Title: Critical point calculations, initializations, and hyperdual numbers in Python · feos-org/feos · Discussion #297 · GitHub
Open Graph Title: Critical point calculations, initializations, and hyperdual numbers in Python · feos-org/feos · Discussion #297
X Title: Critical point calculations, initializations, and hyperdual numbers in Python · feos-org/feos · Discussion #297
Description: Critical point calculations, initializations, and hyperdual numbers in Python
Open Graph Description: I've been able to generate some nice diagrams with FeOs (see below), and I want to express again how useful this project is (and your replies to my previous questions)! I've used it quite a bit in ...
X Description: I've been able to generate some nice diagrams with FeOs (see below), and I want to express again how useful this project is (and your replies to my previous questions)! I've used it quite a...
Opengraph URL: https://github.com/feos-org/feos/discussions/297
X: @github
Domain: patch-diff.githubusercontent.com
| route-pattern | /_view_fragments/Voltron::DiscussionsFragmentsController/show/:user_id/:repository/:discussion_number/discussion_layout(.:format) |
| route-controller | voltron_discussions_fragments |
| route-action | discussion_layout |
| fetch-nonce | v2:e1887606-bad7-5fa9-ca1e-0603d4ea1081 |
| current-catalog-service-hash | 9f0abe34da433c9b6db74bffa2466494a717b579a96b30a5d252e5090baea7be |
| request-id | B51E:6E28C:5F005C:817209:698F6666 |
| html-safe-nonce | ade856666d6df171bf9045df27fb42a8a54c3346a894eeade071aecde5b83f23 |
| visitor-payload | eyJyZWZlcnJlciI6IiIsInJlcXVlc3RfaWQiOiJCNTFFOjZFMjhDOjVGMDA1Qzo4MTcyMDk6Njk4RjY2NjYiLCJ2aXNpdG9yX2lkIjoiNzU3MDE3NzY3ODI5ODI3NzQ3OCIsInJlZ2lvbl9lZGdlIjoiaWFkIiwicmVnaW9uX3JlbmRlciI6ImlhZCJ9 |
| visitor-hmac | 12e88c07f48d2ebc81606401e9c2852beb26ae384dcdf708edc5a632c00fb5ae |
| hovercard-subject-tag | discussion:8842164 |
| github-keyboard-shortcuts | repository,copilot |
| google-site-verification | Apib7-x98H0j5cPqHWwSMm6dNU4GmODRoqxLiDzdx9I |
| octolytics-url | https://collector.github.com/github/collect |
| analytics-location | / |
| fb:app_id | 1401488693436528 |
| apple-itunes-app | app-id=1477376905, app-argument=https://github.com/_view_fragments/Voltron::DiscussionsFragmentsController/show/feos-org/feos/297/discussion_layout |
| twitter:image | https://opengraph.githubassets.com/418269ea798f589890a7ae19c6333a473438ad264a874a0e8e130589d384a49e/feos-org/feos/discussions/297 |
| twitter:card | summary_large_image |
| og:image | https://opengraph.githubassets.com/418269ea798f589890a7ae19c6333a473438ad264a874a0e8e130589d384a49e/feos-org/feos/discussions/297 |
| og:image:alt | I've been able to generate some nice diagrams with FeOs (see below), and I want to express again how useful this project is (and your replies to my previous questions)! I've used it quite a bit in ... |
| og:image:width | 1200 |
| og:image:height | 600 |
| og:site_name | GitHub |
| og:type | object |
| hostname | github.com |
| expected-hostname | github.com |
| None | 7ab1c9acb90dba91d5e994ebfb6bfb1130e0e0e6aca329cdbbd934d636e22ab6 |
| turbo-cache-control | no-preview |
| go-import | github.com/feos-org/feos git https://github.com/feos-org/feos.git |
| octolytics-dimension-user_id | 87855701 |
| octolytics-dimension-user_login | feos-org |
| octolytics-dimension-repository_id | 424905104 |
| octolytics-dimension-repository_nwo | feos-org/feos |
| octolytics-dimension-repository_public | true |
| octolytics-dimension-repository_is_fork | false |
| octolytics-dimension-repository_network_root_id | 424905104 |
| octolytics-dimension-repository_network_root_nwo | feos-org/feos |
| turbo-body-classes | logged-out env-production page-responsive |
| disable-turbo | false |
| browser-stats-url | https://api.github.com/_private/browser/stats |
| browser-errors-url | https://api.github.com/_private/browser/errors |
| release | 04a785903b8c8db66e4594aee5b2e56cf7232706 |
| ui-target | full |
| theme-color | #1e2327 |
| color-scheme | light dark |
Links:
Viewport: width=device-width
