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14.11.2013
kernel ordinal number (%n).
Listing 3
70-persistent-net.rules
Rules for KVM:
SUBSYSTEM=="net", ACTION=="add", DRIVERS=="?*", ATTR{address}=="52:54:00:*", KERNEL=="eth*", NAME="eth%n"
Rules
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06.10.2019
the Debian-based, distributions install it along with openvpn – one exception being Ubuntu, which only offers easy-rsa starting with Cosmic Cuttlefish (Ubuntu version 18.10) [3].
The successor, Easy-RSA 3.0
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19.06.2023
a = 100.0*np.random.random((N,N))
a.astype(np.float64)
print("a[5,5] = ",a[5,5]," type = ",a[5,5].dtype)
np.save('double', a)
b = np.copy(a)
b = b.astype(np.float32)
print("b[5,5] = ",b[5,5]," type = ",b[5
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14.08.2017
:31 FS_scan.csv
$ gzip -9 FS_scan.csv
$ ls -lsah FS_scan.csv.gz
268K -rw-r--r-- 1 laytonjb laytonjb 261K 2014-06-09 20:31 FS_scan.csv.gz
The original file is 3.2MB, but after using gzip with the -9
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20.03.2014
on virtual machines. In fact, most of what you will find in Cloudify recipes can be achieved by integrating Chef Cookbooks.
Looking Forward: Cloudify 3.0
The current Cloudify version 2.6 has already been
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25.03.2020
GVzLmlvL3NlcnZpY2VhY2NvdW50L3NlcnZpY2UtYWNjb3VudC51aWQiOiJiNDVhMDhjMi1kMzg1LTQxMmItOTUwNS02YmRmODdiNjRhN2EiLCJzdWIiOiJzeXN0ZW06c2VydmljZWFjY291bnQ6ZGVmYXVsdDp0ZXN0c2VydmljZWFjY291bnQifQ.SO9XwM3zgiW6sOfEaJx1P6
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02.02.2021
:
In Equation 1, a
is the application speedup, n
is the number of processors, and p
is the "parallel fraction" of the application (i.e., the fraction of the application that is parallelizable), ranging from 0
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16.05.2013
, with NOMODULES set, no modules are available:
Listing 2
Setting NOMODULES
$ module list
Currently Loaded Modulefiles:
1) fftw/3.3.2/gnu4 2) mpich2/1.4.1p1/gnu4
$ ssh n0
$ module list
Currently
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07.06.2019
_web latest c100b674c0b5 13 months ago 19MB
nginx alpine bf85f2b6bf52 13 months ago 15.5MB
With the image ID in hand, you can inspect the image manifest:
docker inspect bf85f2b6bf52
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22.12.2017
in cs us sy id wa st
04 1 0 0 5279852 2256 668972 0 0 1724 25 965 1042 17 9 71 2 0
05 1 0 0 5269008 2256 669004 0 0 0 0 2667 1679 28 3 69 0 0
06 1 0