89592 89594

time_dilation_current


Raw Data
{
    "data": {
        "2018-06-17 00:07:22": {
            "current": "0",
            "avg_fast": "0",
            "avg": "0",
            "avg_slow": "0"
        },
        "2018-06-17 00:08:24": {
            "current": "2.75229",
            "avg_fast": "0.825688",
            "avg": "0.165138",
            "avg_slow": "0.0165138"
        },
        "2018-06-17 00:09:27": {
            "current": "5.33333",
            "avg_fast": "2.17798",
            "avg": "0.567706",
            "avg_slow": "0.071633"
        },
        "2018-06-17 00:10:29": {
            "current": "3",
            "avg_fast": "2.42459",
            "avg": "0.939083",
            "avg_slow": "0.158378"
        },
        "2018-06-17 00:11:32": {
            "current": "4.66667",
            "avg_fast": "3.09721",
            "avg": "1.37071",
            "avg_slow": "0.279611"
        },
        "2018-06-17 00:12:34": {
            "current": "3.5",
            "avg_fast": "3.21805",
            "avg": "1.74018",
            "avg_slow": "0.425667"
        },
        "2018-06-17 00:13:36": {
            "current": "3.5",
            "avg_fast": "3.30263",
            "avg": "2.05267",
            "avg_slow": "0.588368"
        },
        "2018-06-17 00:14:38": {
            "current": "2.66667",
            "avg_fast": "3.11184",
            "avg": "2.2645",
            "avg_slow": "0.755981"
        },
        "2018-06-17 00:15:40": {
            "current": "3.83333",
            "avg_fast": "3.32829",
            "avg": "2.47726",
            "avg_slow": "0.928109"
        },
        "2018-06-17 00:16:43": {
            "current": "4.66667",
            "avg_fast": "3.7298",
            "avg": "2.72777",
            "avg_slow": "1.10807"
        },
        "2018-06-17 00:17:45": {
            "current": "4.66667",
            "avg_fast": "4.01086",
            "avg": "2.98439",
            "avg_slow": "1.29571"
        },
        "2018-06-17 00:18:49": {
            "current": "5.83333",
            "avg_fast": "4.5576",
            "avg": "3.29903",
            "avg_slow": "1.49604"
        },
        "2018-06-17 00:19:52": {
            "current": "4.5",
            "avg_fast": "4.54032",
            "avg": "3.54729",
            "avg_slow": "1.70116"
        },
        "2018-06-17 00:20:55": {
            "current": "5.33333",
            "avg_fast": "4.77823",
            "avg": "3.79348",
            "avg_slow": "1.9104"
        },
        "2018-06-17 00:21:58": {
            "current": "4.83333",
            "avg_fast": "4.79476",
            "avg": "3.99373",
            "avg_slow": "2.11873"
        },
        "2018-06-17 00:23:02": {
            "current": "7.5",
            "avg_fast": "5.60633",
            "avg": "4.31625",
            "avg_slow": "2.33848"
        },
        "2018-06-17 00:24:07": {
            "current": "8.40966",
            "avg_fast": "6.44733",
            "avg": "4.74247",
            "avg_slow": "2.57888"
        },
        "2018-06-17 00:25:14": {
            "current": "10.3333",
            "avg_fast": "7.61313",
            "avg": "5.3166",
            "avg_slow": "2.85265"
        },
        "2018-06-17 00:26:20": {
            "current": "10.3333",
            "avg_fast": "8.42919",
            "avg": "5.93912",
            "avg_slow": "3.1613"
        },
        "2018-06-17 00:27:26": {
            "current": "10.2415",
            "avg_fast": "8.97287",
            "avg": "6.54587",
            "avg_slow": "3.49976"
        },
        "2018-06-17 00:28:32": {
            "current": "9.83333",
            "avg_fast": "9.23101",
            "avg": "7.0829",
            "avg_slow": "3.85807"
        },
        "2018-06-17 00:29:41": {
            "current": "15.5",
            "avg_fast": "11.1117",
            "avg": "7.88866",
            "avg_slow": "4.26113"
        },
        "2018-06-17 00:30:57": {
            "current": "27",
            "avg_fast": "15.8782",
            "avg": "9.48657",
            "avg_slow": "4.78367"
        },
        "2018-06-17 00:32:15": {
            "current": "29.8918",
            "avg_fast": "20.0823",
            "avg": "11.6057",
            "avg_slow": "5.46588"
        },
        "2018-06-17 00:33:35": {
            "current": "32.0033",
            "avg_fast": "23.6586",
            "avg": "14.0163",
            "avg_slow": "6.32092"
        },
        "2018-06-17 00:34:53": {
            "current": "31.0575",
            "avg_fast": "25.8782",
            "avg": "16.3887",
            "avg_slow": "7.32769"
        },
        "2018-06-17 00:36:12": {
            "current": "31.2812",
            "avg_fast": "27.4991",
            "avg": "18.6108",
            "avg_slow": "8.456"
        },
        "2018-06-17 00:37:31": {
            "current": "31.614",
            "avg_fast": "28.7336",
            "avg": "20.6353",
            "avg_slow": "9.67393"
        },
        "2018-06-17 00:38:49": {
            "current": "29.6667",
            "avg_fast": "29.0135",
            "avg": "22.311",
            "avg_slow": "10.9376"
        },
        "2018-06-17 00:40:08": {
            "current": "31.0575",
            "avg_fast": "29.6267",
            "avg": "23.7741",
            "avg_slow": "12.2213"
        },
        "2018-06-17 00:41:27": {
            "current": "31",
            "avg_fast": "30.0387",
            "avg": "25.027",
            "avg_slow": "13.5019"
        },
        "2018-06-17 00:42:48": {
            "current": "35.3872",
            "avg_fast": "31.6432",
            "avg": "26.3503",
            "avg_slow": "14.7867"
        },
        "2018-06-17 00:44:09": {
            "current": "34.5",
            "avg_fast": "32.5003",
            "avg": "27.5803",
            "avg_slow": "16.0661"
        },
        "2018-06-17 00:45:19": {
            "current": "17.1381",
            "avg_fast": "27.8916",
            "avg": "27.6425",
            "avg_slow": "17.2237"
        },
        "2018-06-17 00:46:25": {
            "current": "9.5",
            "avg_fast": "22.3741",
            "avg": "26.5889",
            "avg_slow": "18.1602"
        }
    },
    "parser": "\\App\\Entity\\Stat\\time_dilation_current3",
    "id": 2201418,
    "datetime": {
        "date": "2018-06-17 00:48:18.000000",
        "timezone_type": 3,
        "timezone": "UTC"
    },
    "round": 89593,
    "key": "time_dilation_current",
    "type": "associative",
    "version": 3,
    "json": "{\"data\":{\"1\":{\"2018-06-17 00:07:22\":{\"current\":\"0\",\"avg_fast\":\"0\",\"avg\":\"0\",\"avg_slow\":\"0\"}},\"2\":{\"2018-06-17 00:08:24\":{\"current\":\"2.75229\",\"avg_fast\":\"0.825688\",\"avg\":\"0.165138\",\"avg_slow\":\"0.0165138\"}},\"3\":{\"2018-06-17 00:09:27\":{\"current\":\"5.33333\",\"avg_fast\":\"2.17798\",\"avg\":\"0.567706\",\"avg_slow\":\"0.071633\"}},\"4\":{\"2018-06-17 00:10:29\":{\"current\":\"3\",\"avg_fast\":\"2.42459\",\"avg\":\"0.939083\",\"avg_slow\":\"0.158378\"}},\"5\":{\"2018-06-17 00:11:32\":{\"current\":\"4.66667\",\"avg_fast\":\"3.09721\",\"avg\":\"1.37071\",\"avg_slow\":\"0.279611\"}},\"6\":{\"2018-06-17 00:12:34\":{\"current\":\"3.5\",\"avg_fast\":\"3.21805\",\"avg\":\"1.74018\",\"avg_slow\":\"0.425667\"}},\"7\":{\"2018-06-17 00:13:36\":{\"current\":\"3.5\",\"avg_fast\":\"3.30263\",\"avg\":\"2.05267\",\"avg_slow\":\"0.588368\"}},\"8\":{\"2018-06-17 00:14:38\":{\"current\":\"2.66667\",\"avg_fast\":\"3.11184\",\"avg\":\"2.2645\",\"avg_slow\":\"0.755981\"}},\"9\":{\"2018-06-17 00:15:40\":{\"current\":\"3.83333\",\"avg_fast\":\"3.32829\",\"avg\":\"2.47726\",\"avg_slow\":\"0.928109\"}},\"10\":{\"2018-06-17 00:16:43\":{\"current\":\"4.66667\",\"avg_fast\":\"3.7298\",\"avg\":\"2.72777\",\"avg_slow\":\"1.10807\"}},\"11\":{\"2018-06-17 00:17:45\":{\"current\":\"4.66667\",\"avg_fast\":\"4.01086\",\"avg\":\"2.98439\",\"avg_slow\":\"1.29571\"}},\"12\":{\"2018-06-17 00:18:49\":{\"current\":\"5.83333\",\"avg_fast\":\"4.5576\",\"avg\":\"3.29903\",\"avg_slow\":\"1.49604\"}},\"13\":{\"2018-06-17 00:19:52\":{\"current\":\"4.5\",\"avg_fast\":\"4.54032\",\"avg\":\"3.54729\",\"avg_slow\":\"1.70116\"}},\"14\":{\"2018-06-17 00:20:55\":{\"current\":\"5.33333\",\"avg_fast\":\"4.77823\",\"avg\":\"3.79348\",\"avg_slow\":\"1.9104\"}},\"15\":{\"2018-06-17 00:21:58\":{\"current\":\"4.83333\",\"avg_fast\":\"4.79476\",\"avg\":\"3.99373\",\"avg_slow\":\"2.11873\"}},\"16\":{\"2018-06-17 00:23:02\":{\"current\":\"7.5\",\"avg_fast\":\"5.60633\",\"avg\":\"4.31625\",\"avg_slow\":\"2.33848\"}},\"17\":{\"2018-06-17 00:24:07\":{\"current\":\"8.40966\",\"avg_fast\":\"6.44733\",\"avg\":\"4.74247\",\"avg_slow\":\"2.57888\"}},\"18\":{\"2018-06-17 00:25:14\":{\"current\":\"10.3333\",\"avg_fast\":\"7.61313\",\"avg\":\"5.3166\",\"avg_slow\":\"2.85265\"}},\"19\":{\"2018-06-17 00:26:20\":{\"current\":\"10.3333\",\"avg_fast\":\"8.42919\",\"avg\":\"5.93912\",\"avg_slow\":\"3.1613\"}},\"20\":{\"2018-06-17 00:27:26\":{\"current\":\"10.2415\",\"avg_fast\":\"8.97287\",\"avg\":\"6.54587\",\"avg_slow\":\"3.49976\"}},\"21\":{\"2018-06-17 00:28:32\":{\"current\":\"9.83333\",\"avg_fast\":\"9.23101\",\"avg\":\"7.0829\",\"avg_slow\":\"3.85807\"}},\"22\":{\"2018-06-17 00:29:41\":{\"current\":\"15.5\",\"avg_fast\":\"11.1117\",\"avg\":\"7.88866\",\"avg_slow\":\"4.26113\"}},\"23\":{\"2018-06-17 00:30:57\":{\"current\":\"27\",\"avg_fast\":\"15.8782\",\"avg\":\"9.48657\",\"avg_slow\":\"4.78367\"}},\"24\":{\"2018-06-17 00:32:15\":{\"current\":\"29.8918\",\"avg_fast\":\"20.0823\",\"avg\":\"11.6057\",\"avg_slow\":\"5.46588\"}},\"25\":{\"2018-06-17 00:33:35\":{\"current\":\"32.0033\",\"avg_fast\":\"23.6586\",\"avg\":\"14.0163\",\"avg_slow\":\"6.32092\"}},\"26\":{\"2018-06-17 00:34:53\":{\"current\":\"31.0575\",\"avg_fast\":\"25.8782\",\"avg\":\"16.3887\",\"avg_slow\":\"7.32769\"}},\"27\":{\"2018-06-17 00:36:12\":{\"current\":\"31.2812\",\"avg_fast\":\"27.4991\",\"avg\":\"18.6108\",\"avg_slow\":\"8.456\"}},\"28\":{\"2018-06-17 00:37:31\":{\"current\":\"31.614\",\"avg_fast\":\"28.7336\",\"avg\":\"20.6353\",\"avg_slow\":\"9.67393\"}},\"29\":{\"2018-06-17 00:38:49\":{\"current\":\"29.6667\",\"avg_fast\":\"29.0135\",\"avg\":\"22.311\",\"avg_slow\":\"10.9376\"}},\"30\":{\"2018-06-17 00:40:08\":{\"current\":\"31.0575\",\"avg_fast\":\"29.6267\",\"avg\":\"23.7741\",\"avg_slow\":\"12.2213\"}},\"31\":{\"2018-06-17 00:41:27\":{\"current\":\"31\",\"avg_fast\":\"30.0387\",\"avg\":\"25.027\",\"avg_slow\":\"13.5019\"}},\"32\":{\"2018-06-17 00:42:48\":{\"current\":\"35.3872\",\"avg_fast\":\"31.6432\",\"avg\":\"26.3503\",\"avg_slow\":\"14.7867\"}},\"33\":{\"2018-06-17 00:44:09\":{\"current\":\"34.5\",\"avg_fast\":\"32.5003\",\"avg\":\"27.5803\",\"avg_slow\":\"16.0661\"}},\"34\":{\"2018-06-17 00:45:19\":{\"current\":\"17.1381\",\"avg_fast\":\"27.8916\",\"avg\":\"27.6425\",\"avg_slow\":\"17.2237\"}},\"35\":{\"2018-06-17 00:46:25\":{\"current\":\"9.5\",\"avg_fast\":\"22.3741\",\"avg\":\"26.5889\",\"avg_slow\":\"18.1602\"}}}}",
    "originalUrl": null
}