A001

30/360 (ISDA) or 30/360 (American Basic Rule)

Method whereby interest is calculated based on a 30-day month and a 360-day year. Accrued interest to a value date on the last day of a month shall be the same as to the 30th calendar day of the same month, except for February, and provided that the interest period started on a 30th or a 31st. This means that a 31st is assumed to be a 30th if the period started on a 30th or a 31st and the 28 Feb (or 29 Feb for a leap year) is assumed to be a 28th (or 29th). It is the most commonly used 30/360 method for US straight and convertible bonds.

A002

30/365

Method whereby interest is calculated based on a 30-day month in a way similar to the 30/360 (basic rule) and a 365-day year. Accrued interest to a value date on the last day of a month shall be the same as to the 30th calendar day of the same month, except for February. This means that a 31st is assumed to be a 30th and the 28 Feb (or 29 Feb for a leap year) is assumed to be a 28th (or 29th).

A003

30/Actual

Method whereby interest is calculated based on a 30-day month in a way similar to the 30/360 (basic rule) and the assumed number of days in a year in a way similar to the Actual/Actual (ICMA). Accrued interest to a value date on the last day of a month shall be the same as to the 30th calendar day of the same month, except for February. This means that a 31st is assumed to be a 30th and the 28 Feb (or 29 Feb for a leap year) is assumed to be a 28th (or 29th). The assumed number of days in a year is computed as the actual number of days in the coupon period multiplied by the number of interest payments in the year.

A004

Actual/360

Method whereby interest is calculated based on the actual number of accrued days in the interest period and a 360-day year.

A005

Actual/365 (Fixed)

Method whereby interest is calculated based on the actual number of accrued days in the interest period and a 365-day year.

A006

Actual/Actual (ICMA)

Method whereby interest is calculated based on the actual number of accrued days and the assumed number of days in a year, that is, the actual number of days in the coupon period multiplied by the number of interest payments in the year. If the coupon period is irregular (first or last coupon), it is extended or split into quasi interest periods that have the length of a regular coupon period and the computation is operated separately on each quasi interest period and the intermediate results are summed up.

A007

30E/360 or Eurobond basis

Method whereby interest is calculated based on a 30-day month and a 360-day year. Accrued interest to a value date on the last day of a month shall be the same as to the 30th calendar day of the same month. This means that a 31st is assumed to be a 30th and the 28 Feb (or 29 Feb for a leap year) is assumed to be equivalent to a 30 Feb. However, if the last day of the maturity coupon period is the last day of February, it will not be assumed to be a 30th. It is a variation of the 30/360 (ICMA) method commonly used for eurobonds. The usage of this variation is only relevant when the coupon periods are scheduled to end on the last day of the month.

A008

Actual/Actual (ISDA)

Method whereby interest is calculated based on the actual number of accrued days of the interest period that fall on a normal year, divided by 365, added to the actual number of days of the interest period that fall on a leap year, divided by 366.

A009

Actual/365L or Actual/Actual (basic rule)

Method whereby interest is calculated based on the actual number of accrued days and a 365-day year (if the coupon payment date is NOT in a leap year) or a 366-day year (if the coupon payment date is in a leap year).

A010

Actual/Actual (AFB)

Method whereby interest is calculated based on the actual number of accrued days and a 366-day year (if 29 Feb falls in the coupon period) or a 365-day year (if 29 Feb does not fall in the coupon period). If a coupon period is longer than one year, it is split by repetitively separating full year sub-periods counting backwards from the end of the coupon period (a year backwards from a 28 Feb being 29 Feb, if it exists). The first of the sub-periods starts on the start date of the accrued interest period and thus is possibly shorter than a year. Then the interest computation is operated separately on each sub-period and the intermediate results are summed up.

A011

30/360 (ICMA) or 30/360 (basic rule)

Method whereby interest is calculated based on a 30-day month and a 360-day year. Accrued interest to a value date on the last day of a month shall be the same as to the 30th calendar day of the same month, except for February. This means that a 31st is assumed to be a 30th and the 28 Feb (or 29 Feb for a leap year) is assumed to be a 28th (or 29th). It is the most commonly used 30/360 method for non-US straight and convertible bonds issued before 01/01/1999.

A012

30E2/360 or Eurobond basis model 2

Method whereby interest is calculated based on a 30-day month and a 360-day year. Accrued interest to a value date on the last day of a month shall be the same as to the 30th calendar day of the same month, except for the last day of February whose day of the month value shall be adapted to the value of the first day of the interest period if the latter is higher and if the period is one of a regular schedule. This means that a 31st is assumed to be a 30th and the 28th Feb of a non-leap year is assumed to be equivalent to a 29th Feb when the first day of the interest period is a 29th, or to a 30th Feb when the first day of the interest period is a 30th or a 31st. The 29th Feb of a leap year is assumed to be equivalent to a 30th Feb when the first day of the interest period is a 30th or a 31st. Similarly, if the coupon period starts on the last day of February, it is assumed to produce only one day of interest in February as if it was starting on a 30th Feb when the end of the period is a 30th or a 31st, or two days of interest in February when the end of the period is a 29th, or 3 days of interest in February when it is the 28th Feb of a non-leap year and the end of the period is before the 29th.

A013

30E3/360 or Eurobond basis model 3

Method whereby interest is calculated based on a 30-day month and a 360-day year. Accrued interest to a value date on the last day of a month shall be the same as to the 30th calendar day of the same month. This means that a 31st is assumed to be a 30th and the 28 Feb (or 29 Feb for a leap year) is assumed to be equivalent to a 30 Feb. It is a variation of the 30E/360 (or Eurobond basis) method where the last day of February is always assumed to be a 30th, even if it is the last day of the maturity coupon period.

A014

Actual/365NL or Actual/365 No Leap

Method whereby interest is calculated based on the actual number of accrued days in the interest period, excluding any leap day from the count, and a 365-day year.

OTHR

Other

Other method than A001-A014. See Narrative.

APMT

Against Payment

Against payment.

FREE

Free

Free of payment.

CALL

Call

Indicates whether the issuer has the right to repay the financial instrument prior to maturity.

EGRE

Evergreen

Identified as a term repo that renews daily.

EXTE

Extendable

Identified as a repo that has a maturity date, but prior to that date there is a point in the lifecycle in which it can be extended.

PUTT

Put

Indicates whether the holder has the right to ask for redemption of the financial instrument prior to final maturity.

CMCO

Compounding

Calculation method by which interest is calculated each period on the original principal and all interest accumulated during past periods.

SIMP

Simple

Calculation method by which interest is calculated on the original principal only. Accumulated interest from prior periods is not used in calculations for the following periods.

ADHO

Ad-Hoc

Payment is done following a request.

FOMN

Every Four Months

Payment is done every four months.

INDA

Intra-Day

Payment is done intra-day (multiple reports during the day).

MNTH

Monthly

Payment frequency is monthly.

OVNG

Overnight

Payment is done overnight.

QUTR

Quarterly

Payment frequency is quarterly.

SEMI

Every Six Months

Payment is done twice a year.

TOMN

Every Two Months

Payment is done every two months.

TOWK

Every Two Weeks

Payment is done twice a month.

WEEK

Weekly

Payment frequency is weekly.

YEAR

Yearly

Payment is done yearly (once per year).

NOUP

No Update Rate

No update of the rate for the duration of the trade.

OVNI

Overnight

Daily fixing according to the tenor of the index.

PERI

Periodic

Periodic fixing of the rate in line with (according to) the tenor of the rate.