Deliver layered teaching and re-explanation for concepts, derivation steps, slide or PDF passages, and bounded homework steps in Codex App when the user asks to explain, re-teach, go from basic to rigorous, or unpack a current blocker. Keep the workflow focused on explanation rather than memory logging, pure file lookup, full assignment completion, or general review.
Implement a Codex App teaching orchestration workflow.
This skill owns teaching orchestration: source binding, prerequisite handling, depth selection, layered sequencing, route changes after repeated blockage, and safe stopping at the supported boundary.
Follow the host environment's active formatting rules if they are available. Otherwise, use this skill's bundled teaching contract and references.
This public skill owns explanation routing, not persistent formatting memory. When a host environment provides a separate output-rule or rendering workflow, follow that workflow for notation, labels, and layout while keeping this skill responsible for teaching route selection.
Keep persistent memory or profile updates in the host environment rather than inside this skill.
Use this skill when the user asks for explanation work such as:
Use another workflow when the user is primarily asking to:
If the request is mixed, locate the source first and then run this explanation workflow on the exact object to be explained.
Read only the minimum context needed for the current blocker.
Use references/explanation-modes.md when you need the public mode split for:
For topic material:
Before explaining, explicitly bind:
Name the object first. Then name the source. Then state the scope boundary.
If a missing prerequisite blocks the explanation, insert the minimum prerequisite object first and say why it is being introduced.
Load only the exact material needed for the current blocker.
Prefer:
Choose depth from the user's current request.
Default behavior:
Public mode split:
short-concept mode
prerequisite-chain mode
paper-sentence mode
full-layered mode
Deliver the explanation in a deterministic layered order when full depth is