cnat | Example Kubernetes controller : the cloud native at command
kandi X-RAY | cnat Summary
kandi X-RAY | cnat Summary
The cnat (cloud native at) command extends Kubernetes to run a command at a certain point in time in the future, akin to the Linux at command.
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Top functions reviewed by kandi - BETA
- Reconcile implements the Reconcile interface
- NewController creates a controller .
- schema_apis_cnat1alpha1_at returns an OpenAPI spec definition for the apiserver
- The main entry point for testing
- schema_apis_cnat_AtSpec returns the OpenAPI spec definition
- add creates a new controller
- NewSimpleClientset returns a new Clientset .
- newPodForCR creates a pod for a pod
- NewFilteredAtInformer constructs a new informer for At type . Always prefer using an informer factory to get a shared informer instead of getting an independent one . This reduces memory footprint and number of connections to the server .
- schema_apis_cnat1alpha1_AtStatus returns an OpenAPI spec definition for the apiserver
cnat Key Features
cnat Examples and Code Snippets
Community Discussions
Trending Discussions on cnat
QUESTION
Im doing following query in javscript and GraphQL:
...ANSWER
Answered 2021-May-17 at 21:29You can't rename the query variable query2. Replace both instances of "query2" with "query" and it will work.
QUESTION
Hi Im having an issue with testing an electron app. Up until last week our product was ran on chrome. But now the product has been changed to an electron desktop app and when launched the window isnt picked up.
The flow is basically I open the product on chrome and it appears as a pop up. Previously this was just a chrome pop up but now its an electron app. And now i cnat seem to switch to this window. Im wondering is it possible to switch between the two or do i need a different driver and just test he electron app by itself?
My driver factory is shown here
...ANSWER
Answered 2021-Mar-18 at 18:42It is described here.
https://applitools.com/blog/automating-electron-applications-using-selenium/
You just need to set appropriate options and use same code for the chrome and electron.
QUESTION
i want to register this react-native app on my Azure B2C, with For authenticating users with Azure AD B2C. (3th option at the Supported account types selection) then I try to add the Redirect Uri, with the package name and the signature hash, but i get the error: One or more of your reply urls is not valid.
if i register this as an Organizational app, works fine. can some one give me an orientation about this? why i cnat add this kind of apps in B2C? or what am i doing wrong?
...ANSWER
Answered 2020-Aug-31 at 16:42Native client resources need to be registered in your tenant before your application can communicate with Azure Active Directory B2C.
- Sign in to the Azure portal.
- Select the Directory + subscription filter in the top menu, and then select the directory that contains your Azure AD B2C tenant.
- In the left menu, select Azure AD B2C. Or, select All services and search for and select Azure AD B2C.
- Select App registrations, and then select New registration.
- Enter a Name for the application. For example, nativeapp1.
- Under Supported account types, select Accounts in any organizational directory or any identity provider.
- Click on Add a Platform. Select Mobile & Desktop Applications.
- Enter a redirect URI with a unique scheme. For example, com.onmicrosoft.contosob2c.exampleapp://oauth/redirect. There are important considerations when choosing a redirect URI:
- Development For development use, you can set the redirect URI to http://localhost and Azure AD B2C will respect any port in the request. If the registered URI contains a port, Azure AD B2C will use that port only. For example, if the registered redirect URI is http://localhost, the redirect URI in the request can be http://localhost:. If the registered redirect URI is http://localhost:8080, the redirect URI in the request must be http://localhost:8080.
- Unique: The scheme of the redirect URI must be unique for every application. In the example com.onmicrosoft.contosob2c.exampleapp://oauth/redirect, com.onmicrosoft.contosob2c.exampleapp is the scheme. This pattern should be followed. If two applications share the same scheme, the user is given a choice to choose an application. If the user chooses incorrectly, the sign-in fails.
- Complete: The redirect URI must have a both a scheme and a path. The path must contain at least one forward slash after the domain. For example, //oauth/ works while //oauth fails. Don't include special characters in the URI, for example, underscores.
- Under Permissions, select the Grant admin consent to
openid
andoffline_access
permissions check box. - Select Register.
For more information, you can visit here.
QUESTION
I have the following operation definitions for Equivalence, Less Than and Addition in the context of natural numbers:
...ANSWER
Answered 2020-Apr-10 at 23:01(Using more standard notation, I hope that's still clear to you. CEq
is ==
, CLe
is <
(it should probably be named CLt
))
First, before even delving into rewriting, let's make sure you logically have enough facts to prove the theorem.
You want to prove x < y
, and you know y == z
. For that you would want the following lemma, to change the goal to x < z
:
QUESTION
I am trying to use typeclasses for code reuse, but I am getting setoid errors applying parent typeclass axioms in child typeclass theorems. I made a MRE with the following Equality and Addition operations:
...ANSWER
Answered 2020-Mar-30 at 12:22This may be in part because your example is too simplified, but rewriting right-to-left with cdisc_add_neutral
is problematic because the right-hand side x
matches anything and can have any type.
The error you get is that Coq is trying to rewrite the whole goal with it, but that would use logical implication impl
, which in turn requires that your relation CEq
is a subrelation of impl
.
You can avoid this by specializing the lemma a bit:
QUESTION
I am building Integers from Naturals bottom-up and trying to apply a morphism rewrite directly instead of adding it as a setoid morphism because in my case it is hard and unnatural to do it, but a test case is failing with the following error:
...ANSWER
Answered 2020-Mar-26 at 13:47The first problem you have is that the term you want to rewrite is not well-typed:
QUESTION
I have proven many Theorems starting from Real axioms, now I want to define Naturals as a subset of Reals and reuse all proven theorems. How can it be done? Here is an artificial MRE that would compile using proper coq design practices:
...ANSWER
Answered 2020-Mar-19 at 11:30You must show that your CNat
is isomorphic with a subset of CReal
and that the CNat
operations are closed.
Here is an example that you may expand to your liking. I prove a simple lemma using the lra
tactic that is used for reals.
I use coercions so that I don't have to insert the injection functions f
and g
everywhere manually. They are there, but in invisible ink. Do Set Printing Coercions.
if you want to see them.
QUESTION
I am trying a make an HTTP post request in VBA but getting an empty response. Here is my code:
...ANSWER
Answered 2019-Mar-26 at 19:05You need to specify content-type
header, the below code works fine for me:
QUESTION
There are 4 exercises in Poly module related to Church numerals:
...ANSWER
Answered 2019-Feb-16 at 23:11As far as I understand cnat is a function that takes a function f(x), it's argument x and returns it's value for this argument: f(x).
Note that cnat
itself isn't a function. Instead, cnat
is the type of all such functions. Also note that elements of cnat
take X
as an argument as well. It'll help to keep the definition of cnat
in mind.
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