{
    "success": true,
    "data": {
        "ucits": true,
        "type": "ETF",
        "replication_method": "physical",
        "derivatives": false,
        "swaps": false,
        "inverse": false,
        "leverage": false,
        "complex_factors": [],
        "classification": "non-complex",
        "supporting_data": "The Xtrackers India Government Bond UCITS ETF aims to reflect the performance of the J.P. Morgan India Government Fully Accessible Route (FAR) Bond Index by holding a portfolio of Indian Rupee-denominated government bonds. The KID explicitly states it is passively managed and aims to replicate the index by buying a portfolio of securities. The document also mentions that the fund *may* employ techniques and instruments, including derivatives, to manage risk, reduce costs, and improve results. However, this is presented as a possibility, not a core strategy. Crucially, the primary replication method described is physical. The risk and reward profile is categorized as 4 out of 7, indicating a moderate to high risk due to market movements, but not structural complexity. The KID lists various risks such as country risk, currency risk, and credit/interest rate risk, which are inherent to bond investments, but not indicative of complex financial engineering. There is no mention of synthetic replication, embedded derivatives, or other features that would typically classify an ETF as complex under MiFID II. The index itself is described as tracking fixed rate and zero coupon government bonds meeting certain eligibility criteria, which implies a relatively straightforward underlying asset. Given the emphasis on physical replication and the absence of complex derivative strategies being integral to the fund's objective, it aligns with the non-complex classification. The mention of derivatives for EPM is a common practice and does not automatically trigger complexity if their use is limited and for hedging/cost reduction. Based on the provided information, the ETF primarily uses physical replication and focuses on a government bond index, which are generally considered non-complex."
    }
}