vicki:Dear phtthp n mum_sugoku,
I give up.
I believe we are on the wrong frequency. Here we all talking abt capping 2A so that more vacancies can be 'allocated' to the 2B n 2C n there u guys are talking abt Yes Yes there is a cap cos not all applicants who apply in 2A will get in if there are more applicants than vacancies available in 2A.
Do u see the diff?
Mine scenario: Cap to free up spaces for 2B n 2C.
Your scenario: Cap cos too many applicants in 2A. Too bad for 2B n 2C cos after 2A is 'capped' n balloted for - there are no more vacancies left for the later phases.
Pls do correct me otherwise if I'm wrong but pls don't quote me a '1977' MOE policy cos we had just had a 'healthy discussion' on a '1990 policy' or a 'school imposed alumni admission restriction (2a1) policy cos 'if cant join alumni then go via 2a2 old boys/ old girls lor'.
Thank you.
I guess some are just trying to create confusion to deflect the suggestion to limit the priority of phase 2A.
If there is INDEED a cap, then its not apparent to me. Its certainly not stated on the MOE website and just to be funny, I called up my son's school (which is a popular school with more than 50% takeup rate at phase 2A (1 & 2) and they confirmed there is no cap. They will admit as many Alumni's child as there are vacancies available. And if its not apparent there is a cap and as what Blessed777 suggested, at the discretion of the school, then phase 2A is
not transparent at all just like some suggested church, clan, GRL and PV schemes are not transparent too.
To avoid such arguments of who has more priority (its subjective anyway), just simplify and put all `connections scheme' like alumni, PV, GRL, Clan, Church under the same phase. If there are more applicants than vacancies, ballot. Also
remove the `distance based' priority, let the parents decide whether to subject their kids to long commute time or not. This will also remove the arguments that `distance based' priority favours the rich and maginalize the average SC.
I'm sure, in the long run, it will reach a steady state where a lot of such arguments will no longer be valid.