1.0.12.31: fix READ-SEQUENCE regression from 1.0.12.22

[sbcl.git] / src / pcl / defs.lisp

diff --git a/src/pcl/defs.lisp b/src/pcl/defs.lisp
index 9a718ab..c781e64 100644 (file)
--- a/src/pcl/defs.lisp
+++ b/src/pcl/defs.lisp
@@ -233,7 +233,7 @@
                (let ((subs (classoid-subclasses class)))
                  (/noshow subs)
                  (when subs
-                   (dohash (sub v subs)
+                   (dohash ((sub v) subs)
                      (declare (ignore v))
                      (/noshow sub)
                      (when (member class (direct-supers sub))
@@ -657,35 +657,10 @@
 (defclass slot-class (pcl-class)
   ((direct-slots
     :initform ()
-    :accessor class-direct-slots)
+    :reader class-direct-slots)
    (slots
     :initform ()
-    :accessor class-slots)
-   (slot-vector
-    :initform #(nil)
-    :reader class-slot-vector)))
-
-;;; Make the slot-vector accessed by the after-fixup FIND-SLOT-DEFINITION.
-;;; The slot vector is a simple-vector containing plists of slot-definitions
-;;; keyd by their names. Slot definitions are put in the position indicated
-;;; by (REM (SXHASH SLOT-NAME) (LENGTH SLOT-VECTOR)).
-;;;
-;;; We make the vector slightly longer then the number of slots both
-;;; to reduce collisions (but we're not too picky, really) and to
-;;; allow FIND-SLOT-DEFINTIONS work on slotless classes without
-;;; needing to check for zero-length vectors.
-(defun make-slot-vector (slots)
-  (let* ((n (+ (length slots) 2))
-         (vector (make-array n :initial-element nil)))
-    (flet ((add-to-vector (name slot)
-             (setf (svref vector (rem (sxhash name) n))
-                   (list* name slot (svref vector (rem (sxhash name) n))))))
-      (if (eq 'complete *boot-state*)
-         (dolist (slot slots)
-           (add-to-vector (slot-definition-name slot) slot))
-         (dolist (slot slots)
-           (add-to-vector (early-slot-definition-name slot) slot))))
-    vector))
+    :reader class-slots)))
 
 ;;; The class STD-CLASS is an implementation-specific common
 ;;; superclass of the classes STANDARD-CLASS and