STUDENTS DESERVE BINGO!

STUDENTS DESERVE BINGO! Bingo Card
Preview

This bingo card has a free space and 24 words: YES, Black preschool children are 3.6 X as likely to receive 1+ suspensions as white preschool children, Black students are 1.9 times as likely to be expelled as white students., CA is #1 in prison spending, California ranks 46th in the country in per pupil spending, Black and Latino students are 70% of police referrals from school, 24% of elementary schools have school police; 42% of high schools, Random Searches cost over $1 million per year, 1.6 million students attend a school with a school police officer, but not a school counselor., Only 4% of schools in the US conduct random searches, In terms of class size, California ranks last among the states., California averages 785 students per counselor, Free!, The national average is 440 students per counselor, California averages 7,571 students per librarian, The national average is 958 students per librarian, The 4% of schools that do random searches mainly serve Black and Latino students., In 2008, 19.6% of African-Americans over 25 had a college degree., If you go to a school with high black and Latino enrollment, you have a 51% chance of having school police, 21% of schools and 850,000 HS students do not have access to any school counselor, Over the last two years of random searches, LAUSD found 0 guns, In 2015, about 58% of CA students were considered low-income., 39,000 hours of students lives are spent every year getting searched., In 2014, 41% of whites age 25-29 had a bachelor's degree or higher. and "When Black people in this country get free, the benefits will be wide-reaching and transformative for society as a whole.".

More like this:

STUDENTS DESERVE BINGO! | STUDENTS DESERVE BINGO! | STUDENTS DESERVE BINGO 2023 | Educanese | A.L.A.C. College Tour Bingo

Play Online

Share this URL with your players:

For more control of your online game, create a clone of this card first.

Learn how to conduct a bingo game.

Call List

Probabilities

With players vying for a you'll have to call about __ items before someone wins. There's a __% chance that a lucky player would win after calling __ items.

Tip: If you want your game to last longer (on average), add more unique words/images to it.