time_dilation_current
Raw Data
{
"data": {
"2018-06-27 06:15:13": {
"current": "0",
"avg_fast": "0",
"avg": "0",
"avg_slow": "0"
},
"2018-06-27 06:16:15": {
"current": "4.08674",
"avg_fast": "1.22602",
"avg": "0.245204",
"avg_slow": "0.0245204"
},
"2018-06-27 06:17:17": {
"current": "3.83333",
"avg_fast": "2.00822",
"avg": "0.597807",
"avg_slow": "0.081849"
},
"2018-06-27 06:18:21": {
"current": "5.83333",
"avg_fast": "3.15575",
"avg": "1.1094",
"avg_slow": "0.184604"
},
"2018-06-27 06:19:22": {
"current": "2",
"avg_fast": "2.80903",
"avg": "1.44932",
"avg_slow": "0.311075"
},
"2018-06-27 06:20:25": {
"current": "5.16667",
"avg_fast": "3.51632",
"avg": "1.86272",
"avg_slow": "0.46624"
},
"2018-06-27 06:21:28": {
"current": "5.66667",
"avg_fast": "4.16142",
"avg": "2.32246",
"avg_slow": "0.651862"
},
"2018-06-27 06:22:31": {
"current": "4.16667",
"avg_fast": "4.163",
"avg": "2.69057",
"avg_slow": "0.855733"
},
"2018-06-27 06:23:33": {
"current": "4",
"avg_fast": "4.1141",
"avg": "2.97527",
"avg_slow": "1.06769"
},
"2018-06-27 06:24:36": {
"current": "4",
"avg_fast": "4.07987",
"avg": "3.19619",
"avg_slow": "1.28054"
},
"2018-06-27 06:25:38": {
"current": "3.5",
"avg_fast": "3.90591",
"avg": "3.33814",
"avg_slow": "1.4863"
},
"2018-06-27 06:26:41": {
"current": "4.57952",
"avg_fast": "4.10799",
"avg": "3.49211",
"avg_slow": "1.68688"
},
"2018-06-27 06:27:45": {
"current": "6.66667",
"avg_fast": "4.87559",
"avg": "3.7688",
"avg_slow": "1.89507"
},
"2018-06-27 06:28:47": {
"current": "4",
"avg_fast": "4.61292",
"avg": "3.93763",
"avg_slow": "2.09933"
},
"2018-06-27 06:29:50": {
"current": "5",
"avg_fast": "4.72904",
"avg": "4.09591",
"avg_slow": "2.29898"
},
"2018-06-27 06:30:52": {
"current": "4",
"avg_fast": "4.51033",
"avg": "4.17879",
"avg_slow": "2.48697"
},
"2018-06-27 06:31:55": {
"current": "4.5",
"avg_fast": "4.50723",
"avg": "4.24448",
"avg_slow": "2.66272"
},
"2018-06-27 06:32:58": {
"current": "4.07993",
"avg_fast": "4.37904",
"avg": "4.27139",
"avg_slow": "2.82358"
},
"2018-06-27 06:33:59": {
"current": "2.83333",
"avg_fast": "3.91533",
"avg": "4.20018",
"avg_slow": "2.96124"
},
"2018-06-27 06:35:02": {
"current": "3.66667",
"avg_fast": "3.84073",
"avg": "4.12829",
"avg_slow": "3.07795"
},
"2018-06-27 06:36:04": {
"current": "4.33333",
"avg_fast": "3.98851",
"avg": "4.10033",
"avg_slow": "3.18019"
},
"2018-06-27 06:37:07": {
"current": "5.33333",
"avg_fast": "4.39196",
"avg": "4.15866",
"avg_slow": "3.27803"
},
"2018-06-27 06:38:11": {
"current": "5.83333",
"avg_fast": "4.82437",
"avg": "4.2918",
"avg_slow": "3.37941"
},
"2018-06-27 06:39:14": {
"current": "4.5",
"avg_fast": "4.72706",
"avg": "4.37885",
"avg_slow": "3.47935"
},
"2018-06-27 06:40:16": {
"current": "3.83333",
"avg_fast": "4.45894",
"avg": "4.39487",
"avg_slow": "3.57091"
},
"2018-06-27 06:41:19": {
"current": "5",
"avg_fast": "4.62126",
"avg": "4.44015",
"avg_slow": "3.65783"
},
"2018-06-27 06:42:22": {
"current": "6",
"avg_fast": "5.03488",
"avg": "4.55909",
"avg_slow": "3.74796"
},
"2018-06-27 06:43:25": {
"current": "4.83333",
"avg_fast": "4.97442",
"avg": "4.64216",
"avg_slow": "3.83738"
},
"2018-06-27 06:44:31": {
"current": "9.83333",
"avg_fast": "6.43209",
"avg": "5.00015",
"avg_slow": "3.95365"
},
"2018-06-27 06:45:35": {
"current": "6.16667",
"avg_fast": "6.35246",
"avg": "5.27061",
"avg_slow": "4.08535"
},
"2018-06-27 06:46:39": {
"current": "6.83333",
"avg_fast": "6.49673",
"avg": "5.51583",
"avg_slow": "4.2284"
},
"2018-06-27 06:47:44": {
"current": "9",
"avg_fast": "7.24771",
"avg": "5.86221",
"avg_slow": "4.39178"
},
"2018-06-27 06:48:48": {
"current": "5.0791",
"avg_fast": "6.59713",
"avg": "6.00919",
"avg_slow": "4.55352"
},
"2018-06-27 06:49:53": {
"current": "8.33333",
"avg_fast": "7.11799",
"avg": "6.23095",
"avg_slow": "4.72126"
},
"2018-06-27 06:50:57": {
"current": "8.0766",
"avg_fast": "7.40557",
"avg": "6.46588",
"avg_slow": "4.89572"
},
"2018-06-27 06:52:00": {
"current": "4",
"avg_fast": "6.3839",
"avg": "6.44948",
"avg_slow": "5.0511"
},
"2018-06-27 06:53:04": {
"current": "7.33333",
"avg_fast": "6.66873",
"avg": "6.49333",
"avg_slow": "5.19532"
},
"2018-06-27 06:54:06": {
"current": "3.33333",
"avg_fast": "5.66811",
"avg": "6.32829",
"avg_slow": "5.30862"
},
"2018-06-27 06:55:09": {
"current": "5.16667",
"avg_fast": "5.51768",
"avg": "6.16617",
"avg_slow": "5.39437"
},
"2018-06-27 06:56:13": {
"current": "6",
"avg_fast": "5.66237",
"avg": "6.06541",
"avg_slow": "5.46148"
},
"2018-06-27 06:57:22": {
"current": "14.3095",
"avg_fast": "8.25651",
"avg": "6.50363",
"avg_slow": "5.56569"
},
"2018-06-27 06:58:29": {
"current": "12.9274",
"avg_fast": "9.65779",
"avg": "7.13446",
"avg_slow": "5.72257"
},
"2018-06-27 06:59:36": {
"current": "11.5",
"avg_fast": "10.2105",
"avg": "7.74966",
"avg_slow": "5.92528"
},
"2018-06-27 07:00:43": {
"current": "11.3333",
"avg_fast": "10.5473",
"avg": "8.30919",
"avg_slow": "6.16367"
},
"2018-06-27 07:01:51": {
"current": "13.8333",
"avg_fast": "11.5331",
"avg": "8.95398",
"avg_slow": "6.4427"
},
"2018-06-27 07:02:59": {
"current": "12.3333",
"avg_fast": "11.7732",
"avg": "9.51782",
"avg_slow": "6.75021"
},
"2018-06-27 07:04:07": {
"current": "14",
"avg_fast": "12.4412",
"avg": "10.1025",
"avg_slow": "7.08544"
},
"2018-06-27 07:05:18": {
"current": "18.5",
"avg_fast": "14.2589",
"avg": "10.9338",
"avg_slow": "7.47027"
},
"2018-06-27 07:06:30": {
"current": "19",
"avg_fast": "15.6812",
"avg": "11.8833",
"avg_slow": "7.91157"
},
"2018-06-27 07:07:38": {
"current": "14.1667",
"avg_fast": "15.2268",
"avg": "12.552",
"avg_slow": "8.37561"
},
"2018-06-27 07:08:47": {
"current": "14.4047",
"avg_fast": "14.9802",
"avg": "13.0376",
"avg_slow": "8.84181"
},
"2018-06-27 07:09:56": {
"current": "14.9042",
"avg_fast": "14.9574",
"avg": "13.4216",
"avg_slow": "9.29979"
},
"2018-06-27 07:11:06": {
"current": "16.3333",
"avg_fast": "15.3702",
"avg": "13.8113",
"avg_slow": "9.75094"
},
"2018-06-27 07:12:14": {
"current": "14.0716",
"avg_fast": "14.9806",
"avg": "14.0452",
"avg_slow": "10.1804"
},
"2018-06-27 07:13:24": {
"current": "16.403",
"avg_fast": "15.4073",
"avg": "14.3176",
"avg_slow": "10.5941"
},
"2018-06-27 07:14:33": {
"current": "14.8333",
"avg_fast": "15.2351",
"avg": "14.5011",
"avg_slow": "10.9848"
},
"2018-06-27 07:15:45": {
"current": "20.3333",
"avg_fast": "16.7646",
"avg": "14.9538",
"avg_slow": "11.3817"
},
"2018-06-27 07:16:54": {
"current": "14.6667",
"avg_fast": "16.1352",
"avg": "15.1901",
"avg_slow": "11.7625"
},
"2018-06-27 07:17:59": {
"current": "8.16667",
"avg_fast": "13.7446",
"avg": "14.901",
"avg_slow": "12.0764"
},
"2018-06-27 07:19:08": {
"current": "15.3333",
"avg_fast": "14.2213",
"avg": "14.765",
"avg_slow": "12.3452"
},
"2018-06-27 07:20:13": {
"current": "8.83333",
"avg_fast": "12.6049",
"avg": "14.333",
"avg_slow": "12.544"
},
"2018-06-27 07:21:17": {
"current": "6.83333",
"avg_fast": "10.8734",
"avg": "13.6411",
"avg_slow": "12.6537"
}
},
"parser": "\\App\\Entity\\Stat\\time_dilation_current3",
"id": 2226206,
"datetime": {
"date": "2018-06-27 07:22:35.000000",
"timezone_type": 3,
"timezone": "UTC"
},
"round": 90109,
"key": "time_dilation_current",
"type": "associative",
"version": 3,
"json": "{\"data\":{\"1\":{\"2018-06-27 06:15:13\":{\"current\":\"0\",\"avg_fast\":\"0\",\"avg\":\"0\",\"avg_slow\":\"0\"}},\"2\":{\"2018-06-27 06:16:15\":{\"current\":\"4.08674\",\"avg_fast\":\"1.22602\",\"avg\":\"0.245204\",\"avg_slow\":\"0.0245204\"}},\"3\":{\"2018-06-27 06:17:17\":{\"current\":\"3.83333\",\"avg_fast\":\"2.00822\",\"avg\":\"0.597807\",\"avg_slow\":\"0.081849\"}},\"4\":{\"2018-06-27 06:18:21\":{\"current\":\"5.83333\",\"avg_fast\":\"3.15575\",\"avg\":\"1.1094\",\"avg_slow\":\"0.184604\"}},\"5\":{\"2018-06-27 06:19:22\":{\"current\":\"2\",\"avg_fast\":\"2.80903\",\"avg\":\"1.44932\",\"avg_slow\":\"0.311075\"}},\"6\":{\"2018-06-27 06:20:25\":{\"current\":\"5.16667\",\"avg_fast\":\"3.51632\",\"avg\":\"1.86272\",\"avg_slow\":\"0.46624\"}},\"7\":{\"2018-06-27 06:21:28\":{\"current\":\"5.66667\",\"avg_fast\":\"4.16142\",\"avg\":\"2.32246\",\"avg_slow\":\"0.651862\"}},\"8\":{\"2018-06-27 06:22:31\":{\"current\":\"4.16667\",\"avg_fast\":\"4.163\",\"avg\":\"2.69057\",\"avg_slow\":\"0.855733\"}},\"9\":{\"2018-06-27 06:23:33\":{\"current\":\"4\",\"avg_fast\":\"4.1141\",\"avg\":\"2.97527\",\"avg_slow\":\"1.06769\"}},\"10\":{\"2018-06-27 06:24:36\":{\"current\":\"4\",\"avg_fast\":\"4.07987\",\"avg\":\"3.19619\",\"avg_slow\":\"1.28054\"}},\"11\":{\"2018-06-27 06:25:38\":{\"current\":\"3.5\",\"avg_fast\":\"3.90591\",\"avg\":\"3.33814\",\"avg_slow\":\"1.4863\"}},\"12\":{\"2018-06-27 06:26:41\":{\"current\":\"4.57952\",\"avg_fast\":\"4.10799\",\"avg\":\"3.49211\",\"avg_slow\":\"1.68688\"}},\"13\":{\"2018-06-27 06:27:45\":{\"current\":\"6.66667\",\"avg_fast\":\"4.87559\",\"avg\":\"3.7688\",\"avg_slow\":\"1.89507\"}},\"14\":{\"2018-06-27 06:28:47\":{\"current\":\"4\",\"avg_fast\":\"4.61292\",\"avg\":\"3.93763\",\"avg_slow\":\"2.09933\"}},\"15\":{\"2018-06-27 06:29:50\":{\"current\":\"5\",\"avg_fast\":\"4.72904\",\"avg\":\"4.09591\",\"avg_slow\":\"2.29898\"}},\"16\":{\"2018-06-27 06:30:52\":{\"current\":\"4\",\"avg_fast\":\"4.51033\",\"avg\":\"4.17879\",\"avg_slow\":\"2.48697\"}},\"17\":{\"2018-06-27 06:31:55\":{\"current\":\"4.5\",\"avg_fast\":\"4.50723\",\"avg\":\"4.24448\",\"avg_slow\":\"2.66272\"}},\"18\":{\"2018-06-27 06:32:58\":{\"current\":\"4.07993\",\"avg_fast\":\"4.37904\",\"avg\":\"4.27139\",\"avg_slow\":\"2.82358\"}},\"19\":{\"2018-06-27 06:33:59\":{\"current\":\"2.83333\",\"avg_fast\":\"3.91533\",\"avg\":\"4.20018\",\"avg_slow\":\"2.96124\"}},\"20\":{\"2018-06-27 06:35:02\":{\"current\":\"3.66667\",\"avg_fast\":\"3.84073\",\"avg\":\"4.12829\",\"avg_slow\":\"3.07795\"}},\"21\":{\"2018-06-27 06:36:04\":{\"current\":\"4.33333\",\"avg_fast\":\"3.98851\",\"avg\":\"4.10033\",\"avg_slow\":\"3.18019\"}},\"22\":{\"2018-06-27 06:37:07\":{\"current\":\"5.33333\",\"avg_fast\":\"4.39196\",\"avg\":\"4.15866\",\"avg_slow\":\"3.27803\"}},\"23\":{\"2018-06-27 06:38:11\":{\"current\":\"5.83333\",\"avg_fast\":\"4.82437\",\"avg\":\"4.2918\",\"avg_slow\":\"3.37941\"}},\"24\":{\"2018-06-27 06:39:14\":{\"current\":\"4.5\",\"avg_fast\":\"4.72706\",\"avg\":\"4.37885\",\"avg_slow\":\"3.47935\"}},\"25\":{\"2018-06-27 06:40:16\":{\"current\":\"3.83333\",\"avg_fast\":\"4.45894\",\"avg\":\"4.39487\",\"avg_slow\":\"3.57091\"}},\"26\":{\"2018-06-27 06:41:19\":{\"current\":\"5\",\"avg_fast\":\"4.62126\",\"avg\":\"4.44015\",\"avg_slow\":\"3.65783\"}},\"27\":{\"2018-06-27 06:42:22\":{\"current\":\"6\",\"avg_fast\":\"5.03488\",\"avg\":\"4.55909\",\"avg_slow\":\"3.74796\"}},\"28\":{\"2018-06-27 06:43:25\":{\"current\":\"4.83333\",\"avg_fast\":\"4.97442\",\"avg\":\"4.64216\",\"avg_slow\":\"3.83738\"}},\"29\":{\"2018-06-27 06:44:31\":{\"current\":\"9.83333\",\"avg_fast\":\"6.43209\",\"avg\":\"5.00015\",\"avg_slow\":\"3.95365\"}},\"30\":{\"2018-06-27 06:45:35\":{\"current\":\"6.16667\",\"avg_fast\":\"6.35246\",\"avg\":\"5.27061\",\"avg_slow\":\"4.08535\"}},\"31\":{\"2018-06-27 06:46:39\":{\"current\":\"6.83333\",\"avg_fast\":\"6.49673\",\"avg\":\"5.51583\",\"avg_slow\":\"4.2284\"}},\"32\":{\"2018-06-27 06:47:44\":{\"current\":\"9\",\"avg_fast\":\"7.24771\",\"avg\":\"5.86221\",\"avg_slow\":\"4.39178\"}},\"33\":{\"2018-06-27 06:48:48\":{\"current\":\"5.0791\",\"avg_fast\":\"6.59713\",\"avg\":\"6.00919\",\"avg_slow\":\"4.55352\"}},\"34\":{\"2018-06-27 06:49:53\":{\"current\":\"8.33333\",\"avg_fast\":\"7.11799\",\"avg\":\"6.23095\",\"avg_slow\":\"4.72126\"}},\"35\":{\"2018-06-27 06:50:57\":{\"current\":\"8.0766\",\"avg_fast\":\"7.40557\",\"avg\":\"6.46588\",\"avg_slow\":\"4.89572\"}},\"36\":{\"2018-06-27 06:52:00\":{\"current\":\"4\",\"avg_fast\":\"6.3839\",\"avg\":\"6.44948\",\"avg_slow\":\"5.0511\"}},\"37\":{\"2018-06-27 06:53:04\":{\"current\":\"7.33333\",\"avg_fast\":\"6.66873\",\"avg\":\"6.49333\",\"avg_slow\":\"5.19532\"}},\"38\":{\"2018-06-27 06:54:06\":{\"current\":\"3.33333\",\"avg_fast\":\"5.66811\",\"avg\":\"6.32829\",\"avg_slow\":\"5.30862\"}},\"39\":{\"2018-06-27 06:55:09\":{\"current\":\"5.16667\",\"avg_fast\":\"5.51768\",\"avg\":\"6.16617\",\"avg_slow\":\"5.39437\"}},\"40\":{\"2018-06-27 06:56:13\":{\"current\":\"6\",\"avg_fast\":\"5.66237\",\"avg\":\"6.06541\",\"avg_slow\":\"5.46148\"}},\"41\":{\"2018-06-27 06:57:22\":{\"current\":\"14.3095\",\"avg_fast\":\"8.25651\",\"avg\":\"6.50363\",\"avg_slow\":\"5.56569\"}},\"42\":{\"2018-06-27 06:58:29\":{\"current\":\"12.9274\",\"avg_fast\":\"9.65779\",\"avg\":\"7.13446\",\"avg_slow\":\"5.72257\"}},\"43\":{\"2018-06-27 06:59:36\":{\"current\":\"11.5\",\"avg_fast\":\"10.2105\",\"avg\":\"7.74966\",\"avg_slow\":\"5.92528\"}},\"44\":{\"2018-06-27 07:00:43\":{\"current\":\"11.3333\",\"avg_fast\":\"10.5473\",\"avg\":\"8.30919\",\"avg_slow\":\"6.16367\"}},\"45\":{\"2018-06-27 07:01:51\":{\"current\":\"13.8333\",\"avg_fast\":\"11.5331\",\"avg\":\"8.95398\",\"avg_slow\":\"6.4427\"}},\"46\":{\"2018-06-27 07:02:59\":{\"current\":\"12.3333\",\"avg_fast\":\"11.7732\",\"avg\":\"9.51782\",\"avg_slow\":\"6.75021\"}},\"47\":{\"2018-06-27 07:04:07\":{\"current\":\"14\",\"avg_fast\":\"12.4412\",\"avg\":\"10.1025\",\"avg_slow\":\"7.08544\"}},\"48\":{\"2018-06-27 07:05:18\":{\"current\":\"18.5\",\"avg_fast\":\"14.2589\",\"avg\":\"10.9338\",\"avg_slow\":\"7.47027\"}},\"49\":{\"2018-06-27 07:06:30\":{\"current\":\"19\",\"avg_fast\":\"15.6812\",\"avg\":\"11.8833\",\"avg_slow\":\"7.91157\"}},\"50\":{\"2018-06-27 07:07:38\":{\"current\":\"14.1667\",\"avg_fast\":\"15.2268\",\"avg\":\"12.552\",\"avg_slow\":\"8.37561\"}},\"51\":{\"2018-06-27 07:08:47\":{\"current\":\"14.4047\",\"avg_fast\":\"14.9802\",\"avg\":\"13.0376\",\"avg_slow\":\"8.84181\"}},\"52\":{\"2018-06-27 07:09:56\":{\"current\":\"14.9042\",\"avg_fast\":\"14.9574\",\"avg\":\"13.4216\",\"avg_slow\":\"9.29979\"}},\"53\":{\"2018-06-27 07:11:06\":{\"current\":\"16.3333\",\"avg_fast\":\"15.3702\",\"avg\":\"13.8113\",\"avg_slow\":\"9.75094\"}},\"54\":{\"2018-06-27 07:12:14\":{\"current\":\"14.0716\",\"avg_fast\":\"14.9806\",\"avg\":\"14.0452\",\"avg_slow\":\"10.1804\"}},\"55\":{\"2018-06-27 07:13:24\":{\"current\":\"16.403\",\"avg_fast\":\"15.4073\",\"avg\":\"14.3176\",\"avg_slow\":\"10.5941\"}},\"56\":{\"2018-06-27 07:14:33\":{\"current\":\"14.8333\",\"avg_fast\":\"15.2351\",\"avg\":\"14.5011\",\"avg_slow\":\"10.9848\"}},\"57\":{\"2018-06-27 07:15:45\":{\"current\":\"20.3333\",\"avg_fast\":\"16.7646\",\"avg\":\"14.9538\",\"avg_slow\":\"11.3817\"}},\"58\":{\"2018-06-27 07:16:54\":{\"current\":\"14.6667\",\"avg_fast\":\"16.1352\",\"avg\":\"15.1901\",\"avg_slow\":\"11.7625\"}},\"59\":{\"2018-06-27 07:17:59\":{\"current\":\"8.16667\",\"avg_fast\":\"13.7446\",\"avg\":\"14.901\",\"avg_slow\":\"12.0764\"}},\"60\":{\"2018-06-27 07:19:08\":{\"current\":\"15.3333\",\"avg_fast\":\"14.2213\",\"avg\":\"14.765\",\"avg_slow\":\"12.3452\"}},\"61\":{\"2018-06-27 07:20:13\":{\"current\":\"8.83333\",\"avg_fast\":\"12.6049\",\"avg\":\"14.333\",\"avg_slow\":\"12.544\"}},\"62\":{\"2018-06-27 07:21:17\":{\"current\":\"6.83333\",\"avg_fast\":\"10.8734\",\"avg\":\"13.6411\",\"avg_slow\":\"12.6537\"}}}}",
"originalUrl": null
}
Install Gentoo