Today I got 37 in my typing result so I need to keep practicing so I can get faster.
I am a Year 8 student at St Pius X Catholic School in Auckland, New Zealand. I am in the SPX Nu'u Learning Space and my teachers are Mrs Tui and Mrs Lauchlan.
Friday, 29 July 2016
Typing practice test
29/07/2016 Friday
![](data:image/png;base64,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)
Today I got 37 in my typing result so I need to keep practicing so I can get faster.
Today I got 37 in my typing result so I need to keep practicing so I can get faster.
Basic facts practice
Today I got 28 out of 40 in my timed result and yesterday I got 29 out of 40. So I need to work on my addition to 20, 1000, and subtraction to 20, so I can get 40 out of 40.
Thursday, 7 July 2016
Typing practice
7/7/2016
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)
Today I got 47 in my typing result so I need to keep practicing so I can get faster.
Today I got 47 in my typing result so I need to keep practicing so I can get faster.
Basic facts practice
Today I got 29 out of 40 in my timed result today so I am getting better at my basic facts practice because I moved up a stage.
Basic facts practice
Today I got 59 out of 60 in my timed so I am getting better at my basic facts practice because I get to move up to stage 6.
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