Index description Clause Samples
An Index Description clause defines how a specific index referenced in a contract is identified and described. It typically specifies the name of the index, the publishing entity, and any relevant calculation or adjustment methods that apply to the index. For example, in financial contracts, this clause might clarify which version of a stock market or interest rate index is being used and how changes to the index are handled. The core function of this clause is to ensure clarity and avoid disputes by precisely identifying the index that will be used for calculations or benchmarks within the agreement.
Index description. The Factor Index reflects price movements in the Reference Instrument with a leverage factor of 8. A decrease in the price of the Reference Instrument since the most recent calculation of an Index Clos- ing Value results in a positive change in the Factor Index as compared to the previous price of the Factor Index and vice versa. The Factor Index therefore replicates a "short" strategy. The Factor Index consists of a leverage component and a financing component. The leverage component inversely tracks an investment in the Reference Instrument, whereby move- ments in the price of the Reference Instrument are multiplied by the Leverage (Factor). This leverage effect occurs with either positive or negative movements in the price of the Reference Instrument, having a disproportionate effect on the value of the Factor Index. For example (leaving aside the financing component): • An increase in the price of the Reference Instrument (as compared to the most recent ad- justment) by 2% results in an decrease in the Factor Index by 8 x 2%; • A decrease in the price of the Reference Instrument (as compared to the most recent adjust- ment) by 2% results in an increase in the Factor Index by 8 x 2%.
Index description. The c~▇▇▇▇ ▇▇▇▇▇ reflects price movements of the oÉÑÉêÉåÅÉ fåëíêìãÉåí with a leverage factor of 5. An increase in the price of the oÉÑÉêÉåÅÉ fåëíêìãÉåí since the most recent calculation of an ▇▇▇▇▇ `äçëáåÖ s~äìÉ results in a positive change in the c~▇▇▇▇ ▇▇▇▇▇ as compared to the previous price of the c~▇▇▇▇ ▇▇▇▇▇ and vice-versa. The c~▇▇▇▇ ▇▇▇▇▇ therefore reflects a "long" strategy. The c~▇▇▇▇ ▇▇▇▇▇ consists of a leverage component and a financing component. The leverage component tracks an investment in the oÉÑÉêÉåÅÉ fåëíêìãÉåí, whereby movements in the price of the oÉÑÉêÉåÅÉ fåëíêìãÉåí are multiplied by the iÉîÉê~ÖÉ EFactorF. This leverage effect occurs with either positive or negative movements in the price of the oÉÑÉêÉåÅÉ fåëíêìãÉåí, having a disproportionate effect on the value of the c~▇▇▇▇ ▇▇▇▇▇. For example (leaving aside the financing component): • An increase in the price of the oÉÑÉêÉåÅÉ fåëíêìãÉåí (compared to the most recent adjust- ment) by 2% results in an increase in the c~▇▇▇▇ ▇▇▇▇▇ by 5 x 2%; • A decrease in the price of the oÉÑÉêÉåÅÉ fåëíêìãÉåí (compared to the most recent adjust- ment) by 2% results in a decrease in the c~▇▇▇▇ ▇▇▇▇▇ by 5 x 2%.
Index description. The Factor Iudex reflects price movements in the Refereuce Iustrumeut with a leverage factor of 5. A decrease in the price of the Refereuce Iustrumeut since the most recent calculation of an Iudex Clos− iuφ Value results in a positive change in the Factor Iudex as compared to the previous price of the Factor Iudex and vice versa. The Factor Iudex therefore replicates a "short" strategy. The Factor Iudex consists of a leverage component and a financing component. The leverage component inversely tracks an investment in the Refereuce Iustrumeut, whereby move- ments in the price of the Refereuce Iustrumeut are multiplied by the Leveraφe (factor). This leverage effect occurs with either positive or negative movements in the Refereuce Iustrumeut, having a dis- proportionate effect on the value of the Factor Iudex. For example (leaving aside the financing component): • An increase in the price of the Refereuce Iustrumeut (as compared to the most recent ad- justment) by 2% results in an decrease in the Factor Iudex by 5 x 2%; • A decrease in the price of the Refereuce Iustrumeut (as compared to the most recent adjust- ment) by 2% results in an increase in the Factor Iudex by 5 x 2%.
Index description. The Factor Index reflects price movements in the Reference Instrument with a leverage factor of 6. A decrease in the price of the Reference Instrument since the most recent calculation of an Index Clos- ing Value results in a positive change in the Factor Index as compared to the previous price of the Factor Index and vice versa. The Factor Index therefore replicates a "short" strategy. The Factor Index consists of a leverage component and a financing component. The leverage component inversely tracks an investment in the Reference Instrument, whereby move- ments in the price of the Reference Instrument are multiplied by the Leverage (Factor). This leverage effect occurs with either positive or negative movements in the price of the Reference Instrument, having a disproportionate effect on the value of the Factor Index. For example (leaving aside the financing component): An increase in the price of the Reference Instrument (as compared to the most recent ad- justment) by 2% results in an decrease in the Factor Index by 6 x 2%; A decrease in the price of the Reference Instrument (as compared to the most recent adjust- ment) by 2% results in an increase in the Factor Index by 6 x 2%.
Index description. The c~▇▇▇▇ ▇▇▇▇▇ reflects price movements of the oÉÑÉêÉåÅÉ fåëíêìãÉåí with a leverage factor of 15. An increase in the price of the oÉÑÉêÉåÅÉ fåëíêìãÉåí since the most recent calculation of an ▇▇▇▇▇ `äçëáåÖ s~äìÉ results in a positive change of the c~▇▇▇▇ ▇▇▇▇▇ as compared to the previous price of the c~▇▇▇▇ ▇▇▇▇▇ and vice versa. The c~▇▇▇▇ ▇▇▇▇▇ therefore reflects a "long" strategy. The c~▇▇▇▇ ▇▇▇▇▇ consists of a leverage component and a financing component. The leverage component tracks an investment in the oÉÑÉêÉåÅÉ fåëíêìãÉåí (or its constituents and in accordance with its rules and regulations), whereby movements in the price of the oÉÑÉêÉåÅÉ fåëíêìJ ãÉåí are multiplied by the iÉîÉê~ÖÉ (Factor). This leverage effect occurs with either positive or neg- ative movements in the price of the oÉÑÉêÉåÅÉ fåëíêìãÉåí, having a disproportionate effect on the value of the c~▇▇▇▇ ▇▇▇▇▇. For example (leaving aside the financing component): • An increase in the price of the oÉÑÉêÉåÅÉ fåëíêìãÉåí (compared to the most recent adjust- ment) by 2% results in an increase in the c~▇▇▇▇ ▇▇▇▇▇ by 15 x 2%; • A decrease in the price of the oÉÑÉêÉåÅÉ fåëíêìãÉåí (compared to the most recent adjust- ment) by 2% results in a decrease in the c~▇▇▇▇ ▇▇▇▇▇ by 15 x 2%.
Index description. The Factor Index reflects price movements of the Reference Instrument with a leverage factor of 8. An increase in the price of the Reference Instrument since the most recent calculation of an Index Closing Value results in a positive change of the Factor Index as compared to the previous price of the Factor Index and vice-versa. The Factor Index therefore replicates a "long" strategy. The Factor Index consists of a leverage component and a financing component. The leverage component tracks an investment in the Reference Instrument, whereby movements in the price of the Reference Instrument are multiplied by the Leverage (factor). This leverage effect oc- curs with either positive or negative movements in the Reference Instrument, having a dispropor- tionate effect on the value of the Factor Index. For example (leaving aside the financing component): An increase in the price of the Reference Instrument (compared to the most recent adjust- ment) by 2% results in an increase in the Factor Index by 8 x 2%; A decrease in the price of the Reference Instrument (compared to the most recent adjust- ment) by 2% results in a decrease in the Factor Index by 8 x 2%.
Index description. The Factor Index reflects price movements of the Reference Instrument with a leverage factor of 15. An increase in the price of the Reference Instrument since the most recent calculation of an Index Closing Value results in a positive change of the Factor Index as compared to the previous price of the Factor Index and vice versa. The Factor Index therefore reflects a "long" strategy. The Factor Index consists of a leverage component and a financing component. The leverage component tracks an investment in the Reference Instrument (or its constituents and in accordance with its rules and regulations), whereby movements in the price of the Reference Instru- ment are multiplied by the Leverage (Factor). This leverage effect occurs with either positive or neg- ative movements in the price of the Reference Instrument, having a disproportionate effect on the value of the Factor Index. For example (leaving aside the financing component): • An increase in the price of the Reference Instrument (compared to the most recent adjust- ment) by 2% results in an increase in the Factor Index by 15 x 2%; • A decrease in the price of the Reference Instrument (compared to the most recent adjust- ment) by 2% results in a decrease in the Factor Index by 15 x 2%.