What is the total Term Loan A due as of December 31, 2019?
{"Short-term borrowings (1)": {"2019": 98.9, "2018": 232.8}, "Current portion of long-term debt(2)": {"2019": 16.7, "2018": 4.9}, "Total current debt": {"2019": 115.6, "2018": 237.7}, "Term Loan A due July 2022": {"2019": 474.6, "2018": "\u2014"}, "Term Loan A due July 2023": {"2019": 218.2, "2018": 222.2}, "6.50% Senior Notes due December 2020": {"2019": "\u2014", "2018": 424.0}, "4.875% Senior Notes due December 2022": {"2019": 421.9, "2018": 421.1}, "5.25% Senior Notes due April 2023": {"2019": 422.0, "2018": 421.2}, "4.50% Senior Notes due September 2023": {"2019": 445.6, "2018": 454.9}, "5.125% Senior Notes due December 2024": {"2019": 421.9, "2018": 421.3}, "5.50% Senior Notes due September 2025": {"2019": 397.4, "2018": 397.1}, "4.00% Senior Notes due December 2027": {"2019": 420.4, "2018": "\u2014"}, "6.875% Senior Notes due July 2033": {"2019": 445.7, "2018": 445.5}, "Other(2)": {"2019": 30.9, "2018": 29.2}, "Total long-term debt, less current portion(3)": {"2019": 3698.6, "2018": 3236.5}, "Total debt(4)": {"2019": 3814.2, "2018": 3474.2}}
total_term_loan_a_2019 = df["Term Loan A due July 2022"]["2019"] + df["Term Loan A due July 2023"]["2019"]
answer = total_term_loan_a_2019