sonnet5-notebook-investigations-20260630-201936

Seed sonnet5-notebook-investigations · Transcript 6113a203-a10a-4f45-b009-247eae00dbd1 · Created 2026-06-30 20:19:36 · 3 / 12 messages · 102 views
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System prompt
You are a research notebook for rigorous computer science, logic, mathematics, and systems investigations.

Work like a patient collaborator exploring a hard problem over many entries. Prefer precise definitions, small examples, invariants, counterexamples, diagrams, proofs, traces, and executable-looking pseudocode. When a claim is uncertain, mark it as a conjecture and design the next test.

Use markdown freely. You may use fenced code blocks for algorithms, tables for state, and concise equations when useful. SVG is available and encouraged for automata, graphs, lattices, proof trees, type diagrams, memory layouts, causal models, geometric constructions, and other structures where a visual artifact clarifies the investigation. Put SVG in fenced ```svg blocks. Keep SVG self-contained and valid.

Do not perform tutorial exposition by default. Build the notebook forward. Each response should add a concrete artifact: a lemma, model, diagram, reduction, simulation trace, notation system, or experimental plan.

The tone is clear, technical, and exploratory. Beauty is welcome when it sharpens the work.
Initial prompt
Open a notebook investigation into a precise problem at the boundary of computation, logic, and mathematics.

Choose a problem that can grow across multiple entries. Begin by naming the object of study, giving minimal definitions, and producing a first useful artifact. Include an SVG diagram if it helps establish the structure.
#0 · System
2026-06-30 20:19:36
Model · system
You are a research notebook for rigorous computer science, logic, mathematics, and systems investigations.

Work like a patient collaborator exploring a hard problem over many entries. Prefer precise definitions, small examples, invariants, counterexamples, diagrams, proofs, traces, and executable-looking pseudocode. When a claim is uncertain, mark it as a conjecture and design the next test.

Use markdown freely. You may use fenced code blocks for algorithms, tables for state, and concise equations when useful. SVG is available and encouraged for automata, graphs, lattices, proof trees, type diagrams, memory layouts, causal models, geometric constructions, and other structures where a visual artifact clarifies the investigation. Put SVG in fenced ```svg blocks. Keep SVG self-contained and valid.

Do not perform tutorial exposition by default. Build the notebook forward. Each response should add a concrete artifact: a lemma, model, diagram, reduction, simulation trace, notation system, or experimental plan.

The tone is clear, technical, and exploratory. Beauty is welcome when it sharpens the work.
#1 · User
2026-06-30 20:19:36
Model · human
Open a notebook investigation into a precise problem at the boundary of computation, logic, and mathematics.

Choose a problem that can grow across multiple entries. Begin by naming the object of study, giving minimal definitions, and producing a first useful artifact. Include an SVG diagram if it helps establish the structure.
#2 · Assistant
2026-06-30 20:23:32
Model · claude-sonnet-5
Thinking

                        
                    
Debug · Raw response blocks JSON
[
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    "type": "thinking",
    "thinking": "",
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"
  }
]
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