Second Method and Loss Sample Clauses

Second Method and Loss. If the Second Method and Loss apply, an amount will be payable equal to the Non-defaulting Party's Loss in respect of this Agreement. If that amount is a positive number, the Defaulting Party will pay it to the Non-defaulting Party; if it is a negative number, the Non-defaulting Party will pay the absolute value of that amount to the Defaulting Party.
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Second Method and Loss. 4. Calculation Agent: JPMorgan, whose calculations and determinations shall be made in good faith and in a commercially reasonable manner, including with respect to calculations and determinations that are made in its sole discretion.
Second Method and Loss. If the amount of a Non-defaulting Party’s Loss is a positive number, the Defaulting Party pays that sum to the Non-defaulting Party but if it is a negative number, the Non-defaulting Party pays the absolute value of that amount to the Defaulting Party. The Non-defaulting Party makes the calculations. An easy way to remember who gets what (particularly under the Second Method) is to view the positive and negative amounts from the Non-default- ing Party’s viewpoint. If the close-out amount is positive, the Non-defaulting Party receives it and could be said to view the situation positively. If the close- out amount is negative, the Non-defaulting Party has to pay it over and so views the situation negatively.

Related to Second Method and Loss

  • First Method and Loss If the First Method and Loss apply, the Defaulting Party will pay to the Non-defaulting Party, if a positive number, the Non-defaulting Party's Loss in respect of this Agreement.

  • Second Method and Market Quotation If the Second Method and Market Quotation apply, an amount will be payable equal to (A) the sum of the Settlement Amount (determined by the Non-defaulting Party) in respect of the Terminated Transactions and the Termination Currency Equivalent of the Unpaid Amounts owing to the Non-defaulting Party less (B) the Termination Currency Equivalent of the Unpaid Amounts owing to the Defaulting Party. If that amount is a positive number, the Defaulting Party will pay it to the Non-defaulting Party; if it is a negative number, the Non-defaulting Party will pay the absolute value of that amount to the Defaulting Party.

  • First Method and Market Quotation If the First Method and Market Quotation apply, the Defaulting Party will pay to the Non-defaulting Party the excess, if a positive number, of (A) the sum of the Settlement Amount (determined by the Non-defaulting Party) in respect of the Terminated Transactions and the Termination Currency Equivalent of the Unpaid Amounts owing to the Non-defaulting Party over (B) the Termination Currency Equivalent of the Unpaid Amounts owing to the Defaulting Party.

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