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first, second, third, fourth, fifth, sixth, seventh, eighth, ninth, tenth (Accessor)

Syntax:

first list object | (setf (list object) new-object)
second list object | (setf (list object) new-object)
third list object | (setf (list object) new-object)
fourth list object | (setf (list object) new-object)
fifth list object | (setf (list object) new-object)
sixth list object | (setf (list object) new-object)
seventh list object | (setf (list object) new-object)
eighth list object | (setf (list object) new-object)
ninth list object | (setf (list object) new-object)
tenth list object | (setf (list object) new-object)

Arguments and Values:

list—a list, which might be a dotted list or a circular list.

object, new-object—an object.

Description:

The functions first, second, third, fourth, fifth, sixth, seventh, eighth, ninth, and tenth access the first, second, third, fourth, fifth, sixth, seventh, eighth, ninth, and tenth elements of list, respectively. Specifically,

 (first list)    ≡  (car list)
 (second list)   ≡  (car (cdr list))
 (third list)    ≡  (car (cddr list))
 (fourth list)   ≡  (car (cdddr list))
 (fifth list)    ≡  (car (cddddr list))
 (sixth list)    ≡  (car (cdr (cddddr list)))
 (seventh list)  ≡  (car (cddr (cddddr list)))
 (eighth list)   ≡  (car (cdddr (cddddr list)))
 (ninth list)    ≡  (car (cddddr (cddddr list)))
 (tenth list)    ≡  (car (cdr (cddddr (cddddr list))))

setf can also be used with any of these functions to change an existing component. The same equivalences apply. For example:

 (setf (fifth list) new-object) ≡ (setf (car (cddddr list)) new-object)
Examples:
 (setq lst '(1 2 3 (4 5 6) ((V)) vi 7 8 9 10))
 (1 2 3 (4 5 6) ((V)) VI 7 8 9 10)
 (first lst)  1
 (tenth lst)  10
 (fifth lst)  ((V))
 (second (fourth lst))  5
 (sixth '(1 2 3))  NIL
 (setf (fourth lst) "four")  "four"
 lst  (1 2 3 "four" ((V)) VI 7 8 9 10)
See Also:

car, nth

Notes:

first is functionally equivalent to car, second is functionally equivalent to cadr, third is functionally equivalent to caddr, and fourth is functionally equivalent to cadddr.

The ordinal numbering used here is one-origin, as opposed to the zero-origin numbering used by nth:

 (fifth x) ≡ (nth 4 x)