[Instrumental Intro: Circular Synth Arpeggios, Echoed Percussion Loops, Deep Bass Drone, Rotating Stereo Effects]
[Intro]
Round and round
No beginning found
No front line
No fixed side
Inside turning
Outside wide
Points connected
Through the divide
[Verse 1]
Closed curves separate the plane
Bounded form contains the frame
Interior against the vast
Finite center, endless past
Walk the rim from point to point
Opposites become conjoined
Straight through center, edge to edge
Symmetry becomes the bridge
[Pre-Chorus]
No corners
No ends
Only cycles
That bend
[Chorus]
Tell me about
(Inside or out)
Or I suppose
(Diametrically oppose)
[Refrain]
Antipode
(Awed… applaud)
Explode
(Antipode)
An odd nod
(Explode)
[Instrumental Break: Rotating Synth Pans, Mechanical Kick Pattern, Delayed Guitar Feedback]
[Verse 2]
Infinite positions lie
Along the circle’s outer line
Each one mirrors through the core
Balanced with another shore
No true front and no reverse
Only pathways through the curve
Perspective shifts with where you stand
Changing shape without a hand
[Bridge]
Center holds the hidden key
To opposite geometry
A radius extends both ways
Binding distant mirrored place
On a sphere the logic grows
Far below or far above
Antipodes across the Earth
Share the same connected curve
[Build Section: Expanding Choir Synths, Circular Percussion Loops, Bass Intensifies]
Spin around
(Change the side)
Cross the line
(Through the divide)
Point to point
(Edge to edge)
Symmetry lives
(Inside the stretch)
[Final Chorus]
Tell me about
(Inside or out)
Or I suppose
(Diametrically oppose)
Curves align
(Without a side)
Opposites meet
(Through the center line)
[Final Refrain]
Antipode
(Awed… applaud)
Explode
(Antipode)
An odd nod
(Explode)
[Outro: Slowly Rotating Ambient Synths, Pulsing Bass Fades Into Silence]
No beginning
No end
Only circles
That transcend
[Silence]
About the Song
A circle has two distinct “sides” (an inside and outside) or infinitely many “opposite” points on its rim.
1. Inside vs. Outside
A circle is a closed, two-dimensional curve that divides a flat plane into two sides: the bounded interior (the inside) and the unbounded area (the outside). If you are sitting on one, you are on the opposite side of the other.
2. Diametrically Opposed Points (Antipodes)
If you are referring to specific spots on the circle’s edge, every point has a directly opposite point. In mathematics, two points on a circle are called diametrically opposed or antipodal if they are connected by a straight line that passes directly through the circle’s center.
Because a perfect circle lacks straight edges or corners, it has no conventional “front” or “back”.
From the album “Opposite“