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reading](data:image/png;base64,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)
The video below demonstrates what a child in KS1 would be able to do if they were 'Working at the Expected Standard' in Reading.
https://youtu.be/rEWlfQQl_Uo
The video below demonstrates what a child in KS2 would be able to do if they were 'Working at the Expected Standard' in Reading.
https://youtu.be/1t1P4Mftavw