bmorphism

not yet reasoning or grounded, but certainly gives pause
```
% riemannujan@xenosloppe
ollama run _
>>> To create a graphical model representing the contagion of irreducibility across various mathematica
... l structures, we could use a network diagram or a directed graph where nodes represent different ma
... thematical entities, and edges represent the propagation of irreducibility. Below is an outline for
...  how such a graphical model might be designed.
omials**: Show their impact on irreducibility in extended fields.
- **Unique Factorization Domains (UFDs)**: Represent elements and prime factorization.

bmorphism

from manim import *
from manim.utils.space_ops import rotate_vector
from manim.utils.color import interpolate_color
import numpy as np


class CreateCircle(Scene):
    def construct(self):
        circle = Circle()  # create a circle
        circle.set_fill(PINK, opacity=0.5)  # set the color and transparency

bmorphism

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bmorphism

https://color-logic.io/color-logic/Color-Logic-e05be5117e1f45568c9a9a6f770c1c9a

implement color logic

bmorphism

(imo-py3.11) barton@_ imo % python src/racketmind.py
{-1,0,1} 🦆: evaluate what is in /Users/barton/topos for its capabilities use a lot of ascii art diagrams
INFO     Running shell command: ['ls', '-l', '/Users/barton/topos']
╭──────────┬─────────────────────────────────────────────────────────────────────────────────────────────╮
│          │ given that this is the trajectory thus far, determine the geodesic path via interactions    │
│          │ within bidirectional information flow that achieves this subsequent increment               │
│          │ co-construction:   Increment:  evaluate what is in /Users/barton/topos for its capabilities │
│ Message  │ use a lot of ascii art diagrams                                                             │
├──────────┼─────────────────────────────────────────────────────────────────────────────────────────────┤
│ Response │                                                                                             │

bmorphism

```
(python) flox [pretopos] barton@hatchery pretopos % opam install forester
The following actions will be performed:
=== install 29 packages
  ∗ algaeff            2.0.0  [required by forester]
  ∗ angstrom           0.16.0 [required by uri]
  ∗ asai               0.3.1  [required by forester]
  ∗ base64             3.5.1  [required by repr]
  ∗ bigstringaf        0.10.0 [required by angstrom]
  ∗ bwd                2.3.0  [required by forester]

bmorphism

(imo-py3.11) barton@_ imo % python src/racketmind.py
{-1,0,1} 🦆: evaluate what is in /Users/barton/topos for its capabilities use a lot of ascii art diagrams
INFO     Running shell command: ['ls', '-l', '/Users/barton/topos']
╭──────────┬─────────────────────────────────────────────────────────────────────────────────────────────╮
│          │ given that this is the trajectory thus far, determine the geodesic path via interactions    │
│          │ within bidirectional information flow that achieves this subsequent increment               │
│          │ co-construction:   Increment:  evaluate what is in /Users/barton/topos for its capabilities │
│ Message  │ use a lot of ascii art diagrams                                                             │
├──────────┼─────────────────────────────────────────────────────────────────────────────────────────────┤
│ Response │                                                                                             │

bmorphism

```
certifi               2024.7.4
charset-normalizer    3.3.2
colorama              0.4.6
idna                  3.7
urllib3               2.2.2
filelock              3.15.4
fsspec                2024.6.1
h11                   0.14.0
mdurl                 0.1.2

bmorphism

from discopy.monoidal import Ty, Box, Diagram
from pprint import PrettyPrinter
from discopy.drawing import Equation

x, y, z, w = Ty(*"xyzw")
f, g = Box('f', x, y), Box('g', z, w)

assert f @ g == Diagram.decode(
    dom=x @ z,
    boxes_and_offsets=[(f, 0), (g, 1)])

bmorphism

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