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Magical Land of Oz: Join the Numbat Taskforce!

Numbats are native Australian marsupials that can be found in Western Australia and South Australia. Unfortunately, their numbers are declining rapidly. What are the causes? What can we do to combat this and protect these unique Australian animals? Find out what one community group, the Numbat Taskforce, is doing to help ...

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Catalyst: Prime numbers and unbreakable codes

Imagine if anyone was able to read all our secret, encrypted messages and information. Watch and find out how scientists at the Australian National University are developing a new encryption system using quantum physics and quantum computing.

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Colourful Weather, Ep 3: Why sunsets and sunrises will never be blue or green

Can you guess how many sunsets and sunrises an astronaut on the International Space Station sees every 24 hours? Sixteen! Imagine seeing all those spectacular colours so many times a day (even if the view lasts only a few seconds as they zoom by). Find out exactly why sunrises and sunsets are red, orange and golden but ...

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My Five Cents: Why investing can be risky

Planning to get rich quick by investing one day? Before you jump in, let Gen Fricker explain some of the risks involved with different types of investments. Then test yourself with ASIC MoneySmart's "Things to think about" classroom exercises.  

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The British arrive in Tasmania

Learn why, in 1803, the British established a colony in Tasmania, at Hobart Town. Find out about the hardships faced by the convicts and early colonists and the early industries that helped some of them prosper. Find out about the effect that displacement had on the local palawa people.

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MathXplosion, Ep 50: How to use a tetrahedron to solve the tree problem

How can you place four trees exactly the same distance apart from one other? By making a model! By using miniature trees to make a model of the problem, it becomes clear that a 2D solution is impossible. We learn how objects can help us visualise the problem situation, which in this case requires a 3D solution: a tetrahedron.

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Counted: Australian culture in the 1960s

What was Australia like in the 1960s? Why does reporter Stan Grant say that "change is coming" at this time, for Aboriginal and Torres Strait Islander people? Choose one of the people mentioned in this video and do some research into their sporting, artistic or political achievements.

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Hannie Rayson on writing complex roles for women

Watch as Hannie Rayson describes her early desire to write multidimensional, complex roles for women in her plays. What was this in response to?  Why is it important for audiences to see female characters as well as male characters driving drama in plays? 

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River Valley Civilisations: Indus Valley Civilisation

The Indus River is located in present-day Pakistan and is the birthplace of the Indus Valley Civilisation. What do we know of this civilisation? What are some characteristics of this civilisation that are similar to that of other river valley civilisations? Why do we know less of the Indus Valley Civilisation than we do ...

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Andy Griffiths' tips for starting your story

Get some tips from Andy Griffiths on what to think about when you start to write a story. What does he say about plot? Why not take Andy's advice and start a story by thinking about something that has happened to you and then exaggerate it somehow. Concentrate on writing a short, dramatic moment by using lots of detail ...

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Catalyst: Predicting earthquakes

Will scientists ever be able to accurately predict earthquakes? Imagine the number of lives that could be saved if this were possible. Dr Maryanne Demasi joins a group of researchers drilling into one of the most earthquake-prone regions on Earth as they try to improve earthquake prediction to add precious seconds to earthquake ...

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BTN: Paying for the news, or not

Imagine a time before modern technology: no television, radio or computers. How did people find out about what was happening in the world? Through newspapers! Times are changing, however. With the internet at our fingertips, do we even need newspapers anymore? Watch this clip to find out how the internet is creating issues ...

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How do robots work?

Ever wondered how robots work? Watch as students and Robogals members Claire and Stefan introduce you to one of their robots. What does Claire say about robot languages? And what does Stefan say about how the robot knows what's in front of it?

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Heywire: Woolly holiday

For Genevieve Wright, the first day of school holidays means heading to the shearing shed to spend a day of back-breaking work! As you listen to her Heywire audio story, explore Genevieve's characterisation of herself. How does she reflect her personality through the descriptions of her actions and environment?<br /><br ...

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Thinking about the design process

Watch as UNSW student and Blusat member William Frohlich talks about the design process. What are some of the important things to consider before you start to make a project? Why does William say it's important to be flexible with your designs? Design your own obstacle course for your family using objects from around your ...

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Catalyst: What are modular farms?

Modular farms are flexible and self-contained systems that allow you to grow herbs and vegetables without the need for soil or sunlight. What are some advantages of modular farms? What may be some of the disadvantages?

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Catalyst: Growing avocados

Demand for certain kinds of food changes with time as people's tastes change. Avocados were not always popular, but in recent years their popularity has increased so much that supply cannot keep up with demand. Learn how stem cell scientists at the University of Queensland are leading the way in research that could cut ...

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BTN: Seeding clouds to make rain and snow

Imagine if we could control the weather. Find out how scientists are already at work making clouds rain when and where they want. It's called cloud seeding. Watch this clip to understand how cloud seeding works, and where it is being used in Australia.

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MathXplosion, Ep 8: Birthday probability

What is the probability there are at least two people in your class who have the same birthday? If you have at least 23 people in your class, the chances are good. Find out the maths behind this theory.

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Types of triangles

What is the difference between equilateral, isosceles and scalene triangles? See if you can find and classify triangles based on the definitions given in this maths video.