STEM
Logos
Song verses
Superhero
100
What does STEM stand for?
Science, Technology, Engineering and Mathematics
100


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

Apple

100

"Do you ever feel like a plastic bag

Drifting through the wind

________ to ______ again"

Wanting

Start

100

Who is the first Avenger?

Captain America

200

What is the basis of STEM?

Problem Solving

200



Tesla

200

"Hat is ______ black

Got the boots that's black to _______

Riding on a horse, ____

You can _____ your Porsche"

Matte

Match

ha

Whip
200

Who is the only superhero without super powers in DC?

Batman

300

Out of 10, what is the average number of people of color in STEM?

7 out of 10

300





Interstate

300

"I want to be your _________

If your ______ is on give me a call boo

If your _____ is strong, gonna _____ my all to you"

Lady baby

Game

Love

Give

300

Which superhero can absorb life, powers, and memories when she touches them?

Rogue from X-men

400

What is the speed that everything falls at?

Gravity or 9.8 m/s/s

400



Skull Candy

400

"It's close to ______

Something _____ lurking from the dark

Under the __________

You ____ a sight that almost ______ your heart"

Midnight

evil's

moonlight

See

Stop

400

What is the only Marvel movie Stan Lee was not featured in?

Spider Man: Far From Home

M
e
n
u