Minimum Amount: Lumpsum investment:
₹ 5,000 and in multiples of ₹ 1 thereafter.
Minimum Additional Purchase Amount: ₹ 1,000 and in multiples of ₹ 1 thereafter

## including inter-scheme Investments, if any, by other schemes of BNP Paribas Mutual Fund, as may be applicable

Investment in Top 10 scrips constitutes 31.98% of the portfolio

Pursuant to distribution under Income Distribution cum Capital Withdrawal (‘IDCW’) option, NAV of the IDCW option of the scheme(s) would fall to the extent of payout and statutory levy (if applicable). The amounts under IDCW options can be distributed out of investors capital (Equalization Reserve), which is part of sale price that represents realized gains. Past performance may or may not be sustained in future. The above stated distribution rate per unit is net distribution rate after deducting applicable taxes. The above distribution rates are on face value of ₹ 10 per unit.

The Total Expense Ratio (TER) is the sum of the Base Expense Ratio (BER), brokerage fees, transaction costs, and statutory levies.
For details of TER, please refer the TER disclosure available on the website on https://www.barodabnpparibasmf.in/downloads/total-expense-ratio-of-mutual-fund-schemes.
#Equity portfolio turnover ratio excludes transactions in derivatives. Total Portfolio Turnover ratio is sum of Equity, Debt, and Derivative.
The risk free rate of return considered for calculation of Sharpe ratio is 5.41%, as per 1 day MIBOR rate on the last business day of the month.

†Concept of Macaulay duration: The Macaulay Duration is a measure of a bond’s sensitivity to interest rate changes. It is expressed in annual terms. It is the weighted average term to maturity of the cash flows from a bond. The weight of each cash flow is determined by dividing the present value of the cash flow by the price. Factors like a bond’s price, maturity, coupon, yield to maturity among others impact the calculation of Macaulay duration. The Macaulay duration can be viewed as the economic balance point of a group of cash flows. Another way to interpret the statistic is that it is the weighted average number of years an investor must maintain a position in the bond until the present value of the bond’s cash flows equals the amount paid for the bond. As it provides a way to estimate the effect of certain market changes on a bond’s price, the investor can choose an investment that will better meet his future cash needs.