| 2020-06-27 02:39:50Z.475432 |
2020-06-27 02:39:50Z.506538 |
@@@initial::request@@@ |
{"back": "https://weblab.deusto.es/weblab/labs/Aquatic%20experiments/darchimedes-demo/"} |
N/A |
| 2020-06-27 02:39:50Z.475432 |
2020-06-27 02:39:50Z.506538 |
@@@initial::response@@@ |
{"instance_webcam_urls": {"canicas-full-2802": "https://cams.labs.labsland.com/vcams/v1/archimedes/IjE1OTMyMjU1OTAuNDl8Y2FuaWNhcy1mdWxsLTI4MDJ8MzB8dXAi.Xvaxdg.9QA0ExKvH_EejENFESf9KlrjdBQ", "polispan-2402": "https://cams.labs.labsland.com/vcams/v1/archimedes/IjE1OTMyMjU1OTAuNDl8cG9saXNwYW4tMjQwMnwzMHx1cCI.Xvaxdg.zRYDiEGUaEqtV9-8WUWF_Tjs4qo", "glicerina-full-2802-01": "https://cams.labs.labsland.com/vcams/v1/archimedes/IjE1OTMyMjU1OTAuNDl8Z2xpY2VyaW5hLWZ1bGwtMjgwMi0wMXwzMHx1cCI.Xvaxdg.PZeXXUvkPGD0Byy5nAh5ru3uUpM", "corcho-2802": "https://cams.labs.labsland.com/vcams/v1/archimedes/IjE1OTMyMjU1OTAuNDl8Y29yY2hvLTI4MDJ8MzB8dXAi.Xvaxdg.dlT6YhAAfT50x6ITHWYPLcvIfks", "canicas-half-2202": "https://cams.labs.labsland.com/vcams/v1/archimedes/IjE1OTMyMjU1OTAuNDl8Y2FuaWNhcy1oYWxmLTIyMDJ8MzB8dXAi.Xvaxdg.s_QsJ-YyQ0SzPmQHKGmyqKo7T4k"}, "registry": {"canicas-full-2802": {"liquid_name": "water", "ball_diameter": 6.0, "object_type": "Ball", "liquid_density": 1000, "object_volume": 113.09, "webcam": "//cams.labs.labsland.com/webcam/", "name": "instance1", "liquid_diameter": 7, "ball_mass": 135, "ball_density": 1.1936, "object_density": 1.1936}, "polispan-2402": {"liquid_name": "water", "ball_diameter": 5.5, "object_type": "Ball", "liquid_density": 1000, "object_volume": 87.1137, "webcam": "//cams.labs.labsland.com/webcam/", "name": "instance3", "liquid_diameter": 7, "ball_mass": 2.4, "ball_density": 0.0275, "object_density": 0.0275}, "corcho-2802": {"liquid_name": "water", "ball_diameter": 5.5, "object_type": "Ball", "liquid_density": 1000, "object_volume": 87.1137, "webcam": "//cams.labs.labsland.com/webcam/", "name": "instance10", "liquid_diameter": 7, "ball_mass": 20.8, "ball_density": 0.2387, "object_density": 0.2387}, "glicerina-full-2802-01": {"liquid_name": "water", "ball_diameter": 6.0, "object_type": "Ball", "liquid_density": 1000, "object_volume": 113.0973, "webcam": "//cams.labs.labsland.com/webcam/", "name": "instance2", "liquid_diameter": 7, "ball_mass": 140.2, "ball_density": 1.2396, "object_density": 1.2396}, "canicas-half-2202": {"liquid_name": "water", "ball_diameter": 6.0, "object_type": "Ball", "liquid_density": 1000, "object_volume": 113.0973, "webcam": "//cams.labs.labsland.com/webcam/", "name": "instance5", "liquid_diameter": 7, "ball_mass": 67.4, "ball_density": 0.5959, "object_density": 0.5959}}, "view": {"canicas-full-2802": "ALL", "polispan-2402": "ALL", "corcho-2802": "ALL", "canicas-half-2202": "ALL", "glicerina-full-2802-01": "ALL"}} |
N/A |
| 2020-06-27 02:39:58Z.953659 |
2020-06-27 02:39:59Z.081349 |
ALLINFO:canicas-full-2802:polispan-2402:corcho-2802:canicas-half-2202:glicerina-full-2802-01 |
{"canicas-full-2802": {"load": "135.05", "ball_status": "BALL_UP", "level": "18.0"}, "polispan-2402": {"load": "2.44", "ball_status": "BALL_UP", "level": "18.1"}, "glicerina-full-2802-01": {"load": "139.48", "ball_status": "BALL_UP", "level": "18.1"}, "corcho-2802": {"load": "20.00", "ball_status": "BALL_UP", "level": "18.3"}, "canicas-half-2202": {"load": "66.89", "ball_status": "BALL_UP", "level": "18.4"}} |
N/A |
| 2020-06-27 02:40:00Z.401650 |
2020-06-27 02:40:00Z.454837 |
ALLINFO:canicas-full-2802:polispan-2402:corcho-2802:canicas-half-2202:glicerina-full-2802-01 |
{"canicas-full-2802": {"load": "135.05", "ball_status": "BALL_UP", "level": "18.0"}, "polispan-2402": {"load": "2.44", "ball_status": "BALL_UP", "level": "18.1"}, "glicerina-full-2802-01": {"load": "141.09", "ball_status": "BALL_UP", "level": "18.1"}, "corcho-2802": {"load": "20.00", "ball_status": "BALL_UP", "level": "18.3"}, "canicas-half-2202": {"load": "66.89", "ball_status": "BALL_UP", "level": "18.4"}} |
N/A |
| 2020-06-27 02:40:01Z.728605 |
2020-06-27 02:40:01Z.796202 |
ALLINFO:canicas-full-2802:polispan-2402:corcho-2802:canicas-half-2202:glicerina-full-2802-01 |
{"canicas-full-2802": {"load": "135.05", "ball_status": "BALL_UP", "level": "18.0"}, "polispan-2402": {"load": "2.44", "ball_status": "BALL_UP", "level": "18.1"}, "glicerina-full-2802-01": {"load": "139.48", "ball_status": "BALL_UP", "level": "18.1"}, "corcho-2802": {"load": "20.00", "ball_status": "BALL_UP", "level": "18.3"}, "canicas-half-2202": {"load": "66.89", "ball_status": "BALL_UP", "level": "18.4"}} |
N/A |
| 2020-06-27 02:40:03Z.041794 |
2020-06-27 02:40:03Z.082790 |
ALLINFO:canicas-full-2802:polispan-2402:corcho-2802:canicas-half-2202:glicerina-full-2802-01 |
{"canicas-full-2802": {"load": "135.05", "ball_status": "BALL_UP", "level": "18.0"}, "polispan-2402": {"load": "2.44", "ball_status": "BALL_UP", "level": "18.1"}, "glicerina-full-2802-01": {"load": "141.09", "ball_status": "BALL_UP", "level": "18.1"}, "corcho-2802": {"load": "20.00", "ball_status": "BALL_UP", "level": "18.3"}, "canicas-half-2202": {"load": "66.89", "ball_status": "BALL_UP", "level": "18.4"}} |
N/A |
| 2020-06-27 02:40:04Z.328540 |
2020-06-27 02:40:04Z.429522 |
ALLINFO:canicas-full-2802:polispan-2402:corcho-2802:canicas-half-2202:glicerina-full-2802-01 |
{"canicas-full-2802": {"load": "135.05", "ball_status": "BALL_UP", "level": "18.0"}, "polispan-2402": {"load": "2.44", "ball_status": "BALL_UP", "level": "18.1"}, "glicerina-full-2802-01": {"load": "139.48", "ball_status": "BALL_UP", "level": "18.1"}, "corcho-2802": {"load": "20.00", "ball_status": "BALL_UP", "level": "18.3"}, "canicas-half-2202": {"load": "66.89", "ball_status": "BALL_UP", "level": "18.4"}} |
N/A |
| 2020-06-27 02:40:05Z.669157 |
2020-06-27 02:40:05Z.733342 |
ALLINFO:canicas-full-2802:polispan-2402:corcho-2802:canicas-half-2202:glicerina-full-2802-01 |
{"canicas-full-2802": {"load": "135.05", "ball_status": "BALL_UP", "level": "18.0"}, "polispan-2402": {"load": "2.44", "ball_status": "BALL_UP", "level": "18.1"}, "glicerina-full-2802-01": {"load": "139.48", "ball_status": "BALL_UP", "level": "18.1"}, "corcho-2802": {"load": "20.00", "ball_status": "BALL_UP", "level": "18.3"}, "canicas-half-2202": {"load": "66.89", "ball_status": "BALL_UP", "level": "18.4"}} |
N/A |
| 2020-06-27 02:40:06Z.986058 |
2020-06-27 02:40:07Z.044915 |
ALLINFO:canicas-full-2802:polispan-2402:corcho-2802:canicas-half-2202:glicerina-full-2802-01 |
{"canicas-full-2802": {"load": "136.69", "ball_status": "BALL_UP", "level": "18.0"}, "polispan-2402": {"load": "2.44", "ball_status": "BALL_UP", "level": "18.1"}, "glicerina-full-2802-01": {"load": "139.48", "ball_status": "BALL_UP", "level": "18.1"}, "corcho-2802": {"load": "20.00", "ball_status": "BALL_UP", "level": "18.3"}, "canicas-half-2202": {"load": "66.89", "ball_status": "BALL_UP", "level": "18.4"}} |
N/A |
| 2020-06-27 02:40:08Z.308945 |
2020-06-27 02:40:08Z.374463 |
ALLINFO:polispan-2402:corcho-2802:canicas-half-2202:glicerina-full-2802-01 |
{"polispan-2402": {"load": "2.44", "ball_status": "BALL_UP", "level": "18.1"}, "glicerina-full-2802-01": {"load": "139.48", "ball_status": "BALL_UP", "level": "18.1"}, "corcho-2802": {"load": "20.00", "ball_status": "BALL_UP", "level": "18.3"}, "canicas-half-2202": {"load": "66.89", "ball_status": "BALL_UP", "level": "18.4"}} |
N/A |
| 2020-06-27 02:40:09Z.622150 |
2020-06-27 02:40:09Z.653117 |
ALLINFO:polispan-2402:corcho-2802:canicas-half-2202:glicerina-full-2802-01 |
{"polispan-2402": {"load": "2.44", "ball_status": "BALL_UP", "level": "18.0"}, "glicerina-full-2802-01": {"load": "141.09", "ball_status": "BALL_UP", "level": "18.1"}, "corcho-2802": {"load": "20.00", "ball_status": "BALL_UP", "level": "18.3"}, "canicas-half-2202": {"load": "66.89", "ball_status": "BALL_UP", "level": "18.4"}} |
N/A |
| 2020-06-27 02:40:10Z.878256 |
2020-06-27 02:40:10Z.940542 |
ALLINFO:corcho-2802:canicas-half-2202:glicerina-full-2802-01 |
{"corcho-2802": {"load": "20.00", "ball_status": "BALL_UP", "level": "18.3"}, "canicas-half-2202": {"load": "66.89", "ball_status": "BALL_UP", "level": "18.4"}, "glicerina-full-2802-01": {"load": "141.09", "ball_status": "BALL_UP", "level": "18.1"}} |
N/A |
| 2020-06-27 02:40:12Z.193799 |
2020-06-27 02:40:12Z.216324 |
ALLINFO:corcho-2802:canicas-half-2202:glicerina-full-2802-01 |
{"corcho-2802": {"load": "20.00", "ball_status": "BALL_UP", "level": "18.3"}, "canicas-half-2202": {"load": "66.89", "ball_status": "BALL_UP", "level": "18.4"}, "glicerina-full-2802-01": {"load": "139.48", "ball_status": "BALL_UP", "level": "18.1"}} |
N/A |
| 2020-06-27 02:40:13Z.456795 |
2020-06-27 02:40:13Z.479114 |
ALLINFO:corcho-2802:canicas-half-2202:glicerina-full-2802-01 |
{"corcho-2802": {"load": "20.00", "ball_status": "BALL_UP", "level": "18.3"}, "canicas-half-2202": {"load": "66.89", "ball_status": "BALL_UP", "level": "18.4"}, "glicerina-full-2802-01": {"load": "139.48", "ball_status": "BALL_UP", "level": "18.1"}} |
N/A |
| 2020-06-27 02:40:13Z.756835 |
2020-06-27 02:40:13Z.775816 |
corcho-2802:DOWN |
{"updatedUrl": "https://cams.labs.labsland.com/vcams/v1/archimedes/IjE1OTMyMjU2MTMuNzd8Y29yY2hvLTI4MDJ8MzB8bG93ZXJpbmc6ZG93biI.XvaxjQ.m0nZaBMPSw-LDKFvGSxwVeNvGIk"} |
N/A |
| 2020-06-27 02:40:14Z.732138 |
2020-06-27 02:40:14Z.764267 |
ALLINFO:corcho-2802:canicas-half-2202:glicerina-full-2802-01 |
{"corcho-2802": {"load": "14.81", "ball_status": "BALL_GOING_DOWN", "level": "18.3"}, "canicas-half-2202": {"load": "66.89", "ball_status": "BALL_UP", "level": "18.4"}, "glicerina-full-2802-01": {"load": "139.48", "ball_status": "BALL_UP", "level": "18.1"}} |
N/A |
| 2020-06-27 02:40:16Z.051608 |
2020-06-27 02:40:16Z.237541 |
ALLINFO:corcho-2802:canicas-half-2202:glicerina-full-2802-01 |
{"corcho-2802": {"load": "25.18", "ball_status": "BALL_GOING_DOWN", "level": "18.3"}, "canicas-half-2202": {"load": "66.89", "ball_status": "BALL_UP", "level": "18.4"}, "glicerina-full-2802-01": {"load": "139.48", "ball_status": "BALL_UP", "level": "18.1"}} |
N/A |
| 2020-06-27 02:40:16Z.383065 |
2020-06-27 02:40:16Z.408751 |
corcho-2802:IMAGE |
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 |
N/A |
| 2020-06-27 02:40:17Z.481103 |
2020-06-27 02:40:17Z.574992 |
ALLINFO:corcho-2802:canicas-half-2202:glicerina-full-2802-01 |
{"corcho-2802": {"load": "-5.93", "ball_status": "BALL_GOING_DOWN", "level": "18.7"}, "canicas-half-2202": {"load": "66.89", "ball_status": "BALL_UP", "level": "18.4"}, "glicerina-full-2802-01": {"load": "139.48", "ball_status": "BALL_UP", "level": "18.1"}} |
N/A |
| 2020-06-27 02:40:18Z.802348 |
2020-06-27 02:40:18Z.914648 |
ALLINFO:corcho-2802:canicas-half-2202:glicerina-full-2802-01 |
{"corcho-2802": {"load": "-0.74", "ball_status": "BALL_DOWN", "level": "18.7"}, "canicas-half-2202": {"load": "66.89", "ball_status": "BALL_UP", "level": "18.4"}, "glicerina-full-2802-01": {"load": "139.48", "ball_status": "BALL_UP", "level": "18.1"}} |
N/A |
| 2020-06-27 02:40:20Z.150472 |
2020-06-27 02:40:20Z.192570 |
ALLINFO:corcho-2802:canicas-half-2202:glicerina-full-2802-01 |
{"corcho-2802": {"load": "-0.74", "ball_status": "BALL_DOWN", "level": "18.7"}, "canicas-half-2202": {"load": "68.57", "ball_status": "BALL_UP", "level": "18.4"}, "glicerina-full-2802-01": {"load": "139.48", "ball_status": "BALL_UP", "level": "18.1"}} |
N/A |
| 2020-06-27 02:40:21Z.432721 |
2020-06-27 02:40:21Z.455357 |
ALLINFO:corcho-2802:canicas-half-2202:glicerina-full-2802-01 |
{"corcho-2802": {"load": "-0.74", "ball_status": "BALL_DOWN", "level": "18.7"}, "canicas-half-2202": {"load": "68.57", "ball_status": "BALL_UP", "level": "18.4"}, "glicerina-full-2802-01": {"load": "139.48", "ball_status": "BALL_UP", "level": "18.1"}} |
N/A |
| 2020-06-27 02:40:22Z.699755 |
2020-06-27 02:40:22Z.740535 |
ALLINFO:corcho-2802:canicas-half-2202:glicerina-full-2802-01 |
{"corcho-2802": {"load": "-0.74", "ball_status": "BALL_DOWN", "level": "18.7"}, "canicas-half-2202": {"load": "68.57", "ball_status": "BALL_UP", "level": "18.4"}, "glicerina-full-2802-01": {"load": "139.48", "ball_status": "BALL_UP", "level": "18.1"}} |
N/A |
| 2020-06-27 02:40:23Z.991990 |
2020-06-27 02:40:24Z.028859 |
ALLINFO:corcho-2802:canicas-half-2202:glicerina-full-2802-01 |
{"corcho-2802": {"load": "-0.74", "ball_status": "BALL_DOWN", "level": "18.7"}, "canicas-half-2202": {"load": "68.57", "ball_status": "BALL_UP", "level": "18.4"}, "glicerina-full-2802-01": {"load": "139.48", "ball_status": "BALL_UP", "level": "18.1"}} |
N/A |
| 2020-06-27 02:40:25Z.280751 |
2020-06-27 02:40:25Z.311397 |
ALLINFO:corcho-2802:canicas-half-2202:glicerina-full-2802-01 |
{"corcho-2802": {"load": "-0.74", "ball_status": "BALL_DOWN", "level": "18.7"}, "canicas-half-2202": {"load": "68.57", "ball_status": "BALL_UP", "level": "18.4"}, "glicerina-full-2802-01": {"load": "139.48", "ball_status": "BALL_UP", "level": "18.1"}} |
N/A |
| 2020-06-27 02:40:26Z.542473 |
2020-06-27 02:40:26Z.647935 |
ALLINFO:corcho-2802:canicas-half-2202:glicerina-full-2802-01 |
{"corcho-2802": {"load": "-0.74", "ball_status": "BALL_DOWN", "level": "18.7"}, "canicas-half-2202": {"load": "68.57", "ball_status": "BALL_UP", "level": "18.4"}, "glicerina-full-2802-01": {"load": "139.48", "ball_status": "BALL_UP", "level": "18.1"}} |
N/A |
| 2020-06-27 02:40:27Z.910222 |
2020-06-27 02:40:27Z.933642 |
ALLINFO:corcho-2802:canicas-half-2202:glicerina-full-2802-01 |
{"corcho-2802": {"load": "-0.74", "ball_status": "BALL_DOWN", "level": "18.7"}, "canicas-half-2202": {"load": "66.89", "ball_status": "BALL_UP", "level": "18.4"}, "glicerina-full-2802-01": {"load": "139.48", "ball_status": "BALL_UP", "level": "18.1"}} |
N/A |
| 2020-06-27 02:40:29Z.175978 |
2020-06-27 02:40:29Z.243432 |
ALLINFO:corcho-2802:canicas-half-2202:glicerina-full-2802-01 |
{"corcho-2802": {"load": "-0.74", "ball_status": "BALL_DOWN", "level": "18.7"}, "canicas-half-2202": {"load": "66.89", "ball_status": "BALL_UP", "level": "18.4"}, "glicerina-full-2802-01": {"load": "139.48", "ball_status": "BALL_UP", "level": "18.1"}} |
N/A |
| 2020-06-27 02:43:52Z.803367 |
2020-06-27 02:43:52Z.816543 |
@@@finish@@@ |
You're kicked out |
N/A |