I meant to say "When it comes to be your turn, only five have spaces. You only get into one of them." |
There are one or two people on here who are correct, but you are not one of them. Sorry that you got bad info from the common lottery person. It is possible for you to get into a school you ranked #1 when a sibling ranked it #2, but ONLY if that person got into their #1. They would be, in essence, not exercising their sibling preference because they got into their first choice. However, if they don't get into their #1, they are going to have priority at the school where they have sibling preference, bumping anyone who doesn't have sibling preference, no matter how good their lottery number. So the scenario that the common lottery person said was possible is possible, but not very likely since most people with sibling preference are going to use it, and those that don't will need to get lucky and get their preferred school before those slots are gone. |
Chaos. |
^ sigh. Clearly there needs to be a better explanation put out there by the myschools people.
But 21:12 is correct. Just cross your fingers you're an early pick! |
By law, sibs get preference. No ranking of algorithm will change that. So, if there are 10 open spots with 10 siblings to fill them, you will never get one of those 10 spots. Period. |
This. And a sucky lottery number is a sucky lottery number, no ranking or algorithm will change that. Last year, about half the people who entered the lottery didn't get any of their picks. Changing the way the lottery works doesn't make any more seats, you just find out the bad news faster. |
So you're saying if I'm a Sibling at IT (my #12 choice) but get in at Mundo Verde (my #1) with an early choice, I will be able to keep my IT spot and bump someone from the IT spot? So I'm admitted to IT and high wait listed for MV? |
Yes, until a sib bumps you at MV, you get to hold the spot. Best thing to do is rank all your dream schools and then, if its not your dream school, your safety or inbound last because doing so doesn't decrease your chances of getting in, and you can at least hold a waitlist spot at the other choices. |
Absolutely, 100% WRONG. |
This exactly. |
She is wrong - and she kept coming back again and again, but she said she'll stop now. |
This is correct, but if you ranked another school higher than your IB/Sib school (ranked #2) and you got into your #1 you would not also be granted acceptance into your IB/SIB school. This is because you ranked it lower than the school where you were granted acceptance. Remember the point of the common lottery is to maximize satisfaction across the board. In this instance the family should be satisfied as their child got into their first choice. If this family did not get into their first choice then they would be more likely to get into the SIB/IB school then say a family who did not have a preference, but ranked it #1, hence sibling/IB preference. If you are saying it does not work this way, then I how will DCPS deal with potential enrollment issues for K when IB children who were refused a PK/PS seat seek attendance at K along with all of the OOB children who were accepted ahead of them in the lottery. |
True, but you can always come back to your in-bounds school at any time, K and above. You do not need to enter the lottery for your in-bounds school after PK4. |
U r guaranteed a K spot in boundary, regardless of any lottery stuff. |
Please people. The computer does not know what your "real" preferences are it only knows what you indicated on your application. What the person said on the earlier thread is absolutely true. A person who ranks their schools this way is simply concerned with getting into an acceptable school immediately after the lottery. If the school is an acceptable school and less popular I see nothing wrong with ranking it higher on your list as long as you understand you will be dropped of the waitlist at your lower ranked school if you are offered a seat. This is not gaming the system, but ranking your schools in an order that reflects the needs of your family. |