Simply the best and only choice. Shira will be an amazing addition to CHAT’s student council! Vote for Shira if you want an AWESOME year! Plus, she lost running for secretary, so help her out and choose Shira for grade 10 rep!
Rachel: Omg, did you know Shira is running for grade 10 rep!?
Noa: I heard! She would have made an excellent secretary, so she HAS to win grade 10 rep!
I’M VOTING SHIRA FOR GRADE 10 REP AND SO SHOULD YOU
Noa: I heard! She would have made an excellent secretary, so she HAS to win grade 10 rep!
I’M VOTING SHIRA FOR GRADE 10 REP AND SO SHOULD YOU
by VoteShiraGrade10Rep April 05, 2019
The rule which states...
90% of the time a person is no more than 10km from their home and 100m from their car.
90% of the time a person is no more than 10km from their home and 100m from their car.
Where were you, you like, brojt the 90 10 100 rule.
by Nards_Otc October 09, 2007
by ladycapulet#4 June 05, 2022
10 rappers that are absolutely unlistenable. Rappers with CDs that shouldn't even be used as frisbees. Can't flow, can barely rhyme, prone to repeat themselves in bars and get rich by pretending to be rich. Or even worse the MCs that just choose slow beats and babble to themselves about nonsense. God knows there are at least a thousand more that deserve to be on this list, so I've tried to pick out the absolute worst. In no particular order:
Project Pat
Silk the Shocker
Master P
Mike Jones
Dem Franchise Boys (take your pick)
Jermaine Dupree
U-God
Praz
Freeway
Young Jeezy
Project Pat
Silk the Shocker
Master P
Mike Jones
Dem Franchise Boys (take your pick)
Jermaine Dupree
U-God
Praz
Freeway
Young Jeezy
Those are the top 10 worst rappers. I know your favorite rapper is probably on there which just makes you a lame. Tell you what. Get your favorite rapper to challenge my favorite rapper to a freestyle battle or a battle on wax and see what happens.
by One Half January 02, 2006
by Larkeness August 29, 2016
Consider the sequence $(a_k)_{k\ge 1}$ of positive rational numbers defined by $a_1 = \frac{2020}{2021}$ and for $k\ge 1$, if $a_k = \frac{m}{n}$ for relatively prime positive integers $m$ and $n$, then
\a_{k+1} = \frac{m + 18}{n+19}.\Determine the sum of all positive integers $j$ such that the rational number $a_j$ can be written in the form $\frac{t}{t+1}$ for some positive integer $t$.
\a_{k+1} = \frac{m + 18}{n+19}.\Determine the sum of all positive integers $j$ such that the rational number $a_j$ can be written in the form $\frac{t}{t+1}$ for some positive integer $t$.
by john0512 March 15, 2021