NYLIM FTSE International Eqty Currency Neutral ETF (HFXI)
37.01
+0.28
(+0.76%)
USD |
NYSEARCA |
Oct 09, 16:00
37.28
+0.27
(+0.73%)
After-Hours: 20:00
HFXI Max Drawdown (5Y) : 22.34% for Sept. 30, 2026
Max Drawdown (5Y) Chart
Historical Max Drawdown (5Y) Data
| Date | Value |
|---|---|
| September 30, 2026 | 22.34% |
| August 31, 2026 | 22.34% |
| July 31, 2026 | 22.34% |
| June 30, 2026 | 22.34% |
| May 31, 2026 | 22.34% |
| April 30, 2026 | 22.34% |
| March 31, 2026 | 22.34% |
| February 28, 2026 | 22.34% |
| January 31, 2026 | 22.34% |
| December 31, 2025 | 22.34% |
| November 30, 2025 | 22.34% |
| October 31, 2025 | 22.34% |
| September 30, 2025 | 22.34% |
| August 31, 2025 | 22.34% |
| July 31, 2025 | 22.34% |
| June 30, 2025 | 22.34% |
| May 31, 2025 | 22.34% |
| April 30, 2025 | 22.34% |
| March 31, 2025 | 26.61% |
| February 28, 2025 | 32.42% |
| January 31, 2025 | 32.42% |
| December 31, 2024 | 32.42% |
| November 30, 2024 | 32.42% |
| October 31, 2024 | 32.42% |
| September 30, 2024 | 32.42% |
| Date | Value |
|---|---|
| August 31, 2024 | 32.42% |
| July 31, 2024 | 32.42% |
| June 30, 2024 | 32.42% |
| May 31, 2024 | 32.42% |
| April 30, 2024 | 32.42% |
| March 31, 2024 | 32.42% |
| February 29, 2024 | 32.42% |
| January 31, 2024 | 32.42% |
| December 31, 2023 | 32.42% |
| November 30, 2023 | 32.42% |
| October 31, 2023 | 32.42% |
| September 30, 2023 | 32.42% |
| August 31, 2023 | 32.42% |
| July 31, 2023 | 32.42% |
| June 30, 2023 | 32.42% |
| May 31, 2023 | 32.42% |
| April 30, 2023 | 32.42% |
| March 31, 2023 | 32.42% |
| February 28, 2023 | 32.42% |
| January 31, 2023 | 32.42% |
| December 31, 2022 | 32.42% |
| November 30, 2022 | 32.42% |
| October 31, 2022 | 32.42% |
| September 30, 2022 | 32.42% |
| August 31, 2022 | 32.42% |
Max Drawdown Definition
Max drawdown is an indicator of the risk of a portfolio chosen based on a certain strategy. It measures the largest single drop from peak to bottom in the value of a portfolio before a new peak is achieved.
Max Drawdown (5Y) Range, Past 5 Years
--
Minimum
--
Maximum
--
Average
--
Median