mme gefsye zero CC,ARGLIST zero 10,BUFFER
This version of MME GEFSYE modifies an existing catalog and gives it a new set of attributes. The argument list indicated by ARGLIST has the form
zero RETURN_WORD,USERID zero CAT_NAME,PERMISSION zero OPTION,NEWNAME
where
Bit 0 -- 1 to indicate completion 1-11 -- error code, or 0 for success 18-35 -- pointer to additional error info (if any)
See "expl mme gefsye" for a list of common error codes.
After the last pathname chunk comes a word containing the value -1.
OPTION: Bit 0: if on, this call to MME GEFSYE only checks permissions; no modification OPTION+1: Bits 0-35: not used
Beginning at OPTION+2, there are triplets of words indicating new specific permissions for the catalog being modified. The first two words of each triplet give the BCD userid receiving the permission. The last word has two possible formats. In the first, a general permissions code is in Bits 0-11 (see "expl mme gefsye"); Bit 17 should be on if this EXCLUDEs permission. In the second, bits 0-17 are zero; this removes all specific permissions for the associated userid. If bit 18 is 0, the userid itself is removed from the specific permissions list; if bit 18 is 1, specific permissions are removed, but the name is retained in the list, in anticipation of new permissions being granted.
In both formats, bits which are not used are reserved. The final triplet is followed by a word containing -1.
Words 2 and 3 may also be a special password block (described below).
A special password block is two words long. It appears in the password part of the final chunk of a pathname. It has the form
zero N,-1 zero LIST,0
where LIST points to a list of password descriptors and N is the number of descriptors in the list. Each descriptor is four words long. The first two words give a password as 1-12 BCD characters, left-justified and padded with blanks. The next word gives a time when the password starts to apply, and the last gives a time when the password should stop applying. This lets you set passwords that are only in effect at certain times of the day. Times are given as a certain number of "ticks" after midnight, where each tick is 1/64,000 of a second.
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