17%
20.06.2022
about how difficult it is to handle multiple passwords, and your day could turn into a password reset ticket nightmare. If you wonder whether a single sign-on (SSO) experience à la Google and Amazon
17%
04.12.2024
_result = client.search(collection_name="test_collection", query_vector=[0.2, 0.1, 0.9, 0.7], limit=3)
print(search_result)
### Output:
ScoredPoint(id=4, version=0, score=1.362, payload={"city": "New York"}, vector
17%
20.03.2014
to the minimum file allocation size a filesystem manages and effectively represent the smallest possible disk allocation for a file. (A smaller file would be padded with slack space to that minimum allocation
17%
18.02.2018
. The required modifications are explained in the Huginn wiki [3].
The software is based on Ruby on Rails [4] and therefore requires an installed Ruby environment; in fact, it needs version 2.2 or 2.3
17%
18.03.2013
and password
, are added to the database query. This approach works in theory, but imagine an attacker changing the query like this:
Password = ' OR 'a' = 'a'
The query to the database is now:
SELECT * FROM
17%
05.12.2019
] and hcron [2] schedulers on Fedora 29 with the Backup Manager [3] program as the test application.
Installation
You can pick up RPM and DEB packages for hcron on the project website and easily install
17%
30.11.2020
dbd3f5990de980fa67d56ef629063a6ab4d47de05a2905a7
The hash ID of the sandbox Pod is returned, denoting success. Note that eventually Kubernetes will apparently delete this Pod after some housekeeping
17%
09.10.2017
are available for both variants.
Listing 4
Demo Account Query with Ruby
01 require "figo"
02
03 session = Figo::Session.new("ASHWLIkouP2O6_bgA2wWReRhletgWKHYjLqDaqb0LFfamim9RjexTo22uj
17%
09.04.2019
).
Listing 2
Arrays
julia> a = [1 2];
1x2 Array{Int64,2}:
1 2
julia> b = [3 4];
1x2 Array{Int64,2}:
3 4
julia> [a b]
1x4 Array{Int64,2}:
1 2 3 4
julia> [a; b]
2x2 Array{Int64,2}:
1 2
3 4
17%
20.03.2023
.exe
QUAD_MPI
FORTRAN90/MPI version
Estimate an integral of f(x) from A to B.
f(x) = 50 / (pi * ( 2500 * x * x + 1 ) )
A = 0.00000
B = 10.0000
N = 9999999
