I started by figuring out the ranges first, min/max for both axes, then built a 2D grid initialized to spaces.
First, clarify the problem constraints and edge cases (e.g., empty input, duplicate timestamps, single point). Then, outline a step-by-step algorithm: compute min/max timestamps and prices, initialize a grid of spaces, mark data points, add borders, and convert to strings. Finally, analyze time and space complexity, and discuss potential optimizations or trade-offs.
Pro tip: Before coding, confirm the exact border format and whether multiple data points at the same timestamp should be handled (e.g., last one wins or all marked). This shows attention to detail and avoids rework.
Ask about input size, duplicate timestamps, empty array, and exact border formatting. Confirm that the chart should include all integer timestamps and prices between min and max.
Compute min/max timestamp and price to get width and height. Create a 2D grid (list of lists) filled with spaces, with extra rows/columns for borders.
Iterate through the input array and mark each (timestamp, price) as '*' in the grid. Handle duplicates by deciding whether to overwrite or keep the first/last occurrence.
Add '+' at corners and along edges, with repeating '+-----' segments on top and bottom. Convert each row to a string and return the list.
State time complexity O(n + W*H) and space O(W*H), where W and H are the ranges. Mention potential optimizations like using a dictionary for sparse data or handling large ranges.
AI-generated suggestions, not part of the candidate's original notes. May be inaccurate — verify before relying on them.