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Pragmatic Software 2015-05-25 07:15:58 -07:00
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modules/cjeopardy/cjeopardy.txt
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@ -291,8 +291,8 @@
291) [6.2.7 Compatible type and composite type] For two enumerations to be compatible, corresponding members shall have the same this.|values|value
292) [6.2.7 Compatible type and composite type] This kind of type can be constructed from two types that are compatible; it is a type that is compatible with both of the two types.|composite|composite type
293) [6.2.8 Alignment of objects] This is an implementation-defined integer value representing the number of bytes between successive addresses at which a given object can be allocated.|alignment
294) [6.2.8 Alignment of objects] This kind of alignment is represented by an alignment less than or equal to the greatest alignment supported by the implementation in all contexts, which is equal to _Alignof (max_align_t).|fundamental
295) [6.2.8 Alignment of objects] This kind of alignment is represented by an alignment greater than _Alignof (max_align_t).|extended
294) [6.2.8 Alignment of objects] This kind of alignment is represented by an alignment less than or equal to the greatest alignment supported by the implementation in all contexts, which is equal to _Alignof (max_align_t).|fundamental|fundamental alignment
295) [6.2.8 Alignment of objects] This kind of alignment is represented by an alignment greater than _Alignof (max_align_t).|extended|extended alignment
296) [6.2.8 Alignment of objects] A type having an extended alignment requirement is called this.|over-aligned|over-aligned type
297) [6.2.8 Alignment of objects] Every valid alignment value shall be in this domain.|nonnegative integral power of two|positive integral power of two|integral power of two|power of two|power of 2|nonnegative integral power of 2|positive integral power of 2|integral power of 2
298) [6.2.8 Alignment of objects] This type shall have the weakest alignment requirement.|char{In any of its variants: plain, unsigned or signed.}