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Option  Description 

interval 
The interval between each freq iteration. For example,
when using RRule.YEARLY , an interval of 2 means
once every
two years, but with RRule.HOURLY , it means once every two
hours.
The default interval is 1 .

wkst 
The week start day. Must be one of the RRule.MO ,
RRule.TU , RRule.WE constants, or an integer,
specifying
the first day of the week. This will affect recurrences based
on weekly periods. The default week start is RRule.MO .

bysetpos 
If given, it must be either an integer, or an array of
integers, positive or negative. Each given integer will specify
an occurrence number, corresponding to the nth occurrence of
the rule inside the frequency period. For example, a
bysetpos of 1 if combined with a RRule.MONTHLY
frequency, and a byweekday of (RRule.MO , RRule.TU ,
RRule.WE , RRule.TH , RRule.FR ), will result in
the last
work day of every month.

byweekday 
If given, it must be either an integer (0 == RRule.MO ), an
array of integers, one of the weekday constants
(RRule.MO ,
RRule.TU , etc), or an array of these constants. When
given,
these variables will define the weekdays where the recurrence
will be applied. It's also possible to use an argument n for
the weekday instances, which will mean the nth occurrence of
this weekday in the period. For example, with
RRule.MONTHLY ,
or with RRule.YEARLY and BYMONTH , using
RRule.FR.nth(+1) or RRule.FR.nth(1) in byweekday
will specify the first or last friday of the month where the
recurrence happens.
Notice
that the RFC documentation, this is specified as BYDAY ,
but was renamed to avoid the ambiguity of that argument.

byhour 
If given, it must be either an integer, or an array of integers, meaning the hours to apply the recurrence to. 
byminute 
If given, it must be either an integer, or an array of integers, meaning the minutes to apply the recurrence to. 
bysecond 
If given, it must be either an integer, or an array of integers, meaning the seconds to apply the recurrence to. 
byeaster 
This is an extension to the RFC specification which the Python implementation provides. Not implemented in the JavaScript version. 

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