Title: Update PalindromicPrime.java by IvanKuzaev · Pull Request #701 · TheAlgorithms/Java · GitHub
Open Graph Title: Update PalindromicPrime.java by IvanKuzaev · Pull Request #701 · TheAlgorithms/Java
X Title: Update PalindromicPrime.java by IvanKuzaev · Pull Request #701 · TheAlgorithms/Java
Description: All Algorithms implemented in Java. Contribute to TheAlgorithms/Java development by creating an account on GitHub.
Open Graph Description: Method prime(num) uses only odd numbers from 3 to square root of num as divisors. In method functioning(y) we iterate over odd numbers as all even numbers (except of 2) are not prime. In method fun...
X Description: Method prime(num) uses only odd numbers from 3 to square root of num as divisors. In method functioning(y) we iterate over odd numbers as all even numbers (except of 2) are not prime. In method fun...
Opengraph URL: https://github.com/TheAlgorithms/Java/pull/701
X: @github
Domain: github.com
| route-pattern | /_view_fragments/voltron/pull_requests/show/:user_id/:repository/:id/pull_request_layout(.:format) |
| route-controller | voltron_pull_requests_fragments |
| route-action | pull_request_layout |
| fetch-nonce | v2:fa9f5e1e-7369-dd54-46c3-62f99393bdc4 |
| current-catalog-service-hash | ae870bc5e265a340912cde392f23dad3671a0a881730ffdadd82f2f57d81641b |
| request-id | AC30:21DBC5:11766E2:16FE1DE:6A5BCFEE |
| html-safe-nonce | 318090a459ce83e1bb60d253edcd27ab8a32f17c57e61d989e1917849ce3122a |
| visitor-payload | eyJyZWZlcnJlciI6IiIsInJlcXVlc3RfaWQiOiJBQzMwOjIxREJDNToxMTc2NkUyOjE2RkUxREU6NkE1QkNGRUUiLCJ2aXNpdG9yX2lkIjoiMTkyMTMzNzU0MTI5MjQ0NTY3OCIsInJlZ2lvbl9lZGdlIjoiaWFkIiwicmVnaW9uX3JlbmRlciI6ImlhZCJ9 |
| visitor-hmac | 15bfc7479db0b7dc6b20f3c0f33ddd41b61f506dd3c548128f0051c93ab64231 |
| hovercard-subject-tag | pull_request:249857722 |
| github-keyboard-shortcuts | repository,pull-request-list,pull-request-conversation,pull-request-files-changed,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/pull_requests/show/TheAlgorithms/Java/701/pull_request_layout |
| twitter:image | https://opengraph.githubassets.com/509dcde28c8278f283037a932a198fbecda23959ae2d06dd47d9826869a1b1c6/TheAlgorithms/Java/pull/701 |
| twitter:card | summary_large_image |
| og:image | https://opengraph.githubassets.com/509dcde28c8278f283037a932a198fbecda23959ae2d06dd47d9826869a1b1c6/TheAlgorithms/Java/pull/701 |
| og:image:alt | Method prime(num) uses only odd numbers from 3 to square root of num as divisors. In method functioning(y) we iterate over odd numbers as all even numbers (except of 2) are not prime. In method fun... |
| og:image:width | 1200 |
| og:image:height | 600 |
| og:site_name | GitHub |
| og:type | object |
| og:author:username | IvanKuzaev |
| hostname | github.com |
| expected-hostname | github.com |
| None | 5290d7e14309ad1e76106a9c4237bd1041517e83ea182c8ab756752cb0c6940b |
| turbo-cache-control | no-cache |
| go-import | github.com/TheAlgorithms/Java git https://github.com/TheAlgorithms/Java.git |
| octolytics-dimension-user_id | 20487725 |
| octolytics-dimension-user_login | TheAlgorithms |
| octolytics-dimension-repository_id | 63477660 |
| octolytics-dimension-repository_nwo | TheAlgorithms/Java |
| octolytics-dimension-repository_public | true |
| octolytics-dimension-repository_is_fork | false |
| octolytics-dimension-repository_network_root_id | 63477660 |
| octolytics-dimension-repository_network_root_nwo | TheAlgorithms/Java |
| 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 | 9c975978430e9ad293956f2bbdaf153b1bd84a99 |
| ui-target | full |
| theme-color | #1e2327 |
| color-scheme | light dark |
Links:
Viewport: width=device-width