time_dilation_current
Raw Data
{
"data": {
"2018-12-28 22:56:27": {
"current": "0",
"avg_fast": "0",
"avg": "0",
"avg_slow": "0"
},
"2018-12-28 22:57:29": {
"current": "2.9191",
"avg_fast": "0.87573",
"avg": "0.175146",
"avg_slow": "0.0175146"
},
"2018-12-28 22:58:31": {
"current": "2.99501",
"avg_fast": "1.51151",
"avg": "0.442419",
"avg_slow": "0.0600051"
},
"2018-12-28 22:59:37": {
"current": "9.66667",
"avg_fast": "3.95806",
"avg": "1.14555",
"avg_slow": "0.168559"
},
"2018-12-28 23:00:39": {
"current": "4.16667",
"avg_fast": "4.02064",
"avg": "1.72057",
"avg_slow": "0.32376"
},
"2018-12-28 23:01:41": {
"current": "3.33333",
"avg_fast": "3.81445",
"avg": "2.13934",
"avg_slow": "0.505318"
},
"2018-12-28 23:02:45": {
"current": "6.16667",
"avg_fast": "4.52011",
"avg": "2.6155",
"avg_slow": "0.716336"
},
"2018-12-28 23:03:51": {
"current": "10.0749",
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"avg": "3.32971",
"avg_slow": "0.977674"
},
"2018-12-28 23:04:55": {
"current": "6.33333",
"avg_fast": "6.23059",
"avg": "3.90989",
"avg_slow": "1.27089"
},
"2018-12-28 23:06:01": {
"current": "9.5",
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"avg": "4.57019",
"avg_slow": "1.60082"
},
"2018-12-28 23:07:03": {
"current": "4.74604",
"avg_fast": "6.4718",
"avg": "4.95051",
"avg_slow": "1.93579"
},
"2018-12-28 23:08:07": {
"current": "5.83333",
"avg_fast": "6.28026",
"avg": "5.21646",
"avg_slow": "2.26386"
},
"2018-12-28 23:09:11": {
"current": "5.91174",
"avg_fast": "6.16971",
"avg": "5.40711",
"avg_slow": "2.57819"
},
"2018-12-28 23:10:14": {
"current": "5.33333",
"avg_fast": "5.91879",
"avg": "5.50945",
"avg_slow": "2.87131"
},
"2018-12-28 23:11:17": {
"current": "5",
"avg_fast": "5.64316",
"avg": "5.53619",
"avg_slow": "3.1378"
},
"2018-12-28 23:12:20": {
"current": "6.16667",
"avg_fast": "5.80021",
"avg": "5.58899",
"avg_slow": "3.38292"
},
"2018-12-28 23:13:25": {
"current": "7.48752",
"avg_fast": "6.3064",
"avg": "5.73248",
"avg_slow": "3.61788"
},
"2018-12-28 23:14:33": {
"current": "13.6213",
"avg_fast": "8.50086",
"avg": "6.28615",
"avg_slow": "3.8847"
},
"2018-12-28 23:15:39": {
"current": "8.5",
"avg_fast": "8.5006",
"avg": "6.72904",
"avg_slow": "4.16914"
},
"2018-12-28 23:16:50": {
"current": "18.8333",
"avg_fast": "11.6004",
"avg": "7.70332",
"avg_slow": "4.52256"
},
"2018-12-28 23:17:57": {
"current": "11.5",
"avg_fast": "11.5703",
"avg": "8.47671",
"avg_slow": "4.91797"
},
"2018-12-28 23:19:05": {
"current": "14",
"avg_fast": "12.2992",
"avg": "9.24121",
"avg_slow": "5.3503"
},
"2018-12-28 23:20:12": {
"current": "11.8333",
"avg_fast": "12.1594",
"avg": "9.82486",
"avg_slow": "5.79775"
},
"2018-12-28 23:21:22": {
"current": "16.8053",
"avg_fast": "13.5532",
"avg": "10.5705",
"avg_slow": "6.27503"
},
"2018-12-28 23:22:33": {
"current": "16.8053",
"avg_fast": "14.5288",
"avg": "11.3622",
"avg_slow": "6.78375"
},
"2018-12-28 23:23:44": {
"current": "19.234",
"avg_fast": "15.9404",
"avg": "12.2778",
"avg_slow": "7.33315"
},
"2018-12-28 23:24:56": {
"current": "18.7708",
"avg_fast": "16.7895",
"avg": "13.1802",
"avg_slow": "7.91786"
},
"2018-12-28 23:26:08": {
"current": "20.8333",
"avg_fast": "18.0026",
"avg": "14.1447",
"avg_slow": "8.54054"
},
"2018-12-28 23:27:21": {
"current": "20.5",
"avg_fast": "18.7519",
"avg": "15.0661",
"avg_slow": "9.19309"
},
"2018-12-28 23:28:30": {
"current": "16.1667",
"avg_fast": "17.9763",
"avg": "15.6481",
"avg_slow": "9.8386"
},
"2018-12-28 23:29:41": {
"current": "17.1667",
"avg_fast": "17.7334",
"avg": "16.0652",
"avg_slow": "10.4613"
},
"2018-12-28 23:30:50": {
"current": "16.5",
"avg_fast": "17.3634",
"avg": "16.3248",
"avg_slow": "11.0476"
},
"2018-12-28 23:32:01": {
"current": "18.3333",
"avg_fast": "17.6544",
"avg": "16.5907",
"avg_slow": "11.6019"
},
"2018-12-28 23:33:12": {
"current": "17.7352",
"avg_fast": "17.6786",
"avg": "16.8083",
"avg_slow": "12.1226"
},
"2018-12-28 23:34:25": {
"current": "21.3333",
"avg_fast": "18.775",
"avg": "17.2017",
"avg_slow": "12.6305"
},
"2018-12-28 23:35:39": {
"current": "23.3972",
"avg_fast": "20.1617",
"avg": "17.7937",
"avg_slow": "13.1468"
},
"2018-12-28 23:36:55": {
"current": "25.8333",
"avg_fast": "21.8632",
"avg": "18.6076",
"avg_slow": "13.6929"
},
"2018-12-28 23:38:13": {
"current": "31.3905",
"avg_fast": "24.7214",
"avg": "19.8303",
"avg_slow": "14.3066"
},
"2018-12-28 23:39:34": {
"current": "33.2781",
"avg_fast": "27.2884",
"avg": "21.3219",
"avg_slow": "15.0081"
},
"2018-12-28 23:40:57": {
"current": "37.7593",
"avg_fast": "30.4297",
"avg": "23.1435",
"avg_slow": "15.8217"
},
"2018-12-28 23:42:16": {
"current": "31.5",
"avg_fast": "30.7508",
"avg": "24.665",
"avg_slow": "16.706"
},
"2018-12-28 23:43:34": {
"current": "29.6667",
"avg_fast": "30.4255",
"avg": "25.8171",
"avg_slow": "17.6171"
},
"2018-12-28 23:44:54": {
"current": "33.6658",
"avg_fast": "31.3976",
"avg": "26.9332",
"avg_slow": "18.5487"
},
"2018-12-28 23:46:09": {
"current": "25.229",
"avg_fast": "29.547",
"avg": "27.456",
"avg_slow": "19.4394"
},
"2018-12-28 23:47:27": {
"current": "29.1391",
"avg_fast": "29.4246",
"avg": "27.8497",
"avg_slow": "20.2805"
}
},
"parser": "\\App\\Entity\\Stat\\time_dilation_current3",
"id": 2672346,
"datetime": {
"date": "2018-12-28 23:49:00.000000",
"timezone_type": 3,
"timezone": "UTC"
},
"round": 99386,
"key": "time_dilation_current",
"type": "associative",
"version": 3,
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23:11:17\":{\"current\":\"5\",\"avg_fast\":\"5.64316\",\"avg\":\"5.53619\",\"avg_slow\":\"3.1378\"}},\"16\":{\"2018-12-28 23:12:20\":{\"current\":\"6.16667\",\"avg_fast\":\"5.80021\",\"avg\":\"5.58899\",\"avg_slow\":\"3.38292\"}},\"17\":{\"2018-12-28 23:13:25\":{\"current\":\"7.48752\",\"avg_fast\":\"6.3064\",\"avg\":\"5.73248\",\"avg_slow\":\"3.61788\"}},\"18\":{\"2018-12-28 23:14:33\":{\"current\":\"13.6213\",\"avg_fast\":\"8.50086\",\"avg\":\"6.28615\",\"avg_slow\":\"3.8847\"}},\"19\":{\"2018-12-28 23:15:39\":{\"current\":\"8.5\",\"avg_fast\":\"8.5006\",\"avg\":\"6.72904\",\"avg_slow\":\"4.16914\"}},\"20\":{\"2018-12-28 23:16:50\":{\"current\":\"18.8333\",\"avg_fast\":\"11.6004\",\"avg\":\"7.70332\",\"avg_slow\":\"4.52256\"}},\"21\":{\"2018-12-28 23:17:57\":{\"current\":\"11.5\",\"avg_fast\":\"11.5703\",\"avg\":\"8.47671\",\"avg_slow\":\"4.91797\"}},\"22\":{\"2018-12-28 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23:35:39\":{\"current\":\"23.3972\",\"avg_fast\":\"20.1617\",\"avg\":\"17.7937\",\"avg_slow\":\"13.1468\"}},\"37\":{\"2018-12-28 23:36:55\":{\"current\":\"25.8333\",\"avg_fast\":\"21.8632\",\"avg\":\"18.6076\",\"avg_slow\":\"13.6929\"}},\"38\":{\"2018-12-28 23:38:13\":{\"current\":\"31.3905\",\"avg_fast\":\"24.7214\",\"avg\":\"19.8303\",\"avg_slow\":\"14.3066\"}},\"39\":{\"2018-12-28 23:39:34\":{\"current\":\"33.2781\",\"avg_fast\":\"27.2884\",\"avg\":\"21.3219\",\"avg_slow\":\"15.0081\"}},\"40\":{\"2018-12-28 23:40:57\":{\"current\":\"37.7593\",\"avg_fast\":\"30.4297\",\"avg\":\"23.1435\",\"avg_slow\":\"15.8217\"}},\"41\":{\"2018-12-28 23:42:16\":{\"current\":\"31.5\",\"avg_fast\":\"30.7508\",\"avg\":\"24.665\",\"avg_slow\":\"16.706\"}},\"42\":{\"2018-12-28 23:43:34\":{\"current\":\"29.6667\",\"avg_fast\":\"30.4255\",\"avg\":\"25.8171\",\"avg_slow\":\"17.6171\"}},\"43\":{\"2018-12-28 23:44:54\":{\"current\":\"33.6658\",\"avg_fast\":\"31.3976\",\"avg\":\"26.9332\",\"avg_slow\":\"18.5487\"}},\"44\":{\"2018-12-28 23:46:09\":{\"current\":\"25.229\",\"avg_fast\":\"29.547\",\"avg\":\"27.456\",\"avg_slow\":\"19.4394\"}},\"45\":{\"2018-12-28 23:47:27\":{\"current\":\"29.1391\",\"avg_fast\":\"29.4246\",\"avg\":\"27.8497\",\"avg_slow\":\"20.2805\"}}}}",
"originalUrl": null
}
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