111712 111714

time_dilation_current


Raw Data
{
    "data": {
        "2019-06-27 15:49:41": {
            "current": "0",
            "avg_fast": "0",
            "avg": "0",
            "avg_slow": "0"
        },
        "2019-06-27 15:50:41": {
            "current": "0.250209",
            "avg_fast": "0.0750626",
            "avg": "0.0150125",
            "avg_slow": "0.00150125"
        },
        "2019-06-27 15:51:43": {
            "current": "3.66667",
            "avg_fast": "1.15254",
            "avg": "0.242519",
            "avg_slow": "0.025603"
        },
        "2019-06-27 15:52:50": {
            "current": "11.3333",
            "avg_fast": "4.20678",
            "avg": "1.03537",
            "avg_slow": "0.12658"
        },
        "2019-06-27 15:53:54": {
            "current": "7.16667",
            "avg_fast": "5.09475",
            "avg": "1.84725",
            "avg_slow": "0.298646"
        },
        "2019-06-27 15:54:57": {
            "current": "5.5",
            "avg_fast": "5.21632",
            "avg": "2.52106",
            "avg_slow": "0.520888"
        },
        "2019-06-27 15:56:03": {
            "current": "10.2415",
            "avg_fast": "6.72387",
            "avg": "3.36162",
            "avg_slow": "0.804961"
        },
        "2019-06-27 15:57:07": {
            "current": "5.66667",
            "avg_fast": "6.40671",
            "avg": "3.97064",
            "avg_slow": "1.12153"
        },
        "2019-06-27 15:58:11": {
            "current": "7.57702",
            "avg_fast": "6.7578",
            "avg": "4.52807",
            "avg_slow": "1.46218"
        },
        "2019-06-27 15:59:16": {
            "current": "7.74355",
            "avg_fast": "7.05352",
            "avg": "5.03316",
            "avg_slow": "1.81928"
        },
        "2019-06-27 16:00:23": {
            "current": "10.8153",
            "avg_fast": "8.18206",
            "avg": "5.66294",
            "avg_slow": "2.20365"
        },
        "2019-06-27 16:01:30": {
            "current": "12.5",
            "avg_fast": "9.47744",
            "avg": "6.42584",
            "avg_slow": "2.62587"
        },
        "2019-06-27 16:02:37": {
            "current": "11",
            "avg_fast": "9.93421",
            "avg": "7.12752",
            "avg_slow": "3.07603"
        },
        "2019-06-27 16:03:44": {
            "current": "12.6667",
            "avg_fast": "10.7539",
            "avg": "7.8528",
            "avg_slow": "3.55371"
        },
        "2019-06-27 16:04:53": {
            "current": "13.6667",
            "avg_fast": "11.6278",
            "avg": "8.60779",
            "avg_slow": "4.05912"
        },
        "2019-06-27 16:06:00": {
            "current": "12.8333",
            "avg_fast": "11.9894",
            "avg": "9.28412",
            "avg_slow": "4.58162"
        },
        "2019-06-27 16:07:08": {
            "current": "12.3333",
            "avg_fast": "12.0926",
            "avg": "9.84582",
            "avg_slow": "5.10804"
        },
        "2019-06-27 16:08:19": {
            "current": "17.9017",
            "avg_fast": "13.8353",
            "avg": "10.6437",
            "avg_slow": "5.66161"
        },
        "2019-06-27 16:09:29": {
            "current": "17.2644",
            "avg_fast": "14.8641",
            "avg": "11.4878",
            "avg_slow": "6.24422"
        },
        "2019-06-27 16:10:38": {
            "current": "16",
            "avg_fast": "15.2048",
            "avg": "12.2312",
            "avg_slow": "6.84292"
        },
        "2019-06-27 16:11:48": {
            "current": "15.6667",
            "avg_fast": "15.3434",
            "avg": "12.8536",
            "avg_slow": "7.44399"
        },
        "2019-06-27 16:13:00": {
            "current": "19.567",
            "avg_fast": "16.6105",
            "avg": "13.605",
            "avg_slow": "8.0601"
        },
        "2019-06-27 16:14:26": {
            "current": "43.2612",
            "avg_fast": "24.6057",
            "avg": "15.8051",
            "avg_slow": "8.8346"
        },
        "2019-06-27 16:15:50": {
            "current": "39.7169",
            "avg_fast": "29.1391",
            "avg": "18.4719",
            "avg_slow": "9.79833"
        },
        "2019-06-27 16:17:10": {
            "current": "33.3333",
            "avg_fast": "30.3973",
            "avg": "20.857",
            "avg_slow": "10.9042"
        },
        "2019-06-27 16:18:31": {
            "current": "34.9418",
            "avg_fast": "31.7607",
            "avg": "23.0377",
            "avg_slow": "12.1176"
        },
        "2019-06-27 16:19:51": {
            "current": "33.6667",
            "avg_fast": "32.3325",
            "avg": "24.8967",
            "avg_slow": "13.3955"
        },
        "2019-06-27 16:21:10": {
            "current": "31.614",
            "avg_fast": "32.1169",
            "avg": "26.3407",
            "avg_slow": "14.69"
        },
        "2019-06-27 16:22:28": {
            "current": "30.5579",
            "avg_fast": "31.6492",
            "avg": "27.4024",
            "avg_slow": "15.9612"
        },
        "2019-06-27 16:23:46": {
            "current": "29.3433",
            "avg_fast": "30.9574",
            "avg": "28.1134",
            "avg_slow": "17.1765"
        },
        "2019-06-27 16:25:03": {
            "current": "27.2879",
            "avg_fast": "29.8566",
            "avg": "28.4621",
            "avg_slow": "18.305"
        },
        "2019-06-27 16:26:21": {
            "current": "29.8918",
            "avg_fast": "29.8671",
            "avg": "28.7431",
            "avg_slow": "19.3488"
        },
        "2019-06-27 16:27:38": {
            "current": "29.0591",
            "avg_fast": "29.6247",
            "avg": "28.9194",
            "avg_slow": "20.3059"
        },
        "2019-06-27 16:28:56": {
            "current": "29.2845",
            "avg_fast": "29.5227",
            "avg": "29.0401",
            "avg_slow": "21.1793"
        },
        "2019-06-27 16:30:07": {
            "current": "18.9009",
            "avg_fast": "26.3361",
            "avg": "28.4993",
            "avg_slow": "21.9113"
        }
    },
    "parser": "\\App\\Entity\\Stat\\time_dilation_current3",
    "id": 3233104,
    "datetime": {
        "date": "2019-06-27 16:32:40.000000",
        "timezone_type": 3,
        "timezone": "UTC"
    },
    "round": 111713,
    "key": "time_dilation_current",
    "type": "associative",
    "version": 3,
    "json": "{\"data\":{\"1\":{\"2019-06-27 15:49:41\":{\"current\":\"0\",\"avg_fast\":\"0\",\"avg\":\"0\",\"avg_slow\":\"0\"}},\"2\":{\"2019-06-27 15:50:41\":{\"current\":\"0.250209\",\"avg_fast\":\"0.0750626\",\"avg\":\"0.0150125\",\"avg_slow\":\"0.00150125\"}},\"3\":{\"2019-06-27 15:51:43\":{\"current\":\"3.66667\",\"avg_fast\":\"1.15254\",\"avg\":\"0.242519\",\"avg_slow\":\"0.025603\"}},\"4\":{\"2019-06-27 15:52:50\":{\"current\":\"11.3333\",\"avg_fast\":\"4.20678\",\"avg\":\"1.03537\",\"avg_slow\":\"0.12658\"}},\"5\":{\"2019-06-27 15:53:54\":{\"current\":\"7.16667\",\"avg_fast\":\"5.09475\",\"avg\":\"1.84725\",\"avg_slow\":\"0.298646\"}},\"6\":{\"2019-06-27 15:54:57\":{\"current\":\"5.5\",\"avg_fast\":\"5.21632\",\"avg\":\"2.52106\",\"avg_slow\":\"0.520888\"}},\"7\":{\"2019-06-27 15:56:03\":{\"current\":\"10.2415\",\"avg_fast\":\"6.72387\",\"avg\":\"3.36162\",\"avg_slow\":\"0.804961\"}},\"8\":{\"2019-06-27 15:57:07\":{\"current\":\"5.66667\",\"avg_fast\":\"6.40671\",\"avg\":\"3.97064\",\"avg_slow\":\"1.12153\"}},\"9\":{\"2019-06-27 15:58:11\":{\"current\":\"7.57702\",\"avg_fast\":\"6.7578\",\"avg\":\"4.52807\",\"avg_slow\":\"1.46218\"}},\"10\":{\"2019-06-27 15:59:16\":{\"current\":\"7.74355\",\"avg_fast\":\"7.05352\",\"avg\":\"5.03316\",\"avg_slow\":\"1.81928\"}},\"11\":{\"2019-06-27 16:00:23\":{\"current\":\"10.8153\",\"avg_fast\":\"8.18206\",\"avg\":\"5.66294\",\"avg_slow\":\"2.20365\"}},\"12\":{\"2019-06-27 16:01:30\":{\"current\":\"12.5\",\"avg_fast\":\"9.47744\",\"avg\":\"6.42584\",\"avg_slow\":\"2.62587\"}},\"13\":{\"2019-06-27 16:02:37\":{\"current\":\"11\",\"avg_fast\":\"9.93421\",\"avg\":\"7.12752\",\"avg_slow\":\"3.07603\"}},\"14\":{\"2019-06-27 16:03:44\":{\"current\":\"12.6667\",\"avg_fast\":\"10.7539\",\"avg\":\"7.8528\",\"avg_slow\":\"3.55371\"}},\"15\":{\"2019-06-27 16:04:53\":{\"current\":\"13.6667\",\"avg_fast\":\"11.6278\",\"avg\":\"8.60779\",\"avg_slow\":\"4.05912\"}},\"16\":{\"2019-06-27 16:06:00\":{\"current\":\"12.8333\",\"avg_fast\":\"11.9894\",\"avg\":\"9.28412\",\"avg_slow\":\"4.58162\"}},\"17\":{\"2019-06-27 16:07:08\":{\"current\":\"12.3333\",\"avg_fast\":\"12.0926\",\"avg\":\"9.84582\",\"avg_slow\":\"5.10804\"}},\"18\":{\"2019-06-27 16:08:19\":{\"current\":\"17.9017\",\"avg_fast\":\"13.8353\",\"avg\":\"10.6437\",\"avg_slow\":\"5.66161\"}},\"19\":{\"2019-06-27 16:09:29\":{\"current\":\"17.2644\",\"avg_fast\":\"14.8641\",\"avg\":\"11.4878\",\"avg_slow\":\"6.24422\"}},\"20\":{\"2019-06-27 16:10:38\":{\"current\":\"16\",\"avg_fast\":\"15.2048\",\"avg\":\"12.2312\",\"avg_slow\":\"6.84292\"}},\"21\":{\"2019-06-27 16:11:48\":{\"current\":\"15.6667\",\"avg_fast\":\"15.3434\",\"avg\":\"12.8536\",\"avg_slow\":\"7.44399\"}},\"22\":{\"2019-06-27 16:13:00\":{\"current\":\"19.567\",\"avg_fast\":\"16.6105\",\"avg\":\"13.605\",\"avg_slow\":\"8.0601\"}},\"23\":{\"2019-06-27 16:14:26\":{\"current\":\"43.2612\",\"avg_fast\":\"24.6057\",\"avg\":\"15.8051\",\"avg_slow\":\"8.8346\"}},\"24\":{\"2019-06-27 16:15:50\":{\"current\":\"39.7169\",\"avg_fast\":\"29.1391\",\"avg\":\"18.4719\",\"avg_slow\":\"9.79833\"}},\"25\":{\"2019-06-27 16:17:10\":{\"current\":\"33.3333\",\"avg_fast\":\"30.3973\",\"avg\":\"20.857\",\"avg_slow\":\"10.9042\"}},\"26\":{\"2019-06-27 16:18:31\":{\"current\":\"34.9418\",\"avg_fast\":\"31.7607\",\"avg\":\"23.0377\",\"avg_slow\":\"12.1176\"}},\"27\":{\"2019-06-27 16:19:51\":{\"current\":\"33.6667\",\"avg_fast\":\"32.3325\",\"avg\":\"24.8967\",\"avg_slow\":\"13.3955\"}},\"28\":{\"2019-06-27 16:21:10\":{\"current\":\"31.614\",\"avg_fast\":\"32.1169\",\"avg\":\"26.3407\",\"avg_slow\":\"14.69\"}},\"29\":{\"2019-06-27 16:22:28\":{\"current\":\"30.5579\",\"avg_fast\":\"31.6492\",\"avg\":\"27.4024\",\"avg_slow\":\"15.9612\"}},\"30\":{\"2019-06-27 16:23:46\":{\"current\":\"29.3433\",\"avg_fast\":\"30.9574\",\"avg\":\"28.1134\",\"avg_slow\":\"17.1765\"}},\"31\":{\"2019-06-27 16:25:03\":{\"current\":\"27.2879\",\"avg_fast\":\"29.8566\",\"avg\":\"28.4621\",\"avg_slow\":\"18.305\"}},\"32\":{\"2019-06-27 16:26:21\":{\"current\":\"29.8918\",\"avg_fast\":\"29.8671\",\"avg\":\"28.7431\",\"avg_slow\":\"19.3488\"}},\"33\":{\"2019-06-27 16:27:38\":{\"current\":\"29.0591\",\"avg_fast\":\"29.6247\",\"avg\":\"28.9194\",\"avg_slow\":\"20.3059\"}},\"34\":{\"2019-06-27 16:28:56\":{\"current\":\"29.2845\",\"avg_fast\":\"29.5227\",\"avg\":\"29.0401\",\"avg_slow\":\"21.1793\"}},\"35\":{\"2019-06-27 16:30:07\":{\"current\":\"18.9009\",\"avg_fast\":\"26.3361\",\"avg\":\"28.4993\",\"avg_slow\":\"21.9113\"}}}}",
    "originalUrl": null
}