| { |
| "1976": { |
| "status": "success", |
| "params_used": { |
| "amp": 0.14797257364017827, |
| "stop": 0.5, |
| "step": 0.01 |
| }, |
| "config": { |
| "readout_frequency": 9643.27730541865, |
| "quiescent_state_distribution": [ |
| 0.5, |
| 0.5, |
| 0.0, |
| 0.0 |
| ], |
| "AIAutoInspectPlots": null, |
| "Plot_Result_In_Jupyter": null |
| } |
| }, |
| "1978": { |
| "status": "success", |
| "params_used": { |
| "amp": 0.1936487967357226, |
| "stop": 0.5, |
| "step": 0.01 |
| }, |
| "config": { |
| "readout_frequency": 9647.692359044739, |
| "quiescent_state_distribution": [ |
| 0.5, |
| 0.5, |
| 0.0, |
| 0.0 |
| ], |
| "AIAutoInspectPlots": null, |
| "Plot_Result_In_Jupyter": null |
| } |
| }, |
| "1969": { |
| "status": "success", |
| "params_used": { |
| "amp": 0.1728794197556958, |
| "stop": 0.5, |
| "step": 0.01 |
| }, |
| "config": { |
| "readout_frequency": 9642.307739267328, |
| "quiescent_state_distribution": [ |
| 0.5, |
| 0.5, |
| 0.0, |
| 0.0 |
| ], |
| "AIAutoInspectPlots": null, |
| "Plot_Result_In_Jupyter": null |
| } |
| }, |
| "1970": { |
| "status": "success", |
| "params_used": { |
| "amp": 0.13610273670780218, |
| "stop": 0.5, |
| "step": 0.01 |
| }, |
| "config": { |
| "readout_frequency": 9647.522141696178, |
| "quiescent_state_distribution": [ |
| 0.5, |
| 0.5, |
| 0.0, |
| 0.0 |
| ], |
| "AIAutoInspectPlots": null, |
| "Plot_Result_In_Jupyter": null |
| } |
| }, |
| "1980": { |
| "status": "success", |
| "params_used": { |
| "amp": 0.1631307263887885, |
| "stop": 0.5, |
| "step": 0.01 |
| }, |
| "config": { |
| "readout_frequency": 9651.575800767889, |
| "quiescent_state_distribution": [ |
| 0.5, |
| 0.5, |
| 0.0, |
| 0.0 |
| ], |
| "AIAutoInspectPlots": null, |
| "Plot_Result_In_Jupyter": null |
| } |
| }, |
| "1974": { |
| "status": "success", |
| "params_used": { |
| "amp": 0.11882226337788654, |
| "stop": 0.5, |
| "step": 0.01 |
| }, |
| "config": { |
| "readout_frequency": 9647.317619428208, |
| "quiescent_state_distribution": [ |
| 0.5, |
| 0.5, |
| 0.0, |
| 0.0 |
| ], |
| "AIAutoInspectPlots": null, |
| "Plot_Result_In_Jupyter": null |
| } |
| }, |
| "1987": { |
| "status": "success", |
| "params_used": { |
| "amp": 0.1407557321697027, |
| "stop": 0.5, |
| "step": 0.01 |
| }, |
| "config": { |
| "readout_frequency": 9645.161366717604, |
| "quiescent_state_distribution": [ |
| 0.5, |
| 0.5, |
| 0.0, |
| 0.0 |
| ], |
| "AIAutoInspectPlots": null, |
| "Plot_Result_In_Jupyter": null |
| } |
| }, |
| "1979": { |
| "status": "success", |
| "params_used": { |
| "amp": 0.18991309023780578, |
| "stop": 0.5, |
| "step": 0.01 |
| }, |
| "config": { |
| "readout_frequency": 9652.829740823012, |
| "quiescent_state_distribution": [ |
| 0.5, |
| 0.5, |
| 0.0, |
| 0.0 |
| ], |
| "AIAutoInspectPlots": null, |
| "Plot_Result_In_Jupyter": null |
| } |
| }, |
| "1983": { |
| "status": "success", |
| "params_used": { |
| "amp": 0.14044875596263856, |
| "stop": 0.5, |
| "step": 0.01 |
| }, |
| "config": { |
| "readout_frequency": 9645.232572834318, |
| "quiescent_state_distribution": [ |
| 0.5, |
| 0.5, |
| 0.0, |
| 0.0 |
| ], |
| "AIAutoInspectPlots": null, |
| "Plot_Result_In_Jupyter": null |
| } |
| }, |
| "1977": { |
| "status": "success", |
| "params_used": { |
| "amp": 0.207037241251881, |
| "stop": 0.5, |
| "step": 0.01 |
| }, |
| "config": { |
| "readout_frequency": 9645.49984871586, |
| "quiescent_state_distribution": [ |
| 0.5, |
| 0.5, |
| 0.0, |
| 0.0 |
| ], |
| "AIAutoInspectPlots": null, |
| "Plot_Result_In_Jupyter": null |
| } |
| }, |
| "1972": { |
| "status": "success", |
| "params_used": { |
| "amp": 0.20556041024125746, |
| "stop": 0.5, |
| "step": 0.01 |
| }, |
| "config": { |
| "readout_frequency": 9639.165880299855, |
| "quiescent_state_distribution": [ |
| 0.5, |
| 0.5, |
| 0.0, |
| 0.0 |
| ], |
| "AIAutoInspectPlots": null, |
| "Plot_Result_In_Jupyter": null |
| } |
| }, |
| "1986": { |
| "status": "success", |
| "params_used": { |
| "amp": 0.10427593545306649, |
| "stop": 0.5, |
| "step": 0.01 |
| }, |
| "config": { |
| "readout_frequency": 9642.73425252918, |
| "quiescent_state_distribution": [ |
| 0.5, |
| 0.5, |
| 0.0, |
| 0.0 |
| ], |
| "AIAutoInspectPlots": null, |
| "Plot_Result_In_Jupyter": null |
| } |
| }, |
| "1985": { |
| "status": "success", |
| "params_used": { |
| "amp": 0.21933443120787877, |
| "stop": 0.5, |
| "step": 0.01 |
| }, |
| "config": { |
| "readout_frequency": 9644.748434591918, |
| "quiescent_state_distribution": [ |
| 0.5, |
| 0.5, |
| 0.0, |
| 0.0 |
| ], |
| "AIAutoInspectPlots": null, |
| "Plot_Result_In_Jupyter": null |
| } |
| }, |
| "1992": { |
| "status": "success", |
| "params_used": { |
| "amp": 0.15254544525096553, |
| "stop": 0.5, |
| "step": 0.01 |
| }, |
| "config": { |
| "readout_frequency": 9647.852557846762, |
| "quiescent_state_distribution": [ |
| 0.5, |
| 0.5, |
| 0.0, |
| 0.0 |
| ], |
| "AIAutoInspectPlots": null, |
| "Plot_Result_In_Jupyter": null |
| } |
| }, |
| "1982": { |
| "status": "success", |
| "params_used": { |
| "amp": 0.19631354085235136, |
| "stop": 0.5, |
| "step": 0.01 |
| }, |
| "config": { |
| "readout_frequency": 9644.37653696643, |
| "quiescent_state_distribution": [ |
| 0.5, |
| 0.5, |
| 0.0, |
| 0.0 |
| ], |
| "AIAutoInspectPlots": null, |
| "Plot_Result_In_Jupyter": null |
| } |
| }, |
| "1981": { |
| "status": "success", |
| "params_used": { |
| "amp": 0.24536911489482538, |
| "stop": 0.5, |
| "step": 0.01 |
| }, |
| "config": { |
| "readout_frequency": 9640.414141373696, |
| "quiescent_state_distribution": [ |
| 0.5, |
| 0.5, |
| 0.0, |
| 0.0 |
| ], |
| "AIAutoInspectPlots": null, |
| "Plot_Result_In_Jupyter": null |
| } |
| }, |
| "1993": { |
| "status": "success", |
| "params_used": { |
| "amp": 0.27681376746472114, |
| "stop": 0.5, |
| "step": 0.01 |
| }, |
| "config": { |
| "readout_frequency": 9648.706764795632, |
| "quiescent_state_distribution": [ |
| 0.5, |
| 0.5, |
| 0.0, |
| 0.0 |
| ], |
| "AIAutoInspectPlots": null, |
| "Plot_Result_In_Jupyter": null |
| } |
| }, |
| "1984": { |
| "status": "success", |
| "params_used": { |
| "amp": 0.20948949457995866, |
| "stop": 0.5, |
| "step": 0.01 |
| }, |
| "config": { |
| "readout_frequency": 9649.03066681759, |
| "quiescent_state_distribution": [ |
| 0.5, |
| 0.5, |
| 0.0, |
| 0.0 |
| ], |
| "AIAutoInspectPlots": null, |
| "Plot_Result_In_Jupyter": null |
| } |
| }, |
| "1995": { |
| "status": "success", |
| "params_used": { |
| "amp": 0.16995254287324899, |
| "stop": 0.5, |
| "step": 0.01 |
| }, |
| "config": { |
| "readout_frequency": 9643.803770044671, |
| "quiescent_state_distribution": [ |
| 0.5, |
| 0.5, |
| 0.0, |
| 0.0 |
| ], |
| "AIAutoInspectPlots": null, |
| "Plot_Result_In_Jupyter": null |
| } |
| }, |
| "1989": { |
| "status": "success", |
| "params_used": { |
| "amp": 0.14961503243262628, |
| "stop": 0.5, |
| "step": 0.01 |
| }, |
| "config": { |
| "readout_frequency": 9647.959540746384, |
| "quiescent_state_distribution": [ |
| 0.5, |
| 0.5, |
| 0.0, |
| 0.0 |
| ], |
| "AIAutoInspectPlots": null, |
| "Plot_Result_In_Jupyter": null |
| } |
| }, |
| "1988": { |
| "status": "success", |
| "params_used": { |
| "amp": 0.14848078202545648, |
| "stop": 0.5, |
| "step": 0.01 |
| }, |
| "config": { |
| "readout_frequency": 9643.84399538981, |
| "quiescent_state_distribution": [ |
| 0.5, |
| 0.5, |
| 0.0, |
| 0.0 |
| ], |
| "AIAutoInspectPlots": null, |
| "Plot_Result_In_Jupyter": null |
| } |
| }, |
| "1994": { |
| "status": "success", |
| "params_used": { |
| "amp": 0.16392957444899103, |
| "stop": 0.5, |
| "step": 0.01 |
| }, |
| "config": { |
| "readout_frequency": 9646.363622096529, |
| "quiescent_state_distribution": [ |
| 0.5, |
| 0.5, |
| 0.0, |
| 0.0 |
| ], |
| "AIAutoInspectPlots": null, |
| "Plot_Result_In_Jupyter": null |
| } |
| }, |
| "1990": { |
| "status": "success", |
| "params_used": { |
| "amp": 0.14776917407200615, |
| "stop": 0.5, |
| "step": 0.01 |
| }, |
| "config": { |
| "readout_frequency": 9652.162775094908, |
| "quiescent_state_distribution": [ |
| 0.5, |
| 0.5, |
| 0.0, |
| 0.0 |
| ], |
| "AIAutoInspectPlots": null, |
| "Plot_Result_In_Jupyter": null |
| } |
| }, |
| "1999": { |
| "status": "success", |
| "params_used": { |
| "amp": 0.22210922284150325, |
| "stop": 0.5, |
| "step": 0.01 |
| }, |
| "config": { |
| "readout_frequency": 9642.053169429906, |
| "quiescent_state_distribution": [ |
| 0.5, |
| 0.5, |
| 0.0, |
| 0.0 |
| ], |
| "AIAutoInspectPlots": null, |
| "Plot_Result_In_Jupyter": null |
| } |
| }, |
| "1997": { |
| "status": "success", |
| "params_used": { |
| "amp": 0.29351487190851155, |
| "stop": 0.5, |
| "step": 0.01 |
| }, |
| "config": { |
| "readout_frequency": 9648.288007546873, |
| "quiescent_state_distribution": [ |
| 0.5, |
| 0.5, |
| 0.0, |
| 0.0 |
| ], |
| "AIAutoInspectPlots": null, |
| "Plot_Result_In_Jupyter": null |
| } |
| }, |
| "1998": { |
| "status": "success", |
| "params_used": { |
| "amp": 0.20709816004700837, |
| "stop": 0.5, |
| "step": 0.01 |
| }, |
| "config": { |
| "readout_frequency": 9645.866812647606, |
| "quiescent_state_distribution": [ |
| 0.5, |
| 0.5, |
| 0.0, |
| 0.0 |
| ], |
| "AIAutoInspectPlots": null, |
| "Plot_Result_In_Jupyter": null |
| } |
| }, |
| "1824": { |
| "status": "success", |
| "params_used": { |
| "amp": 0.14986187455056071, |
| "stop": 0.5, |
| "step": 0.01 |
| }, |
| "config": { |
| "readout_frequency": 9641.498851985685, |
| "quiescent_state_distribution": [ |
| 0.5, |
| 0.5, |
| 0.0, |
| 0.0 |
| ], |
| "AIAutoInspectPlots": null, |
| "Plot_Result_In_Jupyter": null |
| } |
| } |
| } |
