diff --git a/CokeOvenServiceSimulator.ipynb b/CokeOvenServiceSimulator.ipynb index 02445fc..5b312a5 100644 --- a/CokeOvenServiceSimulator.ipynb +++ b/CokeOvenServiceSimulator.ipynb @@ -86,7 +86,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "10a1cd2fcc854c1fa22f5ec555903a44", + "model_id": "328be3db1f424c50bc8707af134473f2", "version_major": 2, "version_minor": 0 }, @@ -133,7 +133,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "1453ff0252a94c348f2f6280d1e864d7", + "model_id": "90aa50be49884adbbf4fdb4443d749ee", "version_major": 2, "version_minor": 0 }, @@ -188,7 +188,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "67d27942e98546aa81f1a35f9bf72157", + "model_id": "27c5716a21a44695ba64a50eefc2cea9", "version_major": 2, "version_minor": 0 }, @@ -308,14 +308,19 @@ " start_indices = [1, 3, 5, 2, 4]\n", " self.oven_idx_order = np.concatenate([np.array(range(i0 - 1, self.size, 5)) for i0 in start_indices])\n", "\n", + " # 정상 상태 만들기: 모든 문에 n_cycle 회 장입\n", + " n_cycle = 3 # 모든 문 장입 반복 횟수\n", + " period_over_dt = 11. # 장입 간격 / 초기화 time step 크기\n", " normal_period = self.charge_program.period(-1)\n", + " dt = normal_period / period_over_dt\n", " \n", - " self.t = - normal_period * self.size\n", - " self.t_last = self.t\n", + " self.t = - normal_period * self.size * n_cycle # 정상상태 생성 모사 시간 = 장입 간격 * 총 장입 횟수\n", + " self.t_last = self.t # 마지막 장입을 정상상태 시뮬레이션 시작 시각으로 설정\n", " \n", - " for i in range(int(np.ceil(self.size * 11.))):\n", - " \"\"\" Fill battety with normal charge\"\"\"\n", - " self.update(normal_period / 11.)\n", + " # time loop\n", + " for i in range(int(np.ceil(self.size * period_over_dt * n_cycle))):\n", + " \"\"\" Fill battety with normal charge rate \"\"\"\n", + " self.update(dt)\n", "\n", " def next_oven (self):\n", " next_oven_id = self.oven_idx_order[self.sequence_idx % self.size]\n", @@ -333,6 +338,7 @@ " self.charge(coke_charge)\n", " \n", " def push (self):\n", + " \"\"\" Push complete coke out of oven \"\"\"\n", " coke = self.processing.pop(0)\n", " coke.end_baking(self.t)\n", " self.product.append(coke)\n", @@ -344,7 +350,7 @@ " return self.heat_program.dQ(self.t, self.t+dt)\n", " \n", " def is_pc_time (self, dt):\n", - " return self.t + dt >= period + self.t_last \n", + " return self.t + dt >= period + self.t_last\n", "\n", " def update (self, dt):\n", " # dQ = self.heat_program.dQ(self.t, self.t+dt) # t, t+dt 사이 공급하는 열량, array 로 대체 필요\n", @@ -354,12 +360,15 @@ " \n", " period = self.charge_program.period(self.t) # 현재 장입 시간 간격\n", " \n", + " # 마지막 장입탄 장입 시각\n", + " latest_coke_charge = self.processing[-1].t_charge if len(self.processing) > 0 else self.t_last\n", + " \n", " # t_last + period 가 t, t + dt 사이에 들어오는 것 검사\n", - " # t + dt 가 다음 추출/장입 시각 이후일 때 => 이번 time step 에 추출/장입 시기가 포함될 수 있음\n", + " # t + dt 가 다음 추출/장입 시각 이후일 때 => 이번 time step 에 추출/장입을 실행해야함\n", " if self.t + dt >= period + self.t_last :\n", " print(\"Push timing within [ {} , {} ].\".format(self.t, self.t + dt), \n", - " self.t + dt - self.t_last, \"since last P/C. \", \n", - " \"P/C interval = \", self.charge_program.period(self.t))\n", + " self.t + dt - latest_coke_charge, \"since last P/C. \", \n", + " \"P/C interval = \", self.charge_program.period(self.t),)\n", " \n", " # 마지막 장입 시각 + 장입 시간 간격 이 이번 time step 에 포함됨\n", " # 일정한 간격으로 장입 진행 중\n", @@ -371,7 +380,7 @@ " self.t_last = self.t + dt\n", " \n", " # 추출/장입 실행\n", - " self.push_and_charge(CokeCharge(self.t_last, self.next_oven()))\n", + " self.push_and_charge(CokeCharge(self.t + dt, self.next_oven()))\n", " \n", " # 시뮬레이션 시간 업데이트\n", " self.t += dt\n", @@ -454,7 +463,7 @@ { "data": { "text/plain": [ - "[]" + "[]" ] }, "execution_count": 11, @@ -464,7 +473,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "3aba5035779f4edb9cc793de15c9e4ca", + "model_id": "0657d5d05e064af1993afe40df8530e2", "version_major": 2, "version_minor": 0 }, @@ -566,7 +575,7 @@ { "data": { "text/plain": [ - "[]" + "[]" ] }, "execution_count": 13, @@ -576,7 +585,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "f487a4fe6ecb416e960758e147d69e73", + "model_id": "a5edbfdc4ab34e3cb913085dc17e74e0", "version_major": 2, "version_minor": 0 }, @@ -614,7 +623,7 @@ { "data": { "text/plain": [ - "[]" + "[]" ] }, "execution_count": 14, @@ -624,7 +633,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "7c908355772544ba81a45554821920a4", + "model_id": "9538a5a9f94b45269fad944c5403c8f5", "version_major": 2, "version_minor": 0 }, @@ -728,7 +737,7 @@ "metadata": {}, "outputs": [], "source": [ - "sample_charging = ChargeSchedule( 81, 9, 9, 1e-12, 24+13, 2, 1e-12 )" + "sample_charging = ChargeSchedule( 81, 9, 9, 1e-12, 24+13, 3, 1e-12 )" ] }, { @@ -740,7 +749,7 @@ { "data": { "text/plain": [ - "[]" + "[]" ] }, "execution_count": 19, @@ -750,18 +759,18 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "22e74a7d1c244d9d84be4a4ee20c78f6", + "model_id": "4866bd88aaca446d8dd59a743cfdf663", "version_major": 2, "version_minor": 0 }, - "image/png": "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", + "image/png": "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", "text/html": [ "\n", "
\n", "
\n", " Figure\n", "
\n", - " \n", + " \n", "
\n", " " ], @@ -807,138 +816,270 @@ "name": "stdout", "output_type": "stream", "text": [ - "Push timing within [ -19.286195286195277 , -19.25925925925925 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ -18.989898989898972 , -18.962962962962944 ]. 0.2962962962963118 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ -18.693602693602667 , -18.66666666666664 ]. 0.29629629629631893 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ -18.397306397306362 , -18.370370370370335 ]. 0.29629629629632603 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ -18.101010101010058 , -18.07407407407403 ]. 0.29629629629633314 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ -17.804713804713753 , -17.777777777777725 ]. 0.29629629629634024 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ -17.50841750841745 , -17.48148148148142 ]. 0.29629629629634735 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ -17.212121212121144 , -17.185185185185116 ]. 0.29629629629635446 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ -16.91582491582484 , -16.88888888888881 ]. 0.29629629629636156 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ -16.619528619528534 , -16.592592592592506 ]. 0.29629629629636867 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ -16.32323232323223 , -16.2962962962962 ]. 0.29629629629637577 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ -16.026936026935925 , -15.999999999999897 ]. 0.2962962962963829 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ -15.73063973063962 , -15.703703703703592 ]. 0.29629629629639176 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ -15.434343434343315 , -15.407407407407288 ]. 0.29629629629640064 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ -15.13804713804701 , -15.111111111110983 ]. 0.2962962962964095 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ -14.841750841750706 , -14.814814814814678 ]. 0.2962962962964184 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ -14.545454545454401 , -14.518518518518373 ]. 0.2962962962964273 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ -14.249158249158096 , -14.222222222222069 ]. 0.29629629629643617 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ -13.952861952861792 , -13.925925925925764 ]. 0.29629629629644505 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ -13.656565656565487 , -13.62962962962946 ]. 0.29629629629645393 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ -13.360269360269182 , -13.333333333333155 ]. 0.2962962962964628 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ -13.063973063972877 , -13.03703703703685 ]. 0.2962962962964717 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ -12.767676767676573 , -12.740740740740545 ]. 0.2962962962964806 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ -12.471380471380268 , -12.44444444444424 ]. 0.29629629629648946 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ -12.175084175083963 , -12.148148148147936 ]. 0.29629629629649834 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ -11.878787878787659 , -11.851851851851631 ]. 0.2962962962965072 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ -11.582491582491354 , -11.555555555555326 ]. 0.2962962962965161 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ -11.28619528619505 , -11.259259259259021 ]. 0.296296296296525 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ -10.989898989898744 , -10.962962962962717 ]. 0.29629629629653387 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ -10.69360269360244 , -10.666666666666412 ]. 0.29629629629654275 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ -10.397306397306135 , -10.370370370370107 ]. 0.29629629629655163 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ -10.10101010100983 , -10.074074074073803 ]. 0.2962962962965605 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ -9.804713804713526 , -9.777777777777498 ]. 0.2962962962965694 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ -9.50841750841722 , -9.481481481481193 ]. 0.2962962962965783 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ -9.212121212120916 , -9.185185185184888 ]. 0.29629629629658716 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ -8.915824915824611 , -8.888888888888584 ]. 0.29629629629659604 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ -8.619528619528307 , -8.592592592592279 ]. 0.2962962962966049 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ -8.323232323232002 , -8.296296296295974 ]. 0.2962962962966138 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ -8.026936026935697 , -7.9999999999996705 ]. 0.2962962962966218 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ -7.730639730639402 , -7.7037037037033755 ]. 0.2962962962966209 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ -7.434343434343107 , -7.407407407407081 ]. 0.29629629629662 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ -7.1380471380468125 , -7.111111111110786 ]. 0.29629629629661913 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ -6.8417508417505175 , -6.814814814814491 ]. 0.29629629629661824 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ -6.545454545454223 , -6.518518518518196 ]. 0.29629629629661736 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ -6.249158249157928 , -6.222222222221901 ]. 0.29629629629661647 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ -5.952861952861633 , -5.925925925925606 ]. 0.2962962962966156 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ -5.656565656565338 , -5.629629629629311 ]. 0.2962962962966147 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ -5.360269360269043 , -5.333333333333016 ]. 0.2962962962966138 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ -5.063973063972748 , -5.037037037036721 ]. 0.2962962962966129 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ -4.767676767676453 , -4.740740740740426 ]. 0.296296296296612 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ -4.471380471380158 , -4.444444444444131 ]. 0.29629629629661114 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ -4.175084175083863 , -4.148148148147836 ]. 0.29629629629661025 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ -3.878787878787568 , -3.851851851851541 ]. 0.29629629629660936 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ -3.582491582491273 , -3.5555555555552463 ]. 0.29629629629660803 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ -3.286195286194978 , -3.2592592592589513 ]. 0.2962962962966067 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ -2.989898989898683 , -2.9629629629626564 ]. 0.29629629629660537 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ -2.6936026936023882 , -2.6666666666663614 ]. 0.29629629629660403 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ -2.3973063973060933 , -2.3703703703700665 ]. 0.2962962962966027 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ -2.1010101010097983 , -2.0740740740737715 ]. 0.29629629629660137 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ -1.8047138047135016 , -1.7777777777774746 ]. 0.29629629629660204 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ -1.5084175084172042 , -1.4814814814811772 ]. 0.29629629629660315 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ -1.2121212121209068 , -1.1851851851848798 ]. 0.29629629629660426 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ -0.9158249158246099 , -0.888888888888583 ]. 0.2962962962966048 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ -0.6195286195283137 , -0.5925925925922868 ]. 0.2962962962966047 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ -0.32323232323201756 , -0.29629629629599064 ]. 0.2962962962966046 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ -0.02693602693572134 , 3.0559582642197824e-13 ]. 0.29629629629660453 since last P/C. P/C interval = 0.2962962962962963\n", - "1405.925925925954 -19.259259259259256 0\n", - "1384.2962962963227 -18.96296296296296 5\n", - "1362.666666666691 -18.66666666666666 10\n", - "1341.0370370370597 -18.370370370370363 15\n", - "1319.407407407428 -18.074074074074066 20\n", - "1297.7777777777967 -17.777777777777768 25\n", - "1276.148148148165 -17.48148148148147 30\n", - "1254.5185185185337 -17.185185185185173 35\n", - "1232.888888888902 -16.888888888888875 40\n", - "1211.2592592592707 -16.592592592592577 45\n", - "1189.629629629639 -16.29629629629628 50\n", - "1168.0000000000077 -15.999999999999984 55\n", - "1146.3703703703775 -15.703703703703688 60\n", - "1124.7407407407472 -15.407407407407392 65\n", - "1103.111111111117 -15.111111111111097 2\n", - "1081.4814814814863 -14.8148148148148 7\n", - "1059.8518518518556 -14.518518518518505 12\n", - "1038.2222222222247 -14.222222222222209 17\n", - "1016.5925925925949 -13.925925925925913 22\n", - "994.9629629629651 -13.629629629629617 27\n", - "973.3333333333355 -13.333333333333321 32\n", - "951.703703703706 -13.037037037037026 37\n", - "930.0740740740764 -12.74074074074073 42\n", - "908.4444444444466 -12.444444444444434 47\n", - "886.814814814817 -12.148148148148138 52\n", - "865.1851851851875 -11.851851851851842 57\n", - "843.5555555555579 -11.555555555555546 62\n", - "821.9259259259281 -11.25925925925925 4\n", - "800.2962962962986 -10.962962962962955 9\n", - "778.666666666669 -10.666666666666659 14\n", - "757.0370370370395 -10.370370370370363 19\n", - "735.4074074074097 -10.074074074074067 24\n", - "713.7777777777801 -9.777777777777771 29\n", - "692.1481481481503 -9.481481481481476 34\n", - "670.5185185185205 -9.18518518518518 39\n", - "648.88888888889 -8.888888888888884 44\n", - "627.2592592592591 -8.592592592592588 49\n", - "605.6296296296282 -8.296296296296292 54\n", - "583.9999999999975 -7.9999999999999964 59\n", - "562.3703703703685 -7.703703703703701 64\n", - "540.7407407407395 -7.407407407407405 1\n", - "519.1111111111103 -7.111111111111109 6\n", - "497.4814814814805 -6.814814814814813 11\n", - "475.8518518518509 -6.518518518518517 16\n", - "454.22222222222126 -6.222222222222221 21\n", - "432.59259259259164 -5.925925925925926 26\n", - "410.962962962962 -5.62962962962963 31\n", - "389.33333333333246 -5.333333333333334 36\n", - "367.70370370370284 -5.037037037037038 41\n", - "346.0740740740732 -4.740740740740742 46\n", - "324.44444444444355 -4.444444444444446 51\n", - "302.81481481481393 -4.148148148148151 56\n", - "281.1851851851843 -3.8518518518518543 61\n", - "259.555555555555 -3.555555555555558 3\n", - "237.92592592592567 -3.2592592592592617 8\n", - "216.29629629629636 -2.9629629629629655 13\n", - "194.66666666666686 -2.666666666666669 18\n", - "173.03703703703724 -2.370370370370373 23\n", - "151.40740740740762 -2.0740740740740766 28\n", - "129.77777777777794 -1.7777777777777803 33\n", - "108.14814814814822 -1.481481481481484 38\n", - "86.51851851851852 -1.1851851851851878 43\n", - "64.88888888888886 -0.8888888888888915 48\n", - "43.25925925925923 -0.5925925925925952 53\n", - "21.62962962962962 -0.29629629629629894 58\n", - "0 -2.6645352591003757e-15 63\n" + "Push timing within [ -58.39730639730638 , -58.37037037037035 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -58.101010101010075 , -58.07407407407405 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -57.80471380471377 , -57.77777777777774 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -57.508417508417466 , -57.48148148148144 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -57.21212121212116 , -57.185185185185134 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -56.91582491582486 , -56.88888888888883 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -56.61952861952855 , -56.592592592592524 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -56.32323232323225 , -56.29629629629622 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -56.02693602693594 , -55.999999999999915 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -55.73063973063964 , -55.70370370370361 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -55.43434343434333 , -55.407407407407305 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -55.13804713804703 , -55.111111111111 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -54.841750841750724 , -54.814814814814696 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -54.54545454545442 , -54.51851851851839 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -54.249158249158114 , -54.222222222222086 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -53.95286195286181 , -53.92592592592578 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -53.656565656565505 , -53.62962962962948 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -53.3602693602692 , -53.33333333333317 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -53.063973063972895 , -53.03703703703687 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -52.76767676767659 , -52.74074074074056 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -52.471380471380286 , -52.44444444444426 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -52.17508417508398 , -52.14814814814795 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -51.878787878787676 , -51.85185185185165 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -51.58249158249137 , -51.555555555555344 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -51.28619528619507 , -51.25925925925904 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -50.98989898989876 , -50.962962962962735 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -50.69360269360246 , -50.66666666666643 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -50.39730639730615 , -50.370370370370125 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -50.10101010100985 , -50.07407407407382 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -49.80471380471354 , -49.777777777777516 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -49.50841750841724 , -49.48148148148121 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -49.212121212120934 , -49.185185185184906 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -48.91582491582463 , -48.8888888888886 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -48.619528619528324 , -48.5925925925923 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -48.32323232323202 , -48.29629629629599 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -48.026936026935715 , -47.99999999999969 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -47.73063973063941 , -47.70370370370338 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -47.434343434343106 , -47.40740740740708 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -47.1380471380468 , -47.11111111111077 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -46.841750841750496 , -46.81481481481447 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -46.54545454545419 , -46.518518518518164 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -46.24915824915789 , -46.22222222222186 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -45.95286195286158 , -45.925925925925554 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -45.65656565656528 , -45.62962962962925 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -45.36026936026897 , -45.333333333332945 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -45.06397306397267 , -45.03703703703664 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -44.76767676767636 , -44.740740740740335 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -44.47138047138006 , -44.44444444444403 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -44.175084175083754 , -44.148148148147726 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -43.87878787878745 , -43.85185185185142 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -43.582491582491144 , -43.55555555555512 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -43.28619528619484 , -43.25925925925881 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -42.989898989898535 , -42.96296296296251 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -42.69360269360223 , -42.6666666666662 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -42.397306397305925 , -42.3703703703699 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -42.10101010100962 , -42.07407407407359 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -41.804713804713316 , -41.77777777777729 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -41.50841750841701 , -41.481481481480984 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -41.21212121212071 , -41.18518518518468 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -40.9158249158244 , -40.888888888888374 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -40.6195286195281 , -40.59259259259207 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -40.32323232323179 , -40.296296296295765 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -40.02693602693549 , -39.99999999999946 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -39.73063973063918 , -39.703703703703155 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -39.43434343434288 , -39.40740740740685 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -39.13804713804657 , -39.111111111110546 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -38.84175084175027 , -38.81481481481424 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -38.545454545453964 , -38.518518518517936 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -38.24915824915766 , -38.22222222222163 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -37.952861952861355 , -37.92592592592533 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -37.65656565656505 , -37.62962962962902 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -37.360269360268745 , -37.33333333333272 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -37.06397306397244 , -37.03703703703641 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -36.767676767676136 , -36.74074074074011 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -36.47138047137983 , -36.4444444444438 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -36.175084175083526 , -36.1481481481475 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -35.87878787878722 , -35.851851851851194 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -35.58249158249092 , -35.55555555555489 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -35.28619528619461 , -35.259259259258585 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -34.98989898989831 , -34.96296296296228 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -34.693602693602 , -34.666666666665975 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -34.3973063973057 , -34.37037037036967 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -34.10101010100939 , -34.074074074073366 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -33.80471380471309 , -33.77777777777706 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -33.508417508416784 , -33.481481481480756 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -33.21212121212048 , -33.18518518518445 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -32.915824915824174 , -32.88888888888815 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -32.61952861952787 , -32.59259259259184 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -32.323232323231565 , -32.29629629629554 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -32.02693602693526 , -31.999999999999233 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -31.730639730638956 , -31.703703703702928 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -31.43434343434265 , -31.407407407406623 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -31.138047138046346 , -31.11111111111032 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -30.84175084175004 , -30.814814814814014 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -30.545454545453737 , -30.51851851851771 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -30.249158249157432 , -30.222222222221404 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -29.952861952861127 , -29.9259259259251 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -29.656565656564823 , -29.629629629628795 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -29.360269360268518 , -29.33333333333249 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -29.063973063972213 , -29.037037037036185 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -28.76767676767591 , -28.74074074073988 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -28.471380471379604 , -28.444444444443576 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -28.1750841750833 , -28.14814814814727 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -27.878787878786994 , -27.851851851850967 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -27.58249158249069 , -27.555555555554662 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -27.286195286194385 , -27.259259259258357 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -26.98989898989808 , -26.962962962962052 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -26.693602693601775 , -26.666666666665748 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -26.39730639730547 , -26.370370370369443 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -26.101010101009166 , -26.07407407407314 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -25.80471380471286 , -25.777777777776834 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -25.508417508416557 , -25.48148148148053 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -25.212121212120252 , -25.185185185184224 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -24.915824915823947 , -24.88888888888792 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -24.619528619527642 , -24.592592592591615 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -24.323232323231338 , -24.29629629629531 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -24.026936026935033 , -23.999999999999005 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -23.73063973063873 , -23.7037037037027 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -23.434343434342424 , -23.407407407406396 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -23.13804713804612 , -23.11111111111009 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -22.841750841749814 , -22.814814814813786 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -22.54545454545351 , -22.51851851851748 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -22.249158249157205 , -22.222222222221177 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -21.9528619528609 , -21.925925925924872 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -21.656565656564595 , -21.629629629628567 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -21.36026936026829 , -21.333333333332263 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -21.063973063971986 , -21.037037037035958 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -20.76767676767568 , -20.740740740739653 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -20.471380471379376 , -20.44444444444335 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -20.17508417508307 , -20.148148148147044 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -19.878787878786767 , -19.85185185185074 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -19.582491582490462 , -19.555555555554434 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -19.286195286194157 , -19.25925925925813 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -18.989898989897853 , -18.962962962961825 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -18.693602693601548 , -18.66666666666552 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -18.397306397305243 , -18.370370370369216 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -18.10101010100894 , -18.07407407407291 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -17.804713804712634 , -17.777777777776606 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -17.50841750841633 , -17.4814814814803 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -17.212121212120024 , -17.185185185183997 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -16.91582491582372 , -16.888888888887692 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -16.619528619527415 , -16.592592592591387 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -16.32323232323111 , -16.296296296295083 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -16.026936026934806 , -15.999999999998778 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -15.7306397306385 , -15.703703703702473 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -15.434343434342196 , -15.407407407406168 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -15.138047138045891 , -15.111111111109864 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -14.841750841749587 , -14.814814814813559 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -14.545454545453282 , -14.518518518517254 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -14.249158249156977 , -14.22222222222095 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -13.952861952860673 , -13.925925925924645 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -13.656565656564368 , -13.62962962962834 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -13.360269360268063 , -13.333333333332035 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -13.063973063971758 , -13.03703703703573 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -12.767676767675454 , -12.740740740739426 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -12.471380471379149 , -12.444444444443121 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -12.175084175082844 , -12.148148148146817 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -11.87878787878654 , -11.851851851850512 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -11.582491582490235 , -11.555555555554207 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -11.28619528619393 , -11.259259259257902 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -10.989898989897625 , -10.962962962961598 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -10.69360269360132 , -10.666666666665293 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -10.397306397305016 , -10.370370370368988 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -10.101010101008711 , -10.074074074072684 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -9.804713804712406 , -9.777777777776379 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -9.508417508416102 , -9.481481481480074 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -9.212121212119797 , -9.18518518518377 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -8.915824915823492 , -8.888888888887465 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -8.619528619527188 , -8.59259259259116 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -8.323232323230883 , -8.296296296294855 ]. 0.2962962962963047 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -8.026936026934578 , -7.999999999998551 ]. 0.29629629629630383 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -7.730639730638283 , -7.703703703702256 ]. 0.29629629629629495 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -7.434343434341988 , -7.4074074074059615 ]. 0.29629629629629495 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -7.138047138045693 , -7.1111111111096665 ]. 0.29629629629629495 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -6.841750841749398 , -6.814814814813372 ]. 0.29629629629629495 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -6.5454545454531035 , -6.518518518517077 ]. 0.29629629629629495 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -6.2491582491568085 , -6.222222222220782 ]. 0.29629629629629495 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -5.952861952860514 , -5.925925925924487 ]. 0.29629629629629495 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -5.656565656564219 , -5.629629629628192 ]. 0.29629629629629495 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -5.360269360267924 , -5.333333333331897 ]. 0.29629629629629495 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -5.063973063971629 , -5.037037037035602 ]. 0.29629629629629495 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -4.767676767675334 , -4.740740740739307 ]. 0.29629629629629495 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -4.471380471379039 , -4.444444444443012 ]. 0.29629629629629495 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -4.175084175082744 , -4.148148148146717 ]. 0.29629629629629495 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -3.878787878786449 , -3.851851851850422 ]. 0.29629629629629495 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -3.582491582490154 , -3.555555555554127 ]. 0.29629629629629495 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -3.286195286193859 , -3.259259259257832 ]. 0.29629629629629495 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -2.989898989897564 , -2.9629629629615373 ]. 0.29629629629629495 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -2.693602693601269 , -2.6666666666652423 ]. 0.29629629629629495 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -2.397306397304974 , -2.3703703703689474 ]. 0.29629629629629495 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -2.1010101010086792 , -2.0740740740726524 ]. 0.29629629629629495 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -1.8047138047123825 , -1.7777777777763555 ]. 0.29629629629629695 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -1.5084175084160851 , -1.481481481480058 ]. 0.2962962962962974 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -1.2121212121197877 , -1.1851851851837607 ]. 0.2962962962962974 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -0.9158249158234908 , -0.8888888888874639 ]. 0.29629629629629683 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -0.6195286195271946 , -0.5925925925911677 ]. 0.29629629629629617 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -0.32323232323089846 , -0.29629629629487153 ]. 0.29629629629629617 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ -0.026936026934602234 , 1.424700635244136e-12 ]. 0.2962962962962962 since last P/C. P/C interval = 0.2962962962962963\n", + "1405.925925925954 -19.25925925925813 0\n", + "1384.2962962963227 -18.962962962961825 5\n", + "1362.666666666691 -18.66666666666552 10\n", + "1341.0370370370597 -18.370370370369216 15\n", + "1319.407407407428 -18.07407407407291 20\n", + "1297.7777777777967 -17.777777777776606 25\n", + "1276.148148148165 -17.4814814814803 30\n", + "1254.5185185185337 -17.185185185183997 35\n", + "1232.888888888902 -16.888888888887692 40\n", + "1211.2592592592707 -16.592592592591387 45\n", + "1189.629629629639 -16.296296296295083 50\n", + "1168.0000000000077 -15.999999999998778 55\n", + "1146.3703703703775 -15.703703703702473 60\n", + "1124.7407407407472 -15.407407407406168 65\n", + "1103.111111111117 -15.111111111109864 2\n", + "1081.4814814814863 -14.814814814813559 7\n", + "1059.8518518518556 -14.518518518517254 12\n", + "1038.2222222222247 -14.22222222222095 17\n", + "1016.5925925925949 -13.925925925924645 22\n", + "994.9629629629651 -13.62962962962834 27\n", + "973.3333333333355 -13.333333333332035 32\n", + "951.703703703706 -13.03703703703573 37\n", + "930.0740740740764 -12.740740740739426 42\n", + "908.4444444444466 -12.444444444443121 47\n", + "886.814814814817 -12.148148148146817 52\n", + "865.1851851851875 -11.851851851850512 57\n", + "843.5555555555579 -11.555555555554207 62\n", + "821.9259259259281 -11.259259259257902 4\n", + "800.2962962962986 -10.962962962961598 9\n", + "778.666666666669 -10.666666666665293 14\n", + "757.0370370370395 -10.370370370368988 19\n", + "735.4074074074097 -10.074074074072684 24\n", + "713.7777777777801 -9.777777777776379 29\n", + "692.1481481481503 -9.481481481480074 34\n", + "670.5185185185205 -9.18518518518377 39\n", + "648.88888888889 -8.888888888887465 44\n", + "627.2592592592591 -8.59259259259116 49\n", + "605.6296296296282 -8.296296296294855 54\n", + "583.9999999999975 -7.999999999998551 59\n", + "562.3703703703685 -7.703703703702256 64\n", + "540.7407407407395 -7.4074074074059615 1\n", + "519.1111111111103 -7.1111111111096665 6\n", + "497.4814814814805 -6.814814814813372 11\n", + "475.8518518518509 -6.518518518517077 16\n", + "454.22222222222126 -6.222222222220782 21\n", + "432.59259259259164 -5.925925925924487 26\n", + "410.962962962962 -5.629629629628192 31\n", + "389.33333333333246 -5.333333333331897 36\n", + "367.70370370370284 -5.037037037035602 41\n", + "346.0740740740732 -4.740740740739307 46\n", + "324.44444444444355 -4.444444444443012 51\n", + "302.81481481481393 -4.148148148146717 56\n", + "281.1851851851843 -3.851851851850422 61\n", + "259.555555555555 -3.555555555554127 3\n", + "237.92592592592567 -3.259259259257832 8\n", + "216.29629629629636 -2.9629629629615373 13\n", + "194.66666666666686 -2.6666666666652423 18\n", + "173.03703703703724 -2.3703703703689474 23\n", + "151.40740740740762 -2.0740740740726524 28\n", + "129.77777777777794 -1.7777777777763555 33\n", + "108.14814814814822 -1.481481481480058 38\n", + "86.51851851851852 -1.1851851851837607 43\n", + "64.88888888888886 -0.8888888888874639 48\n", + "43.25925925925923 -0.5925925925911677 53\n", + "21.62962962962962 -0.29629629629487153 58\n", + "0 1.424700635244136e-12 63\n" ] } ], @@ -983,540 +1124,501 @@ "execution_count": 22, "id": "99d40063", "metadata": { - "scrolled": false + "scrolled": true }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "Push timing within [ 0.2833333333336389 , 0.3000000000003056 ]. 0.30000000000030824 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 0.5833333333336391 , 0.6000000000003058 ]. 0.30370370370401223 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 0.8833333333336401 , 0.9000000000003068 ]. 0.3074074074077169 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 1.1833333333336398 , 1.2000000000003064 ]. 0.3111111111114202 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 1.466666666666972 , 1.4833333333336387 ]. 0.29814814814845625 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 1.766666666666971 , 1.7833333333336376 ]. 0.3018518518521589 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 2.06666666666697 , 2.083333333333637 ]. 0.3055555555558618 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 2.366666666666969 , 2.3833333333336357 ]. 0.30925925925956443 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 2.6500000000003014 , 2.666666666666968 ]. 0.2962962962966005 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 2.9500000000003004 , 2.966666666666967 ]. 0.30000000000030314 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 3.2500000000002993 , 3.266666666666966 ]. 0.3037037037040058 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 3.5500000000002983 , 3.566666666666965 ]. 0.30740740740770844 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 3.850000000000297 , 3.866666666666964 ]. 0.3111111111114111 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 4.1333333333336295 , 4.150000000000296 ]. 0.29814814814844715 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 4.4333333333336284 , 4.450000000000295 ]. 0.3018518518521498 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 4.733333333333627 , 4.750000000000294 ]. 0.3055555555558529 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 5.033333333333626 , 5.050000000000293 ]. 0.309259259259556 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 5.316666666666959 , 5.333333333333625 ]. 0.2962962962965925 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 5.616666666666958 , 5.633333333333624 ]. 0.3000000000002956 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 5.9166666666669565 , 5.933333333333623 ]. 0.3037037037039987 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 6.216666666666955 , 6.233333333333622 ]. 0.3074074074077018 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 6.516666666666954 , 6.533333333333621 ]. 0.3111111111114049 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 6.800000000000287 , 6.816666666666953 ]. 0.29814814814844137 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 7.100000000000286 , 7.116666666666952 ]. 0.30185185185214447 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 7.400000000000285 , 7.416666666666951 ]. 0.30555555555584757 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 7.7000000000002835 , 7.71666666666695 ]. 0.30925925925955067 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 7.983333333333616 , 8.000000000000282 ]. 0.29629629629658716 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 8.28333333333363 , 8.300000000000297 ]. 0.30000000000030624 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 8.583333333333645 , 8.600000000000312 ]. 0.30370370370402533 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 8.88333333333366 , 8.900000000000327 ]. 0.3074074074077444 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 18.000000000000565 , 18.01666666666723 ]. 9.127777777778352 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 18.300000000000548 , 18.316666666667214 ]. 0.29999999999998295 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 18.60000000000053 , 18.616666666667196 ]. 0.3037037037036683 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 18.900000000000514 , 18.91666666666718 ]. 0.3074074074073536 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 19.200000000000497 , 19.216666666667162 ]. 0.31111111111103895 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 19.483333333333814 , 19.50000000000048 ]. 0.29814814814805857 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 19.783333333333797 , 19.800000000000463 ]. 0.3018518518517439 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 20.08333333333378 , 20.100000000000446 ]. 0.30555555555542924 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 20.383333333333763 , 20.40000000000043 ]. 0.30925925925911457 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 20.683333333333746 , 20.70000000000041 ]. 0.3129629629627999 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 20.966666666667063 , 20.98333333333373 ]. 0.2999999999998195 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 21.266666666667046 , 21.28333333333371 ]. 0.30370370370350486 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 21.56666666666703 , 21.583333333333695 ]. 0.3074074074071902 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 21.86666666666701 , 21.883333333333677 ]. 0.3111111111108755 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 22.15000000000033 , 22.166666666666995 ]. 0.29814814814789514 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 22.450000000000312 , 22.466666666666978 ]. 0.3018518518515805 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 22.750000000000295 , 22.76666666666696 ]. 0.3055555555552658 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 23.050000000000278 , 23.066666666666944 ]. 0.30925925925895115 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 23.35000000000026 , 23.366666666666926 ]. 0.3129629629626365 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 23.633333333333578 , 23.650000000000244 ]. 0.2999999999996561 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 23.93333333333356 , 23.950000000000227 ]. 0.30370370370334143 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 24.233333333333544 , 24.25000000000021 ]. 0.30740740740702677 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 24.533333333333527 , 24.550000000000193 ]. 0.3111111111107121 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 24.816666666666844 , 24.83333333333351 ]. 0.2981481481477317 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 25.116666666666827 , 25.133333333333493 ]. 0.30185185185141705 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 25.41666666666681 , 25.433333333333476 ]. 0.3055555555551024 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 25.716666666666793 , 25.73333333333346 ]. 0.3092592592587877 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 26.016666666666776 , 26.03333333333344 ]. 0.31296296296247306 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 26.300000000000093 , 26.31666666666676 ]. 0.2999999999994927 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 26.600000000000076 , 26.61666666666674 ]. 0.303703703703178 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 26.90000000000006 , 26.916666666666725 ]. 0.30740740740686334 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 27.200000000000042 , 27.216666666666708 ]. 0.3111111111105487 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 27.48333333333336 , 27.500000000000025 ]. 0.2981481481475683 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 27.783333333333342 , 27.800000000000008 ]. 0.3018518518512536 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 28.083333333333325 , 28.09999999999999 ]. 0.30555555555493896 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 28.383333333333308 , 28.399999999999974 ]. 0.3092592592586243 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 28.68333333333329 , 28.699999999999957 ]. 0.31296296296230963 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 28.966666666666608 , 28.983333333333274 ]. 0.29999999999932925 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 29.26666666666659 , 29.283333333333257 ]. 0.3037037037030146 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 29.566666666666574 , 29.58333333333324 ]. 0.3074074074066999 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 29.866666666666557 , 29.883333333333223 ]. 0.31111111111038525 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 30.149999999999874 , 30.16666666666654 ]. 0.29814814814740487 since last P/C. P/C interval = 0.2962962962962963\n" + "Push timing within [ 0.29333333333475775 , 0.3000000000014244 ]. 0.2999999999999997 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 0.5866666666680913 , 0.593333333334758 ]. 0.2933333333333336 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 0.8866666666680932 , 0.89333333333476 ]. 0.30000000000000193 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 1.1800000000014255 , 1.186666666668092 ]. 0.2933333333333321 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 1.4800000000014224 , 1.486666666668089 ]. 0.29999999999999694 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 1.7733333333347527 , 1.7800000000014193 ]. 0.29333333333333034 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 2.073333333334752 , 2.080000000001419 ]. 0.2999999999999996 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 2.3666666666680922 , 2.373333333334759 ]. 0.2933333333333401 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 2.6600000000014323 , 2.666666666668099 ]. 0.2933333333333401 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 2.9600000000014393 , 2.966666666668106 ]. 0.30000000000000693 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 3.2533333333347794 , 3.260000000001446 ]. 0.2933333333333401 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 3.5533333333347863 , 3.560000000001453 ]. 0.30000000000000693 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 3.8466666666681264 , 3.853333333334793 ]. 0.2933333333333401 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 4.146666666668133 , 4.1533333333348 ]. 0.3000000000000065 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 4.440000000001473 , 4.44666666666814 ]. 0.2933333333333401 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 4.74000000000148 , 4.746666666668147 ]. 0.30000000000000693 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 5.03333333333482 , 5.040000000001487 ]. 0.2933333333333401 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 5.32666666666816 , 5.333333333334827 ]. 0.2933333333333401 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 5.626666666668167 , 5.633333333334834 ]. 0.30000000000000693 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 5.920000000001507 , 5.926666666668174 ]. 0.2933333333333401 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 6.220000000001514 , 6.226666666668181 ]. 0.30000000000000693 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 6.513333333334854 , 6.520000000001521 ]. 0.2933333333333401 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 6.813333333334861 , 6.820000000001528 ]. 0.30000000000000693 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 7.106666666668201 , 7.113333333334868 ]. 0.2933333333333401 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 7.406666666668208 , 7.413333333334875 ]. 0.30000000000000693 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 7.700000000001548 , 7.706666666668215 ]. 0.2933333333333401 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 7.993333333334888 , 8.000000000001554 ]. 0.2933333333333392 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 8.293333333334855 , 8.300000000001521 ]. 0.29999999999996696 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 8.586666666668156 , 8.593333333334822 ]. 0.293333333333301 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 8.886666666668123 , 8.89333333333479 ]. 0.29999999999996696 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 18.000000000000988 , 18.006666666667655 ]. 9.113333333332866 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 18.300000000001035 , 18.306666666667702 ]. 0.3000000000000469 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 18.593333333334414 , 18.60000000000108 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 18.89333333333446 , 18.90000000000113 ]. 0.3000000000000469 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 19.18666666666784 , 19.193333333334508 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 19.486666666667887 , 19.493333333334554 ]. 0.3000000000000469 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 19.780000000001266 , 19.786666666667934 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 20.080000000001313 , 20.08666666666798 ]. 0.3000000000000469 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 20.373333333334692 , 20.38000000000136 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 20.66666666666807 , 20.67333333333474 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 20.966666666668118 , 20.973333333334786 ]. 0.3000000000000469 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 21.260000000001497 , 21.266666666668165 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 21.560000000001544 , 21.566666666668212 ]. 0.3000000000000469 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 21.853333333334923 , 21.86000000000159 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 22.15333333333497 , 22.160000000001638 ]. 0.3000000000000469 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 22.44666666666835 , 22.453333333335017 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 22.746666666668396 , 22.753333333335064 ]. 0.3000000000000469 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 23.040000000001776 , 23.046666666668443 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 23.333333333335155 , 23.340000000001822 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 23.6333333333352 , 23.64000000000187 ]. 0.3000000000000469 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 23.92666666666858 , 23.93333333333525 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 24.226666666668628 , 24.233333333335295 ]. 0.3000000000000469 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 24.520000000002007 , 24.526666666668675 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 24.820000000002054 , 24.82666666666872 ]. 0.3000000000000469 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 25.113333333335433 , 25.1200000000021 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 25.41333333333548 , 25.420000000002148 ]. 0.3000000000000469 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 25.70666666666886 , 25.713333333335527 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 26.000000000002238 , 26.006666666668906 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 26.300000000002285 , 26.306666666668953 ]. 0.3000000000000469 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 26.593333333335664 , 26.600000000002332 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 26.89333333333571 , 26.90000000000238 ]. 0.3000000000000469 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 27.18666666666909 , 27.193333333335758 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 27.486666666669137 , 27.493333333335805 ]. 0.3000000000000469 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 27.780000000002516 , 27.786666666669184 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 28.080000000002563 , 28.08666666666923 ]. 0.3000000000000469 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 28.373333333335943 , 28.38000000000261 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 28.66666666666932 , 28.67333333333599 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 28.96666666666937 , 28.973333333336036 ]. 0.3000000000000469 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 29.260000000002748 , 29.266666666669416 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 29.560000000002795 , 29.566666666669462 ]. 0.3000000000000469 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 29.853333333336174 , 29.86000000000284 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 30.15333333333622 , 30.16000000000289 ]. 0.3000000000000469 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 30.4466666666696 , 30.453333333336268 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 30.746666666669647 , 30.753333333336315 ]. 0.3000000000000469 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 31.040000000003026 , 31.046666666669694 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 31.333333333336405 , 31.340000000003073 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 31.633333333336452 , 31.64000000000312 ]. 0.3000000000000469 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 31.92666666666983 , 31.9333333333365 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 32.22666666666988 , 32.233333333336546 ]. 0.3000000000000469 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 32.52000000000326 , 32.526666666669925 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 32.820000000003304 , 32.82666666666997 ]. 0.3000000000000469 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 33.11333333333668 , 33.12000000000335 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 33.41333333333673 , 33.4200000000034 ]. 0.3000000000000469 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 33.70666666667011 , 33.71333333333678 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 34.00000000000349 , 34.00666666667016 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 34.300000000003536 , 34.3066666666702 ]. 0.3000000000000469 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 34.593333333336915 , 34.60000000000358 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 34.89333333333696 , 34.90000000000363 ]. 0.3000000000000469 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 35.18666666667034 , 35.19333333333701 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 35.48666666667039 , 35.493333333337056 ]. 0.3000000000000469 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 35.78000000000377 , 35.786666666670435 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 36.080000000003814 , 36.08666666667048 ]. 0.3000000000000469 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 36.37333333333719 , 36.38000000000386 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 36.66666666667057 , 36.67333333333724 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 36.96666666667062 , 36.97333333333729 ]. 0.3000000000000469 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 40.00000000000443 , 40.006666666671094 ]. 3.0333333333338075 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 40.300000000004474 , 40.30666666667114 ]. 0.3000000000000469 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 40.59333333333785 , 40.60000000000452 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 40.8933333333379 , 40.90000000000457 ]. 0.3000000000000469 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 41.18666666667128 , 41.19333333333795 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 41.486666666671326 , 41.49333333333799 ]. 0.3000000000000469 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 41.780000000004705 , 41.78666666667137 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 42.08000000000475 , 42.08666666667142 ]. 0.3000000000000469 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 42.37333333333813 , 42.3800000000048 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 42.66666666667151 , 42.67333333333818 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 42.96666666667156 , 42.973333333338225 ]. 0.3000000000000469 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 43.260000000004936 , 43.266666666671604 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 43.56000000000498 , 43.56666666667165 ]. 0.3000000000000469 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 43.85333333333836 , 43.86000000000503 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 44.15333333333841 , 44.16000000000508 ]. 0.3000000000000469 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 44.44666666667179 , 44.453333333338456 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 44.746666666671835 , 44.7533333333385 ]. 0.3000000000000469 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 45.040000000005215 , 45.04666666667188 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 45.333333333338594 , 45.34000000000526 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 45.63333333333864 , 45.64000000000531 ]. 0.3000000000000469 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 45.92666666667202 , 45.93333333333869 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 46.22666666667207 , 46.233333333338734 ]. 0.3000000000000469 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 46.520000000005446 , 46.526666666672114 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 46.82000000000549 , 46.82666666667216 ]. 0.3000000000000469 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 47.11333333333887 , 47.12000000000554 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 47.41333333333892 , 47.42000000000559 ]. 0.3000000000000469 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 47.7066666666723 , 47.713333333338966 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 48.00000000000568 , 48.006666666672345 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 48.300000000005724 , 48.30666666667239 ]. 0.3000000000000469 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 48.5933333333391 , 48.60000000000577 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Push timing within [ 30.449999999999857 , 30.466666666666523 ]. 0.3018518518510902 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 30.74999999999984 , 30.766666666666506 ]. 0.30555555555477554 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 31.049999999999823 , 31.06666666666649 ]. 0.3092592592584609 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 31.349999999999806 , 31.36666666666647 ]. 0.3129629629621462 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 31.633333333333123 , 31.64999999999979 ]. 0.2999999999991658 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 31.933333333333106 , 31.949999999999772 ]. 0.30370370370285116 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 32.23333333333309 , 32.24999999999976 ]. 0.30740740740654005 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 32.533333333333076 , 32.54999999999974 ]. 0.31111111111022893 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 32.81666666666639 , 32.83333333333306 ]. 0.29814814814724855 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 33.116666666666376 , 33.13333333333304 ]. 0.3018518518509339 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 33.41666666666636 , 33.433333333333024 ]. 0.3055555555546192 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 33.71666666666634 , 33.73333333333301 ]. 0.30925925925830455 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 34.016666666666325 , 34.03333333333299 ]. 0.3129629629619899 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 34.29999999999964 , 34.31666666666631 ]. 0.2999999999990095 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 34.599999999999625 , 34.61666666666629 ]. 0.30370370370269484 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 34.89999999999961 , 34.91666666666627 ]. 0.3074074074063802 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 35.19999999999959 , 35.216666666666256 ]. 0.3111111111100655 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 35.48333333333291 , 35.499999999999574 ]. 0.2981481481470851 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 35.78333333333289 , 35.79999999999956 ]. 0.30185185185077046 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 36.083333333332874 , 36.09999999999954 ]. 0.3055555555544558 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 36.38333333333286 , 36.39999999999952 ]. 0.30925925925814113 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 36.68333333333284 , 36.699999999999505 ]. 0.31296296296182646 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 36.96666666666616 , 36.98333333333282 ]. 0.2999999999988461 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 39.01666666666604 , 39.033333333332706 ]. 2.053703703702432 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 39.31666666666602 , 39.33333333333269 ]. 0.29999999999998295 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 39.616666666666006 , 39.63333333333267 ]. 0.3037037037036683 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 39.91666666666599 , 39.933333333332655 ]. 0.3074074074073536 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 40.21666666666597 , 40.23333333333264 ]. 0.31111111111103895 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 40.49999999999929 , 40.516666666665955 ]. 0.29814814814805857 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 40.79999999999927 , 40.81666666666594 ]. 0.3018518518517439 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 41.099999999999255 , 41.11666666666592 ]. 0.30555555555542924 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 41.39999999999924 , 41.416666666665904 ]. 0.30925925925911457 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 41.69999999999922 , 41.71666666666589 ]. 0.3129629629627999 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 41.98333333333254 , 41.999999999999204 ]. 0.2999999999998195 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 42.28333333333252 , 42.29999999999919 ]. 0.30370370370350486 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 42.583333333332504 , 42.59999999999917 ]. 0.3074074074071902 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 42.88333333333249 , 42.89999999999915 ]. 0.3111111111108755 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 43.166666666665805 , 43.18333333333247 ]. 0.29814814814789514 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 43.46666666666579 , 43.48333333333245 ]. 0.3018518518515805 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 43.76666666666577 , 43.783333333332436 ]. 0.3055555555552658 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 44.06666666666575 , 44.08333333333242 ]. 0.30925925925895115 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 44.366666666665736 , 44.3833333333324 ]. 0.3129629629626365 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 44.649999999999054 , 44.66666666666572 ]. 0.2999999999996561 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 44.94999999999904 , 44.9666666666657 ]. 0.30370370370334143 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 45.24999999999902 , 45.266666666665685 ]. 0.30740740740702677 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 45.549999999999 , 45.56666666666567 ]. 0.3111111111107121 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 45.83333333333232 , 45.849999999998985 ]. 0.2981481481477317 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 46.1333333333323 , 46.14999999999897 ]. 0.30185185185141705 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 46.433333333332286 , 46.44999999999895 ]. 0.3055555555551024 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 46.73333333333227 , 46.749999999998934 ]. 0.3092592592587877 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 47.03333333333225 , 47.04999999999892 ]. 0.31296296296247306 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 47.31666666666557 , 47.333333333332234 ]. 0.2999999999994927 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 47.61666666666555 , 47.63333333333222 ]. 0.303703703703178 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 47.916666666665535 , 47.9333333333322 ]. 0.30740740740686334 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 48.21666666666552 , 48.23333333333218 ]. 0.3111111111105487 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 48.499999999998835 , 48.5166666666655 ]. 0.2981481481475683 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 48.79999999999882 , 48.81666666666548 ]. 0.3018518518512536 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 49.0999999999988 , 49.116666666665466 ]. 0.30555555555493896 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 49.39999999999878 , 49.41666666666545 ]. 0.3092592592586243 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 49.69999999999877 , 49.71666666666543 ]. 0.31296296296230963 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 49.983333333332084 , 49.99999999999875 ]. 0.29999999999932925 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 50.28333333333207 , 50.29999999999873 ]. 0.3037037037030146 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 50.58333333333205 , 50.599999999998715 ]. 0.3074074074066999 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 50.88333333333203 , 50.8999999999987 ]. 0.31111111111038525 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 51.16666666666535 , 51.183333333332016 ]. 0.29814814814740487 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 51.46666666666533 , 51.483333333332 ]. 0.3018518518510902 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 51.766666666665316 , 51.78333333333198 ]. 0.30555555555477554 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 52.0666666666653 , 52.083333333331964 ]. 0.3092592592584609 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 52.36666666666528 , 52.38333333333195 ]. 0.3129629629621462 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 52.6499999999986 , 52.666666666665265 ]. 0.2999999999991658 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 52.94999999999858 , 52.96666666666525 ]. 0.30370370370285116 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 53.249999999998565 , 53.26666666666523 ]. 0.3074074074065365 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 53.54999999999855 , 53.56666666666521 ]. 0.3111111111102218 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 53.833333333331865 , 53.84999999999853 ]. 0.29814814814724144 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 54.13333333333185 , 54.14999999999851 ]. 0.3018518518509268 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 54.43333333333183 , 54.4499999999985 ]. 0.3055555555546121 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 54.733333333331814 , 54.74999999999848 ]. 0.30925925925829745 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 55.0333333333318 , 55.04999999999846 ]. 0.3129629629619828 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 55.316666666665114 , 55.33333333333178 ]. 0.2999999999990024 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 55.6166666666651 , 55.63333333333176 ]. 0.30370370370268773 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 55.91666666666508 , 55.933333333331746 ]. 0.30740740740637307 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 56.21666666666506 , 56.23333333333173 ]. 0.3111111111100584 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 56.49999999999838 , 56.516666666665046 ]. 0.298148148147078 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 56.79999999999836 , 56.81666666666503 ]. 0.30185185185076335 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 57.099999999998346 , 57.11666666666501 ]. 0.3055555555544487 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 57.39999999999833 , 57.416666666664995 ]. 0.309259259258134 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 57.69999999999831 , 57.71666666666498 ]. 0.31296296296181936 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 57.98333333333163 , 57.999999999998295 ]. 0.299999999998839 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 58.28333333333161 , 58.29999999999828 ]. 0.3037037037025243 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 58.583333333331595 , 58.59999999999826 ]. 0.30740740740620964 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 58.88333333333158 , 58.89999999999824 ]. 0.311111111109895 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 59.166666666664895 , 59.18333333333156 ]. 0.2981481481469146 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 59.46666666666488 , 59.483333333331544 ]. 0.30185185185059993 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 59.76666666666486 , 59.78333333333153 ]. 0.30555555555428526 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 60.066666666664844 , 60.08333333333151 ]. 0.3092592592579706 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 60.36666666666483 , 60.38333333333149 ]. 0.31296296296165593 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 60.649999999998144 , 60.66666666666481 ]. 0.29999999999867555 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 60.94999999999813 , 60.96666666666479 ]. 0.3037037037023609 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 61.24999999999811 , 61.266666666664776 ]. 0.3074074074060462 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 61.54999999999809 , 61.56666666666476 ]. 0.31111111110973155 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 61.83333333333141 , 61.849999999998076 ]. 0.29814814814675117 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 62.13333333333139 , 62.14999999999806 ]. 0.3018518518504365 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 62.433333333331376 , 62.44999999999804 ]. 0.30555555555412184 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 62.73333333333136 , 62.749999999998025 ]. 0.3092592592578072 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 63.03333333333134 , 63.04999999999801 ]. 0.3129629629614925 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 63.31666666666466 , 63.333333333331325 ]. 0.2999999999985121 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 63.61666666666464 , 63.63333333333131 ]. 0.30370370370219746 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 63.916666666664625 , 63.93333333333129 ]. 0.3074074074058828 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 64.21666666666461 , 64.23333333333127 ]. 0.31111111110956813 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 64.49999999999793 , 64.51666666666459 ]. 0.29814814814659485 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 64.79999999999791 , 64.81666666666457 ]. 0.3018518518502873 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 65.09999999999789 , 65.11666666666456 ]. 0.30555555555397973 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 65.39999999999787 , 65.41666666666454 ]. 0.30925925925767217 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 65.69999999999786 , 65.71666666666452 ]. 0.3129629629613646 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 65.98333333333117 , 65.99999999999784 ]. 0.29999999999839133 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 66.28333333333116 , 66.29999999999782 ]. 0.30370370370208377 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 66.58333333333114 , 66.5999999999978 ]. 0.3074074074057762 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 66.88333333333112 , 66.89999999999779 ]. 0.31111111110946865 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 67.16666666666444 , 67.1833333333311 ]. 0.2981481481464954 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 67.46666666666442 , 67.48333333333109 ]. 0.3018518518501878 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 67.7666666666644 , 67.78333333333107 ]. 0.30555555555388025 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 68.06666666666439 , 68.08333333333105 ]. 0.3092592592575727 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 68.36666666666437 , 68.38333333333104 ]. 0.31296296296126513 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 68.64999999999769 , 68.66666666666436 ]. 0.29999999999829186 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 68.94999999999767 , 68.96666666666434 ]. 0.3037037037019843 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 69.24999999999766 , 69.26666666666432 ]. 0.30740740740567674 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 69.54999999999764 , 69.5666666666643 ]. 0.3111111111093692 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 69.83333333333096 , 69.84999999999762 ]. 0.2981481481463959 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 70.13333333333094 , 70.1499999999976 ]. 0.30185185185008834 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 70.43333333333092 , 70.44999999999759 ]. 0.3055555555537808 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 70.7333333333309 , 70.74999999999757 ]. 0.3092592592574732 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 71.03333333333089 , 71.04999999999755 ]. 0.31296296296116566 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 71.3166666666642 , 71.33333333333087 ]. 0.2999999999981924 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 71.61666666666419 , 71.63333333333085 ]. 0.3037037037018848 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 71.91666666666417 , 71.93333333333084 ]. 0.30740740740557726 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 72.21666666666415 , 72.23333333333082 ]. 0.3111111111092697 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 72.49999999999747 , 72.51666666666414 ]. 0.2981481481462964 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 72.79999999999745 , 72.81666666666412 ]. 0.30185185184998886 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 73.09999999999744 , 73.1166666666641 ]. 0.3055555555536813 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 73.39999999999742 , 73.41666666666409 ]. 0.30925925925737374 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 73.6999999999974 , 73.71666666666407 ]. 0.3129629629610662 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 73.98333333333072 , 73.99999999999739 ]. 0.2999999999980929 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 74.2833333333307 , 74.29999999999737 ]. 0.30370370370178534 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 74.58333333333069 , 74.59999999999735 ]. 0.3074074074054778 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 74.88333333333067 , 74.89999999999733 ]. 0.3111111111091702 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 75.16666666666399 , 75.18333333333065 ]. 0.29814814814619695 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 75.46666666666397 , 75.48333333333063 ]. 0.3018518518498894 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 75.76666666666395 , 75.78333333333062 ]. 0.3055555555535818 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 76.06666666666393 , 76.0833333333306 ]. 0.30925925925727427 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 76.36666666666392 , 76.38333333333058 ]. 0.3129629629609667 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 76.64999999999723 , 76.6666666666639 ]. 0.2999999999979934 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 76.94999999999722 , 76.96666666666388 ]. 0.30370370370168587 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 77.2499999999972 , 77.26666666666387 ]. 0.3074074074053783 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 77.54999999999718 , 77.56666666666385 ]. 0.31111111110907075 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 77.8333333333305 , 77.84999999999717 ]. 0.29814814814609747 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 78.13333333333048 , 78.14999999999715 ]. 0.3018518518497899 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 78.43333333333047 , 78.44999999999713 ]. 0.30555555555348235 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 78.73333333333045 , 78.74999999999712 ]. 0.3092592592571748 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 79.03333333333043 , 79.0499999999971 ]. 0.31296296296086723 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 79.31666666666375 , 79.33333333333042 ]. 0.29999999999789395 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 79.61666666666373 , 79.6333333333304 ]. 0.3037037037015864 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 79.91666666666372 , 79.93333333333038 ]. 0.30740740740527883 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 80.2166666666637 , 80.23333333333036 ]. 0.31111111110897127 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 80.49999999999702 , 80.51666666666368 ]. 0.298148148145998 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 80.799999999997 , 80.81666666666366 ]. 0.30185185184969043 since last P/C. P/C interval = 0.2962962962962963\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Push timing within [ 81.09999999999698 , 81.11666666666365 ]. 0.3055555555533829 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 81.39999999999696 , 81.41666666666363 ]. 0.3092592592570753 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 81.69999999999695 , 81.71666666666361 ]. 0.31296296296076775 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 81.98333333333026 , 81.99999999999693 ]. 0.2999999999977945 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 82.28333333333025 , 82.29999999999691 ]. 0.3037037037014869 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 82.58333333333023 , 82.5999999999969 ]. 0.30740740740517936 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 82.88333333333021 , 82.89999999999688 ]. 0.3111111111088718 since last P/C. P/C interval = 0.2962962962962963\n", - "Push timing within [ 83.16666666666353 , 83.1833333333302 ]. 0.2981481481458985 since last P/C. P/C interval = 0.2962962962962963\n" + "Push timing within [ 48.89333333333915 , 48.90000000000582 ]. 0.3000000000000469 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 49.18666666667253 , 49.1933333333392 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 49.486666666672576 , 49.493333333339244 ]. 0.3000000000000469 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 49.780000000005955 , 49.78666666667262 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 50.080000000006 , 50.08666666667267 ]. 0.3000000000000469 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 50.37333333333938 , 50.38000000000605 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 50.66666666667276 , 50.67333333333943 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 50.96666666667281 , 50.973333333339475 ]. 0.3000000000000469 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 51.26000000000619 , 51.266666666672855 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 51.560000000006234 , 51.5666666666729 ]. 0.3000000000000469 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 51.85333333333961 , 51.86000000000628 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 52.15333333333966 , 52.16000000000633 ]. 0.3000000000000469 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 52.44666666667304 , 52.45333333333971 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 52.746666666673086 , 52.753333333339754 ]. 0.3000000000000469 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 53.040000000006465 , 53.04666666667313 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 53.333333333339844 , 53.34000000000651 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 53.63333333333989 , 53.64000000000656 ]. 0.3000000000000469 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 53.92666666667327 , 53.93333333333994 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 54.22666666667332 , 54.233333333339985 ]. 0.3000000000000469 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 54.520000000006696 , 54.526666666673364 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 54.82000000000674 , 54.82666666667341 ]. 0.3000000000000469 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 55.11333333334012 , 55.12000000000679 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 55.41333333334017 , 55.42000000000684 ]. 0.3000000000000469 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 55.70666666667355 , 55.713333333340216 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 56.00000000000693 , 56.006666666673596 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 56.300000000006975 , 56.30666666667364 ]. 0.3000000000000469 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 56.593333333340354 , 56.60000000000702 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 56.8933333333404 , 56.90000000000707 ]. 0.3000000000000469 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 57.18666666667378 , 57.19333333334045 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 57.48666666667383 , 57.493333333340495 ]. 0.3000000000000469 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 57.780000000007206 , 57.786666666673874 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 58.08000000000725 , 58.08666666667392 ]. 0.3000000000000469 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 58.37333333334063 , 58.3800000000073 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 58.66666666667401 , 58.67333333334068 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 58.96666666667406 , 58.973333333340726 ]. 0.3000000000000469 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 59.26000000000744 , 59.266666666674105 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 59.560000000007484 , 59.56666666667415 ]. 0.3000000000000469 since last P/C. P/C interval = 0.2962962962962963\n", + "Push timing within [ 59.85333333334086 , 59.86000000000753 ]. 0.2933333333333792 since last P/C. P/C interval = 0.2962962962962963\n" ] } ], "source": [ "t = 0\n", - "dt = 1 / 60. # 1 min = 1/60 hour\n", + "dt = 1 / 60. / 2.5 # 1 min = 1/60 hour\n", + "n_steps = int(60/dt)\n", "# meanQ = [np.mean([cc.Q for cc in bat3A.processing])]\n", "meanQ = []\n", - "for it in range (5000):\n", + "for it in range (int(60/dt)): # 시뮬레이션 시간 도메인 = 60시간\n", " bat3A.update(dt)\n", " meanQ.append(np.mean([cc.Q for cc in bat3A.processing]))" ] }, { "cell_type": "code", - "execution_count": 44, + "execution_count": 23, "id": "a86acbef", - "metadata": { - "scrolled": false - }, + "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "-1155.5555555555554 1427.8259259259546 0\n", - "-1137.7777777777776 1428.0962962963238 5\n", - "-1119.9999999999995 1428.3666666666927 10\n", - "-1102.2222222222217 1428.6370370370619 15\n", - "-1084.444444444444 1427.690740740764 20\n", - "-1066.666666666666 1427.9611111111333 25\n", - "-1048.8888888888882 1428.2314814815022 30\n", - "-1031.1111111111104 1428.5018518518714 35\n", - "-1013.3333333333325 1427.5555555555736 40\n", - "-995.5555555555546 1427.8259259259428 45\n", - "-977.7777777777768 1426.2810740740874 50\n", - "-959.9999999999991 1424.5114444444544 55\n", - "-942.2222222222213 1422.7418148148224 60\n", - "-924.4444444444435 1419.8688518518572 65\n", - "-906.6666666666658 1417.3238805555586 2\n", - "-888.888888888888 1413.5652509259262 7\n", - "-871.1111111111103 1409.8066212962938 12\n", - "-853.3333333333326 1405.0551583333279 17\n", - "-835.5555555555547 1401.2965287036964 22\n", - "-817.777777777777 1397.5378990740649 27\n", - "-799.9999999999993 1392.1907138888796 32\n", - "-782.2222222222215 1386.3920842592502 37\n", - "-764.4444444444438 1379.7139546296207 42\n", - "-746.6666666666661 1373.172727777769 47\n", - "-728.8888888888882 1365.4690981481403 52\n", - "-711.1111111111105 1357.7654685185116 57\n", - "-693.3333333333328 1349.2881722222162 62\n", - "-675.5555555555551 1341.5845425925872 4\n", - "-657.7777777777773 1332.2311962962913 9\n", - "-639.9999999999995 1322.6735666666636 14\n", - "-622.2222222222218 1667.8986037036927 19\n", - "-604.444444444444 1658.340974074065 24\n", - "-586.6666666666663 1648.783344444437 29\n", - "-568.8888888888886 1639.2257148148094 34\n", - "-551.1111111111107 1629.6680851851818 39\n", - "-533.333333333333 1620.4715055555541 44\n", - "-515.5555555555553 1612.7678759259265 49\n", - "-497.77777777777754 1605.0642462962974 54\n", - "-479.9999999999998 1597.3606166666675 59\n", - "-462.22222222222206 1589.6569870370395 64\n", - "-444.4444444444443 1581.1796907407445 1\n", - "-426.6666666666665 1573.4760611111162 6\n", - "-408.8888888888888 1565.7724314814866 11\n", - "-391.11111111111103 1558.068801851857 16\n", - "-373.33333333333326 1550.651602777783 21\n", - "-355.55555555555554 1544.8529731481533 26\n", - "-337.77777777777777 1539.0543435185227 31\n", - "-320.00000000000006 1533.2557138888924 36\n", - "-302.2222222222223 1527.4570842592618 41\n", - "-284.4444444444445 1520.7789546296315 46\n", - "-266.6666666666668 1514.980325000001 51\n", - "-248.88888888888903 1509.1816953703703 56\n", - "-231.11111111111126 1503.3830657407404 61\n", - "-213.33333333333348 1496.7049361111112 3\n", - "-195.5555555555557 1490.9063064814825 8\n", - "-177.77777777777794 1485.1076768518537 13\n", - "-160.00000000000014 1479.3090472222236 18\n", - "-142.22222222222237 1473.7389731481494 23\n", - "-124.4444444444446 1468.9875101851853 28\n", - "-106.66666666666683 1465.2288805555543 33\n", - "-88.88888888888904 1461.4702509259234 38\n", - "-71.11111111111127 1457.7116212962924 43\n", - "-53.33333333333349 1452.9601583333283 48\n", - "-35.55555555555571 1449.2015287036943 53\n", - "-17.777777777777935 1445.442899074058 58\n", - "-1.5987211554602254e-13 1441.6842694444217 63\n", - "17.777777777777615 1437.6552694444172 0\n", - "35.555555555555394 1432.6334361110803 5\n", - "53.33333333333317 1428.6044361110767 10\n", - "71.11111111111094 1424.5754361110733 15\n", - "88.88888888888873 1421.7631027777365 20\n", - "106.6666666666665 1417.8444277777335 25\n", - "124.44444444444427 1415.80442777773 30\n", - "142.22222222222206 1413.7644277777276 35\n", - "159.99999999999983 1412.9410944443919 40\n", - "177.7777777777776 1410.9010944443894 45\n", - "195.55555555555537 1409.572983333276 50\n", - "213.33333333333317 1409.5729833332734 55\n", - "231.11111111111094 1409.5729833332718 60\n", - "248.88888888888872 1410.676316666605 65\n", - "266.66666666666646 1410.3483249999383 2\n", - "284.44444444444423 1412.3373249999368 7\n", - "302.22222222222194 1414.3263249999354 12\n", - "319.9999999999997 1417.3081583332676 17\n", - "337.7777777777775 1419.3464111110438 22\n", - "355.5555555555552 1422.1587444443776 27\n", - "373.333333333333 1427.7762999999336 32\n", - "391.11111111111074 1433.8452999999342 37\n", - "408.88888888888846 1440.7937999999347 42\n", - "426.66666666666623 1446.3887305554908 47\n", - "444.44444444444395 1454.3627305554915 52\n", - "462.2222222222217 1462.3367305554918 57\n", - "479.9999999999995 1471.084397222159 62\n", - "497.7777777777772 1479.0583972221589 4\n", - "515.555555555555 1487.4654472221587 9\n", - "533.3333333333327 1604.2170472221608 14\n", - "1081.0000000000339 1253.2143805554922 19\n", - "1098.7777777778117 1256.9943805554926 24\n", - "1116.5555555555895 1260.7743805554933 29\n", - "1134.3333333333674 1264.5543805554937 34\n", - "1152.1111111111452 1267.4537138888275 39\n", - "1169.888888888923 1271.5179666666045 44\n", - "1187.666666666701 1274.7369666666025 49\n", - "1205.444444444479 1277.9559666666003 54\n", - "1223.2222222222567 1281.1749666665983 59\n", - "1241.0000000000346 1283.4414666665962 64\n", - "1258.7777777778124 1287.434133333261 1\n", - "1276.5555555555902 1290.6531333332584 6\n", - "1294.333333333368 1293.8721333332562 11\n", - "1312.1111111111459 1297.0795388888107 16\n", - "1329.888888888924 1301.5541083332553 21\n", - "1347.6666666667018 1304.4101083332553 26\n", - "1365.4444444444796 1307.2661083332553 31\n", - "1383.2222222222574 1310.1221083332553 36\n", - "1401.0000000000352 1311.9399416665885 41\n", - "1418.777777777813 1317.248983333253 46\n", - "1436.555555555591 1321.6799833332507 51\n", - "1454.3333333333687 1326.1109833332484 56\n", - "1472.1111111111468 1329.4163166665824 61\n", - "1489.8888888889246 1335.5442999999184 3\n", - "1507.6666666667024 1341.6132999999222 8\n", - "1525.4444444444803 1347.6822999999263 13\n", - "1543.222222222258 1353.75129999993 18\n", - "1561.000000000036 1358.3750777777113 23\n", - "1578.7777777778138 1363.3969111110478 28\n", - "1596.5555555555916 1367.4259111110514 33\n", - "1614.3333333333696 1371.4549111110528 38\n", - "1632.1111111111475 1374.2672444443854 43\n", - "1649.8888888889253 1379.2890777777181 48\n", - "1667.6666666667031 1383.3180777777175 53\n", - "1685.444444444481 1387.3470777777168 58\n", - "1703.2222222222588 1391.3760777777156 63\n", - "1721.0000000000366 1394.1884111110496 0\n", - "1738.7777777778144 1399.210244444384 5\n", - "1756.5555555555925 1403.239244444385 10\n", - "1774.3333333333703 1407.268244444386 15\n", - "1792.1111111111481 1410.0805777777205 20\n", - "1809.888888888926 1413.9992527777208 25\n", - "1827.6666666667038 1416.0392527777205 30\n", - "1845.4444444444816 1418.0792527777207 35\n", - "1863.2222222222595 1420.1192527777218 40\n", - "1881.0000000000373 1420.9425861110565 45\n", - "1898.7777777778153 1424.0859194443908 50\n", - "1916.5555555555932 1426.125919444392 55\n", - "1934.3333333333708 1428.165919444393 60\n", - "1952.1111111111486 1428.9892527777276 65\n", - "1969.8888888889264 1432.1325861110622 2\n", - "1987.6666666667043 1434.172586111061 7\n", - "2005.444444444482 1436.2125861110599 12\n", - "2023.22222222226 1438.252586111059 17\n", - "2041.000000000038 1439.0266666666132 22\n", - "2058.7777777778156 1440.2433333332788 27\n", - "2076.5555555555934 1440.2433333332774 32\n", - "2094.3333333333712 1440.243333333277 37\n", - "2112.1111111111495 1439.0266666666103 42\n", - "2129.8888888889273 1440.243333333277 47\n", - "2147.666666666705 1440.243333333277 52\n", - "2165.444444444483 1440.243333333277 57\n", - "2183.222222222261 1440.2433333332765 62\n", - "2201.0000000000387 1439.0266666666098 4\n", - "2218.7777777778165 1440.2433333332765 9\n", - "2341.9999999999623 1333.3197333332737 14\n", - "2359.77777777774 1339.3677333332735 19\n", - "2377.555555555518 1344.1990666666065 24\n", - "2395.3333333332957 1350.2470666666063 29\n", - "2413.111111111074 1356.295066666606 34\n", - "2430.888888888852 1363.2237333332725 39\n", - "2448.6666666666297 1368.626430555495 44\n", - "2466.4444444444075 1372.1647638888292 49\n", - "2484.2222222221853 1376.9197638888297 54\n", - "2501.999999999963 1381.6747638888303 59\n", - "2519.777777777741 1387.3822638888307 64\n", - "2537.555555555519 1390.9205972221641 1\n", - "2555.3333333332967 1395.6755972221642 6\n", - "2573.1111111110745 1400.4305972221641 11\n", - "2590.8888888888523 1405.1971916666084 16\n", - "2608.66666666663 1408.410191666608 21\n", - "2626.444444444408 1410.4065249999412 26\n", - "2644.222222222186 1413.6195249999412 31\n", - "2661.9999999999636 1416.8325249999411 36\n", - "2679.7777777777414 1421.083691666608 41\n", - "2697.5555555555193 1421.5064833332747 46\n", - "2715.3333333332976 1423.1444833332748 51\n", - "2733.1111111110754 1424.7824833332747 56\n", - "2750.888888888853 1427.5461499999415 61\n", - "2768.666666666631 1428.3666666666081 3\n", - "2786.444444444409 1427.1499999999414 8\n", - "2804.2222222221867 1427.1499999999414 13\n", - "2821.9999999999645 1427.1499999999414 18\n", - "2839.7777777777424 1428.3666666666081 23\n", - "2857.55555555552 1427.1499999999414 28\n", - "2875.333333333298 1427.1499999999414 33\n", - "2893.111111111076 1427.1499999999414 38\n", - "2910.8888888888537 1428.3666666666081 43\n", - "2928.6666666666315 1428.3666666666081 48\n", - "2946.4444444444093 1427.1499999999414 53\n", - "2964.222222222187 1427.1499999999414 58\n", - "2981.9999999999654 1427.1499999999414 63\n", - "2999.7777777777433 1428.3666666666081 0\n", - "3017.555555555521 1427.1499999999414 5\n", - "3035.333333333299 1427.1499999999414 10\n", - "3053.1111111110768 1427.1499999999414 15\n", - "3070.8888888888546 1428.3666666666081 20\n", - "3088.6666666666324 1428.3666666666081 25\n", - "3106.4444444444102 1427.1499999999414 30\n", - "3124.222222222188 1427.1499999999414 35\n", - "3141.999999999966 1427.1499999999414 40\n", - "3159.7777777777437 1428.3666666666081 45\n", - "3177.5555555555216 1427.1499999999414 50\n", - "3195.3333333332994 1427.1499999999414 55\n", - "3213.111111111077 1427.1499999999414 60\n", - "3230.888888888855 1428.3666666666081 65\n", - "3248.666666666633 1428.3666666666081 2\n", - "3266.4444444444107 1427.1499999999414 7\n", - "3284.222222222189 1427.1499999999414 12\n", - "3301.999999999967 1427.1499999999414 17\n", - "3319.7777777777446 1428.3666666666081 22\n", - "3337.5555555555225 1427.1499999999414 27\n", - "3355.3333333333003 1427.1499999999414 32\n", - "3373.111111111078 1427.1499999999414 37\n", - "3390.888888888856 1428.3666666666081 42\n", - "3408.666666666634 1428.3666666666081 47\n", - "3426.4444444444116 1427.1499999999414 52\n", - "3444.2222222221894 1427.1499999999414 57\n", - "3461.9999999999673 1427.1499999999414 62\n", - "3479.777777777745 1428.3666666666081 4\n", - "3497.555555555523 1427.1499999999414 9\n", - "3515.3333333333007 1427.1499999999414 14\n", - "3533.1111111110786 1427.1499999999414 19\n", - "3550.888888888857 1428.3666666666081 24\n", - "3568.6666666666347 1428.3666666666081 29\n", - "3586.4444444444125 1427.1499999999414 34\n", - "3604.2222222221903 1427.1499999999414 39\n", - "3621.999999999968 1427.1499999999414 44\n", - "3639.777777777746 1428.3666666666081 49\n", - "3657.555555555524 1427.1499999999414 54\n", - "3675.3333333333017 1427.1499999999414 59\n", - "3693.1111111110795 1427.1499999999414 64\n", - "3710.8888888888573 1428.3666666666081 1\n", - "3728.666666666635 1428.3666666666081 6\n", - "3746.444444444413 1427.1499999999414 11\n", - "3764.222222222191 1427.1499999999414 16\n", - "3781.9999999999686 1427.1499999999414 21\n", - "3799.7777777777465 1428.3666666666081 26\n", - "3817.5555555555243 1427.1499999999414 31\n" + "-3502.2222222222213 1427.5555555555961 0\n", + "-3484.444444444443 1427.5555555555961 5\n", + "-3466.6666666666647 1427.5555555555961 10\n", + "-3448.8888888888864 1427.5555555555961 15\n", + "-3431.111111111108 1427.5555555555961 20\n", + "-3413.33333333333 1427.5555555555961 25\n", + "-3395.5555555555516 1427.5555555555961 30\n", + "-3377.7777777777733 1427.5555555555961 35\n", + "-3359.999999999995 1427.5555555555961 40\n", + "-3342.2222222222167 1427.5555555555961 45\n", + "-3324.4444444444384 1427.5555555555961 50\n", + "-3306.66666666666 1427.5555555555961 55\n", + "-3288.888888888882 1427.5555555555961 60\n", + "-3271.1111111111036 1427.5555555555961 65\n", + "-3253.3333333333253 1427.5555555555961 2\n", + "-3235.555555555547 1427.5555555555961 7\n", + "-3217.7777777777687 1427.5555555555961 12\n", + "-3199.9999999999905 1427.5555555555961 17\n", + "-3182.222222222212 1427.5555555555961 22\n", + "-3164.444444444434 1427.5555555555961 27\n", + "-3146.6666666666556 1427.5555555555961 32\n", + "-3128.8888888888773 1427.5555555555961 37\n", + "-3111.111111111099 1427.5555555555961 42\n", + "-3093.3333333333208 1427.5555555555961 47\n", + "-3075.5555555555425 1427.5555555555961 52\n", + "-3057.777777777764 1427.5555555555961 57\n", + "-3039.999999999986 1427.5555555555961 62\n", + "-3022.2222222222076 1427.5555555555961 4\n", + "-3004.4444444444293 1427.5555555555961 9\n", + "-2986.666666666651 1427.5555555555961 14\n", + "-2968.8888888888728 1427.5555555555961 19\n", + "-2951.1111111110945 1427.5555555555961 24\n", + "-2933.333333333316 1427.5555555555961 29\n", + "-2915.555555555538 1427.5555555555961 34\n", + "-2897.7777777777596 1427.5555555555961 39\n", + "-2879.9999999999814 1427.5555555555961 44\n", + "-2862.222222222203 1427.5555555555961 49\n", + "-2844.444444444425 1427.5555555555961 54\n", + "-2826.6666666666465 1427.5555555555961 59\n", + "-2808.888888888868 1427.5555555555961 64\n", + "-2791.11111111109 1427.5555555555961 1\n", + "-2773.3333333333117 1427.5555555555961 6\n", + "-2755.5555555555334 1427.5555555555961 11\n", + "-2737.777777777755 1427.5555555555961 16\n", + "-2719.999999999977 1427.5555555555961 21\n", + "-2702.2222222221985 1427.5555555555961 26\n", + "-2684.4444444444202 1427.5555555555961 31\n", + "-2666.666666666642 1427.5555555555961 36\n", + "-2648.8888888888637 1427.5555555555961 41\n", + "-2631.1111111110854 1427.5555555555961 46\n", + "-2613.333333333307 1427.5555555555961 51\n", + "-2595.555555555529 1427.5555555555961 56\n", + "-2577.7777777777505 1427.5555555555961 61\n", + "-2559.9999999999723 1427.5555555555961 3\n", + "-2542.222222222194 1427.5555555555961 8\n", + "-2524.4444444444157 1427.5555555555961 13\n", + "-2506.6666666666374 1427.5555555555961 18\n", + "-2488.888888888859 1427.5555555555961 23\n", + "-2471.111111111081 1427.5555555555961 28\n", + "-2453.3333333333026 1427.5555555555961 33\n", + "-2435.5555555555243 1427.5555555555961 38\n", + "-2417.777777777746 1427.5555555555961 43\n", + "-2399.9999999999677 1427.5555555555961 48\n", + "-2382.2222222221894 1427.5555555555961 53\n", + "-2364.444444444411 1427.5555555555961 58\n", + "-2346.666666666633 1427.5555555555961 63\n", + "-2328.8888888888546 1427.5555555555961 0\n", + "-2311.1111111110763 1427.5555555555961 5\n", + "-2293.333333333298 1427.5555555555961 10\n", + "-2275.5555555555197 1427.5555555555961 15\n", + "-2257.7777777777414 1427.5555555555961 20\n", + "-2239.999999999963 1427.5555555555961 25\n", + "-2222.222222222185 1427.5555555555961 30\n", + "-2204.4444444444066 1427.5555555555961 35\n", + "-2186.6666666666283 1427.5555555555961 40\n", + "-2168.88888888885 1427.5555555555961 45\n", + "-2151.1111111110718 1427.5555555555961 50\n", + "-2133.3333333332935 1427.5555555555961 55\n", + "-2115.555555555515 1427.5555555555961 60\n", + "-2097.777777777737 1427.5555555555961 65\n", + "-2079.9999999999586 1427.5555555555961 2\n", + "-2062.2222222221803 1427.5555555555961 7\n", + "-2044.444444444402 1427.5555555555961 12\n", + "-2026.6666666666238 1427.5555555555961 17\n", + "-2008.8888888888455 1427.5555555555961 22\n", + "-1991.1111111110672 1427.5555555555961 27\n", + "-1973.333333333289 1427.5555555555961 32\n", + "-1955.5555555555106 1427.5555555555961 37\n", + "-1937.7777777777324 1427.5555555555961 42\n", + "-1919.999999999954 1427.5555555555961 47\n", + "-1902.2222222221758 1427.5555555555961 52\n", + "-1884.4444444443975 1427.5555555555961 57\n", + "-1866.6666666666192 1427.5555555555961 62\n", + "-1848.888888888841 1427.5555555555961 4\n", + "-1831.1111111110627 1427.5555555555961 9\n", + "-1813.3333333332844 1427.5555555555961 14\n", + "-1795.555555555506 1427.5555555555961 19\n", + "-1777.7777777777278 1427.5555555555961 24\n", + "-1759.9999999999495 1427.5555555555961 29\n", + "-1742.2222222221712 1427.5555555555961 34\n", + "-1724.444444444393 1427.5555555555961 39\n", + "-1706.6666666666147 1427.5555555555961 44\n", + "-1688.8888888888364 1427.5555555555961 49\n", + "-1671.111111111058 1427.5555555555961 54\n", + "-1653.3333333332798 1427.5555555555961 59\n", + "-1635.5555555555015 1427.5555555555961 64\n", + "-1617.7777777777233 1427.5555555555961 1\n", + "-1599.999999999945 1427.5555555555961 6\n", + "-1582.2222222221667 1427.5555555555961 11\n", + "-1564.4444444443884 1427.5555555555961 16\n", + "-1546.6666666666101 1427.5555555555961 21\n", + "-1528.8888888888318 1427.5555555555961 26\n", + "-1511.1111111110536 1427.5555555555961 31\n", + "-1493.3333333332753 1427.5555555555961 36\n", + "-1475.555555555497 1427.5555555555961 41\n", + "-1457.7777777777187 1427.5555555555961 46\n", + "-1439.9999999999404 1427.5555555555961 51\n", + "-1422.2222222221621 1427.5555555555961 56\n", + "-1404.4444444443839 1427.5555555555961 61\n", + "-1386.6666666666056 1427.5555555555961 3\n", + "-1368.8888888888273 1427.5555555555961 8\n", + "-1351.111111111049 1427.5555555555961 13\n", + "-1333.3333333332707 1427.5555555555961 18\n", + "-1315.5555555554924 1427.5555555555957 23\n", + "-1297.7777777777142 1427.5555555555943 28\n", + "-1279.9999999999359 1427.5555555555932 33\n", + "-1262.2222222221576 1427.5555555555918 38\n", + "-1244.4444444443793 1427.5555555555907 43\n", + "-1226.666666666601 1427.5555555555893 48\n", + "-1208.8888888888227 1427.5555555555882 53\n", + "-1191.1111111110445 1427.5555555555868 58\n", + "-1173.3333333332662 1427.5555555555857 63\n", + "-1155.555555555488 1427.8259259259546 0\n", + "-1137.7777777777096 1427.609629629657 5\n", + "-1119.9999999999313 1427.880000000026 10\n", + "-1102.222222222153 1427.6637037037285 15\n", + "-1084.4444444443748 1427.9340740740975 20\n", + "-1066.6666666665965 1427.7177777778 25\n", + "-1048.8888888888182 1427.9881481481689 30\n", + "-1031.11111111104 1427.7718518518714 35\n", + "-1013.3333333332615 1427.5555555555736 40\n", + "-995.5555555554832 1427.8259259259428 45\n", + "-977.777777777705 1425.8408740740929 50\n", + "-959.9999999999267 1424.071244444466 55\n", + "-942.2222222221484 1421.8602814815067 60\n", + "-924.4444444443701 1420.0906518518807 65\n", + "-906.6666666665918 1417.1275522222538 2\n", + "-888.8888888888135 1413.3689225926255 7\n", + "-871.1111111110353 1409.2131596296638 12\n", + "-853.333333333257 1405.0573966667018 17\n", + "-835.5555555554787 1401.2987670370744 22\n", + "-817.7777777777004 1397.1430040741136 27\n", + "-799.9999999999221 1391.8422855555928 32\n", + "-782.2222222221438 1385.6918559259593 37\n", + "-764.4444444443656 1379.8932262963258 42\n", + "-746.6666666665873 1373.0224244444703 47\n", + "-728.888888888809 1365.3187948148375 52\n", + "-711.1111111110307 1357.305698518538 57\n", + "-693.3333333332524 1349.2926022222387 62\n", + "-675.5555555554741 1341.5889725926056 4\n", + "-657.7777777776959 1331.9683896296428 9\n", + "-639.9999999999176 1322.4107600000093 14\n", + "-622.2222222221393 1667.5016637037595 19\n", + "-604.444444444361 1657.944034074126 24\n", + "-586.6666666665827 1648.1181377778269 29\n", + "-568.8888888888044 1638.5605081481988 34\n", + "-551.1111111110262 1628.734611851904 39\n", + "-533.3333333332479 1620.1664688889448 44\n", + "-515.5555555554696 1612.153372592654 49\n", + "-497.7777777776913 1604.449742963034 54\n", + "-479.9999999999131 1596.4366466667504 59\n", + "-462.2222222221354 1588.4235503704685 64\n", + "-444.4444444443577 1580.7199207408544 1\n", + "-426.66666666658 1572.7068244445734 6\n", + "-408.8888888888023 1565.0031948149483 11\n", + "-391.11111111102457 1556.9900985186496 16\n", + "-373.3333333332469 1550.303174444573 21\n", + "-355.5555555554692 1544.1527448149402 26\n", + "-337.7777777776915 1538.3541151853078 31\n", + "-319.9999999999138 1532.2036855556753 36\n", + "-302.2222222221361 1526.0532559260425 41\n", + "-284.4444444443584 1520.25462629641 46\n", + "-266.66666666658074 1514.1041966667774 51\n", + "-248.88888888880302 1508.3055670371448 56\n", + "-231.11111111102534 1502.155137407512 61\n", + "-213.33333333324762 1496.3565077778799 3\n", + "-195.55555555546994 1490.2060781482476 8\n", + "-177.77777777769222 1484.4074485186154 13\n", + "-159.99999999991454 1478.2570188889813 18\n", + "-142.22222222213685 1472.152678148243 23\n", + "-124.44444444435915 1468.3940485186115 28\n", + "-106.66666666658134 1464.2382855556464 33\n", + "-88.88888888880348 1460.4796559260142 38\n", + "-71.11111111102564 1456.3238929630525 43\n", + "-53.33333333324783 1452.5652633334244 48\n", + "-35.555555555470065 1448.4095003704558 53\n", + "-17.777777777692293 1444.6508707408184 58\n", + "8.548203811464816e-11 1440.4951077778505 63\n", + "18.000000000085464 1436.0689744445178 0\n", + "35.60000000008548 1432.5266411111847 5\n", + "53.6000000000856 1428.1005077778507 10\n", + "71.20000000008552 1424.5581744445174 15\n", + "89.20000000008534 1420.132041111184 20\n", + "106.80000000008516 1417.6512444445186 25\n", + "124.80000000008513 1415.169911111187 30\n", + "142.40000000008556 1413.6165777778535 35\n", + "160.00000000008595 1411.621911111187 40\n", + "178.00000000008637 1409.1405777778564 45\n", + "195.60000000008677 1409.3560000000828 50\n", + "213.6000000000872 1408.9146666667523 55\n", + "231.20000000008758 1409.3560000000873 60\n", + "249.20000000008798 1408.914666666763 65\n", + "266.8000000000884 1410.1081366667718 2\n", + "284.8000000000888 1411.6558033334436 7\n", + "302.4000000000892 1414.041936666781 12\n", + "320.00000000008964 1415.986736666785 17\n", + "338.00000000009004 1417.5793022223445 22\n", + "355.60000000009046 1422.0054355556776 27\n", + "373.60000000009086 1427.0898577778985 32\n", + "391.2000000000913 1433.5106577778974 37\n", + "409.2000000000917 1439.0929911112298 42\n", + "426.8000000000921 1446.2341633334515 47\n", + "444.8000000000925 1453.7214966667843 52\n", + "462.4000000000929 1462.0049633334509 57\n", + "480.0000000000933 1469.8017633334505 62\n", + "498.0000000000913 1477.289096666785 4\n", + "515.6000000000894 1487.18005000012 9\n", + "533.6000000000873 1656.0847433334857 14\n", + "1080.4000000000592 1305.2162100002315 19\n", + "1098.4000000000622 1308.6439433335693 24\n", + "1116.0000000000648 1313.6983555557956 29\n", + "1134.0000000000678 1318.3903555557997 34\n", + "1151.6000000000704 1323.7316222224704 39\n", + "1169.6000000000734 1327.4341355558079 44\n", + "1187.200000000076 1330.9626022224786 49\n", + "1205.200000000079 1333.8006022224827 54\n", + "1222.8000000000816 1336.9480688891533 59\n", + "1240.4000000000842 1340.476535555824 64\n", + "1258.4000000000872 1344.6857733335992 1\n", + "1276.0000000000898 1349.7562400002637 6\n", + "1294.0000000000928 1354.1019733335952 11\n", + "1311.6000000000954 1359.172440000257 16\n", + "1329.6000000000984 1362.501467778029 21\n", + "1347.200000000101 1366.164851111358 26\n", + "1365.200000000104 1370.1455844446893 31\n", + "1382.8000000001066 1374.4781177780208 36\n", + "1400.4000000001092 1379.260917778019 41\n", + "1418.4000000001122 1383.2416511113502 46\n", + "1436.0000000001148 1389.299057778014 51\n", + "1454.0000000001178 1394.881391111344 56\n", + "1471.6000000001204 1401.3021911113408 61\n", + "1489.6000000001234 1406.8845244446707 3\n", + "1507.200000000126 1413.3053244446671 8\n", + "1525.200000000129 1418.8876577779968 13\n", + "1542.8000000001316 1424.8217911113268 18\n", + "1560.4000000001342 1431.1965022224356 23\n", + "1578.4000000001372 1434.7388355557662 28\n", + "1596.0000000001398 1439.1649688890968 33\n", + "1614.0000000001428 1442.7073022224297 38\n", + "1631.6000000001454 1447.1334355557651 43\n", + "1649.6000000001484 1450.6757688891005 48\n", + "1667.200000000151 1455.101902222436 53\n", + "1685.200000000154 1458.644235555771 58\n", + "1702.8000000001566 1462.5837022224391 63\n", + "1720.4000000001593 1467.009835555771 0\n", + "1738.4000000001622 1470.552168889101 5\n", + "1756.0000000001648 1474.9783022224312 10\n", + "1774.0000000001678 1478.5206355557616 15\n", + "1791.6000000001704 1482.9467688890918 20\n", + "1809.6000000001734 1485.427565555757 25\n", + "1827.200000000176 1487.9088988890899 30\n", + "1845.200000000179 1489.462232222423 35\n", + "1862.8000000001816 1491.4568988890883 40\n", + "1880.4000000001843 1493.9382322224205 45\n", + "1898.4000000001872 1495.4915655557527 50\n", + "1916.0000000001899 1497.972898889085 55\n", + "1934.0000000001928 1499.5262322224169 60\n", + "1951.6000000001955 1502.0075655557491 65\n", + "1969.6000000001984 1503.5608988890815 2\n", + "1987.200000000201 1506.042232222417 7\n", + "2005.200000000204 1507.5955655557525 12\n", + "2022.8000000002066 1509.5902322224215 17\n", + "2040.4000000002093 1512.0266666668683 22\n", + "2058.400000000212 1511.5400000002041 27\n", + "2076.000000000215 1512.0266666668733 32\n", + "2094.000000000218 1511.5400000002091 37\n", + "2111.6000000002205 1512.0266666668783 42\n", + "2129.600000000223 1511.5400000002144 47\n", + "2147.2000000002263 1512.0266666668836 52\n", + "2165.200000000229 1511.5400000002194 57\n", + "2182.8000000002316 1511.5400000002223 62\n", + "2200.4000000002343 1512.0266666668908 4\n", + "2218.400000000237 1511.540000000226 9\n", + "2400.4000000002657 1352.4633066668803 14\n", + "2418.4000000002684 1358.0246400002125 19\n" ] } ], @@ -1572,18 +1674,18 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "424e28a4583344f28258eb8a64f1afc6", + "model_id": "a0fd2eb2d1424e2ea51e10140d00a855", "version_major": 2, "version_minor": 0 }, - "image/png": "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", + "image/png": "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", "text/html": [ "\n", "
\n", "
\n", " Figure\n", "
\n", - " \n", + " \n", "
\n", " " ], @@ -1600,7 +1702,7 @@ "ax.plot(*np.array([(cc.t_push, cc.Q) for cc in bat3A.product]).T, '.')\n", "ax.set_ylim(ymin=0)\n", "\n", - "ax.plot(np.arange(0, 5000) * dt, meanQ)\n", + "ax.plot(np.arange(0, n_steps) * dt, meanQ)\n", "\n", "twin = ax.twinx()\n", "twin.plot(sample_time, np.interp(sample_time, *example_program), '-')\n", @@ -1730,7 +1832,7 @@ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 29, @@ -1740,7 +1842,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "f729effef0e942dcb9e4200c7a1d6812", + "model_id": "3650fe93b69b4fa39ee546b02945b526", "version_major": 2, "version_minor": 0 }, @@ -1899,7 +2001,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "7f9afee1aefd4bbdbddfcfcfb119f852", + "model_id": "8233437e227f45ecbd4609561dc4167c", "version_major": 2, "version_minor": 0 }, @@ -1971,7 +2073,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "C:\\Users\\RIST\\AppData\\Local\\Temp\\ipykernel_89912\\1486307578.py:134: MatplotlibDeprecationWarning: The 'b' parameter of grid() has been renamed 'visible' since Matplotlib 3.5; support for the old name will be dropped two minor releases later.\n", + "C:\\Users\\RIST\\AppData\\Local\\Temp\\ipykernel_94484\\1486307578.py:134: MatplotlibDeprecationWarning: The 'b' parameter of grid() has been renamed 'visible' since Matplotlib 3.5; support for the old name will be dropped two minor releases later.\n", " plt.grid(b=True, which='minor', color='r', linestyle='--')\n" ] }, @@ -1988,7 +2090,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "608f9e6e064c44968ea374cec51d72b0", + "model_id": "c2fb98b39e5647488aa1fb23b5c9e196", "version_major": 2, "version_minor": 0 }, @@ -2198,7 +2300,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "C:\\Users\\RIST\\AppData\\Local\\Temp\\ipykernel_89912\\1371208751.py:132: MatplotlibDeprecationWarning: The 'b' parameter of grid() has been renamed 'visible' since Matplotlib 3.5; support for the old name will be dropped two minor releases later.\n", + "C:\\Users\\RIST\\AppData\\Local\\Temp\\ipykernel_94484\\1371208751.py:132: MatplotlibDeprecationWarning: The 'b' parameter of grid() has been renamed 'visible' since Matplotlib 3.5; support for the old name will be dropped two minor releases later.\n", " plt.grid(b=True, which='minor', color='r', linestyle='--')\n" ] }, @@ -2215,7 +2317,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "20961405d6014c2b8432079015766cc4", + "model_id": "83ec293487c64de89f17879aaa8de54d", "version_major": 2, "version_minor": 0 }, @@ -2499,7 +2601,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "C:\\Users\\RIST\\AppData\\Local\\Temp\\ipykernel_89912\\1001734892.py:1: RuntimeWarning: invalid value encountered in true_divide\n", + "C:\\Users\\RIST\\AppData\\Local\\Temp\\ipykernel_94484\\1001734892.py:1: RuntimeWarning: invalid value encountered in true_divide\n", " 100 * (np.array(cosp.step_sizes) * 60 / 20 - np.round(np.array(cosp.step_sizes) * 60 / 20)) / (np.array(cosp.step_sizes) * 60 / 20)\n" ] }, @@ -2561,7 +2663,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "C:\\Users\\RIST\\AppData\\Local\\Temp\\ipykernel_89912\\4051397401.py:170: MatplotlibDeprecationWarning: The 'b' parameter of grid() has been renamed 'visible' since Matplotlib 3.5; support for the old name will be dropped two minor releases later.\n", + "C:\\Users\\RIST\\AppData\\Local\\Temp\\ipykernel_94484\\4051397401.py:170: MatplotlibDeprecationWarning: The 'b' parameter of grid() has been renamed 'visible' since Matplotlib 3.5; support for the old name will be dropped two minor releases later.\n", " plt.grid(b=True, which='minor', color='r', linestyle='--')\n" ] }, @@ -2578,7 +2680,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "a14ddad3f5114d219c60de6153a207e3", + "model_id": "f99979c47ffe4ef1a68dc176a4b61be9", "version_major": 2, "version_minor": 0 },