ABB CPU card 216VC62A HESG32442R112 controller

ABB CPU card 216VC62A HESG32442R112 controller

Technical data of product parameters

The 216VC62A HESG32442R112 associated with the keys may be objects of any type. Stream objects
are required to be specified by indirect object references. It is recommended,
though not required, that dictionary, array, and string objects be specified by
indirect object references, and other PDF objects (nulls, numbers, booleans,
and names) be specified as direct objects.
• The data structure can represent an arbitrarily large collection of key-value
pairs, which can be looked up efficiently without requiring the entire data
structure to be read from the PDF file. (In contrast, a dictionary is subject to an
implementation limit on the number of entries it can contain.)
A name tree is constructed of nodes, each of which is a dictionary object.
Table 3.33 shows the entries in a node dictionary. The nodes are of three kinds,
depending on the specific entries they contain. The tree always has exactly one
root node, which contains a single entry: either Kids or Names but not both. If the216VC62A HESG32442R112
root node has a Names entry, it is the only node in the tree. If it has a Kids entry,
each of the remaining nodes is either an intermediate node, containing a Limits
entry and a Kids entry, or a leaf node, containing a Limits entry and a Names
entry. appear before longer ones beginning with the same byte sequence. The encoding
of the keys is immaterial as long as it is self-consistent; keys are compared for
equality on a simple byte-by-byte basis.
The keys contained within the various nodes’ Names entries do not overlap; each
Names entry contains a single contiguous range of all the keys in the tree. In a leaf
node, the Limits entry specifies the least and greatest keys contained within the
node’s Names entry. In an intermediate node, it specifies the least and greatest
keys contained within the Names entries of any of that node’s descendants. The216VC62A HESG32442R112
value associated with a given key can thus be found by walking the tree in order,
searching for the leaf node whose Names entry contains that key.
Example 3.17 is an abbreviated outline, showing object numbers and nodes, of a
name tree that maps the names of all the chemical elements, from actinium to
zirconium, to their atomic numbers. Example 3.18 shows the representation of216VC62A HESG32442R112
this tree in a PDF file.

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