Build a weighted scoring matrix to rank competing options

I need to choose between several options and want a structured scoring matrix. Here is the context:

- Decision I am making: {{DECISION_DESCRIPTION}}
- Options to evaluate: {{OPTIONS_LIST}}
- Criteria that matter to me (and rough importance if I have it): {{CRITERIA_AND_WEIGHTS}}
- Any hard constraints (options that fail these are disqualified): {{HARD_CONSTRAINTS}}

Please do the following:

1. Propose a final set of 4–7 criteria. If I provided importance levels, convert them to weights that sum to 100. If I did not, suggest weights and explain the rationale briefly.
2. Build a scoring matrix table: rows = options, columns = criteria. Score each cell 1–5 and explain in one sentence why you gave that score. Add a weighted total column.
3. Rank the options by weighted total. Call out if two options are within 5 points of each other (effectively a tie).
4. Identify the single criterion where the ranking is most sensitive—i.e., if that weight increased by 20 points, which option would move up or down.
5. Note limitations: this method works best when criteria are independent. Flag any criteria I listed that seem correlated, which could inflate their combined weight.