Hello my name is Maadhavan and I have been in Science Olympiad under J Michael Lunsford Middle School for 2 years. I have competed in the Lake Braddock, NCS, Stemboost, and Kennedy Invitationals. I have competed at the Fairfax Regionals under the Nikto and Barada team. In my first year of Science Olympiad I specialized in Build Events, but after the Mini SO had to be used for Scioly due to COVID, I started doing list based study events(Fossils, Ornithology, etc.). Although Lunsford didn't qualify for states last year due to a new coach and many inexperienced members(including me), we did qualify this year.
2020(7th Grade Season) Representing: JML Middle School
|Competition||Mission Possible||Fossils||Experimental Design|
2021(8th Grade Season) Representing: JML Middle School
The Klarada Postulate states that x+y=z-1, x+y+z=a-1, and a= b-1=c, c=a, x=c, x-1=y-1, x=y=z. Although this is very complicated, it has many uses in Aayoubian Linguistics, Reep Nation Math, and other great sources. The Klarada Postulate derives from the Zhang Postulate, which states that x+y=z.