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[automated] GPU Benchmark from PR #1009
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| {"reason":"benchmark-complete","id":"LEM Fibonacci Prove - rc = 100/fib-ref=3f7f653e6c1313de7495e3aee224ec856a85e765/num-200","report_directory":"/var/tmp/runner/_work/056af542cf11d-24-01-02/lurk-rs/lurk-rs/target/criterion/reports/LEM Fibonacci Prove - rc = 100/fib-ref=3f7f653e6c1313de7495e3aee224ec856a85e765/num-200","iteration_count":[3,3,3,3,3,3,3,3,3,3],"measured_values":[13901310101.0,13942270683.0,13939527040.0,13949103906.0,13931172194.0,13917307217.0,13916672552.0,13948937729.0,13920028852.0,13934329953.0],"unit":"ns","throughput":[{"per_iteration":2100,"unit":"elements"}],"typical":{"estimate":4643355340.900001,"lower_bound":4640271160.700001,"upper_bound":4646341308.931667,"unit":"ns"},"mean":{"estimate":4643355340.900001,"lower_bound":4640271160.700001,"upper_bound":4646341308.931667,"unit":"ns"},"median":{"estimate":4644250357.833334,"lower_bound":4639102405.666667,"upper_bound":4648077461.5,"unit":"ns"},"median_abs_dev":{"estimate":6959837.750239123,"lower_bound":829341.71527577,"upper_bound":8578290.583404427,"unit":"ns"},"slope":null,"change":null} | ||
| {"reason":"group-complete","group_name":"LEM Fibonacci Prove - rc = 100","benchmarks":["LEM Fibonacci Prove - rc = 100/fib-ref=3f7f653e6c1313de7495e3aee224ec856a85e765/num-100","LEM Fibonacci Prove - rc = 100/fib-ref=3f7f653e6c1313de7495e3aee224ec856a85e765/num-200"],"report_directory":"/var/tmp/runner/_work/056af542cf11d-24-01-02/lurk-rs/lurk-rs/target/criterion/reports/LEM Fibonacci Prove - rc = 100"} | ||
| {"reason":"benchmark-complete","id":"LEM Fibonacci Prove - rc = 600/fib-ref=3f7f653e6c1313de7495e3aee224ec856a85e765/num-100","report_directory":"/var/tmp/runner/_work/056af542cf11d-24-01-02/lurk-rs/lurk-rs/target/criterion/reports/LEM Fibonacci Prove - rc = 600/fib-ref=3f7f653e6c1313de7495e3aee224ec856a85e765/num-100","iteration_count":[6,6,6,6,6,6,6,6,6,6],"measured_values":[11863804030.0,11873085098.0,11915998876.0,11889317980.0,11932489758.0,11926900933.0,11911714187.0,11883180608.0,11865675601.0,11849875604.0],"unit":"ns","throughput":[{"per_iteration":1200,"unit":"elements"}],"typical":{"estimate":1981867377.9166667,"lower_bound":1979102827.516667,"upper_bound":1984717698.6658337,"unit":"ns"},"mean":{"estimate":1981867377.9166667,"lower_bound":1979102827.516667,"upper_bound":1984717698.6658337,"unit":"ns"},"median":{"estimate":1981041549.0,"lower_bound":1977612600.1666667,"upper_bound":1986551260.0,"unit":"ns"},"median_abs_dev":{"estimate":5919299.792261303,"lower_bound":1146675.931042315,"upper_bound":7795622.22725004,"unit":"ns"},"slope":null,"change":null} | ||
| {"reason":"benchmark-complete","id":"LEM Fibonacci Prove - rc = 600/fib-ref=3f7f653e6c1313de7495e3aee224ec856a85e765/num-200","report_directory":"/var/tmp/runner/_work/056af542cf11d-24-01-02/lurk-rs/lurk-rs/target/criterion/reports/LEM Fibonacci Prove - rc = 600/fib-ref=3f7f653e6c1313de7495e3aee224ec856a85e765/num-200","iteration_count":[3,3,3,3,3,3,3,3,3,3],"measured_values":[13484141024.0,13480339829.0,13505085294.0,13465608371.0,13459042234.0,13453615658.0,13482592840.0,13470997228.0,13485567182.0,13496491703.0],"unit":"ns","throughput":[{"per_iteration":2400,"unit":"elements"}],"typical":{"estimate":4492782712.099999,"lower_bound":4489610102.9,"upper_bound":4495986715.780833,"unit":"ns"},"mean":{"estimate":4492782712.099999,"lower_bound":4489610102.9,"upper_bound":4495986715.780833,"unit":"ns"},"median":{"estimate":4493822111.5,"lower_bound":4488339910.333333,"upper_bound":4496772121.166667,"unit":"ns"},"median_abs_dev":{"estimate":6299684.660658712,"lower_bound":734959.8951523248,"upper_bound":9754747.500118377,"unit":"ns"},"slope":null,"change":null} | ||
| {"reason":"group-complete","group_name":"LEM Fibonacci Prove - rc = 600","benchmarks":["LEM Fibonacci Prove - rc = 600/fib-ref=3f7f653e6c1313de7495e3aee224ec856a85e765/num-100","LEM Fibonacci Prove - rc = 600/fib-ref=3f7f653e6c1313de7495e3aee224ec856a85e765/num-200"],"report_directory":"/var/tmp/runner/_work/056af542cf11d-24-01-02/lurk-rs/lurk-rs/target/criterion/reports/LEM Fibonacci Prove - rc = 600"} |