{"payload":{"header_redesign_enabled":false,"results":[{"id":"17228398","archived":false,"color":"#178600","followers":76,"has_funding_file":false,"hl_name":"tompazourek/Rationals","hl_trunc_description":"🔟 Implementation of rational number arithmetic for .NET with arbitrary precision.","language":"C#","mirror":false,"owned_by_organization":false,"public":true,"repo":{"repository":{"id":17228398,"name":"Rationals","owner_id":370699,"owner_login":"tompazourek","updated_at":"2024-05-28T06:04:25.019Z","has_issues":true}},"sponsorable":false,"topics":["c-sharp","numbers","arbitrary-precision","fraction","rational-numbers","biginteger","fractional","rationals","continued-fractions","coefficients","bigrational","rational-number-arithmetic"],"type":"Public","help_wanted_issues_count":0,"good_first_issue_issues_count":0,"starred_by_current_user":false}],"type":"repositories","page":1,"page_count":1,"elapsed_millis":83,"errors":[],"result_count":1,"facets":[],"protected_org_logins":[],"topics":null,"query_id":"","logged_in":false,"sign_up_path":"/signup?source=code_search_results","sign_in_path":"/login?return_to=https%3A%2F%2Fgithub.com%2Fsearch%3Fq%3Drepo%253Atompazourek%252FRationals%2B%2Blanguage%253AC%2523","metadata":null,"csrf_tokens":{"/tompazourek/Rationals/star":{"post":"fP1dCGeFCPcjjSy0DU-Wh_OkxidFV9Tg3PB6MU4WtRCdS5WML7WLFpsjkzhbOs6HmMz7-JLUa01RNk99J6ilIA"},"/tompazourek/Rationals/unstar":{"post":"x0GyRYHgjm6Ymq9nQYZyuKMroClaP0oDbDG_6wLPcTk0oRZ9B9BaqsUlGjQxHIaCWCDsYw-ZOgwJv5xbLm-KRg"},"/sponsors/batch_deferred_sponsor_buttons":{"post":"xFLLXXiUsh27vpltKCiU-Kbsp87VJ1y5qbwgk0Kt6rFP2Assx1NpBkr1bOJmHTPZ4xMD-pDq8vn5eNBASQ9qoQ"}}},"title":"Repository search results"}