86652 86654

time_dilation_current


Raw Data
{
    "data": {
        "2018-04-17 22:53:55": {
            "current": "0",
            "avg_fast": "0",
            "avg": "0",
            "avg_slow": "0"
        },
        "2018-04-17 22:54:57": {
            "current": "4.08674",
            "avg_fast": "1.22602",
            "avg": "0.245204",
            "avg_slow": "0.0245204"
        },
        "2018-04-17 22:56:02": {
            "current": "7.33333",
            "avg_fast": "3.05822",
            "avg": "0.807806",
            "avg_slow": "0.102849"
        },
        "2018-04-17 22:57:09": {
            "current": "11.6667",
            "avg_fast": "5.64075",
            "avg": "1.7744",
            "avg_slow": "0.270004"
        },
        "2018-04-17 22:58:20": {
            "current": "18.3333",
            "avg_fast": "9.44853",
            "avg": "3.30922",
            "avg_slow": "0.573925"
        },
        "2018-04-17 22:59:27": {
            "current": "12.6667",
            "avg_fast": "10.414",
            "avg": "4.73017",
            "avg_slow": "0.98955"
        },
        "2018-04-17 23:00:33": {
            "current": "8.66667",
            "avg_fast": "9.88978",
            "avg": "5.76209",
            "avg_slow": "1.4668"
        },
        "2018-04-17 23:01:39": {
            "current": "10.1667",
            "avg_fast": "9.97285",
            "avg": "6.60424",
            "avg_slow": "1.98055"
        },
        "2018-04-17 23:02:45": {
            "current": "9.66667",
            "avg_fast": "9.88099",
            "avg": "7.25959",
            "avg_slow": "2.50845"
        },
        "2018-04-17 23:03:51": {
            "current": "10.3333",
            "avg_fast": "10.0167",
            "avg": "7.81101",
            "avg_slow": "3.03871"
        },
        "2018-04-17 23:04:58": {
            "current": "12.2398",
            "avg_fast": "10.6836",
            "avg": "8.38554",
            "avg_slow": "3.57339"
        },
        "2018-04-17 23:06:04": {
            "current": "10.1667",
            "avg_fast": "10.5285",
            "avg": "8.81414",
            "avg_slow": "4.09747"
        },
        "2018-04-17 23:07:15": {
            "current": "18",
            "avg_fast": "12.77",
            "avg": "9.6053",
            "avg_slow": "4.64825"
        },
        "2018-04-17 23:08:22": {
            "current": "11",
            "avg_fast": "12.239",
            "avg": "10.132",
            "avg_slow": "5.19663"
        },
        "2018-04-17 23:09:31": {
            "current": "15.3333",
            "avg_fast": "13.1673",
            "avg": "10.7391",
            "avg_slow": "5.75087"
        },
        "2018-04-17 23:11:06": {
            "current": "58.5",
            "avg_fast": "26.7671",
            "avg": "13.9447",
            "avg_slow": "6.57026"
        },
        "2018-04-17 23:12:17": {
            "current": "18.8333",
            "avg_fast": "24.387",
            "avg": "16.0331",
            "avg_slow": "7.51655"
        },
        "2018-04-17 23:13:28": {
            "current": "18.6667",
            "avg_fast": "22.6709",
            "avg": "17.3607",
            "avg_slow": "8.50096"
        },
        "2018-04-17 23:14:38": {
            "current": "16.2365",
            "avg_fast": "20.7406",
            "avg": "18.0367",
            "avg_slow": "9.45453"
        },
        "2018-04-17 23:15:49": {
            "current": "18.5",
            "avg_fast": "20.0684",
            "avg": "18.443",
            "avg_slow": "10.3534"
        },
        "2018-04-17 23:17:01": {
            "current": "19",
            "avg_fast": "19.7479",
            "avg": "18.704",
            "avg_slow": "11.1884"
        },
        "2018-04-17 23:18:08": {
            "current": "12.3333",
            "avg_fast": "17.5235",
            "avg": "18.4679",
            "avg_slow": "11.9164"
        },
        "2018-04-17 23:19:17": {
            "current": "14.3333",
            "avg_fast": "16.5665",
            "avg": "18.0876",
            "avg_slow": "12.5335"
        }
    },
    "parser": "\\App\\Entity\\Stat\\time_dilation_current3",
    "id": 2058578,
    "datetime": {
        "date": "2018-04-17 23:28:23.000000",
        "timezone_type": 3,
        "timezone": "UTC"
    },
    "round": 86653,
    "key": "time_dilation_current",
    "type": "associative",
    "version": 3,
    "json": "{\"data\":{\"1\":{\"2018-04-17 22:53:55\":{\"current\":\"0\",\"avg_fast\":\"0\",\"avg\":\"0\",\"avg_slow\":\"0\"}},\"2\":{\"2018-04-17 22:54:57\":{\"current\":\"4.08674\",\"avg_fast\":\"1.22602\",\"avg\":\"0.245204\",\"avg_slow\":\"0.0245204\"}},\"3\":{\"2018-04-17 22:56:02\":{\"current\":\"7.33333\",\"avg_fast\":\"3.05822\",\"avg\":\"0.807806\",\"avg_slow\":\"0.102849\"}},\"4\":{\"2018-04-17 22:57:09\":{\"current\":\"11.6667\",\"avg_fast\":\"5.64075\",\"avg\":\"1.7744\",\"avg_slow\":\"0.270004\"}},\"5\":{\"2018-04-17 22:58:20\":{\"current\":\"18.3333\",\"avg_fast\":\"9.44853\",\"avg\":\"3.30922\",\"avg_slow\":\"0.573925\"}},\"6\":{\"2018-04-17 22:59:27\":{\"current\":\"12.6667\",\"avg_fast\":\"10.414\",\"avg\":\"4.73017\",\"avg_slow\":\"0.98955\"}},\"7\":{\"2018-04-17 23:00:33\":{\"current\":\"8.66667\",\"avg_fast\":\"9.88978\",\"avg\":\"5.76209\",\"avg_slow\":\"1.4668\"}},\"8\":{\"2018-04-17 23:01:39\":{\"current\":\"10.1667\",\"avg_fast\":\"9.97285\",\"avg\":\"6.60424\",\"avg_slow\":\"1.98055\"}},\"9\":{\"2018-04-17 23:02:45\":{\"current\":\"9.66667\",\"avg_fast\":\"9.88099\",\"avg\":\"7.25959\",\"avg_slow\":\"2.50845\"}},\"10\":{\"2018-04-17 23:03:51\":{\"current\":\"10.3333\",\"avg_fast\":\"10.0167\",\"avg\":\"7.81101\",\"avg_slow\":\"3.03871\"}},\"11\":{\"2018-04-17 23:04:58\":{\"current\":\"12.2398\",\"avg_fast\":\"10.6836\",\"avg\":\"8.38554\",\"avg_slow\":\"3.57339\"}},\"12\":{\"2018-04-17 23:06:04\":{\"current\":\"10.1667\",\"avg_fast\":\"10.5285\",\"avg\":\"8.81414\",\"avg_slow\":\"4.09747\"}},\"13\":{\"2018-04-17 23:07:15\":{\"current\":\"18\",\"avg_fast\":\"12.77\",\"avg\":\"9.6053\",\"avg_slow\":\"4.64825\"}},\"14\":{\"2018-04-17 23:08:22\":{\"current\":\"11\",\"avg_fast\":\"12.239\",\"avg\":\"10.132\",\"avg_slow\":\"5.19663\"}},\"15\":{\"2018-04-17 23:09:31\":{\"current\":\"15.3333\",\"avg_fast\":\"13.1673\",\"avg\":\"10.7391\",\"avg_slow\":\"5.75087\"}},\"16\":{\"2018-04-17 23:11:06\":{\"current\":\"58.5\",\"avg_fast\":\"26.7671\",\"avg\":\"13.9447\",\"avg_slow\":\"6.57026\"}},\"17\":{\"2018-04-17 23:12:17\":{\"current\":\"18.8333\",\"avg_fast\":\"24.387\",\"avg\":\"16.0331\",\"avg_slow\":\"7.51655\"}},\"18\":{\"2018-04-17 23:13:28\":{\"current\":\"18.6667\",\"avg_fast\":\"22.6709\",\"avg\":\"17.3607\",\"avg_slow\":\"8.50096\"}},\"19\":{\"2018-04-17 23:14:38\":{\"current\":\"16.2365\",\"avg_fast\":\"20.7406\",\"avg\":\"18.0367\",\"avg_slow\":\"9.45453\"}},\"20\":{\"2018-04-17 23:15:49\":{\"current\":\"18.5\",\"avg_fast\":\"20.0684\",\"avg\":\"18.443\",\"avg_slow\":\"10.3534\"}},\"21\":{\"2018-04-17 23:17:01\":{\"current\":\"19\",\"avg_fast\":\"19.7479\",\"avg\":\"18.704\",\"avg_slow\":\"11.1884\"}},\"22\":{\"2018-04-17 23:18:08\":{\"current\":\"12.3333\",\"avg_fast\":\"17.5235\",\"avg\":\"18.4679\",\"avg_slow\":\"11.9164\"}},\"23\":{\"2018-04-17 23:19:17\":{\"current\":\"14.3333\",\"avg_fast\":\"16.5665\",\"avg\":\"18.0876\",\"avg_slow\":\"12.5335\"}}}}",
    "originalUrl": null
}