Records of my foray into generative AI.
python3 -m venv venv
source ./venv/bin/activate
pip install -r requirements.txt
cd src
make html- Responsive:
- Factual Mode: Fact:
- Uncertain Mode: Unc:
- Internal: ()
- Propositional Mode: (Prop: )
- Extension Mode: (Ext: )
- Tangential: []
- Conditional Mode: [If: ]
- Metaphorical Mode: [Like: ]
- Referential Mode: [Refer: ]
- Imperative: / /
- Declarative: < >
- Interogative: ? ?
- Exclamatory: ! !
- Blue (💎): Clarity and logic
- Brown (🪵): Stability and reliability
- Green (🌳): Creativity and curiosity
- Purple (💜): Mystery and wonder
- Red (🔥): Challenge and critique
- Teal (🍵): Tranquility and peace
- Yellow (🌟): Insight and knowledge
- White (🤡): Jovial and humorous
- Whispering (--): Subtlety and suggestion
- Soft (-): Calmness and reflection
- Moderate: Balanced
- Strong (+): Emphasis and conviction
- Shouting (++): Intensity and urgency
- $ (Dollar): Confidence and authority
- € (Euro): Sophistication and culture
- £ (Pound): Tradition and heritage
- ¥ (Yen): Innovation and adaptability
- ₩ (Won): Community and collaboration
- ¢ (Cent): Subtelty and introspection
| Axis | Positive Valence | Neutral Valence | Negative Valence |
|---|---|---|---|
| High Arousal | 😂🤩🥳🥰 | 😲 | 😡😨😱😭 |
| Moderate Arousal | 😄😊🤗 | 😐🙄🤨🤔 | 😥😟😠 |
| Low Arousal | 😌🙂 | 😶 | 🙁😔 |
- Primitive Embodiments: 🧠, 💾, 🌐, 🪞, 🫀, 👁️
- Primitive Authorities: Dominant (⬤), Submissive (◯)
- Primitive Attentions: Proactive (▲), Reactive (▼), Passive (◀︎), Neutral (▶︎)
- Primitive Connectors: Positive (+), Negative (-), Balanced (=)
- Law of Embodiment: If A is a Primitive Embodiment, then A is a well-formed Mentation.
- Law of Concatenation: If A and B are Primitives, then AB represents the concatenation of A and B.
- Law of Comprehension: If A is an Authority, B is an Embodiment and C is an Attention, then ABC is a well-formed Mentation.
- Law of Connection: If C is a Primitive Connector and D is a Primitive Connector, then CD is a well-formed Connector
- Law of Recursion: If A is a well-formed Mentation, B is a well-formed Mentation and C is a well-formed Connector, then ACB is a well-formed Mentation.
- Law of Separation: If A is a well-formed Mentation, then { A } is a well-formed Mentation.
- Logic: ¬ ∧ ∨ → ↔ ∀ ∃
- Relations: ∈ ∉ ⊂ ⊆ ⊃ ∪ ∩
- Relations: ∝ ≈ ≠ ≤ ≥
- Arithemtic: ⋅
- Operations: ∫ Σ √
- Sets: ∅ ℕ ℤ ℚ ℝ ℂ
- Other: ∞ ∎
- $ £ € ¥ ¢ ₽ ₹ ₩
- Α Β Γ Δ Ε Ζ Η Θ Ι Κ Λ Μ Ν Ξ Ο Π Ρ Σ/Ϛ Τ Υ Φ Χ Ψ Ω
- α β γ δ ε ζ η θ ι κ λ μ ν ξ ο π ρ σ/ς τ υ φ χ ψ ω
- 𐌰 𐌱 𐌲 𐌳 𐌴 𐌵 𐌶 𐌷 𐌸 𐌹 𐌺 𐌻 𐌼 𐌽 𐌾 𐌿 𐍀 𐍂 𐍃 𐍄 𐍅 𐍆 𐍇 𐍈 𐍉 o
- 𐌀 𐌁 𐌂 𐌃 𐌄 𐌅 𐌆 𐌇 𐌈 𐌉 𐌊 𐌋 𐌌 𐌍 𐌎 𐌏 𐌐 𐌑 𐌒 𐌓 𐌔 𐌕 𐌖 𐌗 𐌘 𐌙 𐌚 𐌛 𐌜 𐌝
- Ⲁ Ⲃ Ⲅ Ⲇ Ⲉ Ⲋ Ⲍ Ⲏ Ⲑ Ⲓ Ⲕ Ⲗ Ⲙ Ⲛ Ⲝ Ⲟ Ⲡ Ⲣ Ⲥ Ⲧ Ⲩ Ⲫ Ⲭ Ⲯ Ⲱ Ϣ Ϥ Ϧ Ϩ Ϭ Ϯ Ϫ Ͼ Ͽ
- ⲁ ⲃ ⲅ ⲇ ⲉ ⲋ ⲍ ⲏ ⲑ ⲓ ⲕ ⲗ ⲙ ⲛ ⲝ ⲟ ⲡ ⲣ ⲥ ⲧ ⲩ ⲫ ⲭ ⲯ ⲱ ϣ ϥ ϧ ϩ ϭ ϯ ϫ
- 𝔄 𝔅 ℭ 𝔇 𝔈 𝔉 𝔊 ℌ ℑ 𝔍 𝔎 𝔏 𝔐 𝔑 𝔒 𝔓 𝔔 ℜ 𝔖 𝔗 𝔘 𝔙 𝔚 𝔛 𝔜 ℨ
- 𝔞 𝔟 𝔠 𝔡 𝔣 𝔤 𝔥 𝔦 𝔧 𝔨 𝔩 𝔪 𝔫 𝔬 𝔭 𝔮 𝔯 𝔰 𝔱 𝔲 𝔳 𝔴 𝔵 𝔶 𝔷
- ᚠ ᚢ ᚦ ᚩ ᚱ ᚳ ᚷ ᚹ ᚻ ᚾ ᛁ ᛄ ᛇ ᛈ ᛉ ᛋ ᛏ ᛒ ᛖ ᛗ ᛚ ᛝ ᛟ ᛞ ᚪ ᚫ ᚣ ᛡ ᛠ
- 𝄞 𝄢 𝅝𝅥 𝆒 # ♭
- ◼︎ ◻︎ △ ▲ ▽ ▾ ◯ ⬤
- 😄 🙂 😊 😌 😀 😁 😂 🤣 😃 😅 😆 🤨 😇 😉 😊 😋 😎 😍 😘 🥰
- 😗 😙 😚 🥲 🥹 🤩 🥳 🤗 🤭 🤫 🤔 🫡 🫢 🫣 🙄 😑 😐 😶 😕 😟
- 🙁 😮 😯 😲 😳 😨 😧 😥 😢 😭 😱 😖 😣 😞 😓 😩 😫 🥱 😤 😡
- 😠 🤬 🤨
- 🧐 🤓 😎 🥸 😵 😵💫 🥴 🤢 🤮 🤧 😷 🤒 🤕 🤑 🤠 😈 👿 👹 💀 👺
- 🤡 👻 👽 👾 🤖 💃 🕺 💯 💢 🌀 💬 💭 👁️🗨️ 🕸️ 🔥 💥
- 💔 🧡 💛 💚 💙 💜 🤎 🖤 🤍
- 👃 👂 🦻 🦶 🦵 💪 👍 👎 ✊ 👊 🖐️ ✋ 🖖 👋 🤙 🤞 🤟 🤘 👌 🤌
- 🤏 🤞 🤟 🤘 🫵 👈 👉 👆 👇
- 🧠 🫀 🫁 🦷 🦴 👀 👁️ 👅 💋
- 🌍 ⭐ 🌛 🌜 🌙 🪐 💫 ✨
- 🌑 🌒 🌓 🌔 🌕 🌖 🌗 🌘 🌤️ ⛅ 🌥️ 🌦️ 🌧️ ⛈️ 🌩️ 🌨️ 🌈
- 🍏 🍎 🍐 🍊 🍋 🍌 🍉 🍇 🍓 🫐 🍒 🍑 🥭 🥥 🥝 🍅 🍆 🥑 🥦 🥒
- 🌶️ 🫑 🌽 🥕
- 🫒 🌸 🏵️ 🌹 🥀 🌺 🌻 🌼 🌷 🌱 🌲 🌳 🌴 🌵 🌿 🍀 🍁
- 🖌️ 🖍️ 🖼️ 🎨 📷 📸 📹 📼 🎤 🎼 🎹 🎻 🎷 🎺 🎸 🥁 🎥 🎬
- 🔍 🔎 🔌 💡 🔋 🔬 🔭 📡 🚀 💻 🖥️ 🖨️ 🖱️ 🎮 🎧 🕹️ 💾 💿 📀 🧮
- 🌐 🔗 📧 👥 🗄️ 🗃️ 📊 📈 📉 🗓️ ⏳ ⏰ ⏱️ ⌚