npodbielski

136 ms·

1. 481.▲
   by npodbielski 2y ago

   Maybe I am. Maybe I should. Thing is, here, therapist are not very good. I heard from some friends about their experiences and their friends and relatives experiences. Most of the time the solution is to take antidepressants. Thing is, chem
2. 482.▲
   by npodbielski 2y ago

   Wow, this hits surprisingly close to home. I do not feel existential fear about everything, do not take any antidepressants or anything like that... I just very rarely feel happy, or passionate about anything, at all anymore. My job just b
3. 483.▲
   by npodbielski 2y ago

   Ah ok I understand. Thanks
4. 484.▲
   by npodbielski 2y ago

   Ah ok. Though in my ideal world I would have SSO for all of my selfhosted applications and it would be one and the same. You login to SSO, you logged to an app. Especially when my family is using the same services for some stuff. I would ra
5. 485.▲
   by npodbielski 2y ago

   I agree though the article is about calculator app and user typically won't care if this is 10ns or 100ms to gen an output - it would look like an instant response anyway.
6. 486.▲
   by npodbielski 2y ago

   I think they are may be simpler solutions but there is SWAG https://github.com/linuxserver/docker-swag that have built in config for proxying Jellyfin. It have all the necessary settings for proxy and built-in Letsenc
7. 487.▲
   by npodbielski 2y ago

   Too bad it works only as native package. Or at least for me I was unable to work with DLNA reliably for around 2-3 years. It was working then it was gradually doing worse and worse till completely stopped. But I am using custom Linux box f
8. 488.▲
   by npodbielski 2y ago

   what is the use of SSO there? How this would work with other selfhosted applications that require their own auth? Because if you need to authenticate 2 times then it would not be good.
9. 489.▲
   by npodbielski 2y ago

   There are already full solution for things like that i.e. https://github.com/linuxserver/docker-swag
10. 490.▲
    by npodbielski 2y ago

    As to my understanding continued fractions can represent any number to as many decimal points as you need. So if you need π you can just calculate 2 decimal points and write 3.14 if you want to calculate π*10^9 you can calculate i.e. 11 dig
11. 491.▲
    by npodbielski 2y ago

    Seems kinda dead. Last release 2 years ago and last commit nine months.
12. 492.▲
    by npodbielski 2y ago

    TPL seems fine in documentation but I found it very hard to be used in real world scenario. Wiring evrything to single input-output or using dozens Join blocks to achieve data structure you want for some blocks was not pleasant. Also finish