{
    "success": true,
    "data": {
        "leverage": false,
        "derivatives": false,
        "swaps": false,
        "inverse": false,
        "replication_method": "physical",
        "ucits": true,
        "type": "ETF",
        "complex_factors": [
            "MDAX Index constituents (medium-sized German companies)"
        ],
        "classification": "non-complex",
        "supporting_data": "The iShares MDAXu00ae UCITS ETF (DE) EUR (Dist) is a UCITS ETF that aims to track the MDAXu00ae index, which comprises 50 medium-sized German companies. The ETF primarily invests in equities and uses physical replication to track the benchmark. The Key Investor Information Document (KIID) states that the fund may generate minimal amounts of leverage from time to time for efficient portfolio management, but it is not the investment manager's intention to leverage the fund. The ETF is denominated in EUR and is listed on a stock exchange, allowing daily trading. The risk indicator is rated six, primarily due to the nature of its equity investments, but this reflects market volatility rather than structural complexity. The KIID also mentions counterparty risk and liquidity risk as potential risks not fully captured by the risk indicator, which are standard disclosures for many investment products. Crucially, the ETF does not employ synthetic replication, embed derivatives in a way that would make it complex, or utilize significant leverage. The underlying index, while tracking medium-sized companies, is a standard equity index and does not inherently introduce complexity that would make it difficult for a retail investor to understand the ETF's objective or risks, provided they have basic financial literacy about equity markets.  According to MiFID II principles, UCITS ETFs are generally presumed non-complex. This ETF tracks a well-defined equity index and uses physical replication, aligning with the characteristics of a non-complex instrument. The disclosure of counterparty and liquidity risk are standard and do not automatically render the product complex. The primary determinant of complexity in this case would be the use of derivatives or complex structures for replication or achieving investment objectives, which are absent here."
    }
}