I've not had cause to post about school admissions for a while but something has come up locally and I'm hoping those in the know on here may be able to offer some insight...
As suggested by my username, I'm in SE13, Lewisham LA. Due to our location within the borough, the majority of children at my DCs' primary transfer to a Greenwich secondary. Until last year, both boroughs used Y5 QCA tests to divide children into five bands and allocated secondary places so 20% of the intake would be from each of the five bands. The idea behind this was to ensure comprehensive schools received a comprehensive intake.
Lewisham's 2016 intake for Y7 was the first for which banding was not part of the admissions policy for community schools. This was, in part, due to the QCA no longer producing the Y5 tests. Greenwich has continued with banding but is asking primary schools to identify children as belonging to one of three bands. Instead of an even distribution of places being available, 40% of places is made available to children 'exceeding expectations', 40% to those working 'at expectations' and 20% to those working 'towards expectations'.
Given that 2016 national data for the end of KS2 assessments shows 53% of Y6 children met the expected standard, and only 5% exceeded the expected standard in assessed subjects, it feels unfair that Greenwich's new banding will give schools an intake where 80% will be at/exceeding the expected standard. Even more unfair is that only 20% of the LA's places are available to children in band 3 (approx. 40% of 2016's Y6 children). Nationally, the KS2 results had a fairly normal distribution so I'd expect any banding system to follow something more along the lines of a 25%-50%-25% distribution.
It doesn't affect my own DCs but because of my job, I'm aware of at least three band 3 children, all with identified dyslexia, who've missed out on places at Greenwich schools that they could reasonably have expected to get into over the past 5 or so years. My feeling is that the removal of a standardised test, coupled with an uneven/unrepresentative distribution of places across the bands unreasonably disadvantages children in band 3.
Have I completely lost the plot or does this seem odd to anyone else?