{"count":3879564,"next":"https://ports.macports.org/api/v1/builds/?format=json&ordering=time_start&page=45901","previous":"https://ports.macports.org/api/v1/builds/?format=json&ordering=time_start&page=45899","results":[{"port_name":"R-verification","builder_name":{"name":"10.13_x86_64","display_name":"10.13"},"build_id":208590,"status":"build successful","time_start":"2023-10-19T23:02:53Z","time_elapsed":"00:00:43","watcher_id":68761},{"port_name":"R-easyanova","builder_name":{"name":"12_x86_64","display_name":"12"},"build_id":85387,"status":"build successful","time_start":"2023-10-19T23:03:35Z","time_elapsed":"00:00:37","watcher_id":27225},{"port_name":"p5.34-mail-message","builder_name":{"name":"10.15_x86_64","display_name":"10.15"},"build_id":159743,"status":"build successful","time_start":"2023-10-19T23:03:36Z","time_elapsed":"00:01:40","watcher_id":48528},{"port_name":"p5.34-mail-message","builder_name":{"name":"10.6_x86_64","display_name":"10.6.x86_64"},"build_id":175324,"status":"build successful","time_start":"2023-10-19T23:03:36Z","time_elapsed":"00:01:41","watcher_id":50510},{"port_name":"p5.34-mail-message","builder_name":{"name":"11_x86_64","display_name":"11"},"build_id":130900,"status":"build successful","time_start":"2023-10-19T23:03:44Z","time_elapsed":"00:01:16","watcher_id":38450},{"port_name":"p5.34-mail-message","builder_name":{"name":"10.11_x86_64","display_name":"10.11"},"build_id":239241,"status":"build successful","time_start":"2023-10-19T23:03:44Z","time_elapsed":"00:01:19","watcher_id":77938},{"port_name":"p5.34-mail-message","builder_name":{"name":"10.6_i386","display_name":"10.6"},"build_id":139970,"status":"build successful","time_start":"2023-10-19T23:03:44Z","time_elapsed":"00:01:17","watcher_id":50469},{"port_name":"R-eglhmm","builder_name":{"name":"12_x86_64","display_name":"12"},"build_id":85388,"status":"build successful","time_start":"2023-10-19T23:04:16Z","time_elapsed":"00:01:36","watcher_id":27225},{"port_name":"p5.28-math-gmpf","builder_name":{"name":"10.10_x86_64","display_name":"10.10"},"build_id":243161,"status":"build successful","time_start":"2023-10-19T23:04:57Z","time_elapsed":"00:00:38","watcher_id":77827},{"port_name":"p5.28-math-gmpf","builder_name":{"name":"10.12_x86_64","display_name":"10.12"},"build_id":247996,"status":"build successful","time_start":"2023-10-19T23:05:29Z","time_elapsed":"00:00:41","watcher_id":76732},{"port_name":"p5.30-math-gmpf","builder_name":{"name":"10.10_x86_64","display_name":"10.10"},"build_id":243162,"status":"build successful","time_start":"2023-10-19T23:05:37Z","time_elapsed":"00:00:24","watcher_id":77827},{"port_name":"p5.28-math-gmpf","builder_name":{"name":"10.8_x86_64","display_name":"10.8"},"build_id":151969,"status":"build successful","time_start":"2023-10-19T23:05:50Z","time_elapsed":"00:00:42","watcher_id":48307},{"port_name":"R-EnrichedHeatmap","builder_name":{"name":"12_x86_64","display_name":"12"},"build_id":85389,"status":"build successful","time_start":"2023-10-19T23:05:53Z","time_elapsed":"00:01:47","watcher_id":27225},{"port_name":"p5.28-math-gmpf","builder_name":{"name":"10.9_x86_64","display_name":"10.9"},"build_id":249777,"status":"build successful","time_start":"2023-10-19T23:05:56Z","time_elapsed":"00:00:38","watcher_id":77518},{"port_name":"p5.32-math-gmpf","builder_name":{"name":"10.10_x86_64","display_name":"10.10"},"build_id":243163,"status":"build successful","time_start":"2023-10-19T23:06:03Z","time_elapsed":"00:00:25","watcher_id":77827},{"port_name":"p5.30-math-gmpf","builder_name":{"name":"10.12_x86_64","display_name":"10.12"},"build_id":247997,"status":"build successful","time_start":"2023-10-19T23:06:13Z","time_elapsed":"00:00:30","watcher_id":76732},{"port_name":"p5.28-math-gmpf","builder_name":{"name":"10.15_x86_64","display_name":"10.15"},"build_id":159744,"status":"build successful","time_start":"2023-10-19T23:06:15Z","time_elapsed":"00:00:52","watcher_id":48529},{"port_name":"libheif","builder_name":{"name":"13_x86_64","display_name":"13"},"build_id":52785,"status":"build successful","time_start":"2023-10-19T23:06:25Z","time_elapsed":"00:02:47","watcher_id":12882},{"port_name":"p5.28-math-gmpf","builder_name":{"name":"11_x86_64","display_name":"11"},"build_id":130901,"status":"build successful","time_start":"2023-10-19T23:06:27Z","time_elapsed":"00:00:59","watcher_id":38451},{"port_name":"p5.34-math-gmpf","builder_name":{"name":"10.10_x86_64","display_name":"10.10"},"build_id":243164,"status":"build successful","time_start":"2023-10-19T23:06:30Z","time_elapsed":"00:00:23","watcher_id":77827},{"port_name":"p5.30-math-gmpf","builder_name":{"name":"10.9_x86_64","display_name":"10.9"},"build_id":249778,"status":"build successful","time_start":"2023-10-19T23:06:36Z","time_elapsed":"00:00:26","watcher_id":77518},{"port_name":"p5.30-math-gmpf","builder_name":{"name":"10.8_x86_64","display_name":"10.8"},"build_id":151970,"status":"build successful","time_start":"2023-10-19T23:06:36Z","time_elapsed":"00:00:21","watcher_id":48307},{"port_name":"p5.32-math-gmpf","builder_name":{"name":"10.12_x86_64","display_name":"10.12"},"build_id":247998,"status":"build successful","time_start":"2023-10-19T23:06:46Z","time_elapsed":"00:00:31","watcher_id":76732},{"port_name":"p5.28-math-gmpf","builder_name":{"name":"10.11_x86_64","display_name":"10.11"},"build_id":239242,"status":"build successful","time_start":"2023-10-19T23:06:46Z","time_elapsed":"00:00:58","watcher_id":77939},{"port_name":"p5.30-math-gmpf","builder_name":{"name":"10.15_x86_64","display_name":"10.15"},"build_id":159745,"status":"build successful","time_start":"2023-10-19T23:07:10Z","time_elapsed":"00:00:36","watcher_id":48529},{"port_name":"p5.32-math-gmpf","builder_name":{"name":"10.9_x86_64","display_name":"10.9"},"build_id":249779,"status":"build successful","time_start":"2023-10-19T23:07:10Z","time_elapsed":"00:00:32","watcher_id":77518},{"port_name":"p5.32-math-gmpf","builder_name":{"name":"10.8_x86_64","display_name":"10.8"},"build_id":151971,"status":"build successful","time_start":"2023-10-19T23:07:10Z","time_elapsed":"00:00:22","watcher_id":48307},{"port_name":"p5.28-math-gmpf","builder_name":{"name":"10.6_x86_64","display_name":"10.6.x86_64"},"build_id":175325,"status":"build successful","time_start":"2023-10-19T23:07:10Z","time_elapsed":"00:02:06","watcher_id":50511},{"port_name":"p5.34-math-gmpf","builder_name":{"name":"10.12_x86_64","display_name":"10.12"},"build_id":247999,"status":"build successful","time_start":"2023-10-19T23:07:19Z","time_elapsed":"00:00:30","watcher_id":76732},{"port_name":"p5.28-math-gmpf","builder_name":{"name":"10.6_i386","display_name":"10.6"},"build_id":139971,"status":"build successful","time_start":"2023-10-19T23:07:22Z","time_elapsed":"00:02:22","watcher_id":50470},{"port_name":"p5.30-math-gmpf","builder_name":{"name":"11_x86_64","display_name":"11"},"build_id":130902,"status":"build successful","time_start":"2023-10-19T23:07:28Z","time_elapsed":"00:00:40","watcher_id":38451},{"port_name":"p5.34-math-gmpf","builder_name":{"name":"10.8_x86_64","display_name":"10.8"},"build_id":151972,"status":"build successful","time_start":"2023-10-19T23:07:40Z","time_elapsed":"00:00:24","watcher_id":48307},{"port_name":"p5.32-math-gmpf","builder_name":{"name":"10.15_x86_64","display_name":"10.15"},"build_id":159746,"status":"build successful","time_start":"2023-10-19T23:07:49Z","time_elapsed":"00:00:37","watcher_id":48529},{"port_name":"p5.34-math-gmpf","builder_name":{"name":"10.9_x86_64","display_name":"10.9"},"build_id":249780,"status":"build successful","time_start":"2023-10-19T23:07:49Z","time_elapsed":"00:00:27","watcher_id":77518},{"port_name":"R-fastcpd","builder_name":{"name":"12_x86_64","display_name":"12"},"build_id":85390,"status":"build successful","time_start":"2023-10-19T23:07:49Z","time_elapsed":"00:04:47","watcher_id":27225},{"port_name":"p5.30-math-gmpf","builder_name":{"name":"10.11_x86_64","display_name":"10.11"},"build_id":239243,"status":"build successful","time_start":"2023-10-19T23:07:50Z","time_elapsed":"00:00:32","watcher_id":77939},{"port_name":"gildas","builder_name":{"name":"10.13_x86_64","display_name":"10.13"},"build_id":208591,"status":"build successful","time_start":"2023-10-19T23:07:50Z","time_elapsed":"01:32:33","watcher_id":68768},{"port_name":"p5.32-math-gmpf","builder_name":{"name":"11_x86_64","display_name":"11"},"build_id":130903,"status":"build successful","time_start":"2023-10-19T23:08:10Z","time_elapsed":"00:00:44","watcher_id":38451},{"port_name":"p5.34-math-gmpf","builder_name":{"name":"10.15_x86_64","display_name":"10.15"},"build_id":159747,"status":"build successful","time_start":"2023-10-19T23:08:44Z","time_elapsed":"00:00:35","watcher_id":48529},{"port_name":"p5.32-math-gmpf","builder_name":{"name":"10.11_x86_64","display_name":"10.11"},"build_id":239244,"status":"build successful","time_start":"2023-10-19T23:08:44Z","time_elapsed":"00:00:30","watcher_id":77939},{"port_name":"p5.28-math-gmpq","builder_name":{"name":"10.10_x86_64","display_name":"10.10"},"build_id":243165,"status":"build successful","time_start":"2023-10-19T23:08:44Z","time_elapsed":"00:00:23","watcher_id":77828},{"port_name":"p5.34-math-gmpf","builder_name":{"name":"11_x86_64","display_name":"11"},"build_id":130904,"status":"build successful","time_start":"2023-10-19T23:08:57Z","time_elapsed":"00:00:36","watcher_id":38451},{"port_name":"rclone","builder_name":{"name":"12_arm64","display_name":"12.arm64"},"build_id":109329,"status":"build successful","time_start":"2023-10-19T23:09:06Z","time_elapsed":"00:02:54","watcher_id":27230},{"port_name":"p5.30-math-gmpq","builder_name":{"name":"10.10_x86_64","display_name":"10.10"},"build_id":243166,"status":"build successful","time_start":"2023-10-19T23:09:10Z","time_elapsed":"00:00:26","watcher_id":77828},{"port_name":"root6","builder_name":{"name":"13_x86_64","display_name":"13"},"build_id":52786,"status":"build successful","time_start":"2023-10-19T23:09:14Z","time_elapsed":"01:33:28","watcher_id":12882},{"port_name":"p5.34-math-gmpf","builder_name":{"name":"10.11_x86_64","display_name":"10.11"},"build_id":239245,"status":"build successful","time_start":"2023-10-19T23:09:16Z","time_elapsed":"00:00:31","watcher_id":77939},{"port_name":"p5.30-math-gmpf","builder_name":{"name":"10.6_x86_64","display_name":"10.6.x86_64"},"build_id":175326,"status":"build successful","time_start":"2023-10-19T23:09:24Z","time_elapsed":"00:00:34","watcher_id":50511},{"port_name":"p5.28-math-gmpq","builder_name":{"name":"10.12_x86_64","display_name":"10.12"},"build_id":248000,"status":"build successful","time_start":"2023-10-19T23:09:25Z","time_elapsed":"00:00:30","watcher_id":76733},{"port_name":"p5.32-math-gmpq","builder_name":{"name":"10.10_x86_64","display_name":"10.10"},"build_id":243167,"status":"build successful","time_start":"2023-10-19T23:09:40Z","time_elapsed":"00:00:28","watcher_id":77828},{"port_name":"p5.28-math-gmpq","builder_name":{"name":"10.8_x86_64","display_name":"10.8"},"build_id":151973,"status":"build successful","time_start":"2023-10-19T23:09:41Z","time_elapsed":"00:00:25","watcher_id":48308}]}