Start with the idea
Solve the exact task, not just the visible example: Remove the second node from the end and return remaining values. On input 1->2->3->4->5, predict the output before opening the answer reveal. The revealed output is a test oracle for this case, while private checks exercise other legal cases. Start by stating the input grammar and output format in your own words. Parse the complete input, including surrounding whitespace, before relying on any convenient positions in the example.
Build the solution around one maintained claim: Keep a fixed gap so the leading pointer reaching the end positions the trailing pointer before the target. Decide what state represents that claim, how it is initialized, what a single update does, and when the algorithm stops. A list algorithm changes relationships between nodes, not just values. Draw the next pointers before and after each mutation. Trace the visible input by hand and record at least two intermediate states, not only the final answer. If the trace cannot justify your predicted output, there is a gap between the idea and the implementation.
Use the Rust sketch as a guide, not a substitute for a complete solve function. The supplied Rust sketch is an invariant note rather than a complete program. Turn it into explicit state and transitions before coding.
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