{
    "data": {
        "2018-01-15 03:29:51": {
            "current": "0",
            "avg_fast": "0",
            "avg": "0",
            "avg_slow": "0"
        },
        "2018-01-15 03:30:58": {
            "current": "10.944",
            "avg_fast": "3.28321",
            "avg": "0.656642",
            "avg_slow": "0.0656642"
        },
        "2018-01-15 03:32:01": {
            "current": "5.88235",
            "avg_fast": "4.06295",
            "avg": "1.3379",
            "avg_slow": "0.192888"
        },
        "2018-01-15 03:33:17": {
            "current": "26.2281",
            "avg_fast": "10.7125",
            "avg": "3.21282",
            "avg_slow": "0.494882"
        },
        "2018-01-15 03:34:26": {
            "current": "14.3333",
            "avg_fast": "11.7988",
            "avg": "4.93001",
            "avg_slow": "0.938395"
        },
        "2018-01-15 03:35:36": {
            "current": "17.5687",
            "avg_fast": "13.5297",
            "avg": "6.64996",
            "avg_slow": "1.50955"
        },
        "2018-01-15 03:36:44": {
            "current": "12",
            "avg_fast": "13.0708",
            "avg": "7.93413",
            "avg_slow": "2.15201"
        },
        "2018-01-15 03:37:53": {
            "current": "14.8333",
            "avg_fast": "13.5996",
            "avg": "9.06722",
            "avg_slow": "2.84353"
        },
        "2018-01-15 03:39:02": {
            "current": "15.3333",
            "avg_fast": "14.1197",
            "avg": "10.0777",
            "avg_slow": "3.56695"
        },
        "2018-01-15 03:40:14": {
            "current": "19.8333",
            "avg_fast": "15.8338",
            "avg": "11.2289",
            "avg_slow": "4.33315"
        },
        "2018-01-15 03:41:27": {
            "current": "20.9959",
            "avg_fast": "17.3824",
            "avg": "12.4596",
            "avg_slow": "5.14579"
        },
        "2018-01-15 03:42:38": {
            "current": "19.0674",
            "avg_fast": "17.8879",
            "avg": "13.5453",
            "avg_slow": "5.98574"
        },
        "2018-01-15 03:43:49": {
            "current": "18.8333",
            "avg_fast": "18.1715",
            "avg": "14.4705",
            "avg_slow": "6.83422"
        },
        "2018-01-15 03:45:02": {
            "current": "20.8609",
            "avg_fast": "18.9784",
            "avg": "15.3721",
            "avg_slow": "7.68801"
        },
        "2018-01-15 03:46:12": {
            "current": "16.1667",
            "avg_fast": "18.1349",
            "avg": "15.9247",
            "avg_slow": "8.51167"
        },
        "2018-01-15 03:47:21": {
            "current": "14.6888",
            "avg_fast": "17.101",
            "avg": "16.1599",
            "avg_slow": "9.2765"
        },
        "2018-01-15 03:48:29": {
            "current": "13.1667",
            "avg_fast": "15.9207",
            "avg": "16.1121",
            "avg_slow": "9.96006"
        },
        "2018-01-15 03:49:38": {
            "current": "15.5",
            "avg_fast": "15.7945",
            "avg": "16.0486",
            "avg_slow": "10.5689"
        },
        "2018-01-15 03:50:51": {
            "current": "21.4642",
            "avg_fast": "17.4954",
            "avg": "16.3379",
            "avg_slow": "11.1458"
        },
        "2018-01-15 03:52:06": {
            "current": "24.5",
            "avg_fast": "19.5968",
            "avg": "16.9897",
            "avg_slow": "11.7302"
        },
        "2018-01-15 03:53:24": {
            "current": "29.0698",
            "avg_fast": "22.4387",
            "avg": "18.0795",
            "avg_slow": "12.3651"
        },
        "2018-01-15 03:54:43": {
            "current": "31.5",
            "avg_fast": "25.1571",
            "avg": "19.495",
            "avg_slow": "13.0781"
        },
        "2018-01-15 03:56:03": {
            "current": "33.1115",
            "avg_fast": "27.5434",
            "avg": "21.1047",
            "avg_slow": "13.8808"
        },
        "2018-01-15 03:57:23": {
            "current": "33.1115",
            "avg_fast": "29.2138",
            "avg": "22.7265",
            "avg_slow": "14.7654"
        },
        "2018-01-15 03:58:41": {
            "current": "31.224",
            "avg_fast": "29.8169",
            "avg": "24.1446",
            "avg_slow": "15.7033"
        },
        "2018-01-15 04:00:01": {
            "current": "32.3333",
            "avg_fast": "30.5718",
            "avg": "25.43",
            "avg_slow": "16.676"
        },
        "2018-01-15 04:01:19": {
            "current": "30.0583",
            "avg_fast": "30.4178",
            "avg": "26.4276",
            "avg_slow": "17.6511"
        },
        "2018-01-15 04:02:37": {
            "current": "29.4509",
            "avg_fast": "30.1277",
            "avg": "27.1676",
            "avg_slow": "18.6028"
        },
        "2018-01-15 04:03:55": {
            "current": "30.2829",
            "avg_fast": "30.1742",
            "avg": "27.7689",
            "avg_slow": "19.5194"
        },
        "2018-01-15 04:05:15": {
            "current": "32.7787",
            "avg_fast": "30.9556",
            "avg": "28.4063",
            "avg_slow": "20.4081"
        },
        "2018-01-15 04:06:35": {
            "current": "33.8333",
            "avg_fast": "31.8189",
            "avg": "29.0888",
            "avg_slow": "21.2761"
        },
        "2018-01-15 04:07:53": {
            "current": "30.3333",
            "avg_fast": "31.3732",
            "avg": "29.5457",
            "avg_slow": "22.1031"
        },
        "2018-01-15 04:09:12": {
            "current": "30.8909",
            "avg_fast": "31.2285",
            "avg": "29.8823",
            "avg_slow": "22.881"
        },
        "2018-01-15 04:10:29": {
            "current": "29.1667",
            "avg_fast": "30.61",
            "avg": "30.0278",
            "avg_slow": "23.5957"
        },
        "2018-01-15 04:11:46": {
            "current": "28",
            "avg_fast": "29.827",
            "avg": "29.9876",
            "avg_slow": "24.2349"
        },
        "2018-01-15 04:13:02": {
            "current": "25.4576",
            "avg_fast": "28.5162",
            "avg": "29.6933",
            "avg_slow": "24.7807"
        }
    },
    "parser": "\\App\\Entity\\Stat\\time_dilation_current3",
    "id": 1833312,
    "datetime": {
        "date": "2018-01-15 04:15:15.000000",
        "timezone_type": 3,
        "timezone": "UTC"
    },
    "round": 81941,
    "key": "time_dilation_current",
    "type": "associative",
    "version": 3,
    "json": "{\"data\":{\"1\":{\"2018-01-15 03:29:51\":{\"current\":\"0\",\"avg_fast\":\"0\",\"avg\":\"0\",\"avg_slow\":\"0\"}},\"2\":{\"2018-01-15 03:30:58\":{\"current\":\"10.944\",\"avg_fast\":\"3.28321\",\"avg\":\"0.656642\",\"avg_slow\":\"0.0656642\"}},\"3\":{\"2018-01-15 03:32:01\":{\"current\":\"5.88235\",\"avg_fast\":\"4.06295\",\"avg\":\"1.3379\",\"avg_slow\":\"0.192888\"}},\"4\":{\"2018-01-15 03:33:17\":{\"current\":\"26.2281\",\"avg_fast\":\"10.7125\",\"avg\":\"3.21282\",\"avg_slow\":\"0.494882\"}},\"5\":{\"2018-01-15 03:34:26\":{\"current\":\"14.3333\",\"avg_fast\":\"11.7988\",\"avg\":\"4.93001\",\"avg_slow\":\"0.938395\"}},\"6\":{\"2018-01-15 03:35:36\":{\"current\":\"17.5687\",\"avg_fast\":\"13.5297\",\"avg\":\"6.64996\",\"avg_slow\":\"1.50955\"}},\"7\":{\"2018-01-15 03:36:44\":{\"current\":\"12\",\"avg_fast\":\"13.0708\",\"avg\":\"7.93413\",\"avg_slow\":\"2.15201\"}},\"8\":{\"2018-01-15 03:37:53\":{\"current\":\"14.8333\",\"avg_fast\":\"13.5996\",\"avg\":\"9.06722\",\"avg_slow\":\"2.84353\"}},\"9\":{\"2018-01-15 03:39:02\":{\"current\":\"15.3333\",\"avg_fast\":\"14.1197\",\"avg\":\"10.0777\",\"avg_slow\":\"3.56695\"}},\"10\":{\"2018-01-15 03:40:14\":{\"current\":\"19.8333\",\"avg_fast\":\"15.8338\",\"avg\":\"11.2289\",\"avg_slow\":\"4.33315\"}},\"11\":{\"2018-01-15 03:41:27\":{\"current\":\"20.9959\",\"avg_fast\":\"17.3824\",\"avg\":\"12.4596\",\"avg_slow\":\"5.14579\"}},\"12\":{\"2018-01-15 03:42:38\":{\"current\":\"19.0674\",\"avg_fast\":\"17.8879\",\"avg\":\"13.5453\",\"avg_slow\":\"5.98574\"}},\"13\":{\"2018-01-15 03:43:49\":{\"current\":\"18.8333\",\"avg_fast\":\"18.1715\",\"avg\":\"14.4705\",\"avg_slow\":\"6.83422\"}},\"14\":{\"2018-01-15 03:45:02\":{\"current\":\"20.8609\",\"avg_fast\":\"18.9784\",\"avg\":\"15.3721\",\"avg_slow\":\"7.68801\"}},\"15\":{\"2018-01-15 03:46:12\":{\"current\":\"16.1667\",\"avg_fast\":\"18.1349\",\"avg\":\"15.9247\",\"avg_slow\":\"8.51167\"}},\"16\":{\"2018-01-15 03:47:21\":{\"current\":\"14.6888\",\"avg_fast\":\"17.101\",\"avg\":\"16.1599\",\"avg_slow\":\"9.2765\"}},\"17\":{\"2018-01-15 03:48:29\":{\"current\":\"13.1667\",\"avg_fast\":\"15.9207\",\"avg\":\"16.1121\",\"avg_slow\":\"9.96006\"}},\"18\":{\"2018-01-15 03:49:38\":{\"current\":\"15.5\",\"avg_fast\":\"15.7945\",\"avg\":\"16.0486\",\"avg_slow\":\"10.5689\"}},\"19\":{\"2018-01-15 03:50:51\":{\"current\":\"21.4642\",\"avg_fast\":\"17.4954\",\"avg\":\"16.3379\",\"avg_slow\":\"11.1458\"}},\"20\":{\"2018-01-15 03:52:06\":{\"current\":\"24.5\",\"avg_fast\":\"19.5968\",\"avg\":\"16.9897\",\"avg_slow\":\"11.7302\"}},\"21\":{\"2018-01-15 03:53:24\":{\"current\":\"29.0698\",\"avg_fast\":\"22.4387\",\"avg\":\"18.0795\",\"avg_slow\":\"12.3651\"}},\"22\":{\"2018-01-15 03:54:43\":{\"current\":\"31.5\",\"avg_fast\":\"25.1571\",\"avg\":\"19.495\",\"avg_slow\":\"13.0781\"}},\"23\":{\"2018-01-15 03:56:03\":{\"current\":\"33.1115\",\"avg_fast\":\"27.5434\",\"avg\":\"21.1047\",\"avg_slow\":\"13.8808\"}},\"24\":{\"2018-01-15 03:57:23\":{\"current\":\"33.1115\",\"avg_fast\":\"29.2138\",\"avg\":\"22.7265\",\"avg_slow\":\"14.7654\"}},\"25\":{\"2018-01-15 03:58:41\":{\"current\":\"31.224\",\"avg_fast\":\"29.8169\",\"avg\":\"24.1446\",\"avg_slow\":\"15.7033\"}},\"26\":{\"2018-01-15 04:00:01\":{\"current\":\"32.3333\",\"avg_fast\":\"30.5718\",\"avg\":\"25.43\",\"avg_slow\":\"16.676\"}},\"27\":{\"2018-01-15 04:01:19\":{\"current\":\"30.0583\",\"avg_fast\":\"30.4178\",\"avg\":\"26.4276\",\"avg_slow\":\"17.6511\"}},\"28\":{\"2018-01-15 04:02:37\":{\"current\":\"29.4509\",\"avg_fast\":\"30.1277\",\"avg\":\"27.1676\",\"avg_slow\":\"18.6028\"}},\"29\":{\"2018-01-15 04:03:55\":{\"current\":\"30.2829\",\"avg_fast\":\"30.1742\",\"avg\":\"27.7689\",\"avg_slow\":\"19.5194\"}},\"30\":{\"2018-01-15 04:05:15\":{\"current\":\"32.7787\",\"avg_fast\":\"30.9556\",\"avg\":\"28.4063\",\"avg_slow\":\"20.4081\"}},\"31\":{\"2018-01-15 04:06:35\":{\"current\":\"33.8333\",\"avg_fast\":\"31.8189\",\"avg\":\"29.0888\",\"avg_slow\":\"21.2761\"}},\"32\":{\"2018-01-15 04:07:53\":{\"current\":\"30.3333\",\"avg_fast\":\"31.3732\",\"avg\":\"29.5457\",\"avg_slow\":\"22.1031\"}},\"33\":{\"2018-01-15 04:09:12\":{\"current\":\"30.8909\",\"avg_fast\":\"31.2285\",\"avg\":\"29.8823\",\"avg_slow\":\"22.881\"}},\"34\":{\"2018-01-15 04:10:29\":{\"current\":\"29.1667\",\"avg_fast\":\"30.61\",\"avg\":\"30.0278\",\"avg_slow\":\"23.5957\"}},\"35\":{\"2018-01-15 04:11:46\":{\"current\":\"28\",\"avg_fast\":\"29.827\",\"avg\":\"29.9876\",\"avg_slow\":\"24.2349\"}},\"36\":{\"2018-01-15 04:13:02\":{\"current\":\"25.4576\",\"avg_fast\":\"28.5162\",\"avg\":\"29.6933\",\"avg_slow\":\"24.7807\"}}}}",
    "originalUrl": null
}