time_dilation_current
Raw Data
{
"data": {
"2018-12-15 06:58:26": {
"current": "0",
"avg_fast": "0",
"avg": "0",
"avg_slow": "0"
},
"2018-12-15 06:59:26": {
"current": "0.0834028",
"avg_fast": "0.0250209",
"avg": "0.00500417",
"avg_slow": "0.000500417"
},
"2018-12-15 07:00:27": {
"current": "0.333333",
"avg_fast": "0.117515",
"avg": "0.0275063",
"avg_slow": "0.003201"
},
"2018-12-15 07:01:29": {
"current": "4.16667",
"avg_fast": "1.33226",
"avg": "0.288457",
"avg_slow": "0.0317266"
},
"2018-12-15 07:02:31": {
"current": "2.41465",
"avg_fast": "1.65698",
"avg": "0.562161",
"avg_slow": "0.0847701"
},
"2018-12-15 07:03:31": {
"current": "1.33333",
"avg_fast": "1.55989",
"avg": "0.761706",
"avg_slow": "0.152464"
},
"2018-12-15 07:04:32": {
"current": "0.666667",
"avg_fast": "1.29192",
"avg": "0.867749",
"avg_slow": "0.223992"
},
"2018-12-15 07:05:33": {
"current": "1.33333",
"avg_fast": "1.30434",
"avg": "0.955068",
"avg_slow": "0.2971"
},
"2018-12-15 07:06:33": {
"current": "1.33333",
"avg_fast": "1.31304",
"avg": "1.02666",
"avg_slow": "0.370056"
},
"2018-12-15 07:07:35": {
"current": "2.58118",
"avg_fast": "1.69348",
"avg": "1.16003",
"avg_slow": "0.449053"
},
"2018-12-15 07:08:37": {
"current": "2.66667",
"avg_fast": "1.98544",
"avg": "1.32511",
"avg_slow": "0.536659"
},
"2018-12-15 07:09:38": {
"current": "2.83333",
"avg_fast": "2.23981",
"avg": "1.50805",
"avg_slow": "0.633798"
},
"2018-12-15 07:10:39": {
"current": "1",
"avg_fast": "1.86786",
"avg": "1.58001",
"avg_slow": "0.728419"
},
"2018-12-15 07:11:40": {
"current": "2",
"avg_fast": "1.90751",
"avg": "1.64551",
"avg_slow": "0.820128"
},
"2018-12-15 07:12:41": {
"current": "2.16667",
"avg_fast": "1.98525",
"avg": "1.71346",
"avg_slow": "0.909461"
},
"2018-12-15 07:13:43": {
"current": "2.33333",
"avg_fast": "2.08968",
"avg": "1.7887",
"avg_slow": "0.997386"
},
"2018-12-15 07:14:46": {
"current": "4.5",
"avg_fast": "2.81277",
"avg": "1.99352",
"avg_slow": "1.097"
},
"2018-12-15 07:15:54": {
"current": "13.7386",
"avg_fast": "6.09051",
"avg": "2.81292",
"avg_slow": "1.26859"
},
"2018-12-15 07:17:01": {
"current": "11.7402",
"avg_fast": "7.78542",
"avg": "3.80742",
"avg_slow": "1.52247"
},
"2018-12-15 07:18:06": {
"current": "9",
"avg_fast": "8.14979",
"avg": "4.67589",
"avg_slow": "1.83781"
},
"2018-12-15 07:19:11": {
"current": "7.57702",
"avg_fast": "7.97796",
"avg": "5.33631",
"avg_slow": "2.18766"
},
"2018-12-15 07:20:15": {
"current": "6.82196",
"avg_fast": "7.63116",
"avg": "5.79528",
"avg_slow": "2.54843"
},
"2018-12-15 07:21:20": {
"current": "7.15474",
"avg_fast": "7.48824",
"avg": "6.13387",
"avg_slow": "2.90697"
},
"2018-12-15 07:22:25": {
"current": "9.15141",
"avg_fast": "7.98719",
"avg": "6.50453",
"avg_slow": "3.26673"
},
"2018-12-15 07:23:31": {
"current": "9.90841",
"avg_fast": "8.56355",
"avg": "6.91634",
"avg_slow": "3.63169"
},
"2018-12-15 07:24:38": {
"current": "12.0733",
"avg_fast": "9.61647",
"avg": "7.45636",
"avg_slow": "4.01415"
},
"2018-12-15 07:25:45": {
"current": "11.2406",
"avg_fast": "10.1037",
"avg": "7.98584",
"avg_slow": "4.41132"
},
"2018-12-15 07:26:52": {
"current": "11.8333",
"avg_fast": "10.6226",
"avg": "8.51319",
"avg_slow": "4.82151"
},
"2018-12-15 07:27:59": {
"current": "10.741",
"avg_fast": "10.6581",
"avg": "8.94218",
"avg_slow": "5.23358"
},
"2018-12-15 07:29:05": {
"current": "10.741",
"avg_fast": "10.683",
"avg": "9.29035",
"avg_slow": "5.63925"
},
"2018-12-15 07:30:13": {
"current": "12.1464",
"avg_fast": "11.122",
"avg": "9.65668",
"avg_slow": "6.041"
},
"2018-12-15 07:31:19": {
"current": "11",
"avg_fast": "11.0854",
"avg": "9.94243",
"avg_slow": "6.43114"
},
"2018-12-15 07:32:26": {
"current": "10.8333",
"avg_fast": "11.0098",
"avg": "10.1559",
"avg_slow": "6.80362"
},
"2018-12-15 07:33:31": {
"current": "8.81863",
"avg_fast": "10.3524",
"avg": "10.1952",
"avg_slow": "7.14278"
},
"2018-12-15 07:34:38": {
"current": "10.6667",
"avg_fast": "10.4467",
"avg": "10.2455",
"avg_slow": "7.45305"
},
"2018-12-15 07:35:44": {
"current": "9.81697",
"avg_fast": "10.2578",
"avg": "10.248",
"avg_slow": "7.73254"
},
"2018-12-15 07:36:51": {
"current": "11.4809",
"avg_fast": "10.6247",
"avg": "10.3233",
"avg_slow": "7.99162"
},
"2018-12-15 07:38:00": {
"current": "14.547",
"avg_fast": "11.8014",
"avg": "10.6189",
"avg_slow": "8.25435"
},
"2018-12-15 07:39:08": {
"current": "13.8103",
"avg_fast": "12.4041",
"avg": "10.976",
"avg_slow": "8.52651"
},
"2018-12-15 07:40:17": {
"current": "14.3095",
"avg_fast": "12.9757",
"avg": "11.3759",
"avg_slow": "8.81145"
},
"2018-12-15 07:41:24": {
"current": "12.1667",
"avg_fast": "12.733",
"avg": "11.6473",
"avg_slow": "9.09504"
},
"2018-12-15 07:42:32": {
"current": "12.6667",
"avg_fast": "12.7131",
"avg": "11.8605",
"avg_slow": "9.37158"
},
"2018-12-15 07:43:40": {
"current": "14.0716",
"avg_fast": "13.1206",
"avg": "12.1125",
"avg_slow": "9.64567"
},
"2018-12-15 07:44:47": {
"current": "11.6473",
"avg_fast": "12.6786",
"avg": "12.2257",
"avg_slow": "9.90368"
},
"2018-12-15 07:45:54": {
"current": "10.6489",
"avg_fast": "12.0697",
"avg": "12.1945",
"avg_slow": "10.1328"
},
"2018-12-15 07:47:02": {
"current": "14.1667",
"avg_fast": "12.6988",
"avg": "12.2954",
"avg_slow": "10.349"
},
"2018-12-15 07:48:09": {
"current": "11.7402",
"avg_fast": "12.4112",
"avg": "12.3186",
"avg_slow": "10.546"
},
"2018-12-15 07:49:16": {
"current": "12",
"avg_fast": "12.2879",
"avg": "12.3124",
"avg_slow": "10.7226"
},
"2018-12-15 07:50:25": {
"current": "14.3095",
"avg_fast": "12.8943",
"avg": "12.4288",
"avg_slow": "10.8932"
},
"2018-12-15 07:51:33": {
"current": "12.7394",
"avg_fast": "12.8479",
"avg": "12.5126",
"avg_slow": "11.0552"
},
"2018-12-15 07:52:40": {
"current": "11.2406",
"avg_fast": "12.3657",
"avg": "12.4832",
"avg_slow": "11.198"
},
"2018-12-15 07:53:47": {
"current": "12.3333",
"avg_fast": "12.356",
"avg": "12.4578",
"avg_slow": "11.324"
},
"2018-12-15 07:54:55": {
"current": "13.572",
"avg_fast": "12.7208",
"avg": "12.5104",
"avg_slow": "11.4426"
},
"2018-12-15 07:56:03": {
"current": "13.4055",
"avg_fast": "12.9262",
"avg": "12.5935",
"avg_slow": "11.5577"
},
"2018-12-15 07:57:12": {
"current": "14.1667",
"avg_fast": "13.2983",
"avg": "12.7345",
"avg_slow": "11.6754"
},
"2018-12-15 07:58:21": {
"current": "15.6667",
"avg_fast": "14.0088",
"avg": "12.9894",
"avg_slow": "11.8068"
},
"2018-12-15 07:59:30": {
"current": "14.5",
"avg_fast": "14.1562",
"avg": "13.2227",
"avg_slow": "11.9484"
},
"2018-12-15 08:00:40": {
"current": "16.4725",
"avg_fast": "14.8511",
"avg": "13.5484",
"avg_slow": "12.1084"
},
"2018-12-15 08:01:48": {
"current": "12.8333",
"avg_fast": "14.2458",
"avg": "13.6879",
"avg_slow": "12.2663"
},
"2018-12-15 08:02:52": {
"current": "6.32279",
"avg_fast": "11.8689",
"avg": "13.3241",
"avg_slow": "12.3721"
}
},
"parser": "\\App\\Entity\\Stat\\time_dilation_current3",
"id": 2635876,
"datetime": {
"date": "2018-12-15 08:04:38.000000",
"timezone_type": 3,
"timezone": "UTC"
},
"round": 98640,
"key": "time_dilation_current",
"type": "associative",
"version": 3,
"json": "{\"data\":{\"1\":{\"2018-12-15 06:58:26\":{\"current\":\"0\",\"avg_fast\":\"0\",\"avg\":\"0\",\"avg_slow\":\"0\"}},\"2\":{\"2018-12-15 06:59:26\":{\"current\":\"0.0834028\",\"avg_fast\":\"0.0250209\",\"avg\":\"0.00500417\",\"avg_slow\":\"0.000500417\"}},\"3\":{\"2018-12-15 07:00:27\":{\"current\":\"0.333333\",\"avg_fast\":\"0.117515\",\"avg\":\"0.0275063\",\"avg_slow\":\"0.003201\"}},\"4\":{\"2018-12-15 07:01:29\":{\"current\":\"4.16667\",\"avg_fast\":\"1.33226\",\"avg\":\"0.288457\",\"avg_slow\":\"0.0317266\"}},\"5\":{\"2018-12-15 07:02:31\":{\"current\":\"2.41465\",\"avg_fast\":\"1.65698\",\"avg\":\"0.562161\",\"avg_slow\":\"0.0847701\"}},\"6\":{\"2018-12-15 07:03:31\":{\"current\":\"1.33333\",\"avg_fast\":\"1.55989\",\"avg\":\"0.761706\",\"avg_slow\":\"0.152464\"}},\"7\":{\"2018-12-15 07:04:32\":{\"current\":\"0.666667\",\"avg_fast\":\"1.29192\",\"avg\":\"0.867749\",\"avg_slow\":\"0.223992\"}},\"8\":{\"2018-12-15 07:05:33\":{\"current\":\"1.33333\",\"avg_fast\":\"1.30434\",\"avg\":\"0.955068\",\"avg_slow\":\"0.2971\"}},\"9\":{\"2018-12-15 07:06:33\":{\"current\":\"1.33333\",\"avg_fast\":\"1.31304\",\"avg\":\"1.02666\",\"avg_slow\":\"0.370056\"}},\"10\":{\"2018-12-15 07:07:35\":{\"current\":\"2.58118\",\"avg_fast\":\"1.69348\",\"avg\":\"1.16003\",\"avg_slow\":\"0.449053\"}},\"11\":{\"2018-12-15 07:08:37\":{\"current\":\"2.66667\",\"avg_fast\":\"1.98544\",\"avg\":\"1.32511\",\"avg_slow\":\"0.536659\"}},\"12\":{\"2018-12-15 07:09:38\":{\"current\":\"2.83333\",\"avg_fast\":\"2.23981\",\"avg\":\"1.50805\",\"avg_slow\":\"0.633798\"}},\"13\":{\"2018-12-15 07:10:39\":{\"current\":\"1\",\"avg_fast\":\"1.86786\",\"avg\":\"1.58001\",\"avg_slow\":\"0.728419\"}},\"14\":{\"2018-12-15 07:11:40\":{\"current\":\"2\",\"avg_fast\":\"1.90751\",\"avg\":\"1.64551\",\"avg_slow\":\"0.820128\"}},\"15\":{\"2018-12-15 07:12:41\":{\"current\":\"2.16667\",\"avg_fast\":\"1.98525\",\"avg\":\"1.71346\",\"avg_slow\":\"0.909461\"}},\"16\":{\"2018-12-15 07:13:43\":{\"current\":\"2.33333\",\"avg_fast\":\"2.08968\",\"avg\":\"1.7887\",\"avg_slow\":\"0.997386\"}},\"17\":{\"2018-12-15 07:14:46\":{\"current\":\"4.5\",\"avg_fast\":\"2.81277\",\"avg\":\"1.99352\",\"avg_slow\":\"1.097\"}},\"18\":{\"2018-12-15 07:15:54\":{\"current\":\"13.7386\",\"avg_fast\":\"6.09051\",\"avg\":\"2.81292\",\"avg_slow\":\"1.26859\"}},\"19\":{\"2018-12-15 07:17:01\":{\"current\":\"11.7402\",\"avg_fast\":\"7.78542\",\"avg\":\"3.80742\",\"avg_slow\":\"1.52247\"}},\"20\":{\"2018-12-15 07:18:06\":{\"current\":\"9\",\"avg_fast\":\"8.14979\",\"avg\":\"4.67589\",\"avg_slow\":\"1.83781\"}},\"21\":{\"2018-12-15 07:19:11\":{\"current\":\"7.57702\",\"avg_fast\":\"7.97796\",\"avg\":\"5.33631\",\"avg_slow\":\"2.18766\"}},\"22\":{\"2018-12-15 07:20:15\":{\"current\":\"6.82196\",\"avg_fast\":\"7.63116\",\"avg\":\"5.79528\",\"avg_slow\":\"2.54843\"}},\"23\":{\"2018-12-15 07:21:20\":{\"current\":\"7.15474\",\"avg_fast\":\"7.48824\",\"avg\":\"6.13387\",\"avg_slow\":\"2.90697\"}},\"24\":{\"2018-12-15 07:22:25\":{\"current\":\"9.15141\",\"avg_fast\":\"7.98719\",\"avg\":\"6.50453\",\"avg_slow\":\"3.26673\"}},\"25\":{\"2018-12-15 07:23:31\":{\"current\":\"9.90841\",\"avg_fast\":\"8.56355\",\"avg\":\"6.91634\",\"avg_slow\":\"3.63169\"}},\"26\":{\"2018-12-15 07:24:38\":{\"current\":\"12.0733\",\"avg_fast\":\"9.61647\",\"avg\":\"7.45636\",\"avg_slow\":\"4.01415\"}},\"27\":{\"2018-12-15 07:25:45\":{\"current\":\"11.2406\",\"avg_fast\":\"10.1037\",\"avg\":\"7.98584\",\"avg_slow\":\"4.41132\"}},\"28\":{\"2018-12-15 07:26:52\":{\"current\":\"11.8333\",\"avg_fast\":\"10.6226\",\"avg\":\"8.51319\",\"avg_slow\":\"4.82151\"}},\"29\":{\"2018-12-15 07:27:59\":{\"current\":\"10.741\",\"avg_fast\":\"10.6581\",\"avg\":\"8.94218\",\"avg_slow\":\"5.23358\"}},\"30\":{\"2018-12-15 07:29:05\":{\"current\":\"10.741\",\"avg_fast\":\"10.683\",\"avg\":\"9.29035\",\"avg_slow\":\"5.63925\"}},\"31\":{\"2018-12-15 07:30:13\":{\"current\":\"12.1464\",\"avg_fast\":\"11.122\",\"avg\":\"9.65668\",\"avg_slow\":\"6.041\"}},\"32\":{\"2018-12-15 07:31:19\":{\"current\":\"11\",\"avg_fast\":\"11.0854\",\"avg\":\"9.94243\",\"avg_slow\":\"6.43114\"}},\"33\":{\"2018-12-15 07:32:26\":{\"current\":\"10.8333\",\"avg_fast\":\"11.0098\",\"avg\":\"10.1559\",\"avg_slow\":\"6.80362\"}},\"34\":{\"2018-12-15 07:33:31\":{\"current\":\"8.81863\",\"avg_fast\":\"10.3524\",\"avg\":\"10.1952\",\"avg_slow\":\"7.14278\"}},\"35\":{\"2018-12-15 07:34:38\":{\"current\":\"10.6667\",\"avg_fast\":\"10.4467\",\"avg\":\"10.2455\",\"avg_slow\":\"7.45305\"}},\"36\":{\"2018-12-15 07:35:44\":{\"current\":\"9.81697\",\"avg_fast\":\"10.2578\",\"avg\":\"10.248\",\"avg_slow\":\"7.73254\"}},\"37\":{\"2018-12-15 07:36:51\":{\"current\":\"11.4809\",\"avg_fast\":\"10.6247\",\"avg\":\"10.3233\",\"avg_slow\":\"7.99162\"}},\"38\":{\"2018-12-15 07:38:00\":{\"current\":\"14.547\",\"avg_fast\":\"11.8014\",\"avg\":\"10.6189\",\"avg_slow\":\"8.25435\"}},\"39\":{\"2018-12-15 07:39:08\":{\"current\":\"13.8103\",\"avg_fast\":\"12.4041\",\"avg\":\"10.976\",\"avg_slow\":\"8.52651\"}},\"40\":{\"2018-12-15 07:40:17\":{\"current\":\"14.3095\",\"avg_fast\":\"12.9757\",\"avg\":\"11.3759\",\"avg_slow\":\"8.81145\"}},\"41\":{\"2018-12-15 07:41:24\":{\"current\":\"12.1667\",\"avg_fast\":\"12.733\",\"avg\":\"11.6473\",\"avg_slow\":\"9.09504\"}},\"42\":{\"2018-12-15 07:42:32\":{\"current\":\"12.6667\",\"avg_fast\":\"12.7131\",\"avg\":\"11.8605\",\"avg_slow\":\"9.37158\"}},\"43\":{\"2018-12-15 07:43:40\":{\"current\":\"14.0716\",\"avg_fast\":\"13.1206\",\"avg\":\"12.1125\",\"avg_slow\":\"9.64567\"}},\"44\":{\"2018-12-15 07:44:47\":{\"current\":\"11.6473\",\"avg_fast\":\"12.6786\",\"avg\":\"12.2257\",\"avg_slow\":\"9.90368\"}},\"45\":{\"2018-12-15 07:45:54\":{\"current\":\"10.6489\",\"avg_fast\":\"12.0697\",\"avg\":\"12.1945\",\"avg_slow\":\"10.1328\"}},\"46\":{\"2018-12-15 07:47:02\":{\"current\":\"14.1667\",\"avg_fast\":\"12.6988\",\"avg\":\"12.2954\",\"avg_slow\":\"10.349\"}},\"47\":{\"2018-12-15 07:48:09\":{\"current\":\"11.7402\",\"avg_fast\":\"12.4112\",\"avg\":\"12.3186\",\"avg_slow\":\"10.546\"}},\"48\":{\"2018-12-15 07:49:16\":{\"current\":\"12\",\"avg_fast\":\"12.2879\",\"avg\":\"12.3124\",\"avg_slow\":\"10.7226\"}},\"49\":{\"2018-12-15 07:50:25\":{\"current\":\"14.3095\",\"avg_fast\":\"12.8943\",\"avg\":\"12.4288\",\"avg_slow\":\"10.8932\"}},\"50\":{\"2018-12-15 07:51:33\":{\"current\":\"12.7394\",\"avg_fast\":\"12.8479\",\"avg\":\"12.5126\",\"avg_slow\":\"11.0552\"}},\"51\":{\"2018-12-15 07:52:40\":{\"current\":\"11.2406\",\"avg_fast\":\"12.3657\",\"avg\":\"12.4832\",\"avg_slow\":\"11.198\"}},\"52\":{\"2018-12-15 07:53:47\":{\"current\":\"12.3333\",\"avg_fast\":\"12.356\",\"avg\":\"12.4578\",\"avg_slow\":\"11.324\"}},\"53\":{\"2018-12-15 07:54:55\":{\"current\":\"13.572\",\"avg_fast\":\"12.7208\",\"avg\":\"12.5104\",\"avg_slow\":\"11.4426\"}},\"54\":{\"2018-12-15 07:56:03\":{\"current\":\"13.4055\",\"avg_fast\":\"12.9262\",\"avg\":\"12.5935\",\"avg_slow\":\"11.5577\"}},\"55\":{\"2018-12-15 07:57:12\":{\"current\":\"14.1667\",\"avg_fast\":\"13.2983\",\"avg\":\"12.7345\",\"avg_slow\":\"11.6754\"}},\"56\":{\"2018-12-15 07:58:21\":{\"current\":\"15.6667\",\"avg_fast\":\"14.0088\",\"avg\":\"12.9894\",\"avg_slow\":\"11.8068\"}},\"57\":{\"2018-12-15 07:59:30\":{\"current\":\"14.5\",\"avg_fast\":\"14.1562\",\"avg\":\"13.2227\",\"avg_slow\":\"11.9484\"}},\"58\":{\"2018-12-15 08:00:40\":{\"current\":\"16.4725\",\"avg_fast\":\"14.8511\",\"avg\":\"13.5484\",\"avg_slow\":\"12.1084\"}},\"59\":{\"2018-12-15 08:01:48\":{\"current\":\"12.8333\",\"avg_fast\":\"14.2458\",\"avg\":\"13.6879\",\"avg_slow\":\"12.2663\"}},\"60\":{\"2018-12-15 08:02:52\":{\"current\":\"6.32279\",\"avg_fast\":\"11.8689\",\"avg\":\"13.3241\",\"avg_slow\":\"12.3721\"}}}}",
"originalUrl": null
}
Install Gentoo