In particular, functional https://priceconverter.org/ analysis to determine the contractual risk assumptions, the lender’s and borrower’s perspectives would typically be considered. The assumed risk simultaneously will have an impact on the determination of the interest rate. In response, to improve the integrity of Libor, the UK Financial Conduct Authority transferred its administration from the BBA to the Intercontinental Exchange Benchmark Administration .

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"

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