Examples of using A binary representation in English and their translations into Spanish
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Pack- convert a list into a binary representation.
Returns a binary representation of the exterior ring of the input type polygon.
Returns a value in the line data type,which is a binary representation of the geometry data type line.
Returns a binary representation of the geometry data type buffered by the specified distance or radius.
Takes as an input one of the geometry data types, and returns a binary representation of the boundary geometry data type.
Returns a binary representation of a difference between the left geometry and right geometry.
In computing, human-readable data is often encoded as ASCII or Unicode text,rather than presented in a binary representation.
The computer uses a binary representation to store and manipulate the data.
Virtually all data can be parsed by a suitably equipped and programmed computer or machine;reasons for choosing binary formats over text formats usually center on issues of storage space, as a binary representation usually takes up fewer bytes of storage, and efficiency of access(input and output) without parsing or conversion.
UCS-4 thereby permits a binary representation of every code point in the UCS, including those outside the BMP.
You can also convert a particular geometry data type to text, and obtain a binary representation of a geometry data type from text WKT.
UCS-2 thereby permits a binary representation of every code point in the BMP, as long as the code point represents a character.
Takes as an input one of the geometry data types and returns a binary representation of an envelope, where an envelope is a rectangle around the specified geometry data type.
Taking advantage of native compilation by producing a binary executable representation of the code that a processor can directly understand and execute without the overhead of running bytecode in a virtual machine VM.
The binary representation of the network.
Programs store and operate on numbers using a locale-independent binary representation.
It returns this binary representation of a geometry data type point.
One or more characters have zeros in binary representation.
So here this is the binary representation of 53.
Normalization converts these equivalent characters into the same binary representation.
Netmasks can be explained in terms of their binary representation.
Number of leading zero bits in the 32-bit binary representation.
For example, the binary representation for decimal 74 is 1001010.
If you want a double precision exponent you would use an 11-bit Excess-1023 binary representation.
It represents an array of the binary representation using the values 1 and 0.
Imul() Number of leading zero bits in the 32-bit binary representation.