What is the IDL Numeracy Screener?
The IDL Numeracy Screener has been developed with input from Judy Hornigold, independent maths education consultant and dyscalculia specialist. It provides a simple-to-use online test highlighting any dyscalculic tendencies or number SEN. The numeracy test takes around 15 minutes and is perfect for screening pupils aged up to 11. It can screen an entire year group or individual pupils showing signs of math anxiety or math difficulties.
• Step 1: Pupils complete a 15-minute online test that uses audio-visual delivery with clear instructions. You can test an unlimited number of pupils individually or as a group.
• Step 2: Review the pupils' scores instantly. The screener provides scoring on reaction time, number sense, number value, arithmetic, visual memory, auditory memory, visual pattern memory, number stroop and sequencing.
•Step 3: Pinpoint areas for further assistance or intervention.
•Step 4: Implement further intervention or learning support. IDL can help with their IDL Numeracy software.
While the Screener won't give a dyscalculia diagnosis, it will indicate which maths principles a student is struggling with and, therefore, assist with individual assessment, further intervention, and lesson planning.
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)