# News & Press,LET'S GET DIZZY

##### News & Press > LET'S GET DIZZY

09 February, 2016

## While you’re watching me, I know what I see

## An elegant waltz across the floor of Euler’s Identity

## Heart hot as fire, feet cold as ice

## Growth is plus, debt is minus

## Cometh the Mozart of Math, a hint how to spin

## Nature is capped sportier with a better fit

## Can’t grow forward then backward, we’re learnin’ in turns

## You can never leave the circle, so it’s your turn to learn

## Let’s get dizzy

## Grab hold of someone, dip differently

## Swoosh me on the slide, take me perpendicularly

## Let’s get dizzy

## “As the crow flies” these angles of elation

## Connective surprise, equality in rotation

## It only takes five, constants across these continents

## Sounds like a long way to hold complicated while we're bending it

## So some shoot straight and strong, the rocket and the bullet

## The end won’t be long with this back and forth rhetoric

## Everything worth big is majestic and round

## The little white elephant still plays without a sound

## “Excuse me Leonhard, could you please point to infinity?

## I want to dance with her around the definitive"

## If you’re watching me, watching you

## We’ve got the 360 view

## Prime-d up in unique via the lightning link

## High and alone busy making a home

## ... so let’s get dizzy x

###
**“Euler’s identity is the greatest feat of mathematics because it merges in one beautiful relation all the most important numbers of mathematics. But that’s still a huge understatement, as it conceals a deep connection between vastly different areas that Euler’s identity indicates. Above all else, Euler’s mystical identity is a clever insight into the perfection of the unit circle, by combining complex and diverse subfields of mathematics! In fact, the countless properties of this perfect unit circle are the reasons why Euler’s identity has become essential in many applications.” - Lê Nguyên Hoang**

**“Euler’s identity is the greatest feat of mathematics because it merges in one beautiful relation all the most important numbers of mathematics. But that’s still a huge understatement, as it conceals a deep connection between vastly different areas that Euler’s identity indicates. Above all else, Euler’s mystical identity is a clever insight into the perfection of the unit circle, by combining complex and diverse subfields of mathematics! In fact, the countless properties of this perfect unit circle are the reasons why Euler’s identity has become essential in many applications.” - Lê Nguyên Hoang**

###
**(Scrunchy Face Confession - I’m not sure I completely understand Euler’s identity but I’m trying because it looks like what I’d love to see)**

**(Scrunchy Face Confession - I’m not sure I completely understand Euler’s identity but I’m trying because it looks like what I’d love to see)**