Weighted Average Maturity. The weighted average maturity of a Pool Certificate is a dollar weighted average maturity that is calculated by multi- plying the remaining term, in months, of each Loan Interest in a Pool by the ratio of that Loan Interest’s current outstanding pooled principal to the current aggregate outstanding pooled principal of all Loan Interests in the
Weighted Average Maturity. In the judgment of the Agency, the weighted average maturity of the Allocable Bonds set forth in Attachment 1 does not exceed 120% of the average reasonable expected economic life of the Project.
Weighted Average Maturity. 12/13 - 20 Years at 3.75% | SINGLE PURPOSE | 12/14/2017 | 1:36 PM
Weighted Average Maturity. The Initial Receivables shall have a scheduled weighted average maturity of not more than _____ months.
Weighted Average Maturity. As of the Cutoff Date, the weighted ------------------------- average remaining term to maturity of the Receivables was approximately 51.74 months.
Weighted Average Maturity. The weighted average maturity (defined below) of the Issue is [ ] year and the remaining weighted average maturity of the Current Refunded Notes is [ ] years. The weighted average maturity of an issue is equal to the sum of the products of the Initial Offering Price of each maturity of the issue and the number of years to the maturity date of the respective maturity (taking into account mandatory but not optional redemptions), divided by the Initial Offering Price of the entire Issue.
Weighted Average Maturity. The Weighted Average Maturity of the Bonds is years. The Remaining Weighted Average Maturity of the bonds to be advance refunded by the Bonds is years. Weighted Average Maturity is the sum of the products of the respective Initial Offering Prices (as shown on Attachment A) of each maturity and the number of years to maturity from the settlement date for the Bonds (determined separately for each maturity and by taking into account mandatory, but not optional redemptions), divided by the sum of the Initial Offering Prices for the entire issue. Remaining Weighted Average Maturity is the sum of the products of the respective issue prices in the underwriter certificate with respect to each maturity of the bonds to be advance refunded by the Bonds and the number of years to maturity from the settlement date for the Bonds (determined separately for each maturity of the bonds to be advance refunded by the Bonds and by taking into account mandatory, but not optional, redemptions), divided by the aggregate issue price in the underwriter certificate with respect to the bonds to be advance refunded by the Bonds.
Weighted Average Maturity. For purposes of the Information Return for Tax-Exempt Private Activity Bond Issues, Form 8038 (Rev. April 2011) (“Form 8038”), prepared with respect to the Subordinate Bonds, the Underwriter hereby certifies that the weighted average maturity of the Subordinate Bonds is years.
Weighted Average Maturity. The Underwriter hereby confirms that the weighted average maturity of the Bonds is not greater than [ ] years.]
Weighted Average Maturity. The weighted average maturity of the Series 2023 Bonds has been calculated to be
