time_dilation_current
Raw Data
{
"data": {
"2018-06-27 02:31:46": {
"current": "0",
"avg_fast": "0",
"avg": "0",
"avg_slow": "0"
},
"2018-06-27 02:32:48": {
"current": "2.58549",
"avg_fast": "0.775646",
"avg": "0.155129",
"avg_slow": "0.0155129"
},
"2018-06-27 02:33:51": {
"current": "4.66667",
"avg_fast": "1.94295",
"avg": "0.512694",
"avg_slow": "0.065231"
},
"2018-06-27 02:34:53": {
"current": "3.5",
"avg_fast": "2.41007",
"avg": "0.892168",
"avg_slow": "0.147925"
},
"2018-06-27 02:35:56": {
"current": "6.16667",
"avg_fast": "3.53705",
"avg": "1.42114",
"avg_slow": "0.275247"
},
"2018-06-27 02:36:58": {
"current": "3.16667",
"avg_fast": "3.42593",
"avg": "1.8221",
"avg_slow": "0.429932"
},
"2018-06-27 02:38:00": {
"current": "2.66667",
"avg_fast": "3.19815",
"avg": "2.09731",
"avg_slow": "0.59667"
},
"2018-06-27 02:39:03": {
"current": "4.49251",
"avg_fast": "3.58646",
"avg": "2.39514",
"avg_slow": "0.776517"
},
"2018-06-27 02:40:05": {
"current": "3.33333",
"avg_fast": "3.51052",
"avg": "2.61822",
"avg_slow": "0.960688"
},
"2018-06-27 02:41:08": {
"current": "6.16667",
"avg_fast": "4.30737",
"avg": "2.95605",
"avg_slow": "1.16022"
},
"2018-06-27 02:42:12": {
"current": "6.33333",
"avg_fast": "4.91516",
"avg": "3.34787",
"avg_slow": "1.37899"
},
"2018-06-27 02:43:16": {
"current": "6.16667",
"avg_fast": "5.29061",
"avg": "3.73642",
"avg_slow": "1.61473"
},
"2018-06-27 02:44:19": {
"current": "6",
"avg_fast": "5.50343",
"avg": "4.08982",
"avg_slow": "1.86224"
},
"2018-06-27 02:45:24": {
"current": "8.33333",
"avg_fast": "6.3524",
"avg": "4.54234",
"avg_slow": "2.13025"
},
"2018-06-27 02:46:29": {
"current": "7.16667",
"avg_fast": "6.59668",
"avg": "4.9532",
"avg_slow": "2.41254"
},
"2018-06-27 02:47:33": {
"current": "6.41132",
"avg_fast": "6.54107",
"avg": "5.27078",
"avg_slow": "2.69837"
},
"2018-06-27 02:48:40": {
"current": "11.5",
"avg_fast": "8.02875",
"avg": "5.82237",
"avg_slow": "3.01077"
},
"2018-06-27 02:49:45": {
"current": "9.83333",
"avg_fast": "8.57013",
"avg": "6.37192",
"avg_slow": "3.34688"
},
"2018-06-27 02:50:53": {
"current": "12.2398",
"avg_fast": "9.67103",
"avg": "7.03174",
"avg_slow": "3.71537"
},
"2018-06-27 02:51:59": {
"current": "11",
"avg_fast": "10.0697",
"avg": "7.63934",
"avg_slow": "4.10777"
},
"2018-06-27 02:53:06": {
"current": "11",
"avg_fast": "10.3488",
"avg": "8.18123",
"avg_slow": "4.51511"
},
"2018-06-27 02:54:12": {
"current": "9.5",
"avg_fast": "10.0942",
"avg": "8.56382",
"avg_slow": "4.91998"
},
"2018-06-27 02:55:19": {
"current": "11.9067",
"avg_fast": "10.6379",
"avg": "8.97864",
"avg_slow": "5.32585"
},
"2018-06-27 02:56:25": {
"current": "9.33333",
"avg_fast": "10.2466",
"avg": "9.23223",
"avg_slow": "5.71649"
},
"2018-06-27 02:57:33": {
"current": "14.5",
"avg_fast": "11.5226",
"avg": "9.6903",
"avg_slow": "6.11387"
},
"2018-06-27 02:58:42": {
"current": "14.5",
"avg_fast": "12.4158",
"avg": "10.2354",
"avg_slow": "6.52602"
},
"2018-06-27 02:59:52": {
"current": "16.8333",
"avg_fast": "13.7411",
"avg": "10.9365",
"avg_slow": "6.96707"
},
"2018-06-27 03:01:03": {
"current": "18.1667",
"avg_fast": "15.0687",
"avg": "11.763",
"avg_slow": "7.44666"
},
"2018-06-27 03:02:14": {
"current": "19",
"avg_fast": "16.2481",
"avg": "12.66",
"avg_slow": "7.968"
},
"2018-06-27 03:03:27": {
"current": "21.5654",
"avg_fast": "17.8433",
"avg": "13.6967",
"avg_slow": "8.54086"
},
"2018-06-27 03:04:37": {
"current": "16.403",
"avg_fast": "17.4112",
"avg": "14.4396",
"avg_slow": "9.13074"
},
"2018-06-27 03:05:49": {
"current": "19.103",
"avg_fast": "17.9187",
"avg": "15.1354",
"avg_slow": "9.7312"
},
"2018-06-27 03:06:58": {
"current": "14.2381",
"avg_fast": "16.8146",
"avg": "15.4712",
"avg_slow": "10.3052"
},
"2018-06-27 03:08:06": {
"current": "14.8333",
"avg_fast": "16.2202",
"avg": "15.621",
"avg_slow": "10.8368"
},
"2018-06-27 03:09:17": {
"current": "18.1667",
"avg_fast": "16.8041",
"avg": "15.8577",
"avg_slow": "11.3389"
},
"2018-06-27 03:10:30": {
"current": "21.3333",
"avg_fast": "18.1629",
"avg": "16.3187",
"avg_slow": "11.8369"
},
"2018-06-27 03:11:44": {
"current": "22.8976",
"avg_fast": "19.5833",
"avg": "16.9716",
"avg_slow": "12.3503"
},
"2018-06-27 03:12:58": {
"current": "23.1667",
"avg_fast": "20.6583",
"avg": "17.709",
"avg_slow": "12.8862"
},
"2018-06-27 03:14:10": {
"current": "20.8333",
"avg_fast": "20.7108",
"avg": "18.3093",
"avg_slow": "13.4285"
},
"2018-06-27 03:15:23": {
"current": "21.6667",
"avg_fast": "20.9976",
"avg": "18.847",
"avg_slow": "13.9704"
},
"2018-06-27 03:16:38": {
"current": "23.9601",
"avg_fast": "21.8863",
"avg": "19.4549",
"avg_slow": "14.5188"
},
"2018-06-27 03:17:50": {
"current": "20.5",
"avg_fast": "21.4704",
"avg": "19.858",
"avg_slow": "15.0527"
},
"2018-06-27 03:19:03": {
"current": "21.6306",
"avg_fast": "21.5185",
"avg": "20.1901",
"avg_slow": "15.5665"
},
"2018-06-27 03:20:18": {
"current": "25.1667",
"avg_fast": "22.6129",
"avg": "20.6746",
"avg_slow": "16.0773"
},
"2018-06-27 03:21:33": {
"current": "24.2928",
"avg_fast": "23.1169",
"avg": "21.1631",
"avg_slow": "16.5859"
},
"2018-06-27 03:22:45": {
"current": "20.6667",
"avg_fast": "22.3818",
"avg": "21.4068",
"avg_slow": "17.068"
},
"2018-06-27 03:23:55": {
"current": "15.9734",
"avg_fast": "20.4593",
"avg": "21.2173",
"avg_slow": "17.4829"
}
},
"parser": "\\App\\Entity\\Stat\\time_dilation_current3",
"id": 2225805,
"datetime": {
"date": "2018-06-27 03:25:57.000000",
"timezone_type": 3,
"timezone": "UTC"
},
"round": 90100,
"key": "time_dilation_current",
"type": "associative",
"version": 3,
"json": "{\"data\":{\"1\":{\"2018-06-27 02:31:46\":{\"current\":\"0\",\"avg_fast\":\"0\",\"avg\":\"0\",\"avg_slow\":\"0\"}},\"2\":{\"2018-06-27 02:32:48\":{\"current\":\"2.58549\",\"avg_fast\":\"0.775646\",\"avg\":\"0.155129\",\"avg_slow\":\"0.0155129\"}},\"3\":{\"2018-06-27 02:33:51\":{\"current\":\"4.66667\",\"avg_fast\":\"1.94295\",\"avg\":\"0.512694\",\"avg_slow\":\"0.065231\"}},\"4\":{\"2018-06-27 02:34:53\":{\"current\":\"3.5\",\"avg_fast\":\"2.41007\",\"avg\":\"0.892168\",\"avg_slow\":\"0.147925\"}},\"5\":{\"2018-06-27 02:35:56\":{\"current\":\"6.16667\",\"avg_fast\":\"3.53705\",\"avg\":\"1.42114\",\"avg_slow\":\"0.275247\"}},\"6\":{\"2018-06-27 02:36:58\":{\"current\":\"3.16667\",\"avg_fast\":\"3.42593\",\"avg\":\"1.8221\",\"avg_slow\":\"0.429932\"}},\"7\":{\"2018-06-27 02:38:00\":{\"current\":\"2.66667\",\"avg_fast\":\"3.19815\",\"avg\":\"2.09731\",\"avg_slow\":\"0.59667\"}},\"8\":{\"2018-06-27 02:39:03\":{\"current\":\"4.49251\",\"avg_fast\":\"3.58646\",\"avg\":\"2.39514\",\"avg_slow\":\"0.776517\"}},\"9\":{\"2018-06-27 02:40:05\":{\"current\":\"3.33333\",\"avg_fast\":\"3.51052\",\"avg\":\"2.61822\",\"avg_slow\":\"0.960688\"}},\"10\":{\"2018-06-27 02:41:08\":{\"current\":\"6.16667\",\"avg_fast\":\"4.30737\",\"avg\":\"2.95605\",\"avg_slow\":\"1.16022\"}},\"11\":{\"2018-06-27 02:42:12\":{\"current\":\"6.33333\",\"avg_fast\":\"4.91516\",\"avg\":\"3.34787\",\"avg_slow\":\"1.37899\"}},\"12\":{\"2018-06-27 02:43:16\":{\"current\":\"6.16667\",\"avg_fast\":\"5.29061\",\"avg\":\"3.73642\",\"avg_slow\":\"1.61473\"}},\"13\":{\"2018-06-27 02:44:19\":{\"current\":\"6\",\"avg_fast\":\"5.50343\",\"avg\":\"4.08982\",\"avg_slow\":\"1.86224\"}},\"14\":{\"2018-06-27 02:45:24\":{\"current\":\"8.33333\",\"avg_fast\":\"6.3524\",\"avg\":\"4.54234\",\"avg_slow\":\"2.13025\"}},\"15\":{\"2018-06-27 02:46:29\":{\"current\":\"7.16667\",\"avg_fast\":\"6.59668\",\"avg\":\"4.9532\",\"avg_slow\":\"2.41254\"}},\"16\":{\"2018-06-27 02:47:33\":{\"current\":\"6.41132\",\"avg_fast\":\"6.54107\",\"avg\":\"5.27078\",\"avg_slow\":\"2.69837\"}},\"17\":{\"2018-06-27 02:48:40\":{\"current\":\"11.5\",\"avg_fast\":\"8.02875\",\"avg\":\"5.82237\",\"avg_slow\":\"3.01077\"}},\"18\":{\"2018-06-27 02:49:45\":{\"current\":\"9.83333\",\"avg_fast\":\"8.57013\",\"avg\":\"6.37192\",\"avg_slow\":\"3.34688\"}},\"19\":{\"2018-06-27 02:50:53\":{\"current\":\"12.2398\",\"avg_fast\":\"9.67103\",\"avg\":\"7.03174\",\"avg_slow\":\"3.71537\"}},\"20\":{\"2018-06-27 02:51:59\":{\"current\":\"11\",\"avg_fast\":\"10.0697\",\"avg\":\"7.63934\",\"avg_slow\":\"4.10777\"}},\"21\":{\"2018-06-27 02:53:06\":{\"current\":\"11\",\"avg_fast\":\"10.3488\",\"avg\":\"8.18123\",\"avg_slow\":\"4.51511\"}},\"22\":{\"2018-06-27 02:54:12\":{\"current\":\"9.5\",\"avg_fast\":\"10.0942\",\"avg\":\"8.56382\",\"avg_slow\":\"4.91998\"}},\"23\":{\"2018-06-27 02:55:19\":{\"current\":\"11.9067\",\"avg_fast\":\"10.6379\",\"avg\":\"8.97864\",\"avg_slow\":\"5.32585\"}},\"24\":{\"2018-06-27 02:56:25\":{\"current\":\"9.33333\",\"avg_fast\":\"10.2466\",\"avg\":\"9.23223\",\"avg_slow\":\"5.71649\"}},\"25\":{\"2018-06-27 02:57:33\":{\"current\":\"14.5\",\"avg_fast\":\"11.5226\",\"avg\":\"9.6903\",\"avg_slow\":\"6.11387\"}},\"26\":{\"2018-06-27 02:58:42\":{\"current\":\"14.5\",\"avg_fast\":\"12.4158\",\"avg\":\"10.2354\",\"avg_slow\":\"6.52602\"}},\"27\":{\"2018-06-27 02:59:52\":{\"current\":\"16.8333\",\"avg_fast\":\"13.7411\",\"avg\":\"10.9365\",\"avg_slow\":\"6.96707\"}},\"28\":{\"2018-06-27 03:01:03\":{\"current\":\"18.1667\",\"avg_fast\":\"15.0687\",\"avg\":\"11.763\",\"avg_slow\":\"7.44666\"}},\"29\":{\"2018-06-27 03:02:14\":{\"current\":\"19\",\"avg_fast\":\"16.2481\",\"avg\":\"12.66\",\"avg_slow\":\"7.968\"}},\"30\":{\"2018-06-27 03:03:27\":{\"current\":\"21.5654\",\"avg_fast\":\"17.8433\",\"avg\":\"13.6967\",\"avg_slow\":\"8.54086\"}},\"31\":{\"2018-06-27 03:04:37\":{\"current\":\"16.403\",\"avg_fast\":\"17.4112\",\"avg\":\"14.4396\",\"avg_slow\":\"9.13074\"}},\"32\":{\"2018-06-27 03:05:49\":{\"current\":\"19.103\",\"avg_fast\":\"17.9187\",\"avg\":\"15.1354\",\"avg_slow\":\"9.7312\"}},\"33\":{\"2018-06-27 03:06:58\":{\"current\":\"14.2381\",\"avg_fast\":\"16.8146\",\"avg\":\"15.4712\",\"avg_slow\":\"10.3052\"}},\"34\":{\"2018-06-27 03:08:06\":{\"current\":\"14.8333\",\"avg_fast\":\"16.2202\",\"avg\":\"15.621\",\"avg_slow\":\"10.8368\"}},\"35\":{\"2018-06-27 03:09:17\":{\"current\":\"18.1667\",\"avg_fast\":\"16.8041\",\"avg\":\"15.8577\",\"avg_slow\":\"11.3389\"}},\"36\":{\"2018-06-27 03:10:30\":{\"current\":\"21.3333\",\"avg_fast\":\"18.1629\",\"avg\":\"16.3187\",\"avg_slow\":\"11.8369\"}},\"37\":{\"2018-06-27 03:11:44\":{\"current\":\"22.8976\",\"avg_fast\":\"19.5833\",\"avg\":\"16.9716\",\"avg_slow\":\"12.3503\"}},\"38\":{\"2018-06-27 03:12:58\":{\"current\":\"23.1667\",\"avg_fast\":\"20.6583\",\"avg\":\"17.709\",\"avg_slow\":\"12.8862\"}},\"39\":{\"2018-06-27 03:14:10\":{\"current\":\"20.8333\",\"avg_fast\":\"20.7108\",\"avg\":\"18.3093\",\"avg_slow\":\"13.4285\"}},\"40\":{\"2018-06-27 03:15:23\":{\"current\":\"21.6667\",\"avg_fast\":\"20.9976\",\"avg\":\"18.847\",\"avg_slow\":\"13.9704\"}},\"41\":{\"2018-06-27 03:16:38\":{\"current\":\"23.9601\",\"avg_fast\":\"21.8863\",\"avg\":\"19.4549\",\"avg_slow\":\"14.5188\"}},\"42\":{\"2018-06-27 03:17:50\":{\"current\":\"20.5\",\"avg_fast\":\"21.4704\",\"avg\":\"19.858\",\"avg_slow\":\"15.0527\"}},\"43\":{\"2018-06-27 03:19:03\":{\"current\":\"21.6306\",\"avg_fast\":\"21.5185\",\"avg\":\"20.1901\",\"avg_slow\":\"15.5665\"}},\"44\":{\"2018-06-27 03:20:18\":{\"current\":\"25.1667\",\"avg_fast\":\"22.6129\",\"avg\":\"20.6746\",\"avg_slow\":\"16.0773\"}},\"45\":{\"2018-06-27 03:21:33\":{\"current\":\"24.2928\",\"avg_fast\":\"23.1169\",\"avg\":\"21.1631\",\"avg_slow\":\"16.5859\"}},\"46\":{\"2018-06-27 03:22:45\":{\"current\":\"20.6667\",\"avg_fast\":\"22.3818\",\"avg\":\"21.4068\",\"avg_slow\":\"17.068\"}},\"47\":{\"2018-06-27 03:23:55\":{\"current\":\"15.9734\",\"avg_fast\":\"20.4593\",\"avg\":\"21.2173\",\"avg_slow\":\"17.4829\"}}}}",
"originalUrl": null
}
Install Gentoo