7%
15.04.2013
.1, do not improve on this; it is not until TLS 1.2 that TLS began to support newer algorithms with SHA-2.
On the server side, you need version 1.0.1 of OpenSSL to enable TLS 1.2, for example
7%
18.07.2013
in TLSv1.0 was error-prone, but the problems long remained theoretical.
TLSv1.1, which was designed to iron out the worst weaknesses of CBC, followed in 2006. Two years later, TLSv1.2 was released
7%
04.11.2011
convolutionSum = 0.0f;
05
06 // Iterate over convolution kernel
07 for(size_t ky = 0; ky < kernel.height; ++ky)
08 {
09 for(size_t kx = 0; kx < kernel.width; ++kx)
10
11 {
12
7%
12.08.2015
ACC compilers became quickly available. Version 2.0 was finalized on June 2013, although a preview was posted on November 12, 2012. It added some new capabilities and expanded functionality that had been learned
7%
21.04.2015
-r--r-- 2 root root 6 3. Feb 18:36 .glusterfs/0d/19/0d19fa3e-5413-4f6e-abfa-1f344b687ba7
#
# ls -alid dir1 .glusterfs/fe/9d/fe9d750b-c0e3-42ba-b2cb-22ff8de3edf0 .glusterfs
/00/00
7%
04.10.2018
" }}
12 MaxSpareThreads {{ keyOrDefault (printf "%s/%s/apache/MaxSpareThreads" $myenv $myapp ) "75" }}
13 ThreadsPerChild {{ keyOrDefault (printf "%s/%s/apache/ThreadsPerChild" $myenv $myapp ) "25
7%
17.06.2017
Code
11111111112222222222
12345678901234567890123456789
-----------------------------
SUM = 0.0
D0 100 I=1,10
SUM = SUM + REAL(I)
100 CONTINUE
...
Y = X1 + X2
7%
14.08.2017
than five years old. The first public version 0.3.0 was released in October 2011; version 0.3.5 is the most recent. The source code is released under the GNU General Public License version 2 (GPLv2
7%
09.08.2015
GB DC S3700 SSD model by Intel).
Latency is the wait time in milliseconds (ms) until a single I/O operation has been carried out. The typical average latency for SSDs is between 0.1 and 0.3ms
7%
30.11.2025
. The following command tells the system the hex address of the code segment and the two data segments:
add-symbol-file path/hello.ko 0xd8817000 -s .data 0xd88170e0 -s .bss 0xd8817294
Now you can set a breakpoint
