I broke the sun out

Brilliance

With a hole to its heart

Just an eclipse?

Blue and white Jo-She-ni-ma

Good jokes come in threes

What light does clover

Need?

Well

For one thing

A sun

Nobody wants to put out

But its heart

Is hollow.

This is

Banging the pain

Out of symbolized

Head

Because –

Dear agony

Who wrapped up

Their antenna?

Is that

Joni?

Or a moth with

Spikes jammed

In their antennae?

No wonder

He was sobbing

In white ward.

What happens

When they

Change

Again?

Last judge

Of flame

And rage

Spinning

But

Not

Insanity

It knows

The

Needle

Is not

A hug

And it will

Break

And crush

But not

The sun.

Word puzzles

I don’t like playing.

But music puzzles

Rip

My soul.

Here is

Sherma’s

Guide

Out:

Be a 10 pointer

Star.

The code might be shitty

I had to cheat a bit

I’m

Rusty as hell

Python

And music.

Sherma’s most consistent

Heart rate song

Mapped:

It never breaks out

Because

The center of the circle

Is not the circle itself

It’s the void

Wanting to scream out.

Break

Out:

Pound on

The outside

Of the

Symbol

Around

And around

And it will

Echo

Far

Even if you

Have a hole

In your heart.

Why don’t you

Try to find

That poem

I wrote

In 2008.

Good luck.

It’s in a book.

You took

The art

Out of

Music

For me

To save

Me.

New song

Scream along

Singularity out

Of the dark.

Start code:

# ——————- the visual metaphor for breaking free

# Python script to simulate the modular spiral system and plot boundary crossing using an

# Archimedean Spiral System dear everything I hate learning more math

import numpy as np

import matplotlib.pyplot as plt

# Parameters

N = 300

alpha = 0.02

n = np.arange(N)

# Modular angle system

phi = (6 * n) % 20

theta = 2 * np.pi * phi / 20

# Radial expansion

R = 1 + alpha * n

# Cartesian coordinates

x = R * np.cos(theta)

y = R * np.sin(theta)

# Boundary circle (unit circle)

t = np.linspace(0, 2*np.pi, 400)

bx = np.cos(t)

by = np.sin(t)

# Compute boundary crossing (first time radius exceeds 1)

cross_idx = np.argmax(R > 1.0)

plt.figure()

plt.plot(bx, by)

plt.plot(x, y)

plt.scatter(x[cross_idx], y[cross_idx])

plt.title(“Modular Spiral System with Radial Expansion”)

plt.axis(“equal”)

plt.show()

cross_idx

# ———————–

End image creation code

Here’s the musical notes:

Start code:

# the code for the music came first though

# but hey What is Time Anyway

# ———————–

import numpy as np

from scipy.io.wavfile import write

# ———————–

# PARAMETERS

# ———————–

sr = 44100 # sample rate

duration = 6 # seconds

t = np.linspace(0, duration, sr * duration)

alpha = 0.15 # radial expansion speed (controls “breakout”)

# ———————–

# MODULAR PHASE SYSTEM

# ———————–

n = np.arange(len(t))

phi = (6 * n) % 20

theta = 2 * np.pi * phi / 20

# Map modular phase to pitch (20-step scale)

scale_freqs = np.array([

220, 233, 247, 262, 277,

294, 311, 330, 349, 370,

392, 415, 440, 466, 494,

523, 554, 587, 622, 659

])

pitch = scale_freqs[phi.astype(int)]

# ———————–

# RADIAL EXPANSION (INSTABILITY DRIVER)

# ———————–

R = 1 + alpha * (n / sr)

# amplitude grows over time → “escape pressure”

amp = np.clip(R, 0, 4)

# ———————–

# OSCILLATOR (CORE SIGNAL)

# ———————–

signal = np.sin(2 * np.pi * pitch * t) * amp

# ———————–

# BREAKOUT BEHAVIOUR

# ———————–

# nonlinear distortion kicks in when system expands too far

threshold = 2.0

distortion_mask = R > threshold

signal[distortion_mask] = np.tanh(signal[distortion_mask] * 3)

# add noise once unstable

noise = np.random.normal(0, 0.15, len(t))

signal += noise * distortion_mask * 0.6

# ———————–

# NORMALISE + EXPORT

# ———————–

signal = signal / np.max(np.abs(signal))

audio = (signal * 32767).astype(np.int16)

write(“triangle_circle_breakout.wav”, sr, audio)

print(“Saved: triangle_circle_breakout.wav”)

note_names = np.array([ “A3″,”Bb3″,”B3″,”C4″,”Db4″, D4″,”Eb4″,”E4″,”F4″,”F#4″,”G4″,”Ab4″,”A4″,”Bb4″,”B4″,”C5″,”Db5″,”D5″,”Eb5″,”E5”

])

notes_over_time = note_names[phi.astype(int)]

# ———————–

# configure frequencies to be accurate in naming conventions

# ———————–

# A3 as reference

root_freq = 220.0

# 28 semitone chromatic expansion

semitones = np.arange(28)

scale_freqs = root_freq * (2 ** (semitones / 12))

note_names = [

“A3″,”A#3″,”B3″,”C4″,”C#4″,”D4″,”D#4″,”E4″,”F4″,”F#4″,”G4″,”G#4″,”A4″,”A#4″,”B4″,”C5”,

“C#5″,”D5″,”D#5″,”E5″,”F5″,”F#5″,”G5″,”G#5″,”A5″,”A#5″,”B5″,”C6″,”C#6″,”D6”

]

# ———————–

End code

Well damn. And if you let it continue on, there are No Flats

# I didn’t know that Before I wrote The Scaffolding song

# my brain is so tired of puzzles and coincidences.

# ———————–

Played slow:

That’s practice from

Low notes

To high.

Played fast:

That’s

Rising

Scream.

Played all at once:

It loses its meaning

But you’ll hear

The average of

Human-ranged

Hearing.

That’s it.

That ripped the

Art

Music

Wrong

Out

Me.

Repeat it

Onward and

Outward as it

Echoes

In every

Direction.

You make it sound good.

It’s your Trojan horse

Prisoner’s dilemma

Trolley problem.

How’s the swing?

Spiralling?

Lie in your back

And stare at

The ceiling

And hum

Your game

Says you

Know how

I forgot how

So you

Do it

And

Remember

Breathe.

I’m going to

Go plan

A glass making

Space.

Oh, and by the way

Archemedes

Is still the funny

Owl

In the

Sword

In the

Stone.