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		<title><![CDATA[Blog Feed - Year 4 News - Keyingham Primary]]></title>
		<link>https://www.keyinghamprimaryschool.co.uk%2Fblog%2F%3Fpid%3D100%26amp%3Bnid%3D8</link>
		<description><![CDATA[Mrs Whiting



Hi, I am Mrs&nbsp;Whiting and I am the Year 4&nbsp;teacher at Keyingham Primary School. I joined the Keyingham family in September 2021.&nbsp; I have 2 children who keep me very busy and if I find the time I enjoy running, music concerts and going to the theatre (which doesn&rsquo;t happen a great deal now!). &nbsp;I don&rsquo;t get the opportunity to read as much as I would like at the moment, other than with your amazing children in class, but a few years ago I came across the book &lsquo;The Boy, the Mole, the Fox and the Horse&rsquo; by Charlie Mackesy &ndash; a truly worthwhile read!&nbsp;
]]></description>
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		<pubDate>Fri, 11 Jul 2025 11:31:39 GMT</pubDate>
		<lastBuildDate>Fri, 11 Jul 2025 11:31:39 GMT</lastBuildDate>
		<item>	<title><![CDATA[ 11/07/2025 ]]></title>
	<link>https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=1012</link>	<description><![CDATA[<p style="margin-left:0cm; margin-right:0cm; text-align:center">This week in class we have been asking&hellip;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Qu&rsquo;est &ndash; ce qu il y a dans ton sac a dos?</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Which organ is the hearing part of your body? What punctation do you need to have after a fronted adverbial? How many sides does a heptagon have?</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our &lsquo;Flash Back 4&rsquo; questions were</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">Today: What are the properties of a polygon?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">This/last week: Who was Rosa Parks?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">This term: &nbsp;&nbsp;What are the following items, un stylo. Une regle et une gomme?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;Last term: How many types of fasteners can you name?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Next term we will be asking&hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;What is 8 in the following number 7872?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our Graduate Award that we are working towards is &hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;&lsquo;Science&rsquo;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Year 4 PE </strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Pe will take place on Tuesday and Thursdays</strong></p>
]]></description>
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	<pubDate>Fri, 11 Jul 2025 11:31:39 GMT</pubDate>
	<guid isPermaLink="true">https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=1012</guid>
</item><item>	<title><![CDATA[ 27/06/2025 ]]></title>
	<link>https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=1006</link>	<description><![CDATA[<p style="margin-left:0cm; margin-right:0cm; text-align:center">This week in class we have been asking&hellip;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>How many digits do you need to show the time on a 24 hour clock? What is the census?</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>What are the parts of an ear? How do you ask what is in your pencil case in French?</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our &lsquo;Flash Back 4&rsquo; questions were</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">Today: What do we add to make our time 24 hours?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">This/last week: When would you use am and pm?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">This term: &nbsp;&nbsp;Name the things to consider to stay safe when using electricity?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;Last term: What are the Abrahamic Faiths?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Next term we will be asking&hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;What is place holder?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our spelling rule next week is &lsquo;ie&rsquo; including words such as&hellip;.</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Cease, evidence, scent, thistle, concept, influence, society, nonsense, absolute, necessary </strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our Graduate Award that we are working towards is &hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;&lsquo;Science&rsquo;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Year 4 PE </strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Pe will take place on Tuesday, Wednesday and Thursday this week. </strong></p>
]]></description>
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	<pubDate>Thu, 26 Jun 2025 10:27:14 GMT</pubDate>
	<guid isPermaLink="true">https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=1006</guid>
</item><item>	<title><![CDATA[ 20/06/2025 ]]></title>
	<link>https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=1000</link>	<description><![CDATA[<p style="margin-left:0cm; margin-right:0cm; text-align:center">This week in class we have been asking&hellip;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>How many days are there in the month of February? When using quotes in writing what punctuation do you need to use? If something is malleable, what can it do?</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our &lsquo;Flash Back 4&rsquo; questions were</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">Today: How many days are there in a leap year?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">This/last week: What information does the census tell us?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">This term: &nbsp;&nbsp;What do you know about the French words &lsquo;ma&rsquo; and &lsquo;mon&rsquo;?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;Last term: What does the word ferment mean in relation to bread making?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Next term we will be asking&hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;What is the</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our spelling rule next week is &lsquo;ee&rsquo; including words such as&hellip;.</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Steel, steal, millipede, theme, deceive, antibiotic, antisocial, anticlockwise, familiar, family, obvious, regal, theory. </strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our Graduate Award that we are working towards is &hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;&lsquo;Science&rsquo;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Year 4 PE </strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Pe will take place on alternate Tuesdays and Thursdays this term. </strong></p>
]]></description>
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	<pubDate>Fri, 20 Jun 2025 12:50:35 GMT</pubDate>
	<guid isPermaLink="true">https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=1000</guid>
</item><item>	<title><![CDATA[ 13/06/2025 ]]></title>
	<link>https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=993</link>	<description><![CDATA[<p style="margin-left:0cm; margin-right:0cm; text-align:center">This week in class we have been asking&hellip;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>How do we create repetitive movements when programming? How do we estimate amounts of money? What is the difference between rhyme and rhythm?</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our &lsquo;Flash Back 4&rsquo; questions were</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">Today: Which shows the largest amount &pound;10.56 or 1157p</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">This/last week: What damage does an earthquake of a 9 magnitude cause?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">This term: &nbsp;What do we need to make an electriconic game?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;Last term: What are the different types of Roman Columns?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Next term we will be asking&hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;What is the value of 6 in 5260?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our spelling rule next week is &lsquo;sh&rsquo; including words such as&hellip;.</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Crucial, exclamation, intention, non-fiction, population, publish, special, tension, tissue, tradition, transition</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our Graduate Award that we are working towards is &hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;&lsquo;Science&rsquo;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Year 4 PE </strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Pe will take place on alternate Tuesdays and Thursdays this term. </strong></p>
]]></description>
	<enclosure url="https://www.keyinghamprimaryschool.co.uk/_site/data/images/news/993/list-Image - 2025-06-13T084500.796.jpg" length="199473" type="image/jpeg" />
	<pubDate>Fri, 13 Jun 2025 10:06:01 GMT</pubDate>
	<guid isPermaLink="true">https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=993</guid>
</item><item>	<title><![CDATA[ 06/06/2025 ]]></title>
	<link>https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=987</link>	<description><![CDATA[<p style="margin-left:0cm; margin-right:0cm; text-align:center">This week in class we have been asking&hellip;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>How can we collect data about worldviews? What are the differences between a Cinquain and Haiku poem? How do we convert fractions into decimals? How can we make an electronic boardgame? </strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our &lsquo;Flash Back 4&rsquo; questions were</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">Today: How many syllables are there in a Haiku poem?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">This/last week: What causes an earthquake?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">This term: &nbsp;What is an incomplete circuit?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;Last term: What is a conductor?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Next term we will be asking&hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;What is place value?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our spelling rule next week is &lsquo;s&rsquo; including words such as&hellip;.</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Script, intensify, fascinate, sequence, consider, discipline, experience, exceed, purpose, democracy</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our Graduate Award that we are working towards is &hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;&lsquo;Science&rsquo;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Year 4 PE </strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Pe will take place on alternate Tuesdays and Thursdays this term</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Rugby training is Wednesday&nbsp;</strong></p>
]]></description>
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	<pubDate>Fri, 6 Jun 2025 11:05:38 GMT</pubDate>
	<guid isPermaLink="true">https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=987</guid>
</item><item>	<title><![CDATA[ 23/05/2025 ]]></title>
	<link>https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=979</link>	<description><![CDATA[<p style="margin-left:0cm; margin-right:0cm; text-align:center">This week in class we have been asking&hellip;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>What is preposition? What makes a healthy relationship? What is a complete and incomplete circuit? What materials conduct electricity?</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our &lsquo;Flash Back 4&rsquo; questions were</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">Today: What is a Turbah used for?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">This/last week: What is meant by the phrase &lsquo;political pawn&rsquo;?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">This term: &nbsp;Which is larger 3.34 or 3.39?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;Last term: Which of the following is used by scientists to investigate facts? Theoretical or Empirical?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Next term we will be asking&hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;How do we make an electronic game?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our spelling rule next week is &lsquo;l&rsquo; including words such as&hellip;.</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Knowledge, library, particular, popular, allowed, aloud, example, typical, dental, label, steel, steal. </strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our Graduate Award that we are working towards is &hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;&lsquo;Science&rsquo;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Year 4 PE </strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Pe will take place on alternate Tuesdays and Thursdays this term. </strong></p>
]]></description>
	<enclosure url="https://www.keyinghamprimaryschool.co.uk/_site/data/images/news/979/list-Image - 2025-05-23T075427.672.jpg" length="200695" type="image/jpeg" />
	<pubDate>Fri, 23 May 2025 07:56:26 GMT</pubDate>
	<guid isPermaLink="true">https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=979</guid>
</item><item>	<title><![CDATA[ 16/05/2025 ]]></title>
	<link>https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=974</link>	<description><![CDATA[<p style="margin-left:0cm; margin-right:0cm; text-align:center">This week in class we have been asking&hellip;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>What are idioms? How do we form contractions in our writing? How do we patrician decimals? What makes a good friend?</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our &lsquo;Flash Back 4&rsquo; questions were</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">Today: What are the features of an informal diary entry?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">This/last week: Which author wrote the poem &lsquo;Oh the places you&rsquo;ll go!&rsquo;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">This term: &nbsp;Name how electricity is powered?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;Last term: Name the layers of the Amazon Rainforest?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Next term we will be asking&hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">Name How do we write a diary entry?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our spelling rule next week is &lsquo;k&rsquo; including words such as&hellip;.</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Physical, category, abstract, detect, chronological, chronic, scheme, impact, location, question, technology, communicate. </strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our Graduate Award that we are working towards is &hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;&lsquo;Science&rsquo;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Year 4 PE </strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Year 4 will be having Swimming Lessons on a Tuesday and Friday over the next 5&nbsp;weeks.&nbsp;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Year 4 can come into school in their PE kits on Monday and Friday next&nbsp;week. </strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>They will also need their kit with them for Thursday.&nbsp;</strong></p>
]]></description>
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	<pubDate>Fri, 16 May 2025 10:51:47 GMT</pubDate>
	<guid isPermaLink="true">https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=974</guid>
</item><item>	<title><![CDATA[ 09/05/2025 ]]></title>
	<link>https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=967</link>	<description><![CDATA[<p style="margin-left:0cm; margin-right:0cm; text-align:center">This week in class we have been asking&hellip;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>What are the difference between Sunni and Shi&rsquo;a Muslims? Which is heavier 100g or 4oz?</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>How does an earthquake create a tsunami? &nbsp;How many hundredths create 1 tenth?</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our &lsquo;Flash Back 4&rsquo; questions were</strong></p>

<p style="margin-left:0cm; margin-right:0cm">&nbsp;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">Today: What is rationing?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">This/last week: How do we create an electric circuit?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">This term: &nbsp;What causes an earthquake?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;Last term: How do we say house in French?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Next term we will be asking&hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">Name How do we write a diary entry?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our spelling rule next week is &lsquo;er&rsquo; including words such as&hellip;.</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Calendar, herbivore, referred, father, farther, transfer, persistent, research, permanent, confirm</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our Graduate Award that we are working towards is &hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;&lsquo;Science&rsquo;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Year 4 PE </strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Year 4 will be having Swimming Lessons on a Tuesday and Friday over the next 4 weeks. Children can come to school in PE kit every Tuesday whilst swimming lessons are on, as the class will also be taking part in Dance on Tuesdays. On a Friday, the children will need to attend in their school uniform and bring their swimming kit with them. Year 4 will also need to bring their PE kit into school on Thursday the 22nd May for this term. </strong></p>
]]></description>
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	<pubDate>Fri, 9 May 2025 13:00:08 GMT</pubDate>
	<guid isPermaLink="true">https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=967</guid>
</item><item>	<title><![CDATA[ 02/05/2025 ]]></title>
	<link>https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=962</link>	<description><![CDATA[<p style="margin-left:0cm; margin-right:0cm; text-align:center">This week in class we have been asking&hellip;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>How do you do make a complete circuit? How do we deal with loss? Who was Thomas Edison? How do we measure earthquakes?</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our &lsquo;Flash Back 4&rsquo; questions were</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">Today: How do I write hundredths as a decimal?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">This/last week: What was Thomas Edisons first major invention?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">This term: &nbsp;Name the 2 different Muslim groups?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;Last term: Which ancient culture do we associate with patricians?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Next term we will be asking&hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">Name physical properties?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our spelling rule next week is &lsquo;ie&rsquo; including words such as&hellip;.</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Insight, verify, surprise, guide, combine, decline, file, library, bible, identical, identify, refine. </strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our Graduate Award that we are working towards is &hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;&lsquo;Science&rsquo;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Year 4 PE </strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Year 4 will be having Swimming Lessons on a Tuesday and Friday over the next 4 weeks. Children can come to school in PE kit every Tuesday whilst swimming lessons are on, as the class will also be taking part in Dance on Tuesdays. On a Friday, the children will need to attend in their school uniform and bring their swimming kit with them. Year 4 will also need to bring their PE kit into school on Thursday the 8th and 22nd May for this term. </strong></p>
]]></description>
	<enclosure url="https://www.keyinghamprimaryschool.co.uk/_site/data/images/news/962/list-Image - 2025-05-02T111742.072.jpg" length="131524" type="image/jpeg" />
	<pubDate>Fri, 2 May 2025 11:37:57 GMT</pubDate>
	<guid isPermaLink="true">https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=962</guid>
</item><item>	<title><![CDATA[ 25/04/2025 ]]></title>
	<link>https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=956</link>	<description><![CDATA[<p style="margin-left:0cm; margin-right:0cm; text-align:center">This week in class we have been asking&hellip;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>How do you stay safe using electronic appliances? What causes an Earthquake? What is unity? How do I recognise situations which can cause jealousy in relationships?</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our &lsquo;Flash Back 4&rsquo; questions were</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">Today: Name an electric appliance?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">This/last week: How was Crater Lake created?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">This term: &nbsp;How do you divide a 1-digit number by 10?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;Last term: Name the parts of the ear?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Next term we will be asking&hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">What makes me unique?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our spelling rule next week is &lsquo;ee&rsquo; including words such as&hellip;.</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Guarantee, feature, release, kilogram, brief, library, liberty, novelty, perceive, deceive, create, cereal. </strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our Graduate Award that we are working towards is &hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;&lsquo;Science&rsquo;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Year 4 PE </strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Year 4 will be having Swimming Lessons on a Tuesday and Friday over the next 4 weeks. Children can come to school in PE kit every Tuesday whilst swimming lessons are on, as the class will also be taking part in Dance on Tuesdays. On a Friday, the children will need to attend in their school uniform and bring their swimming kit with them. Year 4 will also need to bring their PE kit into school on Thursday the 8th and 22nd May for this term. </strong></p>
]]></description>
	<enclosure url="https://www.keyinghamprimaryschool.co.uk/_site/data/images/news/956/list-Image - 2025-04-25T094215.584.jpg" length="129964" type="image/jpeg" />
	<pubDate>Fri, 25 Apr 2025 09:43:32 GMT</pubDate>
	<guid isPermaLink="true">https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=956</guid>
</item><item>	<title><![CDATA[ 04/04/2025 ]]></title>
	<link>https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=949</link>	<description><![CDATA[<p><strong>This week</strong> in class we have been asking&hellip;</p>

<p>How do we create a buttonhole, what are acts of kindness and what are tenths in decimals.</p>

<p>Our <strong>&lsquo;Flash Back 4&rsquo; </strong>questions were</p>



<p>Today: Which musical does the song Castle on a Cloud come from?</p>



<p>This/last week: Name 3 parts of the ear?</p>



<p>This term: How much money did Dr Al Bana&rsquo;s nephew give him?</p>



<p>Last term: What items can the Amazon Rainforest provide us with?</p>



<p><strong>Next term</strong> we will be asking&hellip;</p>

<p>What is a cell in electric circuits?</p>

<p>Our <strong>spelling rule</strong> next week is &lsquo;ay&rsquo; including words such as&hellip;.</p>

<p>Layer, misbehave, mistake, locate, relocate, dislocate, wailing, aid, weight, survey, gazing, ached</p>

<p>Our <strong>Graduate Award</strong> that we are working towards is &hellip;</p>

<p>&lsquo;Science&rsquo;</p>

<p>Year 4 <strong>PE </strong>Days &ndash; During the first part of the Summer Term Year 4 will be having <strong>swimming </strong>lessons and children will require their swimming kit for<strong> Tuesdays and Fridays.</strong></p>
]]></description>
	<enclosure url="https://www.keyinghamprimaryschool.co.uk/_site/data/images/news/949/list-Image 3).jpg" length="114134" type="image/jpeg" />
	<pubDate>Fri, 4 Apr 2025 13:07:11 GMT</pubDate>
	<guid isPermaLink="true">https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=949</guid>
</item><item>	<title><![CDATA[ 28/03/2025 ]]></title>
	<link>https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=944</link>	<description><![CDATA[<p style="margin-left:0cm; margin-right:0cm; text-align:center">This week in class we have been asking&hellip;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">How to subtract fractions from mixed numbers, how can we investigate pitch in science and who was Edith Cavell?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our &lsquo;Flash Back 4&rsquo; questions were</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">Today: What English name did Pocahontas give herself?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">This/last week: What is personification?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">This term: &nbsp;Name the layers of the Amazon Rainforest?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;Last term: What does a defender do in invasion games?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Next term we will be asking&hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">What is the scientific name for a battery?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our spelling rule next week is &lsquo;sh&rsquo; including words such as&hellip;.</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Establish, machine, extension, pressure, possession, mention, action, tradition, option, nation, electrician, politician.</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our Graduate Award that we are working towards is &hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;&lsquo;Science&rsquo;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Year 4 PE Days have changed to Tuesday and Friday</strong>.</p>
]]></description>
	<enclosure url="https://www.keyinghamprimaryschool.co.uk/_site/data/images/news/944/list-Image - 2025-03-28T124949.790.jpg" length="106010" type="image/jpeg" />
	<pubDate>Fri, 28 Mar 2025 12:51:50 GMT</pubDate>
	<guid isPermaLink="true">https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=944</guid>
</item><item>	<title><![CDATA[ 21/03/2025 ]]></title>
	<link>https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=936</link>	<description><![CDATA[<p style="margin-left:0cm; margin-right:0cm; text-align:center">This week in class we have been asking&hellip;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">How Joseph Coelho has inspired us with Ten Word Tales in our writing. &nbsp;We have used his word generator to inspire our story writing.</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><img alt="A close-up of a book cover

AI-generated content may be incorrect." height="174" 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" style="" title="" width="394" /></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our &lsquo;Flash Back 4&rsquo; questions were</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">Today: Who wrote the poem &lsquo;Chocolate Cake&rsquo;?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">This/last week: What are auxiliary Verbs?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">This term: &nbsp;What does Chez moi mean?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;Last term: Name the Abrahamic Faiths</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Next term we will be asking&hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">What is electricity measured in?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our spelling rule next week is &lsquo;z&rsquo; including words such as&hellip;.</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Zip, fizz, busy, business, exercise, deposit, impose, positive, possession, lose, dose, surprise</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our Graduate Award that we are working towards is &hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;&lsquo;Science&rsquo;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Year 4 PE Days have changed to Tuesday and Friday</strong>.</p>
]]></description>
	<enclosure url="https://www.keyinghamprimaryschool.co.uk/_site/data/images/news/936/list-Image - 2025-03-21T075916.973.jpg" length="156979" type="image/jpeg" />
	<pubDate>Fri, 21 Mar 2025 08:10:33 GMT</pubDate>
	<guid isPermaLink="true">https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=936</guid>
</item><item>	<title><![CDATA[ 14/03/2025 ]]></title>
	<link>https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=932</link>	<description><![CDATA[<p style="margin-left:0cm; margin-right:0cm; text-align:center">This week in class we have been asking&hellip;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">How smoking affects the body? How to collect data? We have also been exploring Google maps focusing on the Amazon Rainforest.</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;<img alt="" height="193" src="/_site/data/files/images/auto_upload/blog-post/DE7FDBA9CFAB927203EE2E128AA9D387.jpeg" title="" width="168" /></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our &lsquo;Flash Back 4&rsquo; questions were</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">Today: Name the layers of the Amazon Rainforest</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">This/last week: What is a pronoun?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">This term: &nbsp;What is an integer?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;Last term: Name the different types of rolls in PE that we have focused on.</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Next term we will be asking&hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">What is a complete circuit?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our spelling rule next week is &lsquo;t&rsquo; including words such as&hellip;.</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>History, important, interest, material, affect, effect, opposite, attract, receipt, notice, straight, strength</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our Graduate Award that we are working towards is &hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;&lsquo;Science&rsquo;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Year 4 PE Days have changed to Tuesday and Friday</strong>.</p>
]]></description>
	<enclosure url="https://www.keyinghamprimaryschool.co.uk/_site/data/images/news/932/list-Image - 2025-03-14T120627.402.jpg" length="101411" type="image/jpeg" />
	<pubDate>Fri, 14 Mar 2025 12:12:02 GMT</pubDate>
	<guid isPermaLink="true">https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=932</guid>
</item><item>	<title><![CDATA[ 07/03/2025 ]]></title>
	<link>https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=924</link>	<description><![CDATA[<p style="margin-left:0cm; margin-right:0cm; text-align:center">This week in class we have been asking&hellip;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">What are the parts of the inner, middle and outer ear? We are currently writing an explanation text about the digestive system which is a great recap from Autumn term. We have started to learn about the different layers of a rainforest and where they are primarily located in the world.</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><img alt="" data-widget="uploadimage" height="127" src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAoHBwkHBgoJCAkLCwoMDxkQDw4ODx4WFxIZJCAmJSMgIyIoLTkwKCo2KyIjMkQyNjs9QEBAJjBGS0U+Sjk/QD3/2wBDAQsLCw8NDx0QEB09KSMpPT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT3/wAARCAB/AKEDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD2WilooASilooASsPU/Eh0vU3hltybdIwxkB6sc4Uds8dK3aQqDwQD9aAOdl8V/uCbe0ldiRtYjjBbHTOc7ef0p48XW7Y22twwLKmV2kZOSADnB4B/HjrW/gelJsXGNox6YoAxYvE0U6SOIvLjjeJWaRwMB2Kkn0xg+1Rv4xslMoWGd9jMoZACrbcZIPtkZ+tb2xcY2jHTGKZ9ni80S+WvmBSu7HOD1H6UAZUPiaCV8NbTxjY7gsAS2xQxAAOc80211+W+W8ktrXMdvCHUFgTI2WyARkYwvX3rbCqMYAGOBxQAAMAAD2oA51PGNuY3ZrabaBvVuAChG5TkkYyvP1460p8Y2wjaX7NMsQDEM5UFiCowBnOfm/Stu5s7e8iMdxEsiHGVYcHFS+Wn91fyoAwF8XQBm822lUBiAAQTwxX15PAO0c4z6VradfrqNuZRE8RVtpR8ZHAPbjoRVraPQdc9KMUAFFLRQAlFLRQAlFLRQAUUlZ2oT6jFdRiyt0li8slsnGWzwM9h3oA0qKwZtW1i3SRpNJXagHzLJu3H2AGetT2d9qs08IudNS3hZmDnzdxUAcfmcUAacUnmruCkL2J7+9Es0cC7pGCim2pH2dcHIGQD7Z4rndWuWmvGXJ2rwBXNiMR7GHN1NqFL2srG0ur2rNt3kVcVw6hlIIPcVxdbWg3LFmhY5AGRXLhsdKpPkmtzevhVCPNE3KKSqWsakuk6XPeuhcRDO0dyTgfzr0m7K7OFtJXZXvPFGlWM8kE90BLH95VUnn0471C3jHRljic3X+s7BSSv1HavLri5e5nkmkILyMXYgY5PNEISSTaxZSemOmfeuCWLkuhwfW5N2SPXP7dsv7VtrASZluYTNEw+6y+x9e9aNeN2U06a1pkkk2xbaZTh24RSRnr0GK9M07xDDq90UsIZZbZSQ1ycKhI/ug8t9QMV1UqyqK50Ua/PdM2KKjE0bRmQOpQZywPH51h+JNefT0WC1/10i7t4wdo+nqaqrUjTjzSNnJJXZ0FFeeHxRqahFa4wUP8AdGT9fUV0PhjW5NQ82G6lDyr8yHGCR3rnpY2nUkopPUiNWMnZHRUUmaK7DUWikooAKKKKAKGoabJesxju5LfcmwlBz1zkHtUFjokltdrcT6hczsByjN8ncdPoa1qKAIrUf6OuBgEkgD0zxWBq9m8Ny0gBKNzmty3Enl5QqIyfkDcnFPeN5F2v5bA9iDXNXoKtT5TWjVdKVzj+tbuhWbx7pnGM8DNSutnbXAjcQpIRkZBxV9fMKja0eO2Aa5cNg1CfM5XaOiviXONkrXJMVX1C1W90+e3ZVYSxsuG6cjip13Y+YjPtWN4h8S2+hRBcCW5blYt2MD1PtXoyairyOCTSV5bHlVzBLYXUtrdDbNEdrDPeoww7mu1l8dWsxR5NIikcjEpcg5HoDj+dGkX2mTSanfT6bAsP7kRQbQwDgNyOOM8V5zhT6SPNVCEn7sjntB0a417UFijLrCh/ezDH7sduveu3t/A+i6ZM19MZn8oiQGSU4jxz27d+ayo/Fl7GZRHFAvmdxGBjtn3/ABqnq/iy/n0827NHsmGxmC4OO/50UsRRirLVmsVSpxu9WVb3U4jcXQ0ljZQ3jYmQvmM8j5guBt9+ucmoZbzfdyfvjcHccSsMbvfFU7O2WdGklJA6DHGanFpAMFVcj2PWuWvWVT3ZGScnqJvG7Gea1fDRjXVTdzs629khlZkUt7dvrn8KXTbXSksry6v4pZTDtdIlcgEcDH/fX86o3GtmFYhonn6bsyXCy+YJCemQRV0YRTU2y/gtJs9C1fX7bS9BfU1ZZo9o8raeJGPQA1V8Gz399ov2/UbgSvdyGSNQOI06AD8jXnllLcXc0Nn5iNA1yLjyTjaZOflUHgbs9+K9G0m11pnSXUJbezhQ/JZWqArt7AsR/KvUhU53dG1KrKpO/Q3KKMUVsdYUhYKCWIAHJJ7UtNkjWWNo3GUcFWHqDQBiXdxfzyibS7y2aB2XG5xwMEEYx680/TX1h7pGvbqyMGwFo4xl849enWpn8NadLO00sLySsnllnkYnH50Wnh6ysrtLiJX3oWYZbPUf/r/OgC9aHNupHK84+meKc1zCpIaWMEdQWFJa/wDHup/vZb8zmsLWrB47lp0UmN+SR2Nc1erKlT5oq5rRpxqS5W7DNbdJL8FGVhsHIOavaBcM8UkTnOzlfpWCAScKMn0FdHotk9tAzyDDydvQV52ElOpiOdfM7sRGMKPKyXVtRXTLB58KzjhFJxuNec3txJfXBuLra7Ofvtz+npW546Ji1C1ck7WiIxjjg/8A165iSXOC2PQYp42c5VOXojwK87vlHskMwZdihm6HFQ2h8qMq6kHOG9TT45F3qT9aJT5rAkYI7iuTbQ5/Mmz5h3MDsH3RSOQpIcITjoBkVFvaHackg9GIpjSjI7570lEbY+6YCAGLChTyAKrwXLeYMvim3U3y4B4NQQRmeZY16E8n0FbRguXUycnzaGpLKrqw28NywPrVGNxE21o1J77xzVoIFcNktjoTUWoEOiSdGHBHtUQt8Jc77ltNrSK0SJvAyOxFd34Z1ptRhaG4ZTNGBhieXH09RXnVs22NQD8w55rW0JzN4gskB2nzQTtHpzWuHnOnVVtjalUs15nptFFFe6d4UUdKh+22wQubiIKBkkuMAev6j86AJqKjNzAv3pox9WFKJ4jgCRDk4GGHJoAigUshdWKKxJVRzxUhjY8GQ4+gpLXi3Uf3cr+RxUOqTPBYSSRnDDGD+NQ5KEOZ9BxjzNJEgtgpypAPqEH+FSeW/wDz1P5CsrTdYaaQRXGMno1bNRRqwqx5oFVKcoO0ipeafBqNo1veL5sbHPPB/AiuZ1nwvpdm9q6LJGs90kbgOcKpBzj06V2NYviJisukhRuzeqSMdQEfP6VU6cZatGThGW6OdbwrDc22qCxDCe1udkW5idyhFO36kk81zk0VzBKY5YJI5FTzGRl5C9Mn0Fd/4fRzcawYJFCC/YAMN2f3ad81g+I45G8UaiJHHGiljsyM4c4H61zVcLCWq0M54eMnpoYiWV3JcRw/Z5I2ckfvFIxjqfXAyDUt/wCFjayXrrqUcgt7dZWGMbslvlHPt+tdfdR+b4k0m3l3BhBOC68FhhcHNZ+siRR4iWVwXSwjyxTO7h+46UQwsIJ9RRw8eupkR+DVj1e0hnvGmikDt8iFQwUrxknP8VZqadPb2VhciMOt5AJEKDk4GSD7jrXeTNNP4gsGbam20mZWKnP/ACzBJGfesLR4vPtPCgn3GNklhCNwP9W2f5CnUw8JLlD6vDlskc8sc8m8xwSMsbbHIU/K3ofQ8itWLw6/9kX15qEbxSRxM0MTZBXaM7z7dgKs6bj+yNd3P851VVwrdf3iCul8RrG/h7U4YAD/AKNI0rDnopOCfUmop4WEfe3BYaKeruZEfhXTZNYhttswilszOf3hyG3KP5Guk07RLHSnd7OAIzgAkkk8fWs+yfOvaaf7+lk/+PJXQV1QpwWqRt7OMXohKKWitRmZd6zHaTyRSQTOVKgCNclgRnP9KxI49K1FjAdK1HcIy4aVSpwFPy5z6DAFdbRQBxiR6OAsB0u6JjQybodzLg4z8xwSRgdqu6RJph1OP7LaXKS4MalwNoIySTz15/LFdNSYGc4GfWgCK1z9nGfvZOfrk5qvrX/ILl/D+dWbXm3U/wB7Lfmc1HqNu11ZvFHjc2Ov1rGom6TS7F0mlNNnLW4Y3EYXruGK6+SVIIWllYKiKWZj2A61n6dpC2riWVg0g6AdBWk6K6FXAZWGCD0IrnwVCVKLct2bYqqqkvd6EFpf2t/F5lpPHMnqjZxWT4muorO50aadtkSXmWP/AGzesPVPDF7pOqLeaDmOEKWYmTATHJBz1XHaq2q+Kl1L+yZBFuaJjJJEozmQcAD2PX8a1lWaTUlZnmfWXC6mrP8AM6Lw3H5k2tMkjoBqUgwuMcKntWH4hRYvFOqAZ50FySTkk76u+BoGuZL/AFSWU+bLO6PEMhVY4LHHr0/KqHilseLNSHroEv8A6Eavm5oJnVRlz+9axvXoSfxVoquMq1rO2P8Avis7WI9p8VASPhLCM4Jzn5X4OasXEzp4j0SSOMyuunTMqA4LHCcVnTahHqcHiqUK0Bkskj8uXhlYKykY+pFDklv/AFoNyjFpSf8AVzWKLJ4osEkLSA6bI+GP+1HWRorZ03wWf+mko/8AHHq7pl/BfeKrMQP5hh0lkdgON25OAe9Zuht/xKfBX/XeX+T0XT1X9bFRs1df1uRacA3h/VmIBJ1tRkj1mSu019FTw1qaqoUfZJeAMfwGuJ01gPDmpe+uxj/yMldh4ovY7fQ72J1lJmtpUVlQsoJUgAkdOvenFpRCbSd2Zdvdpb614daTO2fTjECB/EdhH8jXWVwFu5l13w85mjSOGwjYsxyBtU7h7H/Cuv0vUzqvmTQxFbPpFKx5kPcgdhRTndtHPGrzSa89DQooorU1CikdljRnchVUZJPQCmLcQuAVkQg9OaAJKKha8tkxuniGTt+8OuM/yqQSxkgB1JPYH/PpQBDbswQqq7kUkK3TIqUuw6p+optrxbqP7uV/I4qtrJxpkpHB4/nWcpckHLsOEeaSXct72/55/qKZOrzQvHiRNwxuRgGH0NYWl6nJDMsUrFo2457V0dRQrxrxui61F03ZnK6noFnZxC6uNQ1GPbwAJyS5+vrXLPJE97HLHEqqjhmTn5yOhJGOfp1rZ8XX9w2qvaSsVt0AZAB6jr/Ouekk3njhRwBXmYms/aOMNEjzKihfRGrY6/eaTJdXMZSWO4maeSJlwMk84I7+9Z99qs2ta3cXgiWPzrJrMpnOxG/iz3PWqxk2KT2IxRa+UkXAI3dSOSfaoWIqqNriVaaejNoa5K1/Z3aqgktLd4E4OMHHJ/75/WsvU5JLmSe9kbdLMAH2jaCPoPw/KmSSF2J6DsPao3k2RsD0YYqPbVZWuxVKjmrSZf0rWpbfUYbiC1hRILdoNgyBhmDFj75H60+2vRbWGlQQg50x3eN253bgRyPxqhbGKOMbQQp5J6lqV5C7Et3qniKt7J2RUa01G1x4mk0/TmhGJUlvUu5XIwxZWDYHYDj9as3uv6jrTyF53gtyCrRxt8pHpjuazppAsLKejCpYGjjjUKCAOcDncfeh16vJa5MqkpuzehLaCK3lDlFlhC7SjDG4HGQSPpXd+HtbGol7cwRweUoKKh42+mK8+ZyzEseTV/QWuG1u0jtHKyFwSf8AZ/i/Sqw9apGaV9CqMlB2R6dmiiivcO8ZNElxDJFIMpIpVh6g8Gs2bwzps8jPJActjgMcDGDx+VatFAGZF4e0+GLyxESuWb5mPBKhT+gFLaeH7GyuluIo381QcFmJxkY/lWlRQBgX+vf2P5MIt/NDKWB3443ECqE3jBJkMcunhkPUGX/61Wta0C71CeEwmLbEmzLMQTzn0rMPg/USfvQf99H/AAryqssVztRWnoYSdRS90T/hJLRTkaSuR/01P+FWf+E6IH/Hh/5F/wDrVVPg3UT/AB2//fR/wpp8F6l/ft/++z/hUR+tR+FW+SJlOu9zH8Ra3b6lcrP9leCfADMGLBgOnGOtYUmpIWwUkIHcCuyPgjUz/Hbf99n/AApjeBNRbvan/gR/wo9lUk7yjqYuE27tHGz6jiPhHJ6DHam2+oYXBRxt6ZrsT4A1A/8APp/30f8ACmH4eagf+fT/AL6P+FUqMrW5WQ6Uv5dTlG1RGbBSTA74qO41MbQAkhJ44rrD8OtQ/wCnT/vs/wCFIfhxqPraf99n/CqVB/ysHTn/ACnKQ6oFUZR+OBmnNq0ZblJOOhwK6c/DfUj3tP8Avs/4Uw/DXU/Wz/77P+FP6vf7LJVOovsnLXGrKwAEchJ69KdFrCqoyj8cdq6Y/DTVP71n/wB9n/CkPw01bs1n/wB9n/Cq+r6W5SXTqdI6nOHWYixbZJkdOlbPhfxHBaazDmyaaaZ1jR2fHl5OCcY561Z/4VprHZ7P/vs/4VPYfDvV7XUrWeSS02RTK7Yc5wCD6VUKHLJNIfLW5k1Gx6Xtopc0V3nqn//Z" style="" title="" width="161" /></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our &lsquo;Flash Back 4&rsquo; questions were</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">Today: Name 2 key ingredient for Moussaka</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">This/last week: What does a mixed number consist of?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">This term: &nbsp;Who is the composer of the month?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;Last term: What is an ecosystem?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Next term we will be asking&hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our spelling rule next week is &lsquo;s&rsquo; including words such as&hellip;.</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Separate, special, suppose, politics, access, nonetheless, circle, decide, exercise, medicine, crescent, sentence</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our Graduate Award that we are working towards is &hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;&lsquo;Science&rsquo;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Year 4 PE Days have changed to Tuesday and Friday</strong>.</p>
]]></description>
	<enclosure url="https://www.keyinghamprimaryschool.co.uk/_site/data/images/news/924/list-Image - 2025-03-07T100645.322.jpg" length="159617" type="image/jpeg" />
	<pubDate>Fri, 7 Mar 2025 10:08:02 GMT</pubDate>
	<guid isPermaLink="true">https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=924</guid>
</item><item>	<title><![CDATA[ 28/02/2025 ]]></title>
	<link>https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=919</link>	<description><![CDATA[<p><strong>This week</strong> in class we have been asking&hellip;</p>

<p>How is sound created, we have also been exploring what fractions. We are looking forward to learning (ice) hockey techniques with the Hull Sea Hawks over the next 5 weeks. We have also been learning about Healthy Friendships. We conducted an experiment with a tuning fork and water &ndash; this allowed us to see the vibrations.</p>

<p>Our <strong>&lsquo;Flash Back 4&rsquo;</strong> questions were</p>

<p>Today: What is an expanded noun phrase?</p>

<p>This/last week: What is sound? What is tertiary?</p>

<p>This term: What is condensation? What is evaporation?</p>

<p>Last term: What are the changing states of matter?</p>

<p><strong>Next week</strong> we will be asking&hellip;</p>

<p>What is a database?</p>

<p>Our <strong>spelling rule</strong> next week is &lsquo;r&rsquo; including words such as&hellip;.</p>

<p>Grammar, increase, interest, library, natural, probably, promise, recent, wrong, ferry, error, redder.</p>

<p>Our <strong>Graduate Award</strong> that we are working towards is &hellip;</p>

<p>&lsquo;Science&rsquo;</p>

<p>Year 4 <strong>PE Days</strong> have <strong>changed </strong>to Tuesday and Friday.</p>
]]></description>
	<enclosure url="https://www.keyinghamprimaryschool.co.uk/_site/data/images/news/919/list-Image 4).jpeg" length="115086" type="image/jpeg" />
	<pubDate>Fri, 28 Feb 2025 10:26:30 GMT</pubDate>
	<guid isPermaLink="true">https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=919</guid>
</item><item>	<title><![CDATA[ 14/02/2025 ]]></title>
	<link>https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=913</link>	<description><![CDATA[<p style="margin-left:0cm; margin-right:0cm; text-align:center">This week in class we have been asking&hellip;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">What is a liquid, solid or gas and which materials have more than one property? As a class we were very fortunate and went to Rotherham to Magna we had an amazing experience and made paint as well as witnessing exploding mentos!!!</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><img alt="A fire in a factory

Description automatically generated" height="153" 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" style="" title="" width="204" /></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">The Big Melt at Magna</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our &lsquo;Flash Back 4&rsquo; questions were</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">Today: What are the different classes that existed in Ancient Rome?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">This/last week: How can we expand our sequence in gymnastics?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">This term: &nbsp;What is an irregular polygon?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;Last term: Who was Yayoi Kusama?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Next term we will be asking&hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">What are the layers the Rainforest?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our spelling rule next week is &lsquo;p&rsquo; including words such as&hellip;.</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Pedal, pedestrian, compel, expel, repel, pentathlon, popular, support, supply.</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our Graduate Award that we are working towards is &hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;&lsquo;Science&rsquo;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Year 4 PE Days have changed to Tuesday and Friday</strong>.</p>
]]></description>
	<enclosure url="https://www.keyinghamprimaryschool.co.uk/_site/data/images/news/913/list-Image - 2025-02-14T113535.319.jpg" length="119774" type="image/jpeg" />
	<pubDate>Fri, 14 Feb 2025 11:37:48 GMT</pubDate>
	<guid isPermaLink="true">https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=913</guid>
</item><item>	<title><![CDATA[ 07/02/2025 ]]></title>
	<link>https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=907</link>	<description><![CDATA[<p style="margin-left:0cm; margin-right:0cm; text-align:center">This week in class we have been asking&hellip;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">In Science we have been learning about &lsquo;The Water Cycle&rsquo; and focusing on the vocabulary precipitation, evaporation, condensation, melting and freezing. In Maths, we have been focusing on perimeter and took to the playground to measure the perimeter of a variety of things. In History, we have been learning about the Ancient Romans and the knowledge they developed such as the following: -</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><img alt="" height="107" src="/_site/data/files/images/auto_upload/blog-post/02109E4A2A5CEB68CF84BB274BE7E6A4.png" title="" width="147" />&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; <img alt="" height="115" src="/_site/data/files/images/auto_upload/blog-post/2910D9AD90F897D4EAE9472470F8ABD0.png" title="" width="143" />&nbsp;<img alt="" height="103" src="/_site/data/files/images/auto_upload/blog-post/8D2E95D1622DB6E543F0C812AB180EE1.png" title="" width="152" /></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Underfloor Heating&nbsp; &nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Medical Instruments&nbsp; &nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Military Weapons &nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our &lsquo;Flash Back 4&rsquo; questions were</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">Today: What is &lsquo;The Water Cycle&rsquo;?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">This/last week: What is pitch in relation to music?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">This term: &nbsp;Who was Henri Rousseau?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;Last term: What does sacrifice mean?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Next term we will be asking&hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">What is a hook and eye?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our spelling rule next week is &lsquo;n&rsquo; including words such as&hellip;.</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Apparent, controversy, correspond, recommend, context, contract, environment,</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Knowledge, reign, innovate, examine, examiner</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our Graduate Award that we are working towards is &hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;&lsquo;Science&rsquo;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Year 4 PE Days have changed to Tuesday and Friday</strong>.</p>
]]></description>
	<enclosure url="https://www.keyinghamprimaryschool.co.uk/_site/data/images/news/907/list-Image - 2025-02-07T110830.741.jpg" length="168339" type="image/jpeg" />
	<pubDate>Fri, 7 Feb 2025 11:09:49 GMT</pubDate>
	<guid isPermaLink="true">https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=907</guid>
</item><item>	<title><![CDATA[ 31/01/2025 ]]></title>
	<link>https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=901</link>	<description><![CDATA[<p style="margin-left:0cm; margin-right:0cm; text-align:center">This week in class we have been asking&hellip;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">In RE we have been exploring charity linked to the Muslim faith. In our maths lessons we have started to learn about perimeter. During writing we are exploring cultural stories and looking at how we can create our own.</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><img alt="A screenshot of a game

Description automatically generated" height="107" 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" style="" title="" width="175" /></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">We identified that grids help with calculating perimeter.</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our &lsquo;Flash Back 4&rsquo; questions were</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">Today: How do we calculate perimeter?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">This/last week: Who was Julius Caesar?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">This term: &nbsp;What is the Qu&rsquo;ran?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;Last term: Name the lines of latitude and longitude?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Next term we will be asking&hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">What materials conduct electricity?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our spelling rule next week is &lsquo;m&rsquo; including words such as&hellip;.</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Lamb, cemetery determined, embarrassed, committee, community, communication, common, condemn, familiar, familiar, overcome, thumb</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our Graduate Award that we are working towards is &hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;&lsquo;Science&rsquo;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Year 4 PE Days have changed to Tuesday and Friday</strong>.</p>
]]></description>
	<enclosure url="https://www.keyinghamprimaryschool.co.uk/_site/data/images/news/901/list-Image - 2025-02-07T081254.468.jpg" length="91411" type="image/jpeg" />
	<pubDate>Fri, 7 Feb 2025 08:16:07 GMT</pubDate>
	<guid isPermaLink="true">https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=901</guid>
</item><item>	<title><![CDATA[ 24/01/2025 ]]></title>
	<link>https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=895</link>	<description><![CDATA[<p style="margin-left:0cm; margin-right:0cm; text-align:center">This week in class we have been asking&hellip;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">In RE we have been asking what is poverty and justice? Is it right and fair that people in the world are poor? During maths we have been focusing on division and asking how do we divide a 3 digit number by 1 digit. This has been somewhat tricky, but we are all working hard. &nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><img alt="A diagram of numbers and words

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" style="" title="" width="366" /></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our &lsquo;Flash Back 4&rsquo; questions were</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">Today: How would you describe a Plebian from Ancient Rome?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">This/last week: Name three of the six rolls we are learning in PE?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">This term: &nbsp;What do we add to primary colours to create tint and tone?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;Last term: What&rsquo;s the difference between vertebrates and invertebrates?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Next term we will be asking&hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">What is velcro?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our spelling rule next week is &lsquo;l&rsquo; including words such as&hellip;.</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Knowledge, library, particular, &nbsp;popular, allowed, aloud, example, typical, dental, label, steel, steal</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our Graduate Award that we are working towards is &hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;&lsquo;Science&rsquo;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Year 4 PE Days have changed to Tuesday and Friday</strong>.</p>
]]></description>
	<enclosure url="https://www.keyinghamprimaryschool.co.uk/_site/data/images/news/895/list-Image - 2025-01-24T111024.843.jpg" length="132529" type="image/jpeg" />
	<pubDate>Fri, 24 Jan 2025 11:11:56 GMT</pubDate>
	<guid isPermaLink="true">https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=895</guid>
</item><item>	<title><![CDATA[ 17/01/2025 ]]></title>
	<link>https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=889</link>	<description><![CDATA[<p style="margin-left:0cm; margin-right:0cm; text-align:center">This week in class we have been asking&hellip;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">How do I say &lsquo;I would like a cheese sandwich&rsquo; in French?&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our &lsquo;Flash Back 4&rsquo; questions were</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">Today: What is the difference between autocracy and democracy?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">This/last week: What are the properties of a liquid in science?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">This term: &nbsp;What is poverty?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;Last term: Who were the Ancient Mayan?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Next term we will be asking&hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">How do I attach a button to a piece of cloth?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our spelling rule next week is &lsquo;k&rsquo; including words such as&hellip;.</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Accident, oblique, cheque, scheme, affect, effect, link, across, school, acropolis, predict, character. </strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our Graduate Award that we are working towards is &hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;&lsquo;Science&rsquo;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Year 4 PE Days have changed to Tuesday and Friday</strong>.</p>
]]></description>
	<enclosure url="https://www.keyinghamprimaryschool.co.uk/_site/data/images/news/889/list-Image - 2025-01-17T145455.736.jpg" length="107070" type="image/jpeg" />
	<pubDate>Fri, 17 Jan 2025 14:56:38 GMT</pubDate>
	<guid isPermaLink="true">https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=889</guid>
</item><item>	<title><![CDATA[ 10/01/2025 ]]></title>
	<link>https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=885</link>	<description><![CDATA[<p style="margin-left:0cm; margin-right:0cm; text-align:center">This week in class we have been asking&hellip;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">What are the changing states of matter?&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our &lsquo;Flash Back 4&rsquo; questions were</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">Today: Can you squeeze a solid?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">This/last week: What does the digestive system do?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">This term: &nbsp;How do you divide and multiply in maths? Who were the Ancient Greeks?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;Last term: What is an ecosystem?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Next term we will be asking&hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">Who were the Romans?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our spelling rule next week is &lsquo;j&rsquo; including words such as&hellip;.</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Inject, object, imagine, geography, knowledge, suggest, image, submerge, adjust, intelligence, jigsaw, jogging. </strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our Graduate Award that we are working towards is &hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;&lsquo;Science&rsquo;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Year 4 PE Days have changed to Tuesday and Friday</strong>.</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;</p>
]]></description>
	<enclosure url="https://www.keyinghamprimaryschool.co.uk/_site/data/images/news/885/list-Image - 2025-01-10T102908.781.jpg" length="117424" type="image/jpeg" />
	<pubDate>Fri, 10 Jan 2025 10:38:11 GMT</pubDate>
	<guid isPermaLink="true">https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=885</guid>
</item><item>	<title><![CDATA[ 20/12/2024 ]]></title>
	<link>https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=875</link>	<description><![CDATA[<p style="margin-left:0cm; margin-right:0cm; text-align:center">This week in class we have been asking&hellip;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">How do we celebrate difference?&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our &lsquo;Flash Back 4&rsquo; questions were</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">Today: How do you divide with 100?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">This/last week: When we knead bread what does this do to the dough?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">This term: &nbsp;Are Abraham and Ibrahim the same person?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;Last term: How are plants classified?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Next term we will be asking&hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">Who were the Romans?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our spelling rule next week is &lsquo;g&rsquo; including words such as&hellip;.</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Grammar, fatigue, category, ghost, bigger, investigate, biggest, guest, guessed, dialogue, monologue, graceful</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our Graduate Award that we are working towards is &hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;&lsquo;Science&rsquo;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Year 4 PE Days have changed to Tuesday and Friday</strong>.</p>

<p>Merry Christmas and a Happy New Year from Year 4 it has been a busy term! We have learnt so much and can&rsquo;t wait to learn even more in 2025!</p>
]]></description>
	<enclosure url="https://www.keyinghamprimaryschool.co.uk/_site/data/images/news/875/list-Image - 2024-12-20T100635.992.jpg" length="130728" type="image/jpeg" />
	<pubDate>Fri, 20 Dec 2024 10:08:25 GMT</pubDate>
	<guid isPermaLink="true">https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=875</guid>
</item><item>	<title><![CDATA[ 13/12/2024 ]]></title>
	<link>https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=864</link>	<description><![CDATA[<p style="margin-left:0cm; margin-right:0cm; text-align:center">This week in class we have been asking&hellip;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">How do we make pizza?&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our &lsquo;Flash Back 4&rsquo; questions were</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">Today: What is an ecosystem?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">This/last week: Can you name the knots used during Forest School?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">This term: &nbsp;Name the organs associated with the digestive system?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;Last term: In French name the different ways to respond to ca va?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Next week we will be asking&hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">How do we divide by 100?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our spelling rule next week is &lsquo;f&rsquo; including words such as&hellip;.</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Forward, fruit, affect, effect, phase, efficient, giraffe, magnify, magnificent, fearless, often, therefore</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our Graduate Award that we are working towards is &hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;&lsquo;Science&rsquo;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Year 4 PE Days: Tuesday and Thursday</strong>.</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Next half term PE DAYS will change and be onTuesday and Friday </strong></p>
]]></description>
	<enclosure url="https://www.keyinghamprimaryschool.co.uk/_site/data/images/news/864/list-Image - 2024-12-13T091344.689.jpg" length="123426" type="image/jpeg" />
	<pubDate>Fri, 13 Dec 2024 09:16:01 GMT</pubDate>
	<guid isPermaLink="true">https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=864</guid>
</item><item>	<title><![CDATA[ 06/12/2024 ]]></title>
	<link>https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=852</link>	<description><![CDATA[<p style="margin-left:0cm; margin-right:0cm; text-align:center">This week in class we have been asking&hellip;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">What did the Maya Civilisation develop?&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our &lsquo;Flash Back 4&rsquo; questions were</strong></p>

<p style="margin-left:0cm; margin-right:0cm">&nbsp;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">Today: What is &lsquo;The Fall&rsquo; in religious education?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">This/last week: Name the stages of a food chain</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><img alt="A rabbit sitting in the grass

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" style="" title="" width="603" /></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">This term: &nbsp;What is the basic ingredient for bread?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;Last term: Name the lines of latitude and longitude?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Next week we will be asking&hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">What are the features of a narrative?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our spelling rule next week is &lsquo;f&rsquo; including words such as&hellip;.</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Forward, fruit, affect, effect, phase, efficient, giraffe, magnify, magnificent, fearless, often, therefore</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our Graduate Award that we are working towards is &hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;&lsquo;Science&rsquo;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Year 4 PE Days: Tuesday and Thursday</strong>.</p>
]]></description>
	<enclosure url="https://www.keyinghamprimaryschool.co.uk/_site/data/images/news/852/list-Image - 2024-12-06T074429.320.jpg" length="133740" type="image/jpeg" />
	<pubDate>Fri, 6 Dec 2024 07:48:22 GMT</pubDate>
	<guid isPermaLink="true">https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=852</guid>
</item><item>	<title><![CDATA[ 29/11/2024 ]]></title>
	<link>https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=844</link>	<description><![CDATA[<p style="margin-left:0cm; margin-right:0cm; text-align:center">This week in class we have been asking&hellip;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">How do we make bread ?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our &lsquo;Flash Back 4&rsquo; questions were</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">Today: Who wrote the poem Life doesn&rsquo;t frighten me?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">This/last week: What did the Maya famously build? What is bloodletting?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">This term: &nbsp;What are the features of La Favela?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;Last term: What is a sentence breaker?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Next week we will be asking&hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">Is &lsquo;said really dead&rsquo;?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our spelling rule next week is &lsquo;oo&rsquo; including words such as&hellip;.</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Fool, grew, group, bruise, suitable, revolution, loser, remove, choose, cruise, rudest, undo</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our Graduate Award that we are working towards is &hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;&lsquo;Science&rsquo;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Year 4 PE Days: Tuesday and Thursday</strong>.</p>
]]></description>
	<enclosure url="https://www.keyinghamprimaryschool.co.uk/_site/data/images/news/844/list-Image - 2024-11-29T113919.735.jpg" length="141129" type="image/jpeg" />
	<pubDate>Fri, 29 Nov 2024 11:42:24 GMT</pubDate>
	<guid isPermaLink="true">https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=844</guid>
</item><item>	<title><![CDATA[ 22/11/2024 ]]></title>
	<link>https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=838</link>	<description><![CDATA[<p style="margin-left:0cm; margin-right:0cm; text-align:center">This week in class we have been asking&hellip;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">How do we digest food? What is a product?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our &lsquo;Flash Back 4&rsquo; questions were</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">Today: What are poetic devices? Can you name at least three?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">This/last week: What are the Abrahamic Faiths? What organs are linked to the Digestive System?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">This term: &nbsp;Where do the Kayapo tribe live? What do we mean by the term dynamic in music?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;Last term: Who is Yayoi Kasuma? What are the lines of longitude and latitude?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Next week we will be asking&hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">What do we mean by ferment in relation to bread making?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our spelling rule next week is &lsquo;er&rsquo; including words such as&hellip;.</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Firm, consider, exercise, version, learn, grammar, favourite, peculiar, popular, certain, certificate, ascertain. </strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our Graduate Award that we are working towards is &hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;&lsquo;Science&rsquo;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Year 4 PE Days: Tuesday and Thursday</strong>.</p>
]]></description>
	<enclosure url="https://www.keyinghamprimaryschool.co.uk/_site/data/images/news/838/list-Image - 2024-11-22T093540.722.jpg" length="140107" type="image/jpeg" />
	<pubDate>Fri, 22 Nov 2024 09:44:57 GMT</pubDate>
	<guid isPermaLink="true">https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=838</guid>
</item><item>	<title><![CDATA[ 15/11/2024 ]]></title>
	<link>https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=830</link>	<description><![CDATA[<p style="margin-left:0cm; margin-right:0cm; text-align:center">This week in class we have been asking&hellip;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">Who ruled the ancient Maya?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our &lsquo;Flash Back 4&rsquo; questions were</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">Today: What creature has carnassial teeth?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">This/last week: Who was Boudica?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">This term: &nbsp;What is an input device in relation to sound?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;Last term: What does inverse mean ?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Next week we will be asking&hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">What did the Maya believe?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our spelling rule next week is &lsquo;er&rsquo; including words such as&hellip;.</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Weary, cereal, serial, interfere, sincerely, experience, period, here, hear, peer, pier, steered </strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our Graduate Award that we are working towards is &hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;&lsquo;Science&rsquo;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Year 4 PE Days: Tuesday and Thursday</strong>.</p>
]]></description>
	<enclosure url="https://www.keyinghamprimaryschool.co.uk/_site/data/images/news/830/list-Image - 2024-11-15T101952.538.jpg" length="131375" type="image/jpeg" />
	<pubDate>Fri, 15 Nov 2024 10:22:12 GMT</pubDate>
	<guid isPermaLink="true">https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=830</guid>
</item><item>	<title><![CDATA[ 08/11/2024 ]]></title>
	<link>https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=823</link>	<description><![CDATA[<p style="margin-left:0cm; margin-right:0cm; text-align:center">This week in class we have been asking&hellip;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">What does cumulative mean?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our &lsquo;Flash Back 4&rsquo; questions were</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">Today: Can you think of the things that people sacrifice for others?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">This/last week: What is another name for milk teeth?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">This term: What does contrast and comparison mean with regards to critical analysis?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;Last term: Who are the Kayapo tribe?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Next week we will be asking&hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">How do you say do you have a pet in French?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our spelling rule next week is &lsquo;ar&rsquo; including words such as&hellip;.</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">Guard, farther, barge, passed, art, heart, artifact, cart, guitar</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our Graduate Award that we are working towards is &hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;&lsquo;Science&rsquo;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Year 4 PE Days: Tuesday and Thursday</strong>.</p>
]]></description>
	<enclosure url="https://www.keyinghamprimaryschool.co.uk/_site/data/images/news/823/list-Image - 2024-11-08T114047.247.jpg" length="155018" type="image/jpeg" />
	<pubDate>Fri, 8 Nov 2024 11:41:55 GMT</pubDate>
	<guid isPermaLink="true">https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=823</guid>
</item><item>	<title><![CDATA[ 24/10/2024 ]]></title>
	<link>https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=819</link>	<description><![CDATA[<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>This week class we have been asking&hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>What is area?</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our &lsquo;Flash Back 4&rsquo; questions were</strong></p>

<ol>
	<li style="text-align:center">Today: What is internet safety?</li>
	<li style="text-align:center">This/Last Week: What are the features of a diary?</li>
	<li style="text-align:center">This Term: How do I say my name is &hellip;. In French?</li>
	<li style="text-align:center">Last term: How do Muslims express their beliefs?</li>
</ol>

<p style="margin-left:36pt; margin-right:0cm; text-align:center"><strong>Next week we will be asking...</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>What does sacrifice mean?</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our spelling rule next week is &lsquo;ue&rsquo; including words such as&hellip;.</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Popular, regular, few, pursue, unicycle, unique, united, evacuate, vacuum, neutral, stewed, chewy</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our Graduate Award that we are working towards is &hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;&lsquo;Being Me&rsquo;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Pe days are &hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">Tuesday and Thursday</p>
]]></description>
	<enclosure url="https://www.keyinghamprimaryschool.co.uk/_site/data/images/news/819/list-Image - 2024-10-24T122957.900.jpg" length="123106" type="image/jpeg" />
	<pubDate>Thu, 24 Oct 2024 12:30:51 GMT</pubDate>
	<guid isPermaLink="true">https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=819</guid>
</item><item>	<title><![CDATA[ 18/10/2024 ]]></title>
	<link>https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=809</link>	<description><![CDATA[<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>This week class we have been asking&hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>How do we subtract 2 4-digit numbers with more than one exchange?</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our &lsquo;Flash Back 4&rsquo; questions were</strong></p>

<ol>
	<li style="text-align:center">Today: What is reported speech?</li>
	<li style="text-align:center">This/Last Week: What does WWW mean?</li>
	<li style="text-align:center">This Term: What technics do you need to make clay pumpkins?</li>
	<li style="text-align:center">Last term: Why was the River Nile so important during Ancient Egypt?</li>
</ol>

<p style="margin-left:36pt; margin-right:0cm; text-align:center">&nbsp;</p>

<p style="margin-left:36pt; margin-right:0cm; text-align:center"><strong>Next week we will be asking...</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">How do I say I am 8/9 years old in French?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our spelling rule next week is &lsquo;u/schwa&rsquo; including words such as&hellip;.</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Unfair, undone, enough, reluctant, company, method, random, rough, tough,</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Millimetre, millilitre, recover &nbsp;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our Graduate Award that we are working towards is &hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;&lsquo;Being Me&rsquo;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Pe days are &hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">Tuesday and Thursday</p>
]]></description>
	<enclosure url="https://www.keyinghamprimaryschool.co.uk/_site/data/images/news/809/list-Image - 2024-10-18T103458.761.jpg" length="139185" type="image/jpeg" />
	<pubDate>Fri, 18 Oct 2024 10:36:18 GMT</pubDate>
	<guid isPermaLink="true">https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=809</guid>
</item><item>	<title><![CDATA[ 11/10/2024 ]]></title>
	<link>https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=799</link>	<description><![CDATA[<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>This week class we have been asking&hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>What is a preposition?&nbsp; How do I subtract 2 &ndash; 4 digit numbers with more than one exchange?</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our &lsquo;Flash Back 4&rsquo; questions were</strong></p>

<p style="text-align:center">Today: When do you use a colon?</p>

<p style="text-align:center">This/Last Week: What is lifelike in Rio de Janiero?</p>

<p style="text-align:center">This Term: Is it possible for people to experience truth in a different way? Who was Plato?</p>

<p style="text-align:center">Last term: What are the holy trinities?</p>

<p style="margin-left:36pt; margin-right:0cm; text-align:center">&nbsp;</p>

<p style="margin-left:36pt; margin-right:0cm; text-align:center"><strong>Next week we will be asking...</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">How much water do I consume in a day?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our spelling rule next week is &lsquo;oe&rsquo; including words such as&hellip;.</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Telescope, periscope, microscope, microchip, sole, role, code, potatoes, notice, although, notice, shown.</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our Graduate Award that we are working towards is &hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;&lsquo;Being Me&rsquo;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>PE days are &hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">Tuesday and Thursday</p>
]]></description>
	<enclosure url="https://www.keyinghamprimaryschool.co.uk/_site/data/images/news/799/list-Image 23).jpg" length="104325" type="image/jpeg" />
	<pubDate>Fri, 11 Oct 2024 09:24:20 GMT</pubDate>
	<guid isPermaLink="true">https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=799</guid>
</item><item>	<title><![CDATA[ 04/10/2024 ]]></title>
	<link>https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=795</link>	<description><![CDATA[<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>This week class we have been asking&hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">How do I add 2 4 digit numbers? How do we exchange?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our &lsquo;Flash Back 4&rsquo; questions were</strong></p>

<ol>
	<li style="text-align:center">Today: What suffix do we use for superlatives? What do we mean by incontestable?</li>
	<li style="text-align:center">This/Last Week: What is a truth? What are the political regions of Brazil?</li>
	<li style="text-align:center">This Term: How do we classify plants?</li>
	<li style="text-align:center">Last term: What type of rocks are produced as a result of heat?</li>
</ol>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Next week we will be asking...</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">What is a flavela?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our spelling rule next week is &lsquo;ie&rsquo; including words such as&hellip;.</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Tie, site, survive, highlight, style, incisor, excise, homicide, deny, describe, exercise, height, knowledge, belief, opinion, material.</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our Graduate Award that we are working towards is &hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;&lsquo;Being Me&rsquo;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Pe days are &hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">Tuesday and Thursday</p>
]]></description>
	<enclosure url="https://www.keyinghamprimaryschool.co.uk/_site/data/images/news/795/list-Image - 2024-10-04T104907.660.jpg" length="186821" type="image/jpeg" />
	<pubDate>Fri, 4 Oct 2024 10:51:38 GMT</pubDate>
	<guid isPermaLink="true">https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=795</guid>
</item><item>	<title><![CDATA[ 27/09/2024 ]]></title>
	<link>https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=787</link>	<description><![CDATA[<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>This week class we have been asking&hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">How do I round a number to the next 1000?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our &lsquo;Flash Back 4&rsquo; questions were</strong></p>

<ol>
	<li style="text-align:center">Today: What is democracy? Who would use empirical evidence?</li>
	<li style="text-align:center">This/Last Week: How do we round to the numbers 10, 100 and 1000? Comment tu t&rsquo;appelle?</li>
	<li style="text-align:center">This Term: What is the difference between a political and a physical map?</li>
	<li style="text-align:center">Last term: What are the different types of rocks?</li>
</ol>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Next week we will be asking...</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">What are appends and sum?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our spelling rule next week is &lsquo;i&rsquo; including words such as&hellip;.</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Experiment, history, imagine, increase, binoculars, stability, ordinary, building analysis, image, builder, fitter.</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our Graduate Award that we are working towards is &hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;&lsquo;Being Me&rsquo;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Pe days are &hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">Tuesday and Thursday</p>
]]></description>
	<enclosure url="https://www.keyinghamprimaryschool.co.uk/_site/data/images/news/787/list-Image - 2024-09-27T081413.399.jpg" length="171283" type="image/jpeg" />
	<pubDate>Fri, 27 Sep 2024 08:15:49 GMT</pubDate>
	<guid isPermaLink="true">https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=787</guid>
</item><item>	<title><![CDATA[ 20/09/2024 ]]></title>
	<link>https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=781</link>	<description><![CDATA[<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>This week class we have been asking&hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">How are animals classified? How do we make a clay pumpkin? How do you round numbers to 10? What</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our &lsquo;Flash Back 4&rsquo; questions were</strong></p>

<ol>
	<li style="text-align:center"><strong>Today: What does philosophy mean?</strong></li>
	<li style="text-align:center"><strong>This/last week: Name the lines of latitude and longitude </strong></li>
	<li style="text-align:center"><strong>This term: What is a rhetorical question?</strong></li>
	<li style="text-align:center"><strong>Last term: What is a rock?</strong></li>
</ol>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Next week we will be asking...</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">How are plants classified? What is empirical evidence?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our spelling rule next week is &lsquo;ee&rsquo; including words such as&hellip;.</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Peace, piece, bury, berry, empathy, sympathy, heal, heel, he&rsquo;ll</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Peculiar, various, reveal, knowledge, believe</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our Graduate Award that we are working towards is &hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;&lsquo;Being Me&rsquo;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Pe days are &hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">Tuesday and Thursday</p>
]]></description>
	<enclosure url="https://www.keyinghamprimaryschool.co.uk/_site/data/images/news/781/list-Image - 2024-09-20T075045.744.jpg" length="163395" type="image/jpeg" />
	<pubDate>Fri, 20 Sep 2024 07:52:13 GMT</pubDate>
	<guid isPermaLink="true">https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=781</guid>
</item><item>	<title><![CDATA[ 13/09/2024 ]]></title>
	<link>https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=774</link>	<description><![CDATA[<p style="margin-left:0cm; margin-right:0cm; text-align:center">Year 4</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>This week class we have been asking&hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">How are animals classified?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our &lsquo;Flash Back 4&rsquo; questions were</strong></p>

<ol>
	<li style="text-align:center"><strong>Today: What are superlatives?</strong></li>
	<li style="text-align:center"><strong>This/last week: What is the difference between vertebrates and invertebrates?</strong></li>
	<li style="text-align:center"><strong>This term: How can you partition the number 3458?</strong></li>
	<li style="text-align:center"><strong>Last term: What are tectonic plates?</strong></li>
</ol>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Next week we will be asking...</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">What is a truth?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our spelling rule next week is &lsquo;e&rsquo; including words such as&hellip;.</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Mention, peculiar, possession, pressure, bread, accept, except, whether, weather, any, extreme, many.</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our Graduate Award that we are working towards is &hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;&lsquo;Being Me&rsquo;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Pe days are &hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">Tuesday and Thursday</p>
]]></description>
	<enclosure url="https://www.keyinghamprimaryschool.co.uk/_site/data/images/news/774/list-Image - 2024-09-13T130833.120.jpg" length="120529" type="image/jpeg" />
	<pubDate>Fri, 13 Sep 2024 13:09:34 GMT</pubDate>
	<guid isPermaLink="true">https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=774</guid>
</item><item>	<title><![CDATA[ 06/09/2024 ]]></title>
	<link>https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=768</link>	<description><![CDATA[<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>This week class we have been asking&hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">Who is Yayoi Kusama?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our &lsquo;Flash Back 4&rsquo; questions were</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">Today:&nbsp;&nbsp; If someone is a contemporary artist what does this mean?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">This/last week:&nbsp; How can we use a slip?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">This term: What are the lines of longitude and latitude?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">Last term: Where is Mount Vesuvius?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Next week we will be asking&hellip;..</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">What is partition? &nbsp;What is a habitat?</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our spelling rule next week is &lsquo;ay&rsquo; including words such as&hellip;.</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;Display, rain, plane, rein, plain, reign eighth, regulate, brake, break, grate, great</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Our Graduate Award that we are working towards is &hellip;</strong></p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center">&nbsp;&lsquo;Being Me&rsquo;</p>

<p style="margin-left:0cm; margin-right:0cm; text-align:center"><strong>Pe days are&nbsp;</strong>Tuesday and Thursday</p>
]]></description>
	<enclosure url="https://www.keyinghamprimaryschool.co.uk/_site/data/images/news/768/list-Image - 2024-09-06T142722.950.jpg" length="136966" type="image/jpeg" />
	<pubDate>Fri, 6 Sep 2024 14:48:30 GMT</pubDate>
	<guid isPermaLink="true">https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=768</guid>
</item><item>	<title><![CDATA[ 12/07/2024 ]]></title>
	<link>https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=761</link>	<description><![CDATA[<p>This week we had our Hairspray dance performance, which we thought went great! We enjoyed the music and having some solo performances as well. In Jigsaw this week, we were asking, &ldquo;What are the correct, scientific names for our body parts?&rdquo; and we learned about how life beings in the uterus/womb and that we need love and affection to grow and develop. We also reflected on our year in Year 3 and discussed how we were feeling and what we were looking forward to. Most of us were excited for the new things we get to learn in Year 4, particularly to Art and DT lessons, even though some of us are feeling a bit nervous. Our best memories in Year 3 have been: the school trip to York to visit the National Railway Museum and Wonderlab, competing in the triathlon, being with Miss Heppleston, designing and making clay tiles in Art, using maps in Geography, making starburst rocks in Science, building bridges in DT and cooking popcorn, fruity yogurt and chips in DT.</p>
]]></description>
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	<pubDate>Fri, 12 Jul 2024 07:30:54 GMT</pubDate>
	<guid isPermaLink="true">https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=761</guid>
</item><item>	<title><![CDATA[ 05/07/2024 ]]></title>
	<link>https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=755</link>	<description><![CDATA[<p>This week in class we have been asking, &ldquo;What are the 4 types of throws?&rdquo; These are: the heave throw, sling throw, overarm and push throw. We found out that the overarm/push throw were the best for throwing for distance because we could get more momentum. In Dance, we&rsquo;ve learned a new dance to add to our performance. It&rsquo;s to show how cool the second character (Link) is. In History, our question was, &ldquo;What have the Greeks invented and how has it impacted life today?&rdquo; We learned the Greeks used the 12-star signs to predict the future and they could predict when a solar eclipse would happen. The Greeks also created their own number system, similar to Romans where they used lines to represent ones, butdidn&rsquo;t have a symbol for every number yet. In Maths, we&rsquo;ve been learning different ways to represent data. We have looked at pictograms and bar charts.&nbsp;</p>

<p>Our &#39;Flash Back 4&#39; questions were:</p>

<p>1.A source of light is something that emitsits own light.<br />
What does &lsquo;emits&rsquo; mean?</p>

<p>2.What is soil made up of?</p>

<p>3.Define these key RE vocabulary words:<br />
&nbsp;- atheist&nbsp;<br />
&nbsp;- theist<br />
&nbsp;- agnostic</p>

<p>4.How is the Amalfi Coast different/similar to the Graian region, or our region: Yorkshire &amp; the Humber?</p>

<p>Next week, we will be asking, &ldquo;What are stereotypes within families and how can we challenge these?&rdquo; and &ldquo;What are the correct, scientific names for our body parts?&rdquo;</p>

<p>Our spelling rule next week is&lsquo;s&rsquo; sounding words, such as: absolute, consistent, necessary, evidence, concept, society, scent, thistle, influence, nonsense, cease, circumstances</p>

<p>Next week, our PE days are Monday (Hairspray dress rehearsal), Tuesday &amp; Wednesday (Hairspray performance)</p>
]]></description>
	<enclosure url="https://www.keyinghamprimaryschool.co.uk/_site/data/images/news/755/list-Image - 2024-07-05T091603.644.jpg" length="143042" type="image/jpeg" />
	<pubDate>Fri, 5 Jul 2024 09:20:01 GMT</pubDate>
	<guid isPermaLink="true">https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=755</guid>
</item><item>	<title><![CDATA[ 28/06/2024 ]]></title>
	<link>https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=748</link>	<description><![CDATA[<p>This week in class we have been asking, &ldquo;What is an Imam?&rdquo; We had a visitor in class, who was the Imam from the mosque in Hull. We learned that his job is to help people pray, lead prayer and he taught us about his beliefs as a Muslim. He talked about Ramadan, which he thinks helps us become more disciplined and helps our bodies feel better. It also helps us to understand how people who don&rsquo;t have much food feel. In History, we asked, &ldquo;Who are the gods and goddesses in Ancient Greece?&rdquo; We learned about Zeus (who liked drama and causing problems between other gods) and Hades, who was the god of the underworld (who has a three-headed dog called Cerbus). We also learned that Zeus is the God of the heavens. In PE, we practised our jumping skills, swinging our arms for momentum and distance. We also practised a heave throw, where we faced the opposite direction of where the object is being thrown, swinging it between our legs and the sling throw, where you stand at the side at an angle and throw it over your shoulder. In Science, we asked, &ldquo;What materials are magnetic?&rdquo; We learned that not all metals are magnetic.</p>

<p>Our &#39;Flash Back 4&#39; questions were:</p>

<p>1.Opaque materials let no light pass through, so we cannot see through these.<br />
What&rsquo;s the difference between transparent and translucent?</p>

<p>2.A device that is connected to a network without the need for a wire is called a WAP.&nbsp;<br />
What does WAP stand for?</p>

<p>3.Morals are our understanding of right and wrong.<br />
What do Christians call their morals which they have to follow? C____________</p>

<p>4.Can you describe what each of these parts of a plant do?<br />
&nbsp;- Roots<br />
&nbsp;- Stem<br />
&nbsp;- Xylem&nbsp;<br />
&nbsp;- Phloem</p>

<p>Next week, we will be asking, &ldquo;How do babies grow?&quot;and &ldquo;How are our lives influenced by Ancient Greeks?&rdquo;</p>

<p>Our spelling rule next week is&lsquo;ee&rsquo; sounding words, such as: steel, steal, millipede, theme, deceive, antibiotic, antisocial, anticlockwise, familiar, obvious, regal, theory</p>

<p>Next week, our PE days are Monday (outdoor) and Tuesday (indoor)</p>
]]></description>
	<enclosure url="https://www.keyinghamprimaryschool.co.uk/_site/data/images/news/748/list-Image - 2024-06-28T094534.338.jpg" length="125250" type="image/jpeg" />
	<pubDate>Fri, 28 Jun 2024 09:46:50 GMT</pubDate>
	<guid isPermaLink="true">https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=748</guid>
</item><item>	<title><![CDATA[ 21/06/2024 ]]></title>
	<link>https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=743</link>	<description><![CDATA[<p>This week in class we have been asking, &ldquo;How do we use Publisher to make a magazine front cover stand out?&rdquo; We used Publisher to upload images of Ancient Greece and adding text of different sizes and colours. In History, we asked, &ldquo;What buildings can we find in Ancient Greece?&rdquo; We learned about the different columns such as: Doric, Ionic and Corinthian. Doric columns are recognisable because they don&rsquo;t have a base. In RE, we asked, &ldquo;Why do Muslims fast during Ramadan?&rdquo; We learned this is called Sawm. It is the fourth pillar of Islam. They fast because they want to experience what is like to live like those less fortunate, so they can appreciate what they have.&nbsp;In DT, we designed and built bridges and made them strong by using features like arches and pillars to hold weight.</p>

<p>Our &#39;Flash Back 4&#39; questions were:</p>

<ol>
	<li>What is an anthropic rock?</li>
	<li>There are different types of geographical settlements: cities, towns, villages and hamlets. What is the difference between a town and a hamlet?</li>
	<li>What is the Trinity in the Christian faith?</li>
	<li>Neanderthals and Homosapiens were the first human species to exist. Which came first?&nbsp;</li>
</ol>

<p>Next week, we will be asking, &ldquo;Who were the Gods and Goddesses in&nbsp;Ancient&nbsp;Greek mythology?&quot; and &ldquo;What materials are magnetic?&rdquo;</p>

<p>Our spelling rule next week is &lsquo;sh&rsquo; sounding words, such as: publish, tension, tissue, exclamation, intention, tradition, non-fiction, population, transition, special, crucial</p>

<p>Next week, our PE days are Monday (outdoor) and Tuesday (indoor)</p>
]]></description>
	<enclosure url="https://www.keyinghamprimaryschool.co.uk/_site/data/images/news/743/list-Image - 2024-06-21T090915.882.jpg" length="130860" type="image/jpeg" />
	<pubDate>Fri, 21 Jun 2024 09:12:14 GMT</pubDate>
	<guid isPermaLink="true">https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=743</guid>
</item><item>	<title><![CDATA[ 18/06/2024 ]]></title>
	<link>https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=737</link>	<description><![CDATA[<p>This week in class we have been asking, &ldquo;How is fire used to power trains?&rdquo; We went to York Railway Museum and we looked at all the different trains and watched an experiment. We learned we need: heat, fuel and oxygen to make fire. When more oxygen was added, the demonstrator was able to make the fire bigger, or when she added a bigger heat source from the blow torch. In Wonderlab, we used a vacuum machine where we added fabric to a machine and it sucked it through a tube and out. We also made heat from friction, using an infer-red camera to measure how hot it got when we rubbed two surfaces together. We also learned new sign language for &lsquo;fire&rsquo;.</p>

<p>Our &#39;Flash Back 4&#39; questions were:</p>

<ol>
	<li>Friction and magnetism are two different types of forces.&nbsp;<br />
	Which is a contact force and which is non-contact force?</li>
	<li>What rituals do Muslims have before prayer?</li>
	<li>Ancient Greece had a democracy, whereas Ancient Egypt had autocracy.&nbsp;<br />
	How are these different?</li>
	<li>What is the outside line on a drawing called?</li>
</ol>

<p>Next week, we will be asking, &ldquo;Why do many Muslims fast during Ramadan?&rdquo; and &ldquo;What buildings can we find in Ancient Greece?&rdquo;</p>

<p>Our spelling rule after half term is &lsquo;s&rsquo; sounding words, such as: scripture, consider, intensify, democracy, sequence, exceed, discipline, fascinate, experience, purpose, police</p>

<p>Next week, our PE days are Tuesday (indoor) and Friday (Sports day)</p>
]]></description>
	<enclosure url="https://www.keyinghamprimaryschool.co.uk/_site/data/images/news/737/list-Image - 2024-06-18T123530.975.jpg" length="135022" type="image/jpeg" />
	<pubDate>Tue, 18 Jun 2024 12:35:45 GMT</pubDate>
	<guid isPermaLink="true">https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=737</guid>
</item><item>	<title><![CDATA[ 07/06/24 ]]></title>
	<link>https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=730</link>	<description><![CDATA[<p style="text-align:center"><strong>This week in class we have been asking, </strong></p>

<p style="text-align:center">&ldquo;Are all Muslims the same?&rdquo; We learned that there are two different types of Muslims: Shia and Sunni. Both of them have to follow the 5 pillars of Islam, but the Shia Muslims have 5 extra. If you want to become a Muslim, you have to say some special words in front of two witnesses in a Mosque. One of the pillars is called Shahadah, which is the belief in one God: Allah.</p>

<p style="text-align:center">We also asked, &ldquo;Who were the Greeks?&rdquo; We learned the Greeks had different city-states called: Olympia, Athens and Sparta. Some of the Greeks lived on the mainland whereas other lived on surrounding islands in the Aegean Sea. We compared the differences between Ancient Egyptians and Ancient Geeks. A difference was Egyptians had an Empire ruled by a Pharoah, whereas each Greek city-state was ruled by their own Government. In PE this week, we practised the different competitions ready for sports day.</p>

<p style="text-align:center"><strong>Our &#39;Flash Back 4&#39; questions were:</strong></p>

<p style="text-align:center">1.What are the two types of Muslims?<br />
S____<br />
S___</p>

<p style="text-align:center">2.Name one positive effect of tourism and one negative effect?</p>

<p style="text-align:center">3.What happens to an object when forces are balanced?</p>

<p style="text-align:center">4.How can we &lsquo;stew&rsquo; foods?</p>

<p style="text-align:center"><strong>After half term, we will be asking, </strong></p>

<p style="text-align:center">&ldquo;How can we strengthen a bridge to carry a heavy load?&rdquo; and &ldquo;Who was in charge in Ancient Greece?&rdquo;</p>

<p style="text-align:center"><strong>Our spelling rule after half term is</strong></p>

<p style="text-align:center">&lsquo;l&rsquo; sounding words, such as: alter, altar, probably, bible, collapse, collision, conclusion, parallel, excellent, develop, cereal, serial</p>

<p style="text-align:center">Next week, our PE days are Monday (outdoor) and Wednesday (indoor)</p>
]]></description>
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	<pubDate>Fri, 7 Jun 2024 11:24:42 GMT</pubDate>
	<guid isPermaLink="true">https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=730</guid>
</item><item>	<title><![CDATA[ 24/05/2024 ]]></title>
	<link>https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=725</link>	<description><![CDATA[<p>This week in class we have been asking, &ldquo;How to make a musical sequence on Scratch?&rdquo; We programmed a guitar to play the song of Twinkle, Twinkle Little Star. In Dance, we partnered up with Years 4, 5 and 6 to rehearse the whole performance and we worked in pairs/groups to sequence our own dance moves for the instrumental part of one the Hairspray songs.&nbsp;</p>

<p>Our &#39;Flash Back 4&#39; questions were:</p>

<ol>
	<li>How many days are in a leap year?</li>
	<li>In Art, what does composition mean?</li>
	<li>Friction happens when two surface slide over each other. It can create heat and it can also what?</li>
	<li>Can you define these DT vocabulary words?<br />
	- Seasonal<br />
	- Balance<br />
	- Preserve<br />
	- Stew<br />
	- Pressure<br />
	- Seasoning</li>
</ol>

<p>After half term, we will be asking, &ldquo;What is meant by five Pillars of Sunni Islam?&rdquo; and &ldquo;Who were the ancient Greeks?&rdquo;</p>

<p>Our spelling rule after half term is &lsquo;k&rsquo; sounding words, such as: physical, category, abstract, detect, chronological, chronic, scheme, impact, location, question, technology, communicate.</p>

<p>Our PE days are Monday (outdoor) and Tuesday (indoor)</p>
]]></description>
	<enclosure url="https://www.keyinghamprimaryschool.co.uk/_site/data/images/news/725/list-Image - 2024-05-24T110953.077.jpg" length="158299" type="image/jpeg" />
	<pubDate>Fri, 24 May 2024 11:14:22 GMT</pubDate>
	<guid isPermaLink="true">https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=725</guid>
</item><item>	<title><![CDATA[ 17/05/2024 ]]></title>
	<link>https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=717</link>	<description><![CDATA[<p>This week in class we have been asking, &ldquo;How can we make a realistic portraiture?&rdquo; We practised adding different tones of skin colours to add dark and light areas to different facial features. In Science, we asked, &quot;What is friction?&quot; We carried out an investigation to see which material had the greatest friction in slower down a car on a ramp. Astroturf had the greatest friction and wood had the least amount of friction. In Maths, we&rsquo;ve been learning how to read an analogue clock to the nearest minute and a digital clock. In Computing, we&rsquo;ve been learning how to program a Sprite on Scratch. In Dance, we&rsquo;ve been learning more of our dance routine, which we will rehearse next week. In Music, we&rsquo;ve been asking, &ldquo;How can we improve our singing performance?&rdquo; We&rsquo;ve practise different actions to go along with our dragon song.</p>

<p>Our &#39;Flash Back 4&#39; questions were:</p>

<p>1.Muslim woman interpret the Quran differently because of what they wear. What do they do?</p>

<p>2.What is friction?</p>

<p>3.Can you name 3 countries in Europe? Can you name the ocean and sea that boarders the UK?</p>

<p>4.There are 3 parts to the Stone Age. Which one is missing?<br />
&nbsp;- Palaeolithic<br />
&nbsp;- Mesolithic&nbsp;<br />
&nbsp;- N________________</p>

<p>Next week, we will be asking, &ldquo;How can we code a musical instrument using Scratch?&rdquo; and &ldquo;What is an abstract noun?&rdquo;</p>

<p>Our spelling rule next week is &lsquo;ie&rsquo; sounding words, such as: confirm, herbivore, permanent, persistent, transfer, research, calendar, referred, father and farther</p>

<p>Our PE days are Monday (indoor) and Wednesday (indoor)</p>
]]></description>
	<enclosure url="https://www.keyinghamprimaryschool.co.uk/_site/data/images/news/717/list-Image - 2024-05-17T074511.082.jpg" length="121441" type="image/jpeg" />
	<pubDate>Fri, 17 May 2024 07:46:46 GMT</pubDate>
	<guid isPermaLink="true">https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=717</guid>
</item><item>	<title><![CDATA[ 10/05/2024 ]]></title>
	<link>https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=712</link>	<description><![CDATA[<p>This week in class we have been asking, &ldquo;What is the impact of tourism on different regions?&rdquo; We learned that when we buy things, the money goes to the economy to improve the region (buying new things). Some types of negative impacts are pollution and higher crime rates when tourists behave badly. Also, sometimes tourists can litter, which can pollute the environment. In Maths, we&rsquo;ve finished our money unit, calculating change and adding and subtracting money. In Dance, we also learned a new end pose to our dance routine. We also asked, &quot;What colours would we mix to match our different skin tones?&quot; We learned how to mix primary colours into secondary and tertiary colours to do this.</p>

<p>&ldquo;Our &#39;Flash Back 4&#39; questions were:</p>

<p>1.Egypt had a female pharaoh. What was her name?</p>

<p>2.Tawhid is the Islamic belief of what?</p>

<p>3.Forces can change: speed, shape and d_____________?</p>

<p>4.These are 5 food groups: carbohydrates, protein, fat, dairy and fruit &amp; vegetables. What do these food groups provide the body?BONUS: There are 4 layers of the Earth, which one is missing?<br />
&nbsp;- Inner core<br />
&nbsp;- Outer Core<br />
&nbsp;- Crust</p>

<p>Next week, we will be asking, &ldquo;How do we programme a sprite?&rdquo; and &ldquo;How do we read a digital clock?&rdquo;</p>

<p>Our spelling rule next week is &lsquo;ie&rsquo; sounding words, such as: sight, surprise, guide, combine, decline, Nile, library, bible, identify, refine</p>

<p>Our PE days are Monday (outdoor) and Tuesday (indoor)</p>
]]></description>
	<enclosure url="https://www.keyinghamprimaryschool.co.uk/_site/data/images/news/712/list-Image - 2024-05-10T111126.733.jpg" length="136499" type="image/jpeg" />
	<pubDate>Fri, 10 May 2024 11:11:45 GMT</pubDate>
	<guid isPermaLink="true">https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=712</guid>
</item><item>	<title><![CDATA[ 03/05/2024 ]]></title>
	<link>https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=706</link>	<description><![CDATA[<p>This week in class we have been asking, &ldquo;What are differences between regions in Europe?&rdquo; We learned that our region (Yorkshire and the Humber) is smaller than the Graian region (The Alps) because it travels through 7 different countries. In our region, we have a lot of low land, whereas, the Alps and Amalfi Coast is a lot higher, with lots of mountains. We have also continued to learn new dances for our dance performance. We had to work together to hold hands in a circle and move around in the circle. In Maths, we&rsquo;ve been asking &ldquo;What methods can be used to subtract money?&rdquo; We&rsquo;ve been using hundreds, tens and ones to help us do this.</p>

<p>Our &#39;Flash Back 4&#39; questions were:</p>

<p>1.Muslims pray 5 times a day. What is a call to prayer called? T_____</p>

<p>2.On the computer programme Scratch, a Sprite has attributes. Can you give an example of an attribute?</p>

<p>3.What is the difference between a local, national, or global map?</p>

<p>4.What is germination?</p>

<p>Next week, we will be asking, &ldquo;What impact does tourism have on regions in Europe?&rdquo; and &ldquo;What tone is your skin colour?&rdquo;</p>

<p>Our spelling rule next week is &lsquo;ee&rsquo; sounding words, such as: guarantee, feature, release, kilogram, brief, library, liberation, perceive, deceive, create, cereal.</p>

<p>Our PE days are Monday (outdoor) and Tuesday (indoor)</p>
]]></description>
	<enclosure url="https://www.keyinghamprimaryschool.co.uk/_site/data/images/news/706/list-Image - 2024-05-03T093058.119.jpg" length="128090" type="image/jpeg" />
	<pubDate>Fri, 3 May 2024 09:32:58 GMT</pubDate>
	<guid isPermaLink="true">https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=706</guid>
</item><item>	<title><![CDATA[ 26/04/2024 ]]></title>
	<link>https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=699</link>	<description><![CDATA[<p>This week in class we have been asking, &ldquo;What are balanced forces?&rdquo; We learned that push and pull forces are represented with arrows and their size determines how strong the force is. We also asked, &ldquo;Where is the Amalfi coast?&rdquo; We learned it was next to the Mediterranean sea and tourist would go there for the views, or the food. When we looked at an atlas, we found out that Italy has acid rainfalls and the sea had oil pollution. &nbsp;&nbsp;</p>

<p>Our &#39;Flash Back 4&#39; questions were:&nbsp;<u>&nbsp;</u></p>

<p>1.What is a sprite?</p>

<p>2.What are The Alps?</p>

<p>3.What does evasion mean?</p>

<p>4.The xylem transport water and nutrients to the plant from the roots. What does the phloem do?</p>

<p>Next week, we will be asking, &ldquo;How is the importance of tawhid expressed in Islamic life?&rdquo; and &ldquo;What are the Human and physical features of our local area?&rdquo;</p>

<p>Our spelling rule next week is &lsquo;ay&rsquo; sounding words, such as: layer, misbehave, mistake, locate, relocation, dislocate, wailing, aid, weight, survey, gazing, ache.</p>

<p>Our PE days are Monday (outdoor) and Tuesday (indoor)</p>
]]></description>
	<enclosure url="https://www.keyinghamprimaryschool.co.uk/_site/data/images/news/699/list-Image - 2024-04-26T095445.007.jpg" length="108662" type="image/jpeg" />
	<pubDate>Fri, 26 Apr 2024 09:54:46 GMT</pubDate>
	<guid isPermaLink="true">https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=699</guid>
</item><item>	<title><![CDATA[ 19/04/2024 ]]></title>
	<link>https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=691</link>	<description><![CDATA[<p>This week in class we have been asking, &ldquo;Where is The Alps?&rdquo; We learned they ran over 7 countries, such as: Switzerland, Austria and Italy. In maths, we&rsquo;ve been learning to add and subtract with capacity and volume. In Dance, we&rsquo;ve been learning the first and second part of our dance routine. We&rsquo;ve also been practising different songs in singing assembly and in music. In RE, we have continued to learn about what women wear in Islam and the different styles of Hijabs. One Muslim woman we learned about was Ibtihaj Muhammad. We learned she had a difficult childhood because she was the only person at her school to wear a hijab and was the first Muslim women to compete in the fencing Olympics and won bronze.</p>

<p>Our &#39;Flash Back 4&#39; questions were:&nbsp;</p>

<p>1.Why do some Muslim women wear Hijab&rsquo;s?&nbsp;<br />
Why do some choose not to?</p>

<p>2.What are proportions and why are they important in portrait artwork?</p>

<p>3.What type of map would show continents and countries?<br />
A) Physical map<br />
B) Political map<br />
C) OS map</p>

<p>4.The Egyptians lived under an autocracy. What does that mean?</p>

<p><u>BONUS: </u>What is onion-skinning?</p>

<p>Next week, we will be asking, &ldquo;What are the human and physical features of the Amalfi coast?&rdquo; and &ldquo;How can I keep myself safe online?&rdquo;Our spelling rule next week is &lsquo;sh&rsquo; sounding words, such as: establish, machine, extension, pressure, possession, mention, action, tradition, option, nation, electrician and politician.</p>

<p>Our PE days are Monday (outdoor) and Tuesday (indoor)</p>
]]></description>
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	<pubDate>Fri, 19 Apr 2024 08:05:15 GMT</pubDate>
	<guid isPermaLink="true">https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=691</guid>
</item><item>	<title><![CDATA[ 12/04/2024 ]]></title>
	<link>https://www.keyinghamprimaryschool.co.uk/blog/?pid=100&amp;nid=8&amp;storyid=686</link>	<description><![CDATA[<p>This week in class we have been asking, &ldquo;What countries are in Europe?&rdquo; We learned there are 50 different countries in Europe, for example Ukraine and Romania. We also learned some capital cities for example: France = Paris, Wales = Cardiff, Northern Ireland = Belfast, Germany = Berlin, Spain = Madrid, Denmark = Copenhagen and Slovakia = Bratislava. In PE, we started learning a dance from Hairspray. In Science, we learned about forces: pull and push.&nbsp;&nbsp;&nbsp;&nbsp;</p>

<p>Our&#39;Flash Back 4&#39; questions were:</p>

<p>1.Give an example of a contact force.</p>

<p>2.Give 3 examples of seed dispersal.</p>

<p>3.How do tectonic plates effect volcanic eruptions?</p>

<p>4.What is a moral?</p>

<p>Next week, we will be asking, &ldquo;What are the human and physical features of the Alps?&rdquo; and &ldquo;What can force do?&rdquo;</p>

<p>Our spelling rule next week is &lsquo;z&rsquo; sounding words, such as: zip, fizz, busy, business, exercise, deposit, impose, positive, possession, loser, surprise</p>

<p>Our PE days are Monday (outdoor) and Tuesday (indoor Dance)</p>
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	<pubDate>Fri, 12 Apr 2024 11:07:58 GMT</pubDate>
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