time_dilation_current
Raw Data
{
"data": {
"2018-02-07 15:42:09": {
"current": "0",
"avg_fast": "0",
"avg": "0",
"avg_slow": "0"
},
"2018-02-07 15:43:11": {
"current": "4.08674",
"avg_fast": "1.22602",
"avg": "0.245204",
"avg_slow": "0.0245204"
},
"2018-02-07 15:44:17": {
"current": "9.83333",
"avg_fast": "3.80822",
"avg": "0.957807",
"avg_slow": "0.117849"
},
"2018-02-07 15:45:20": {
"current": "4",
"avg_fast": "3.86575",
"avg": "1.5394",
"avg_slow": "0.260004"
},
"2018-02-07 15:46:20": {
"current": "0.333333",
"avg_fast": "2.80603",
"avg": "1.79272",
"avg_slow": "0.413275"
},
"2018-02-07 15:47:21": {
"current": "1.66667",
"avg_fast": "2.46422",
"avg": "1.92702",
"avg_slow": "0.56465"
},
"2018-02-07 15:48:22": {
"current": "1.5",
"avg_fast": "2.17495",
"avg": "1.97661",
"avg_slow": "0.705846"
},
"2018-02-07 15:49:22": {
"current": "1",
"avg_fast": "1.82247",
"avg": "1.94578",
"avg_slow": "0.829839"
},
"2018-02-07 15:50:23": {
"current": "0.333333",
"avg_fast": "1.37573",
"avg": "1.83177",
"avg_slow": "0.930032"
},
"2018-02-07 15:51:23": {
"current": "0.833333",
"avg_fast": "1.21301",
"avg": "1.70802",
"avg_slow": "1.00783"
},
"2018-02-07 15:52:23": {
"current": "0.666667",
"avg_fast": "1.04911",
"avg": "1.57623",
"avg_slow": "1.06467"
},
"2018-02-07 15:53:25": {
"current": "1.83333",
"avg_fast": "1.28437",
"avg": "1.51786",
"avg_slow": "1.10999"
},
"2018-02-07 15:54:26": {
"current": "2.16667",
"avg_fast": "1.54906",
"avg": "1.5241",
"avg_slow": "1.1514"
},
"2018-02-07 15:55:30": {
"current": "6.83333",
"avg_fast": "3.13434",
"avg": "1.84615",
"avg_slow": "1.22088"
},
"2018-02-07 15:56:31": {
"current": "1.83333",
"avg_fast": "2.74404",
"avg": "2.02573",
"avg_slow": "1.30136"
},
"2018-02-07 15:57:37": {
"current": "10.5",
"avg_fast": "5.07083",
"avg": "2.63475",
"avg_slow": "1.4347"
},
"2018-02-07 15:58:41": {
"current": "6",
"avg_fast": "5.34958",
"avg": "3.17772",
"avg_slow": "1.609"
},
"2018-02-07 15:59:45": {
"current": "6.41132",
"avg_fast": "5.6681",
"avg": "3.67579",
"avg_slow": "1.81568"
},
"2018-02-07 16:00:52": {
"current": "11.3333",
"avg_fast": "7.36767",
"avg": "4.41417",
"avg_slow": "2.07553"
},
"2018-02-07 16:01:58": {
"current": "11.1481",
"avg_fast": "8.5018",
"avg": "5.23169",
"avg_slow": "2.39115"
},
"2018-02-07 16:03:05": {
"current": "11.5",
"avg_fast": "9.40126",
"avg": "6.06561",
"avg_slow": "2.75859"
},
"2018-02-07 16:04:13": {
"current": "12.1667",
"avg_fast": "10.2309",
"avg": "6.89866",
"avg_slow": "3.1726"
},
"2018-02-07 16:05:20": {
"current": "12.1667",
"avg_fast": "10.8116",
"avg": "7.68125",
"avg_slow": "3.62346"
},
"2018-02-07 16:06:27": {
"current": "11.1667",
"avg_fast": "10.9181",
"avg": "8.32863",
"avg_slow": "4.09398"
},
"2018-02-07 16:07:34": {
"current": "12",
"avg_fast": "11.2427",
"avg": "8.91144",
"avg_slow": "4.57573"
},
"2018-02-07 16:08:42": {
"current": "13",
"avg_fast": "11.7699",
"avg": "9.48313",
"avg_slow": "5.06647"
},
"2018-02-07 16:09:48": {
"current": "11",
"avg_fast": "11.5389",
"avg": "9.89429",
"avg_slow": "5.54925"
},
"2018-02-07 16:10:57": {
"current": "15.3333",
"avg_fast": "12.6772",
"avg": "10.4509",
"avg_slow": "6.03941"
},
"2018-02-07 16:12:07": {
"current": "15.6667",
"avg_fast": "13.5741",
"avg": "11.0755",
"avg_slow": "6.54302"
},
"2018-02-07 16:13:15": {
"current": "14.2381",
"avg_fast": "13.7733",
"avg": "11.6151",
"avg_slow": "7.05023"
},
"2018-02-07 16:14:24": {
"current": "14.3333",
"avg_fast": "13.9413",
"avg": "12.0803",
"avg_slow": "7.55324"
},
"2018-02-07 16:15:33": {
"current": "14.3333",
"avg_fast": "14.0589",
"avg": "12.476",
"avg_slow": "8.04552"
},
"2018-02-07 16:16:41": {
"current": "14.5",
"avg_fast": "14.1912",
"avg": "12.8191",
"avg_slow": "8.52287"
},
"2018-02-07 16:17:50": {
"current": "15.1667",
"avg_fast": "14.4839",
"avg": "13.152",
"avg_slow": "8.98579"
},
"2018-02-07 16:19:00": {
"current": "16.1667",
"avg_fast": "14.9887",
"avg": "13.5194",
"avg_slow": "9.43915"
},
"2018-02-07 16:20:10": {
"current": "17",
"avg_fast": "15.5921",
"avg": "13.9339",
"avg_slow": "9.88862"
},
"2018-02-07 16:21:20": {
"current": "16.8333",
"avg_fast": "15.9645",
"avg": "14.34",
"avg_slow": "10.3338"
},
"2018-02-07 16:22:31": {
"current": "16.9717",
"avg_fast": "16.2666",
"avg": "14.7253",
"avg_slow": "10.7729"
},
"2018-02-07 16:23:40": {
"current": "15.5",
"avg_fast": "16.0366",
"avg": "14.9876",
"avg_slow": "11.1944"
},
"2018-02-07 16:24:51": {
"current": "19",
"avg_fast": "16.9257",
"avg": "15.3752",
"avg_slow": "11.6125"
},
"2018-02-07 16:26:02": {
"current": "17.3333",
"avg_fast": "17.048",
"avg": "15.7098",
"avg_slow": "12.0222"
},
"2018-02-07 16:27:13": {
"current": "18.4013",
"avg_fast": "17.454",
"avg": "16.0586",
"avg_slow": "12.4258"
},
"2018-02-07 16:28:24": {
"current": "17.8333",
"avg_fast": "17.5678",
"avg": "16.3604",
"avg_slow": "12.8193"
},
"2018-02-07 16:29:34": {
"current": "18",
"avg_fast": "17.6974",
"avg": "16.6278",
"avg_slow": "13.2002"
},
"2018-02-07 16:30:46": {
"current": "18.7344",
"avg_fast": "18.0085",
"avg": "16.904",
"avg_slow": "13.5705"
},
"2018-02-07 16:31:55": {
"current": "14.6667",
"avg_fast": "17.006",
"avg": "16.9244",
"avg_slow": "13.9059"
},
"2018-02-07 16:33:06": {
"current": "19.1701",
"avg_fast": "17.6552",
"avg": "17.0705",
"avg_slow": "14.2224"
},
"2018-02-07 16:34:16": {
"current": "15.9034",
"avg_fast": "17.1297",
"avg": "17.0824",
"avg_slow": "14.5084"
},
"2018-02-07 16:35:21": {
"current": "9.16667",
"avg_fast": "14.7408",
"avg": "16.6141",
"avg_slow": "14.719"
},
"2018-02-07 16:36:26": {
"current": "8",
"avg_fast": "12.7185",
"avg": "15.8349",
"avg_slow": "14.8306"
},
"2018-02-07 16:37:28": {
"current": "3.5",
"avg_fast": "9.95298",
"avg": "14.6586",
"avg_slow": "14.8134"
}
},
"parser": "\\App\\Entity\\Stat\\time_dilation_current3",
"id": 1893652,
"datetime": {
"date": "2018-02-07 16:39:18.000000",
"timezone_type": 3,
"timezone": "UTC"
},
"round": 83227,
"key": "time_dilation_current",
"type": "associative",
"version": 3,
"json": "{\"data\":{\"1\":{\"2018-02-07 15:42:09\":{\"current\":\"0\",\"avg_fast\":\"0\",\"avg\":\"0\",\"avg_slow\":\"0\"}},\"2\":{\"2018-02-07 15:43:11\":{\"current\":\"4.08674\",\"avg_fast\":\"1.22602\",\"avg\":\"0.245204\",\"avg_slow\":\"0.0245204\"}},\"3\":{\"2018-02-07 15:44:17\":{\"current\":\"9.83333\",\"avg_fast\":\"3.80822\",\"avg\":\"0.957807\",\"avg_slow\":\"0.117849\"}},\"4\":{\"2018-02-07 15:45:20\":{\"current\":\"4\",\"avg_fast\":\"3.86575\",\"avg\":\"1.5394\",\"avg_slow\":\"0.260004\"}},\"5\":{\"2018-02-07 15:46:20\":{\"current\":\"0.333333\",\"avg_fast\":\"2.80603\",\"avg\":\"1.79272\",\"avg_slow\":\"0.413275\"}},\"6\":{\"2018-02-07 15:47:21\":{\"current\":\"1.66667\",\"avg_fast\":\"2.46422\",\"avg\":\"1.92702\",\"avg_slow\":\"0.56465\"}},\"7\":{\"2018-02-07 15:48:22\":{\"current\":\"1.5\",\"avg_fast\":\"2.17495\",\"avg\":\"1.97661\",\"avg_slow\":\"0.705846\"}},\"8\":{\"2018-02-07 15:49:22\":{\"current\":\"1\",\"avg_fast\":\"1.82247\",\"avg\":\"1.94578\",\"avg_slow\":\"0.829839\"}},\"9\":{\"2018-02-07 15:50:23\":{\"current\":\"0.333333\",\"avg_fast\":\"1.37573\",\"avg\":\"1.83177\",\"avg_slow\":\"0.930032\"}},\"10\":{\"2018-02-07 15:51:23\":{\"current\":\"0.833333\",\"avg_fast\":\"1.21301\",\"avg\":\"1.70802\",\"avg_slow\":\"1.00783\"}},\"11\":{\"2018-02-07 15:52:23\":{\"current\":\"0.666667\",\"avg_fast\":\"1.04911\",\"avg\":\"1.57623\",\"avg_slow\":\"1.06467\"}},\"12\":{\"2018-02-07 15:53:25\":{\"current\":\"1.83333\",\"avg_fast\":\"1.28437\",\"avg\":\"1.51786\",\"avg_slow\":\"1.10999\"}},\"13\":{\"2018-02-07 15:54:26\":{\"current\":\"2.16667\",\"avg_fast\":\"1.54906\",\"avg\":\"1.5241\",\"avg_slow\":\"1.1514\"}},\"14\":{\"2018-02-07 15:55:30\":{\"current\":\"6.83333\",\"avg_fast\":\"3.13434\",\"avg\":\"1.84615\",\"avg_slow\":\"1.22088\"}},\"15\":{\"2018-02-07 15:56:31\":{\"current\":\"1.83333\",\"avg_fast\":\"2.74404\",\"avg\":\"2.02573\",\"avg_slow\":\"1.30136\"}},\"16\":{\"2018-02-07 15:57:37\":{\"current\":\"10.5\",\"avg_fast\":\"5.07083\",\"avg\":\"2.63475\",\"avg_slow\":\"1.4347\"}},\"17\":{\"2018-02-07 15:58:41\":{\"current\":\"6\",\"avg_fast\":\"5.34958\",\"avg\":\"3.17772\",\"avg_slow\":\"1.609\"}},\"18\":{\"2018-02-07 15:59:45\":{\"current\":\"6.41132\",\"avg_fast\":\"5.6681\",\"avg\":\"3.67579\",\"avg_slow\":\"1.81568\"}},\"19\":{\"2018-02-07 16:00:52\":{\"current\":\"11.3333\",\"avg_fast\":\"7.36767\",\"avg\":\"4.41417\",\"avg_slow\":\"2.07553\"}},\"20\":{\"2018-02-07 16:01:58\":{\"current\":\"11.1481\",\"avg_fast\":\"8.5018\",\"avg\":\"5.23169\",\"avg_slow\":\"2.39115\"}},\"21\":{\"2018-02-07 16:03:05\":{\"current\":\"11.5\",\"avg_fast\":\"9.40126\",\"avg\":\"6.06561\",\"avg_slow\":\"2.75859\"}},\"22\":{\"2018-02-07 16:04:13\":{\"current\":\"12.1667\",\"avg_fast\":\"10.2309\",\"avg\":\"6.89866\",\"avg_slow\":\"3.1726\"}},\"23\":{\"2018-02-07 16:05:20\":{\"current\":\"12.1667\",\"avg_fast\":\"10.8116\",\"avg\":\"7.68125\",\"avg_slow\":\"3.62346\"}},\"24\":{\"2018-02-07 16:06:27\":{\"current\":\"11.1667\",\"avg_fast\":\"10.9181\",\"avg\":\"8.32863\",\"avg_slow\":\"4.09398\"}},\"25\":{\"2018-02-07 16:07:34\":{\"current\":\"12\",\"avg_fast\":\"11.2427\",\"avg\":\"8.91144\",\"avg_slow\":\"4.57573\"}},\"26\":{\"2018-02-07 16:08:42\":{\"current\":\"13\",\"avg_fast\":\"11.7699\",\"avg\":\"9.48313\",\"avg_slow\":\"5.06647\"}},\"27\":{\"2018-02-07 16:09:48\":{\"current\":\"11\",\"avg_fast\":\"11.5389\",\"avg\":\"9.89429\",\"avg_slow\":\"5.54925\"}},\"28\":{\"2018-02-07 16:10:57\":{\"current\":\"15.3333\",\"avg_fast\":\"12.6772\",\"avg\":\"10.4509\",\"avg_slow\":\"6.03941\"}},\"29\":{\"2018-02-07 16:12:07\":{\"current\":\"15.6667\",\"avg_fast\":\"13.5741\",\"avg\":\"11.0755\",\"avg_slow\":\"6.54302\"}},\"30\":{\"2018-02-07 16:13:15\":{\"current\":\"14.2381\",\"avg_fast\":\"13.7733\",\"avg\":\"11.6151\",\"avg_slow\":\"7.05023\"}},\"31\":{\"2018-02-07 16:14:24\":{\"current\":\"14.3333\",\"avg_fast\":\"13.9413\",\"avg\":\"12.0803\",\"avg_slow\":\"7.55324\"}},\"32\":{\"2018-02-07 16:15:33\":{\"current\":\"14.3333\",\"avg_fast\":\"14.0589\",\"avg\":\"12.476\",\"avg_slow\":\"8.04552\"}},\"33\":{\"2018-02-07 16:16:41\":{\"current\":\"14.5\",\"avg_fast\":\"14.1912\",\"avg\":\"12.8191\",\"avg_slow\":\"8.52287\"}},\"34\":{\"2018-02-07 16:17:50\":{\"current\":\"15.1667\",\"avg_fast\":\"14.4839\",\"avg\":\"13.152\",\"avg_slow\":\"8.98579\"}},\"35\":{\"2018-02-07 16:19:00\":{\"current\":\"16.1667\",\"avg_fast\":\"14.9887\",\"avg\":\"13.5194\",\"avg_slow\":\"9.43915\"}},\"36\":{\"2018-02-07 16:20:10\":{\"current\":\"17\",\"avg_fast\":\"15.5921\",\"avg\":\"13.9339\",\"avg_slow\":\"9.88862\"}},\"37\":{\"2018-02-07 16:21:20\":{\"current\":\"16.8333\",\"avg_fast\":\"15.9645\",\"avg\":\"14.34\",\"avg_slow\":\"10.3338\"}},\"38\":{\"2018-02-07 16:22:31\":{\"current\":\"16.9717\",\"avg_fast\":\"16.2666\",\"avg\":\"14.7253\",\"avg_slow\":\"10.7729\"}},\"39\":{\"2018-02-07 16:23:40\":{\"current\":\"15.5\",\"avg_fast\":\"16.0366\",\"avg\":\"14.9876\",\"avg_slow\":\"11.1944\"}},\"40\":{\"2018-02-07 16:24:51\":{\"current\":\"19\",\"avg_fast\":\"16.9257\",\"avg\":\"15.3752\",\"avg_slow\":\"11.6125\"}},\"41\":{\"2018-02-07 16:26:02\":{\"current\":\"17.3333\",\"avg_fast\":\"17.048\",\"avg\":\"15.7098\",\"avg_slow\":\"12.0222\"}},\"42\":{\"2018-02-07 16:27:13\":{\"current\":\"18.4013\",\"avg_fast\":\"17.454\",\"avg\":\"16.0586\",\"avg_slow\":\"12.4258\"}},\"43\":{\"2018-02-07 16:28:24\":{\"current\":\"17.8333\",\"avg_fast\":\"17.5678\",\"avg\":\"16.3604\",\"avg_slow\":\"12.8193\"}},\"44\":{\"2018-02-07 16:29:34\":{\"current\":\"18\",\"avg_fast\":\"17.6974\",\"avg\":\"16.6278\",\"avg_slow\":\"13.2002\"}},\"45\":{\"2018-02-07 16:30:46\":{\"current\":\"18.7344\",\"avg_fast\":\"18.0085\",\"avg\":\"16.904\",\"avg_slow\":\"13.5705\"}},\"46\":{\"2018-02-07 16:31:55\":{\"current\":\"14.6667\",\"avg_fast\":\"17.006\",\"avg\":\"16.9244\",\"avg_slow\":\"13.9059\"}},\"47\":{\"2018-02-07 16:33:06\":{\"current\":\"19.1701\",\"avg_fast\":\"17.6552\",\"avg\":\"17.0705\",\"avg_slow\":\"14.2224\"}},\"48\":{\"2018-02-07 16:34:16\":{\"current\":\"15.9034\",\"avg_fast\":\"17.1297\",\"avg\":\"17.0824\",\"avg_slow\":\"14.5084\"}},\"49\":{\"2018-02-07 16:35:21\":{\"current\":\"9.16667\",\"avg_fast\":\"14.7408\",\"avg\":\"16.6141\",\"avg_slow\":\"14.719\"}},\"50\":{\"2018-02-07 16:36:26\":{\"current\":\"8\",\"avg_fast\":\"12.7185\",\"avg\":\"15.8349\",\"avg_slow\":\"14.8306\"}},\"51\":{\"2018-02-07 16:37:28\":{\"current\":\"3.5\",\"avg_fast\":\"9.95298\",\"avg\":\"14.6586\",\"avg_slow\":\"14.8134\"}}}}",
"originalUrl": null
}
Install Gentoo