font-family: Courier New, Courier, monospace; font-size: small;">IALT: Reflect on my cooking class session<br />Kia Ora and welcome back to my blog, today for cooking we made : Sausage kebabs.<br />Something I really enjoyed about this session was eating the kebabs. It was even better when the sweet chilli sauce was added to my kebabs. Can you just imagine what it looks like?</span></h3>
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<span style="font-family: Courier New, Courier, monospace; font-size: small;"><br />Besides this, I also enjoyed the maths that was added into our cooking session. What types of maths was added? Well, it was fractions. Because I still need to work on my fractions, it was good learning through cooking.<br />Example: I cut 1 whole sausage into halves. The halved them again, which made quarters. Then I halved the quarters, and that made eighths.<br />Throughout the whole session, </span></h3>
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<span style="font-family: Courier New, Courier, monospace; font-size: small;"><br />I will just say that everything that block was AMAZING! The food was spectacular, and my cooking was updated. (Skills grew).<br />Here is a photo of me and the kebabs I made:</span></h3>
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<span style="font-family: Courier New, Courier, monospace;"><br />To make this delicious kebab you will need:<br />- Skewers<br />- Knives<br />- Sausages<br />- Peppers<br />- Onion<br />- Baking paper<br />- Tray</span></h3>
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<span style="font-family: Courier New, Courier, monospace;"><br />Step 1.<br />Put skewer into cold bowl of water (So it don't burn in the oven)<br />2. Slice sausages, Onions, Peppers (Try not to make it small)<br />3. Combine food on sticks (Be creative of how you layer them)<br />4. Add baking paper on tray. Then put skewers onto baking paper.<br />5. Bake 15 minutes.<br />6. Add sauce (Optional). </span></h3>
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<span style="font-family: Courier New, Courier, monospace;"><br />I hope you have fun making this kebab! And thank you for reading my blog!<br />Please leave a comment below!</span></h3>
Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-399708109731600112.post-47472978638371882122018-08-14T22:02:00.000+12:002018-08-21T07:38:53.165+12:00Museum Trip Reflection IALT: Reflect on our trip to the Museum.<br />
Kia Ora and welcome back to my blog!<br />
Today, half of the Kia Manawanui syndicate went on a trip to the museum, so we can learn more about natural disasters. This was an educational session that helps us learn more about how the disasters are caused and why they are caused.<br />
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Before we get more into the reflection, here are our instructors names.<br />
Tom, Aaron, Wendy & Angelina.<br />
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Something I really enjoyed at the museum was the volcanic room. The volcanic room is a room that lets us experience what it may feel like during a volcanic eruption. The ground was shaking, a volcano was being formed from underground and the NEWS had been shown to tell us what is currently happening.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiA9QinJJg4x9agvWdfWm4I-bmzwh-yitwCycsB2ia8Gnrjxh50LOUpAkwbwk9j_Sk1t50HedycSl5qAznlwtY0iJ9v_1szIVaV_KjOJzy9sL1B7tIvxRRZcAimfC5bwzyYtgGqVLBsD1KJ/s1600/20180814_110446.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiA9QinJJg4x9agvWdfWm4I-bmzwh-yitwCycsB2ia8Gnrjxh50LOUpAkwbwk9j_Sk1t50HedycSl5qAznlwtY0iJ9v_1szIVaV_KjOJzy9sL1B7tIvxRRZcAimfC5bwzyYtgGqVLBsD1KJ/s320/20180814_110446.jpg" width="320" /></a></div>
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What I didn't enjoy was looking at one gallery. Honestly, what I really wanted/thought we would have done at the museum was look at all the galleries. But, then I remembered that we were there to look at natural disasters.<br />
In the future,<br />
I would like to look around the whole museum as I haven't visited all galleries before.<br />
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At the museum we had so many activities, such as:<br />
Virtual Reality (V.R)<br />
Tinker Cad<br />
Robots<br />
Stop Motions<br />
Green Screens & also painting 3D.<br />
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Out of all of those activities, my favourite was the V.R. This was because, I got to experience a whole new world and I also got to draw 3D pictures. The V.R made the mystery world feel real.<br />
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Next time we go to the museum(Friday), we will be creating movies that relate to natural disasters. The natural disaster me and my partner used was 'Earthquakes', because we know more facts and information about Earthquakes.<br />
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Also, the objects we will be using to help with our movie is :<br />
The robot, Stop Motion and also the green screen.<br />
Something I am imaging the movie to look like:<br />
Is, we will use stop motion and clay to create our people and earthquake. It will be laid on the floor.<br />
The robot is to record the after math, and will stop at each destination to give us a good look at what happens to buildings and cars.<br />
And the green screen will give us a background for our movie.<br />
I am also thinking about a (voice over), to help people understand how Earthquakes occur, before, during and after.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYCg3kHEH_KdDmkPGNwHYsOY1rXY9bE2q2TItT6iZ8wnmCF_7VW3OME4MiLBuHtgTLNUUfV6A8YM9_HYZ2zn0ejUiHa7dzNTUkHVZNOHk1WJrZ5FIpOMhZZjsp_HZwe76ZOJ6K2-8pGfaZ/s1600/20180814_110446.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYCg3kHEH_KdDmkPGNwHYsOY1rXY9bE2q2TItT6iZ8wnmCF_7VW3OME4MiLBuHtgTLNUUfV6A8YM9_HYZ2zn0ejUiHa7dzNTUkHVZNOHk1WJrZ5FIpOMhZZjsp_HZwe76ZOJ6K2-8pGfaZ/s320/20180814_110446.jpg" width="320" /></a></div>
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Honest opinion,<br />
Now thinking about friday's session, I am excited more for that day than today.<br />Because I get to work instead of walking around and learning about volcanoes.<br />
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The Museum was so fun!<br />
For more information about the museum, click the link below!<br />
<a href="http://www.aucklandmuseum.com/">MUSEUM INFO</a><br />
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Thank you for reading and I hope you enjoyed!<br />Have a nice strike day!<br /><br />#SHOUTOUTTOAUCKLANDMUSEUM<br />
#WENDYTOMAARONANGELINA - for your help<br />
#TEACHERSAnonymousnoreply@blogger.com0tag:blogger.com,1999:blog-399708109731600112.post-83115434109916328042018-08-12T19:44:00.000+12:002018-08-12T19:45:52.808+12:00Blog Commenting !IALT: Blog comment on others blog<br />
Kia ora and welcome back to my blog!<br />
Today, I have been blog commenting, and the best post I've enjoyed so far was - Edith.S<br />
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This is Edith.S and I'll tell you more about her blog post.<br />
And I will also drop a link below to her blog!<br />
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Edith's blog post:<br />
Edith's blog post is about congratulating one of her best friends achievement in reaching 200 blog post.<br />
Something I really enjoyed about her blog post is that - It already tells me that she is a good friend, and anyone kind enough could be her friend. I also liked that she created a card of Grace, Herself and other friends to show her how proud she is.<br />
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Keep reading to find more about her blog post:<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkfV2R_LPE65k68THkW4HGXu2H60kpC1cKCiVp_YjUtwGJh7GRejXu8Ur0jffODmqcXpqZxm8BmobItr_rdbrHXy8mRTFQGpTP7wdBwBJqJ81nQ9Vpw0h1kHdQvkNZkDkgWmHP1Kj3XwUH/s1600/Screenshot+2018-08-12+at+7.40.52+PM.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="584" data-original-width="670" height="347" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkfV2R_LPE65k68THkW4HGXu2H60kpC1cKCiVp_YjUtwGJh7GRejXu8Ur0jffODmqcXpqZxm8BmobItr_rdbrHXy8mRTFQGpTP7wdBwBJqJ81nQ9Vpw0h1kHdQvkNZkDkgWmHP1Kj3XwUH/s400/Screenshot+2018-08-12+at+7.40.52+PM.png" width="400" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivhDWifmFRAym01aw9z4Fq-Tqz9-Xl4RU5Z9PVWCPxgYiSbCy0V4ZDpa4spVvC0UjOd-P09KJMR8FQmxdsF2kfWMg6ucjx81vgyPFlvG2hWLrzt32FNuSFdHUzIM7J7g7O_prkSOhOI8EQ/s1600/Screenshot+2018-08-12+at+7.41.00+PM.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="457" data-original-width="508" height="358" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivhDWifmFRAym01aw9z4Fq-Tqz9-Xl4RU5Z9PVWCPxgYiSbCy0V4ZDpa4spVvC0UjOd-P09KJMR8FQmxdsF2kfWMg6ucjx81vgyPFlvG2hWLrzt32FNuSFdHUzIM7J7g7O_prkSOhOI8EQ/s400/Screenshot+2018-08-12+at+7.41.00+PM.png" width="400" /></a></div>
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<span style="text-align: center;">BLOG COMMENT:</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhU_rGWhD3VDVR8KbN-mUJV-OX_ha-dRx97osU4uL3yDPksaV25nI6HDRR-amtvBQHq9xOHdiduAKZJ30PRpQOq9Trw_RTbSnSzysVxfEobx0Ido1n5Tav-GSGOw0xyj5kfbL9BPpeQW1Lz/s1600/Screenshot+2018-08-12+at+7.27.30+PM.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="204" data-original-width="677" height="120" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhU_rGWhD3VDVR8KbN-mUJV-OX_ha-dRx97osU4uL3yDPksaV25nI6HDRR-amtvBQHq9xOHdiduAKZJ30PRpQOq9Trw_RTbSnSzysVxfEobx0Ido1n5Tav-GSGOw0xyj5kfbL9BPpeQW1Lz/s400/Screenshot+2018-08-12+at+7.27.30+PM.png" width="400" /></a></div>
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Edith's Info:</div>
tpsediths@blogspot.com<br />
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Remember to leave a comment!<br />
Thankyou for reading!Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-399708109731600112.post-11320037418864049352018-08-12T19:20:00.001+12:002018-08-12T19:57:38.066+12:00CookIsland Language Week DanceIALA: Cookisland culture and language<br />
Kia Ora and welcome back to my blog!<br />
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In week 2, we had so much fun learning about Cook Island culture. The Kia Manawanui syndicate found a Cook Island song and dance to share what we've learned about the Cook Island culture.<br />
We had learned this dance in one day!<br />
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CLICK THE LINK BELOW TO WATCH THE VIDEO:<br />
I HOPE YOU ENJOY!<br />
<a href="https://www.blogger.com/%3Ciframe%20src=%22https://player.vimeo.com/video/283243966%22%20width=%22640%22%20height=%22360%22%20frameborder=%220%22%20allowfullscreen%3E%3C/iframe%3E"><br /></a>
<a href="https://vimeo.com/283243966">KIA MANAWANUI DANCE</a><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsJ-dzOZZLET9C6meQtKLg4DP8zKrb3Df3Z1h2udFUWHBCQ4uu8Nimz1sQxHVm5GczeBsFEvGj9VuQr0RFf6R-DKVa5b_E4wRUKC6GpnvJ-HfSbC7cZOAEbnPD-JtKhNrIZIpM_azelTv6/s1600/Screenshot+2018-08-12+at+7.18.33+PM.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="268" data-original-width="517" height="165" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsJ-dzOZZLET9C6meQtKLg4DP8zKrb3Df3Z1h2udFUWHBCQ4uu8Nimz1sQxHVm5GczeBsFEvGj9VuQr0RFf6R-DKVa5b_E4wRUKC6GpnvJ-HfSbC7cZOAEbnPD-JtKhNrIZIpM_azelTv6/s320/Screenshot+2018-08-12+at+7.18.33+PM.png" width="320" /></a><br />
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Song info:<br />
Artist : Puawai - PAO<br />
Song : Kuki Airani<br />
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Thank you for viewing!<br /><br />
<br />Anonymousnoreply@blogger.com0