From 58030d90abb29f2f717fc117e43a1400719b4274 Mon Sep 17 00:00:00 2001 From: Remi Ehounou Date: Sun, 4 Apr 2021 16:57:59 -0400 Subject: [PATCH] the suboprocesses are running and the algorithm is functionning to optimize the function it is given --- Design/Flowchart.xml | 2 +- References/TestFunctions.pdf | Bin 0 -> 346907 bytes ...mulated_Annealing_General-checkpoint.ipynb | 10436 ++++++++++++++++ .../Simulated_Annealing_General.ipynb | 2 +- SourceCode/AlgorithmAnalyser.py | 40 + .../Analyse_folders_and_description.ipynb | 70 + .../SampleAlgorithms/SimmulatedAnnealing.py | 81 + .../Untitled-checkpoint.ipynb | 6 + SourceCode/TestFunctions/Bukin2.py | 2 + SourceCode/TestFunctions/Untitled.ipynb | 6 + 10 files changed, 10643 insertions(+), 2 deletions(-) create mode 100644 References/TestFunctions.pdf create mode 100644 Sample codes/.ipynb_checkpoints/Simulated_Annealing_General-checkpoint.ipynb create mode 100644 SourceCode/AlgorithmAnalyser.py create mode 100644 SourceCode/Analyse_folders_and_description.ipynb create mode 100644 SourceCode/SampleAlgorithms/SimmulatedAnnealing.py create mode 100644 SourceCode/TestFunctions/.ipynb_checkpoints/Untitled-checkpoint.ipynb create mode 100644 SourceCode/TestFunctions/Bukin2.py create mode 100644 SourceCode/TestFunctions/Untitled.ipynb diff --git a/Design/Flowchart.xml b/Design/Flowchart.xml index f439eae..d259656 100644 --- a/Design/Flowchart.xml +++ b/Design/Flowchart.xml @@ -1 +1 @@ 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nZNbb4MgFMc/jY9NLLa2e+xcL1naxsQmS/ZG5FRZUBxi0X76YcFb+rBsT8DvXOD8z8HxgqzeC1ykJ06AOcglteO9OQgh10d6aUljyHzuLw1JBCWWDSCid7DQtbSiBMqJo+ScSVpMYczzHGI5YVgIrqZuV86mtxY4gScQxZg90w9KZGroGq0GfgCapLKv78VYMtw520rKFBOuRsjbOl4gOJdml9UBsFa9TpdwqYKvgx9Gl536vJP1USXnmUm2+0tIX4KAXP47deBtyfn9ujndjjTcZKvjGSMb4t4wq6xeDvKZvuT1yvVdumjZWCX974p3hln56PNGO6BFUQ9GvUva9QJlGx0ynHcJ9ctMTuNhNe3TI8GrnED7WFebVUolRAWOW6vSs6lZKjOmT/M++ldFrHI3EBLq0TxYhfbAM5Ci0S6ddW2733QfwBzVMDqLpWXpaGx8y7Cd1qTPPHREb2xTuuMwOw/b6At62x8=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codes/.ipynb_checkpoints/Simulated_Annealing_General-checkpoint.ipynb b/Sample codes/.ipynb_checkpoints/Simulated_Annealing_General-checkpoint.ipynb new file mode 100644 index 0000000..35f62de --- /dev/null +++ b/Sample codes/.ipynb_checkpoints/Simulated_Annealing_General-checkpoint.ipynb @@ -0,0 +1,10436 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import math as m\n", + "import numpy as np\n", + "from numpy import random as r\n", + "import time\n", + "import matplotlib.pyplot as plt\n", + "from mpl_toolkits import mplot3d\n", + "import copy as cp\n", + "\n", + "%matplotlib inline\n", + "r.seed(int(time.time()))\n", + "route = list()" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "def func(Sc):\n", + " x1 = Sc[0]\n", + " x2 = Sc[1]\n", + " return m.sqrt(x1**2+x2**2)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "def tweak(St,p,sigma,high,low):\n", + " for i in range(len(St)):\n", + " if p > r.random():\n", + " while True:\n", + " n = r.normal(loc=0, scale=sigma)\n", + " if (high > St[i]+n) and (low < St[i]+n):\n", + " St[i]+=n\n", + " break\n", + " return St" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "def Quality(Sc,objective):\n", + " func_output = func(Sc)\n", + " if type(func_output) == list:\n", + " error = [func_output[i]-objective[i] for i in range(len(func_output))]\n", + " else:\n", + " error = func_output - objective\n", + " return 1/abs(error)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "def simulatedAnnealing(S,y,high,low,t,p):\n", + " Best = list()\n", + " Best[:] = cp.deepcopy(S)\n", + " sigma = 0.1\n", + " global route\n", + " route.append(Best[:])\n", + " while True:\n", + " print('\\n\\n\\n')\n", + " R = tweak(cp.deepcopy(S),p,sigma,high,low)\n", + " print(R)\n", + " print(S)\n", + " Qr = Quality(R,y)\n", + " Qs = Quality(S,y)\n", + " try:\n", + " P = m.e**((Qr-Qs)/t)\n", + " except:\n", + " pass\n", + " print('QUALITY_R///{}'.format(Qr))\n", + " print('QUALITY_S///{}'.format(Qs))\n", + " print('fraction is:{}'.format(P))\n", + " if (Qr > Qs) or (r.random() < P):\n", + " print('NEW_S')\n", + " S[:] = R[:]\n", + " if t > 0.01:\n", + " t-= t/10\n", + " print('t = {}'.format(t))\n", + " \n", + " if (Quality(S,y) > Quality(Best,y)):\n", + " print('new Best****:{}'.format(Best))\n", + " Best[:] = S[:]\n", + " route.append(Best[:])\n", + " print(route)\n", + " \n", + " if t < 0 or Quality(Best,y) > 200:\n", + " break\n", + " print('the Best Quality obtained was:{}'.format(Quality(Best,y)))\n", + " return Best" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "\n", + "\n", + "\n", + "[9.047502945725558, 3.9024053730567236]\n", + "[9.0, 4.0]\n", + "QUALITY_R///0.10148959585371009\n", + "QUALITY_S///0.10153461651336192\n", + "fraction is:0.9955080531424693\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[8.798005481733506, 3.985375451831662]\n", + "[9.047502945725558, 3.9024053730567236]\n", + "QUALITY_R///0.10353491571287138\n", + "QUALITY_S///0.10148959585371009\n", + "fraction is:1.2269507003603155\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[9.0, 4.0]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662]]\n", + "\n", + "\n", + "\n", + "\n", + "[8.810343898188737, 3.9068912786374947]\n", + "[8.798005481733506, 3.985375451831662]\n", + "QUALITY_R///0.10375880592832346\n", + "QUALITY_S///0.10353491571287138\n", + "fraction is:1.022641536689127\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[8.798005481733506, 3.985375451831662]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947]]\n", + "\n", + "\n", + "\n", + "\n", + "[8.78415849877267, 3.9068912786374947]\n", + "[8.810343898188737, 3.9068912786374947]\n", + "QUALITY_R///0.10401709163172893\n", + "QUALITY_S///0.10375880592832346\n", + "fraction is:1.0261650182744204\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[8.810343898188737, 3.9068912786374947]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947]]\n", + "\n", + "\n", + "\n", + "\n", + "[8.743490542744514, 3.9563170094022984]\n", + "[8.78415849877267, 3.9068912786374947]\n", + "QUALITY_R///0.10419998571623937\n", + "QUALITY_S///0.10401709163172893\n", + "fraction is:1.0184576840030815\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[8.78415849877267, 3.9068912786374947]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984]]\n", + "\n", + "\n", + "\n", + "\n", + "[8.649703644048506, 4.0268354620179005]\n", + "[8.743490542744514, 3.9563170094022984]\n", + "QUALITY_R///0.1048096098702858\n", + "QUALITY_S///0.10419998571623937\n", + "fraction is:1.0628589663123174\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[8.743490542744514, 3.9563170094022984]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005]]\n", + "\n", + "\n", + "\n", + "\n", + "[8.649703644048506, 3.8654966044938543]\n", + "[8.649703644048506, 4.0268354620179005]\n", + "QUALITY_R///0.1055504136756912\n", + "QUALITY_S///0.1048096098702858\n", + "fraction is:1.0768933632880366\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[8.649703644048506, 4.0268354620179005]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543]]\n", + "\n", + "\n", + "\n", + "\n", + "[8.67826754985467, 3.8157771530096753]\n", + "[8.649703644048506, 3.8654966044938543]\n", + "QUALITY_R///0.10548400966021865\n", + "QUALITY_S///0.1055504136756912\n", + "fraction is:0.9933815971986643\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[8.444409455242399, 3.7889186246540234]\n", + "[8.67826754985467, 3.8157771530096753]\n", + "QUALITY_R///0.10804407067326027\n", + "QUALITY_S///0.10548400966021865\n", + "fraction is:1.2917606093400433\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[8.649703644048506, 3.8654966044938543]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234]]\n", + "\n", + "\n", + "\n", + "\n", + "[8.394678551978993, 3.695246913345679]\n", + "[8.444409455242399, 3.7889186246540234]\n", + "QUALITY_R///0.1090275437796123\n", + "QUALITY_S///0.10804407067326027\n", + "fraction is:1.1033459223439752\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[8.444409455242399, 3.7889186246540234]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234], [8.394678551978993, 3.695246913345679]]\n", + "\n", + "\n", + "\n", + "\n", + "[8.394678551978993, 3.6055545369054642]\n", + "[8.394678551978993, 3.695246913345679]\n", + "QUALITY_R///0.10945436817532908\n", + "QUALITY_S///0.1090275437796123\n", + "fraction is:1.0436064341177744\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[8.394678551978993, 3.695246913345679]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234], [8.394678551978993, 3.695246913345679], [8.394678551978993, 3.6055545369054642]]\n", + "\n", + "\n", + "\n", + "\n", + "[8.394678551978993, 3.593071717522474]\n", + "[8.394678551978993, 3.6055545369054642]\n", + "QUALITY_R///0.10951333156407775\n", + "QUALITY_S///0.10945436817532908\n", + "fraction is:1.0059137564975047\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[8.394678551978993, 3.6055545369054642]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234], [8.394678551978993, 3.695246913345679], [8.394678551978993, 3.6055545369054642], [8.394678551978993, 3.593071717522474]]\n", + "\n", + "\n", + "\n", + "\n", + "[8.34926756476514, 3.613757374515311]\n", + "[8.394678551978993, 3.593071717522474]\n", + "QUALITY_R///0.10991698434749655\n", + "QUALITY_S///0.10951333156407775\n", + "fraction is:1.041191029271441\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[8.394678551978993, 3.593071717522474]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234], [8.394678551978993, 3.695246913345679], [8.394678551978993, 3.6055545369054642], [8.394678551978993, 3.593071717522474], [8.34926756476514, 3.613757374515311]]\n", + "\n", + "\n", + "\n", + "\n", + "[8.214601764371702, 3.3820941905609776]\n", + "[8.34926756476514, 3.613757374515311]\n", + "QUALITY_R///0.11256705273465104\n", + "QUALITY_S///0.10991698434749655\n", + "fraction is:1.3034398896023978\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[8.34926756476514, 3.613757374515311]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234], [8.394678551978993, 3.695246913345679], [8.394678551978993, 3.6055545369054642], [8.394678551978993, 3.593071717522474], [8.34926756476514, 3.613757374515311], [8.214601764371702, 3.3820941905609776]]\n", + "\n", + "\n", + "\n", + "\n", + "[8.214601764371702, 3.3820941905609776]\n", + "[8.214601764371702, 3.3820941905609776]\n", + "QUALITY_R///0.11256705273465104\n", + "QUALITY_S///0.11256705273465104\n", + "fraction is:1.0\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[8.245033871721281, 3.294192945254893]\n", + "[8.214601764371702, 3.3820941905609776]\n", + "QUALITY_R///0.11262840316459617\n", + "QUALITY_S///0.11256705273465104\n", + "fraction is:1.0061539009157807\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[8.214601764371702, 3.3820941905609776]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234], [8.394678551978993, 3.695246913345679], [8.394678551978993, 3.6055545369054642], [8.394678551978993, 3.593071717522474], [8.34926756476514, 3.613757374515311], [8.214601764371702, 3.3820941905609776], [8.245033871721281, 3.294192945254893]]\n", + "\n", + "\n", + "\n", + "\n", + "[8.094712332268344, 3.294192945254893]\n", + "[8.245033871721281, 3.294192945254893]\n", + "QUALITY_R///0.11442510833072556\n", + "QUALITY_S///0.11262840316459617\n", + "fraction is:1.196822964867364\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[8.245033871721281, 3.294192945254893]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234], [8.394678551978993, 3.695246913345679], [8.394678551978993, 3.6055545369054642], [8.394678551978993, 3.593071717522474], [8.34926756476514, 3.613757374515311], [8.214601764371702, 3.3820941905609776], [8.245033871721281, 3.294192945254893], [8.094712332268344, 3.294192945254893]]\n", + "\n", + "\n", + "\n", + "\n", + "[8.094712332268344, 3.3657642831718864]\n", + "[8.094712332268344, 3.294192945254893]\n", + "QUALITY_R///0.11406970822779486\n", + "QUALITY_S///0.11442510833072556\n", + "fraction is:0.965084120159041\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[7.992952571352107, 3.3657642831718864]\n", + "[8.094712332268344, 3.3657642831718864]\n", + "QUALITY_R///0.11530439585140809\n", + "QUALITY_S///0.11406970822779486\n", + "fraction is:1.1314146612676788\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[8.094712332268344, 3.294192945254893]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234], [8.394678551978993, 3.695246913345679], [8.394678551978993, 3.6055545369054642], [8.394678551978993, 3.593071717522474], [8.34926756476514, 3.613757374515311], [8.214601764371702, 3.3820941905609776], [8.245033871721281, 3.294192945254893], [8.094712332268344, 3.294192945254893], [7.992952571352107, 3.3657642831718864]]\n", + "\n", + "\n", + "\n", + "\n", + "[8.102530343134605, 3.3100780102359564]\n", + "[7.992952571352107, 3.3657642831718864]\n", + "QUALITY_R///0.11425205777365284\n", + "QUALITY_S///0.11530439585140809\n", + "fraction is:0.9001140443190759\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[8.080553042705077, 3.342113190341529]\n", + "[8.102530343134605, 3.3100780102359564]\n", + "QUALITY_R///0.11435851013024553\n", + "QUALITY_S///0.11425205777365284\n", + "fraction is:1.010702097771467\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[7.993420349098464, 3.342113190341529]\n", + "[8.080553042705077, 3.342113190341529]\n", + "QUALITY_R///0.1154204418249785\n", + "QUALITY_S///0.11435851013024553\n", + "fraction is:1.1120366672976596\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[7.992952571352107, 3.3657642831718864]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234], [8.394678551978993, 3.695246913345679], [8.394678551978993, 3.6055545369054642], [8.394678551978993, 3.593071717522474], [8.34926756476514, 3.613757374515311], [8.214601764371702, 3.3820941905609776], [8.245033871721281, 3.294192945254893], [8.094712332268344, 3.294192945254893], [7.992952571352107, 3.3657642831718864], [7.993420349098464, 3.342113190341529]]\n", + "\n", + "\n", + "\n", + "\n", + "[7.993420349098464, 3.298585769988641]\n", + "[7.993420349098464, 3.342113190341529]\n", + "QUALITY_R///0.11564331171760305\n", + "QUALITY_S///0.1154204418249785\n", + "fraction is:1.0225371995616686\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[7.993420349098464, 3.342113190341529]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234], [8.394678551978993, 3.695246913345679], [8.394678551978993, 3.6055545369054642], [8.394678551978993, 3.593071717522474], [8.34926756476514, 3.613757374515311], [8.214601764371702, 3.3820941905609776], [8.245033871721281, 3.294192945254893], [8.094712332268344, 3.294192945254893], [7.992952571352107, 3.3657642831718864], [7.993420349098464, 3.342113190341529], [7.993420349098464, 3.298585769988641]]\n", + "\n", + "\n", + "\n", + "\n", + "[7.874277977486796, 3.135214519287545]\n", + "[7.993420349098464, 3.298585769988641]\n", + "QUALITY_R///0.11798736647845312\n", + "QUALITY_S///0.11564331171760305\n", + "fraction is:1.264156973721797\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[7.993420349098464, 3.298585769988641]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234], [8.394678551978993, 3.695246913345679], [8.394678551978993, 3.6055545369054642], [8.394678551978993, 3.593071717522474], [8.34926756476514, 3.613757374515311], [8.214601764371702, 3.3820941905609776], [8.245033871721281, 3.294192945254893], [8.094712332268344, 3.294192945254893], [7.992952571352107, 3.3657642831718864], [7.993420349098464, 3.342113190341529], [7.993420349098464, 3.298585769988641], [7.874277977486796, 3.135214519287545]]\n", + "\n", + "\n", + "\n", + "\n", + "[7.865452379110922, 3.135214519287545]\n", + "[7.874277977486796, 3.135214519287545]\n", + "QUALITY_R///0.11810161442810463\n", + "QUALITY_S///0.11798736647845312\n", + "fraction is:1.0114903071853334\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[7.874277977486796, 3.135214519287545]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234], [8.394678551978993, 3.695246913345679], [8.394678551978993, 3.6055545369054642], [8.394678551978993, 3.593071717522474], [8.34926756476514, 3.613757374515311], [8.214601764371702, 3.3820941905609776], [8.245033871721281, 3.294192945254893], [8.094712332268344, 3.294192945254893], [7.992952571352107, 3.3657642831718864], [7.993420349098464, 3.342113190341529], [7.993420349098464, 3.298585769988641], [7.874277977486796, 3.135214519287545], [7.865452379110922, 3.135214519287545]]\n", + "\n", + "\n", + "\n", + "\n", + "[8.03410297762122, 3.1912734174873743]\n", + "[7.865452379110922, 3.135214519287545]\n", + "QUALITY_R///0.11567766045086665\n", + "QUALITY_S///0.11810161442810463\n", + "fraction is:0.784745829485675\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[7.865452379110922, 3.170446280616515]\n", + "[7.865452379110922, 3.135214519287545]\n", + "QUALITY_R///0.11791905906593639\n", + "QUALITY_S///0.11810161442810463\n", + "fraction is:0.9819100867079964\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[7.913672435315038, 3.242866654361926]\n", + "[7.865452379110922, 3.170446280616515]\n", + "QUALITY_R///0.11692716229041603\n", + "QUALITY_S///0.11791905906593639\n", + "fraction is:0.9055709252560984\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[7.914999943424609, 3.213607456542765]\n", + "[7.913672435315038, 3.242866654361926]\n", + "QUALITY_R///0.11706159708633083\n", + "QUALITY_S///0.11692716229041603\n", + "fraction is:1.0135342494614517\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[7.914999943424609, 3.2812047252733727]\n", + "[7.914999943424609, 3.213607456542765]\n", + "QUALITY_R///0.11671104314462916\n", + "QUALITY_S///0.11706159708633083\n", + "fraction is:0.9655519288282829\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[7.914999943424609, 3.2341154128551355]\n", + "[7.914999943424609, 3.2812047252733727]\n", + "QUALITY_R///0.11695568333031672\n", + "QUALITY_S///0.11671104314462916\n", + "fraction is:1.024765717906608\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[7.967113333208209, 3.235866896772146]\n", + "[7.914999943424609, 3.2341154128551355]\n", + "QUALITY_R///0.11629028939877005\n", + "QUALITY_S///0.11695568333031672\n", + "fraction is:0.935626057868351\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[7.893419623229378, 3.2719982543495467]\n", + "[7.967113333208209, 3.235866896772146]\n", + "QUALITY_R///0.11703149175501618\n", + "QUALITY_S///0.11629028939877005\n", + "fraction is:1.0769362838188634\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[7.893419623229378, 3.1362280950164254]\n", + "[7.893419623229378, 3.2719982543495467]\n", + "QUALITY_R///0.11773508749703022\n", + "QUALITY_S///0.11703149175501618\n", + "fraction is:1.0728938968695274\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[7.893419623229378, 3.1362280950164254]\n", + "[7.893419623229378, 3.1362280950164254]\n", + "QUALITY_R///0.11773508749703022\n", + "QUALITY_S///0.11773508749703022\n", + "fraction is:1.0\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[7.822666959862244, 3.1362280950164254]\n", + "[7.893419623229378, 3.1362280950164254]\n", + "QUALITY_R///0.1186530633007108\n", + "QUALITY_S///0.11773508749703022\n", + "fraction is:1.0961429187766076\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[7.865452379110922, 3.135214519287545]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234], [8.394678551978993, 3.695246913345679], [8.394678551978993, 3.6055545369054642], [8.394678551978993, 3.593071717522474], [8.34926756476514, 3.613757374515311], [8.214601764371702, 3.3820941905609776], [8.245033871721281, 3.294192945254893], [8.094712332268344, 3.294192945254893], [7.992952571352107, 3.3657642831718864], [7.993420349098464, 3.342113190341529], [7.993420349098464, 3.298585769988641], [7.874277977486796, 3.135214519287545], [7.865452379110922, 3.135214519287545], [7.822666959862244, 3.1362280950164254]]\n", + "\n", + "\n", + "\n", + "\n", + "[7.822666959862244, 2.9894971527041436]\n", + "[7.822666959862244, 3.1362280950164254]\n", + "QUALITY_R///0.11941099827873879\n", + "QUALITY_S///0.1186530633007108\n", + "fraction is:1.0787397890186237\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[7.822666959862244, 3.1362280950164254]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234], [8.394678551978993, 3.695246913345679], [8.394678551978993, 3.6055545369054642], [8.394678551978993, 3.593071717522474], [8.34926756476514, 3.613757374515311], [8.214601764371702, 3.3820941905609776], [8.245033871721281, 3.294192945254893], [8.094712332268344, 3.294192945254893], [7.992952571352107, 3.3657642831718864], [7.993420349098464, 3.342113190341529], [7.993420349098464, 3.298585769988641], [7.874277977486796, 3.135214519287545], [7.865452379110922, 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[8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234], [8.394678551978993, 3.695246913345679], [8.394678551978993, 3.6055545369054642], [8.394678551978993, 3.593071717522474], [8.34926756476514, 3.613757374515311], [8.214601764371702, 3.3820941905609776], [8.245033871721281, 3.294192945254893], [8.094712332268344, 3.294192945254893], [7.992952571352107, 3.3657642831718864], [7.993420349098464, 3.342113190341529], [7.993420349098464, 3.298585769988641], [7.874277977486796, 3.135214519287545], [7.865452379110922, 3.135214519287545], [7.822666959862244, 3.1362280950164254], [7.822666959862244, 2.9894971527041436], [7.644143930786412, 2.9926759841564436], [7.644143930786412, 2.8696219654048143]]\n", + "\n", + "\n", + "\n", + "\n", + "[7.564712928389627, 2.8871911937716375]\n", + "[7.644143930786412, 2.8696219654048143]\n", + "QUALITY_R///0.1235031481018567\n", + "QUALITY_S///0.12247356859796149\n", + "fraction is:1.1084447984240227\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[7.644143930786412, 2.8696219654048143]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234], [8.394678551978993, 3.695246913345679], [8.394678551978993, 3.6055545369054642], [8.394678551978993, 3.593071717522474], [8.34926756476514, 3.613757374515311], [8.214601764371702, 3.3820941905609776], [8.245033871721281, 3.294192945254893], [8.094712332268344, 3.294192945254893], [7.992952571352107, 3.3657642831718864], [7.993420349098464, 3.342113190341529], [7.993420349098464, 3.298585769988641], [7.874277977486796, 3.135214519287545], [7.865452379110922, 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"\n", + "\n", + "\n", + "\n", + "[7.358616787499413, 2.692991710800732]\n", + "[7.6225514069127644, 2.573900562137037]\n", + "QUALITY_R///0.12761763814713797\n", + "QUALITY_S///0.12429482683321927\n", + "fraction is:1.3941447312734345\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[7.6225514069127644, 2.573900562137037]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234], [8.394678551978993, 3.695246913345679], [8.394678551978993, 3.6055545369054642], [8.394678551978993, 3.593071717522474], [8.34926756476514, 3.613757374515311], [8.214601764371702, 3.3820941905609776], [8.245033871721281, 3.294192945254893], [8.094712332268344, 3.294192945254893], [7.992952571352107, 3.3657642831718864], [7.993420349098464, 3.342113190341529], 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2.805727083949419]\n", + "[7.313121311270736, 2.7074851067988197]\n", + "QUALITY_R///0.12752886728633867\n", + "QUALITY_S///0.12823440908570732\n", + "fraction is:0.9318772491075055\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[7.355596572676258, 2.597983585053195]\n", + "[7.3222163204329505, 2.805727083949419]\n", + "QUALITY_R///0.12819004332412157\n", + "QUALITY_S///0.12752886728633867\n", + "fraction is:1.0683523520514262\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[7.317981245534683, 2.660123635450271]\n", + "[7.355596572676258, 2.597983585053195]\n", + "QUALITY_R///0.12842790947431632\n", + "QUALITY_S///0.12819004332412157\n", + "fraction is:1.02407177303901\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[7.313121311270736, 2.7074851067988197]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], 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2.660123635450271]]\n", + "\n", + "\n", + "\n", + "\n", + "[7.34288285286172, 2.8050046517688183]\n", + "[7.317981245534683, 2.660123635450271]\n", + "QUALITY_R///0.1272198945752878\n", + "QUALITY_S///0.12842790947431632\n", + "fraction is:0.8862098637390673\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[7.263201234584234, 2.7899374187169803]\n", + "[7.34288285286172, 2.8050046517688183]\n", + "QUALITY_R///0.12852467925860103\n", + "QUALITY_S///0.1272198945752878\n", + "fraction is:1.139373407018747\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[7.317981245534683, 2.660123635450271]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234], [8.394678551978993, 3.695246913345679], [8.394678551978993, 3.6055545369054642], 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"QUALITY_R///0.13039332563773143\n", + "QUALITY_S///0.12852467925860103\n", + "fraction is:1.2054640998693165\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[7.263201234584234, 2.7899374187169803]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234], [8.394678551978993, 3.695246913345679], [8.394678551978993, 3.6055545369054642], [8.394678551978993, 3.593071717522474], [8.34926756476514, 3.613757374515311], [8.214601764371702, 3.3820941905609776], [8.245033871721281, 3.294192945254893], [8.094712332268344, 3.294192945254893], [7.992952571352107, 3.3657642831718864], [7.993420349098464, 3.342113190341529], [7.993420349098464, 3.298585769988641], [7.874277977486796, 3.135214519287545], [7.865452379110922, 3.135214519287545], 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= 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[7.17268030839757, 2.799490370813058]\n", + "[7.160999326737772, 2.779312702917254]\n", + "QUALITY_R///0.129876165842826\n", + "QUALITY_S///0.130183956959756\n", + "fraction is:0.9696897425469362\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[7.208137097269806, 2.9168489189473257]\n", + "[7.17268030839757, 2.799490370813058]\n", + "QUALITY_R///0.1286018098714214\n", + "QUALITY_S///0.129876165842826\n", + "fraction is:0.8803501110730831\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[7.205509800825293, 2.799490370813058]\n", + "[7.17268030839757, 2.799490370813058]\n", + "QUALITY_R///0.12936218992870138\n", + "QUALITY_S///0.129876165842826\n", + "fraction is:0.9499009229931434\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[7.205509800825293, 2.741500103248985]\n", + "[7.205509800825293, 2.799490370813058]\n", + "QUALITY_R///0.1297114029259787\n", + "QUALITY_S///0.12936218992870138\n", + "fraction is:1.0355382084536675\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[7.205509800825293, 2.741500103248985]\n", + "[7.205509800825293, 2.741500103248985]\n", + "QUALITY_R///0.1297114029259787\n", + "QUALITY_S///0.1297114029259787\n", + "fraction is:1.0\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[7.205509800825293, 2.7148952990628774]\n", + "[7.205509800825293, 2.741500103248985]\n", + "QUALITY_R///0.12987009923197976\n", + "QUALITY_S///0.1297114029259787\n", + "fraction is:1.0159962219539398\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[7.155205049151708, 2.8793438067467254]\n", + "[7.205509800825293, 2.7148952990628774]\n", + "QUALITY_R///0.12965427734331667\n", + "QUALITY_S///0.12987009923197976\n", + "fraction is:0.9786490401085439\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[7.076019889301692, 2.9858226982786897]\n", + "[7.155205049151708, 2.8793438067467254]\n", + "QUALITY_R///0.13020524872669195\n", + "QUALITY_S///0.12965427734331667\n", + "fraction is:1.0566432502591796\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[7.076019889301692, 2.945688245194562]\n", + "[7.076019889301692, 2.9858226982786897]\n", + "QUALITY_R///0.13046879396666192\n", + "QUALITY_S///0.13020524872669195\n", + "fraction is:1.026704875475392\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[7.160999326737772, 2.7450405679998306]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234], [8.394678551978993, 3.695246913345679], [8.394678551978993, 3.6055545369054642], [8.394678551978993, 3.593071717522474], [8.34926756476514, 3.613757374515311], [8.214601764371702, 3.3820941905609776], [8.245033871721281, 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"[6.906799924218089, 2.94841564582606]\n", + "QUALITY_R///0.13120061909036365\n", + "QUALITY_S///0.13315940460634476\n", + "fraction is:0.8221120728128897\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[6.929207412876897, 2.842445492473061]\n", + "[7.051822080336191, 2.892299688633724]\n", + "QUALITY_R///0.1335193077850891\n", + "QUALITY_S///0.13120061909036365\n", + "fraction is:1.2609543683752438\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[6.906799924218089, 2.94841564582606]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234], [8.394678551978993, 3.695246913345679], [8.394678551978993, 3.6055545369054642], [8.394678551978993, 3.593071717522474], [8.34926756476514, 3.613757374515311], [8.214601764371702, 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"[6.995885368030315, 2.842445492473061]\n", + "[6.929207412876897, 2.842445492473061]\n", + "QUALITY_R///0.13242778824851253\n", + "QUALITY_S///0.1335193077850891\n", + "fraction is:0.8965941663835537\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[6.995885368030315, 2.848584783751192]\n", + "[6.995885368030315, 2.842445492473061]\n", + "QUALITY_R///0.1323872358081432\n", + "QUALITY_S///0.13242778824851253\n", + "fraction is:0.9959529673616754\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[7.055820871493981, 2.7871300138203297]\n", + "[6.995885368030315, 2.848584783751192]\n", + "QUALITY_R///0.1318157003770649\n", + "QUALITY_S///0.1323872358081432\n", + "fraction is:0.944449044591535\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[7.170687408333625, 2.9303898657275638]\n", + "[7.055820871493981, 2.7871300138203297]\n", + "QUALITY_R///0.12909305205003818\n", + "QUALITY_S///0.1318157003770649\n", + "fraction is:0.7616525238813162\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[7.195723194885559, 2.896250150256778]\n", + "[7.170687408333625, 2.9303898657275638]\n", + "QUALITY_R///0.12892048003339654\n", + "QUALITY_S///0.12909305205003818\n", + "fraction is:0.9828908509591239\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[7.098027440465056, 2.896250150256778]\n", + "[7.195723194885559, 2.896250150256778]\n", + "QUALITY_R///0.13044312651281034\n", + "QUALITY_S///0.12892048003339654\n", + "fraction is:1.164468369813755\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[6.898931668140743, 2.896250150256778]\n", + "[7.098027440465056, 2.896250150256778]\n", + "QUALITY_R///0.13365028439468735\n", + "QUALITY_S///0.13044312651281034\n", + "fraction is:1.3781138489943965\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[6.929207412876897, 2.842445492473061]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 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"QUALITY_S///0.13383406523992133\n", + "fraction is:1.266984634483279\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[6.916577784620183, 2.8268051472902833]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234], [8.394678551978993, 3.695246913345679], [8.394678551978993, 3.6055545369054642], [8.394678551978993, 3.593071717522474], [8.34926756476514, 3.613757374515311], [8.214601764371702, 3.3820941905609776], [8.245033871721281, 3.294192945254893], [8.094712332268344, 3.294192945254893], [7.992952571352107, 3.3657642831718864], [7.993420349098464, 3.342113190341529], [7.993420349098464, 3.298585769988641], [7.874277977486796, 3.135214519287545], [7.865452379110922, 3.135214519287545], [7.822666959862244, 3.1362280950164254], 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"\n", + "\n", + "\n", + "[7.118060263503863, 2.8312279923147847]\n", + "[6.774279202019106, 2.8312279923147847]\n", + "QUALITY_R///0.13054047870112057\n", + "QUALITY_S///0.13620046297777944\n", + "fraction is:0.5677929634556971\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[6.787798379390286, 2.997951362630462]\n", + "[6.774279202019106, 2.8312279923147847]\n", + "QUALITY_R///0.13476413484005575\n", + "QUALITY_S///0.13620046297777944\n", + "fraction is:0.8662057484940848\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[6.826564760116228, 2.8312279923147847]\n", + "[6.774279202019106, 2.8312279923147847]\n", + "QUALITY_R///0.13531088858193693\n", + "QUALITY_S///0.13620046297777944\n", + "fraction is:0.9148845106109926\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[6.726121536395429, 2.907739221056047]\n", + "[6.826564760116228, 2.8312279923147847]\n", + "QUALITY_R///0.136467870418757\n", + "QUALITY_S///0.13531088858193693\n", + "fraction 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"t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[7.308623595858219, 1.2526405122851294]\n", + "[7.286663779644253, 1.292038212217689]\n", + "QUALITY_R///0.13485825668796103\n", + "QUALITY_S///0.13512917366730182\n", + "fraction is:0.9732719904015112\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[7.308623595858219, 1.189445811877707]\n", + "[7.308623595858219, 1.2526405122851294]\n", + "QUALITY_R///0.1350479096715847\n", + "QUALITY_S///0.13485825668796103\n", + "fraction is:1.0191462819587993\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[7.26676735080266, 1.189445811877707]\n", + "[7.308623595858219, 1.189445811877707]\n", + "QUALITY_R///0.13580553905170661\n", + "QUALITY_S///0.1350479096715847\n", + "fraction is:1.0787068234602653\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[7.26676735080266, 1.128052427434334]\n", + "[7.26676735080266, 1.189445811877707]\n", + "QUALITY_R///0.13598407233377433\n", + 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1.6180761627154105]\n", + "QUALITY_R///0.1466940521097189\n", + "QUALITY_S///0.1460257265327274\n", + "fraction is:1.0691164478684854\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[6.65420301532439, 1.5551797328804304]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234], [8.394678551978993, 3.695246913345679], [8.394678551978993, 3.6055545369054642], [8.394678551978993, 3.593071717522474], [8.34926756476514, 3.613757374515311], [8.214601764371702, 3.3820941905609776], [8.245033871721281, 3.294192945254893], [8.094712332268344, 3.294192945254893], [7.992952571352107, 3.3657642831718864], [7.993420349098464, 3.342113190341529], [7.993420349098464, 3.298585769988641], [7.874277977486796, 3.135214519287545], [7.865452379110922, 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[6.847335775175817, 1.249530943314293], [6.8143063803385315, 1.249530943314293], [6.65420301532439, 1.5551797328804304], [6.6220901132019385, 1.6180761627154105]]\n", + "\n", + "\n", + "\n", + "\n", + "[6.6220901132019385, 1.8018034538643612]\n", + "[6.6220901132019385, 1.6180761627154105]\n", + "QUALITY_R///0.14571227027604636\n", + "QUALITY_S///0.1466940521097189\n", + "fraction is:0.9064873683912182\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[6.684714632905896, 1.6180761627154105]\n", + "[6.6220901132019385, 1.6180761627154105]\n", + "QUALITY_R///0.14539617922717024\n", + "QUALITY_S///0.1466940521097189\n", + "fraction is:0.8782822319987548\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[6.675386256210575, 1.5579147719437527]\n", + "[6.684714632905896, 1.6180761627154105]\n", + "QUALITY_R///0.145883802244524\n", + "QUALITY_S///0.14539617922717024\n", + "fraction is:1.0499707448518019\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[6.664919154684771, 1.3441323280750397]\n", + "[6.675386256210575, 1.5579147719437527]\n", + "QUALITY_R///0.1470781653034325\n", + "QUALITY_S///0.145883802244524\n", + "fraction is:1.1268614673440573\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[6.6220901132019385, 1.6180761627154105]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234], [8.394678551978993, 3.695246913345679], [8.394678551978993, 3.6055545369054642], [8.394678551978993, 3.593071717522474], [8.34926756476514, 3.613757374515311], [8.214601764371702, 3.3820941905609776], [8.245033871721281, 3.294192945254893], [8.094712332268344, 3.294192945254893], [7.992952571352107, 3.3657642831718864], [7.993420349098464, 3.342113190341529], [7.993420349098464, 3.298585769988641], 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1.2789983373140423]]\n", + "\n", + "\n", + "\n", + "\n", + "[6.623106879447992, 1.2484157061054963]\n", + "[6.5684714070038925, 1.2789983373140423]\n", + "QUALITY_R///0.14837369043582002\n", + "QUALITY_S///0.14943584616674285\n", + "fraction is:0.8992307772206833\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[6.623106879447992, 1.2484157061054963]\n", + "[6.623106879447992, 1.2484157061054963]\n", + "QUALITY_R///0.14837369043582002\n", + "QUALITY_S///0.14837369043582002\n", + "fraction is:1.0\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[6.618590740281119, 1.2484157061054963]\n", + "[6.623106879447992, 1.2484157061054963]\n", + "QUALITY_R///0.14847145484003715\n", + "QUALITY_S///0.14837369043582002\n", + "fraction is:1.009824385933476\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[6.618590740281119, 1.190612885122933]\n", + "[6.618590740281119, 1.2484157061054963]\n", + "QUALITY_R///0.14870270313497677\n", + "QUALITY_S///0.14847145484003715\n", + "fraction is:1.0233942813643444\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[6.645898542172598, 1.2331561231182613]\n", + "[6.618590740281119, 1.190612885122933]\n", + "QUALITY_R///0.14794349619190666\n", + "QUALITY_S///0.14870270313497677\n", + "fraction is:0.9268897112755499\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[6.638372375484335, 1.1504431394088708]\n", + "[6.645898542172598, 1.2331561231182613]\n", + "QUALITY_R///0.14842692774930194\n", + "QUALITY_S///0.14794349619190666\n", + "fraction is:1.0495307460366528\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[6.448004327673894, 1.0702108373063082]\n", + "[6.638372375484335, 1.1504431394088708]\n", + "QUALITY_R///0.15299373522791881\n", + "QUALITY_S///0.14842692774930194\n", + "fraction is:1.5788247606016035\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[6.5684714070038925, 1.2789983373140423]\n", + "[[9.0, 4.0], 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[6.5684714070038925, 1.2789983373140423], [6.448004327673894, 1.0702108373063082]]\n", + "\n", + "\n", + "\n", + "\n", + "[6.498725363647554, 1.003053638648496]\n", + "[6.448004327673894, 1.0702108373063082]\n", + "QUALITY_R///0.1520755610953872\n", + "QUALITY_S///0.15299373522791881\n", + "fraction is:0.9122717030618899\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[6.40878618548298, 0.9665456821843998]\n", + "[6.498725363647554, 1.003053638648496]\n", + "QUALITY_R///0.15429095037771023\n", + "QUALITY_S///0.1520755610953872\n", + "fraction is:1.247995829546733\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[6.448004327673894, 1.0702108373063082]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234], 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"[6.232939664705916, 1.1877796145229156]\n", + "[6.449476616678147, 1.1897564943190846]\n", + "QUALITY_R///0.15760180521695755\n", + "QUALITY_S///0.1524785913701914\n", + "fraction is:1.6691614668648795\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[6.40878618548298, 0.9665456821843998]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234], [8.394678551978993, 3.695246913345679], [8.394678551978993, 3.6055545369054642], [8.394678551978993, 3.593071717522474], [8.34926756476514, 3.613757374515311], [8.214601764371702, 3.3820941905609776], [8.245033871721281, 3.294192945254893], [8.094712332268344, 3.294192945254893], [7.992952571352107, 3.3657642831718864], [7.993420349098464, 3.342113190341529], [7.993420349098464, 3.298585769988641], 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"[6.357113877605935, 1.120727572456861]\n", + "QUALITY_R///0.15660035631928496\n", + "QUALITY_S///0.15491513171860535\n", + "fraction is:1.1835548092677868\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[6.282847241092359, 1.1263966650473607]\n", + "[6.282847241092359, 1.1413846450498693]\n", + "QUALITY_R///0.156665663979714\n", + "QUALITY_S///0.15660035631928496\n", + "fraction is:1.0065521379951987\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[6.126346536628695, 1.1755696015184598]\n", + "[6.282847241092359, 1.1263966650473607]\n", + "QUALITY_R///0.16030482121282993\n", + "QUALITY_S///0.156665663979714\n", + "fraction is:1.4389529388593196\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[6.232939664705916, 1.1877796145229156]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 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"QUALITY_S///0.15980022013503556\n", + "fraction is:0.7858794496207766\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[6.213913351338157, 1.3207887558754559]\n", + "[6.213913351338157, 1.3250323655720841]\n", + "QUALITY_R///0.15741259385019435\n", + "QUALITY_S///0.15739070143204195\n", + "fraction is:1.002191639954819\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[6.213913351338157, 1.2939160008989954]\n", + "[6.213913351338157, 1.3207887558754559]\n", + "QUALITY_R///0.15754980545132438\n", + "QUALITY_S///0.15741259385019435\n", + "fraction is:1.013815727259065\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[6.170481872309557, 1.2546973452652332]\n", + "[6.213913351338157, 1.2939160008989954]\n", + "QUALITY_R///0.15881198265546842\n", + "QUALITY_S///0.15754980545132438\n", + "fraction is:1.1345291515524287\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[6.094089205274584, 1.0493617194342142]\n", + "[6.170481872309557, 1.2546973452652332]\n", + "QUALITY_R///0.1617134952549817\n", + "QUALITY_S///0.15881198265546842\n", + "fraction is:1.3366296512714784\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[6.126346536628695, 1.1755696015184598]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234], [8.394678551978993, 3.695246913345679], [8.394678551978993, 3.6055545369054642], [8.394678551978993, 3.593071717522474], [8.34926756476514, 3.613757374515311], [8.214601764371702, 3.3820941905609776], [8.245033871721281, 3.294192945254893], [8.094712332268344, 3.294192945254893], [7.992952571352107, 3.3657642831718864], [7.993420349098464, 3.342113190341529], [7.993420349098464, 3.298585769988641], [7.874277977486796, 3.135214519287545], 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"QUALITY_R///0.167201863305422\n", + "QUALITY_S///0.16684660775374224\n", + "fraction is:1.0361641271380448\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[5.871496199834028, 1.2032969431923068]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234], [8.394678551978993, 3.695246913345679], [8.394678551978993, 3.6055545369054642], [8.394678551978993, 3.593071717522474], [8.34926756476514, 3.613757374515311], [8.214601764371702, 3.3820941905609776], [8.245033871721281, 3.294192945254893], [8.094712332268344, 3.294192945254893], [7.992952571352107, 3.3657642831718864], [7.993420349098464, 3.342113190341529], [7.993420349098464, 3.298585769988641], [7.874277977486796, 3.135214519287545], [7.865452379110922, 3.135214519287545], 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"NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[5.615454771267118, 1.3477857643097202]\n", + "[5.73927382828382, 1.297148512316199]\n", + "QUALITY_R///0.17316216241027899\n", + "QUALITY_S///0.16995142581680028\n", + "fraction is:1.3786071244556484\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[5.590798980063042, 1.3673980187825618]\n", + "[5.615454771267118, 1.3477857643097202]\n", + "QUALITY_R///0.17374414883498268\n", + "QUALITY_S///0.17316216241027899\n", + "fraction is:1.059925521023865\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[5.577638545187083, 1.1737376102588797]\n", + "[5.590798980063042, 1.3673980187825618]\n", + "QUALITY_R///0.17544477491694477\n", + "QUALITY_S///0.17374414883498268\n", + "fraction is:1.1853790634421832\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[5.556684997676078, 1.4555445575982942]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], 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"\n", + "\n", + "[5.660113333469645, 0.8244238093035403]\n", + "[5.654627916373515, 0.7605528201547759]\n", + "QUALITY_R///0.1748300974010579\n", + "QUALITY_S///0.17526805753024208\n", + "fraction is:0.9571491836291701\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[5.533740170879813, 0.8023472728926387]\n", + "[5.660113333469645, 0.8244238093035403]\n", + "QUALITY_R///0.17883954263094384\n", + "QUALITY_S///0.1748300974010579\n", + "fraction is:1.493234426018771\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[5.533740170879813, 0.9049254664011384]\n", + "[5.533740170879813, 0.8023472728926387]\n", + "QUALITY_R///0.17834077434520484\n", + "QUALITY_S///0.17883954263094384\n", + "fraction is:0.9513465960014205\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[5.5610472480782995, 0.9512642979425012]\n", + "[5.533740170879813, 0.9049254664011384]\n", + "QUALITY_R///0.1772477192641567\n", + "QUALITY_S///0.17834077434520484\n", + "fraction is:0.8964565009318517\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[5.5610472480782995, 0.8162691820091268]\n", + "[5.5610472480782995, 0.9512642979425012]\n", + "QUALITY_R///0.17791582901039565\n", + "QUALITY_S///0.1772477192641567\n", + "fraction is:1.069093373296749\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[5.66036931225913, 0.8162691820091268]\n", + "[5.5610472480782995, 0.8162691820091268]\n", + "QUALITY_R///0.17485810937885068\n", + "QUALITY_S///0.17791582901039565\n", + "fraction is:0.7365545618856747\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[5.66036931225913, 0.8335899474728306]\n", + "[5.66036931225913, 0.8162691820091268]\n", + "QUALITY_R///0.1747817685622609\n", + "QUALITY_S///0.17485810937885068\n", + "fraction is:0.9923949839323485\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[5.66036931225913, 0.8529932598517417]\n", + "[5.66036931225913, 0.8335899474728306]\n", + "QUALITY_R///0.17469446809631223\n", + "QUALITY_S///0.1747817685622609\n", + "fraction is:0.9913079496119612\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[5.66036931225913, 0.9297493292659654]\n", + "[5.66036931225913, 0.8529932598517417]\n", + "QUALITY_R///0.17433084520303577\n", + "QUALITY_S///0.17469446809631223\n", + "fraction is:0.9642908778983672\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[5.599672871764504, 1.0637934233387056]\n", + "[5.66036931225913, 0.9297493292659654]\n", + "QUALITY_R///0.1754440161742087\n", + "QUALITY_S///0.17433084520303577\n", + "fraction is:1.1177492857415936\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[5.62156927392906, 1.0076653986087005]\n", + "[5.599672871764504, 1.0637934233387056]\n", + "QUALITY_R///0.17509555699592058\n", + "QUALITY_S///0.1754440161742087\n", + "fraction is:0.9657542102995735\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[5.4582906087923275, 1.0076653986087005]\n", + "[5.62156927392906, 1.0076653986087005]\n", + "QUALITY_R///0.18016314313060844\n", + "QUALITY_S///0.17509555699592058\n", + "fraction is:1.6599020813146403\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[5.490948001330528, 1.1957089383567716]\n", + "[5.4582906087923275, 1.0076653986087005]\n", + "QUALITY_R///0.17794769092732896\n", + "QUALITY_S///0.18016314313060844\n", + "fraction is:0.8012796871984295\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[5.311961715456606, 0.8000328891220071]\n", + "[5.4582906087923275, 1.0076653986087005]\n", + "QUALITY_R///0.1861549060321916\n", + "QUALITY_S///0.18016314313060844\n", + "fraction is:1.8206185211841104\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[5.433383075498511, 1.048691581429359]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 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"[5.167915636087542, 1.0661117837398553]\n", + "QUALITY_R///0.18786030816840504\n", + "QUALITY_S///0.18951107964648048\n", + "fraction is:0.8478282934707908\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[5.215251120312856, 0.9793465941796496]\n", + "[5.215251120312856, 1.0661117837398553]\n", + "QUALITY_R///0.18845140311136505\n", + "QUALITY_S///0.18786030816840504\n", + "fraction is:1.060891395937408\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[5.168694364595274, 1.0564207716871314]\n", + "[5.215251120312856, 0.9793465941796496]\n", + "QUALITY_R///0.1895537010029487\n", + "QUALITY_S///0.18845140311136505\n", + "fraction is:1.1165346085308874\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[5.226570063082891, 1.0564207716871314]\n", + "[5.168694364595274, 1.0564207716871314]\n", + "QUALITY_R///0.18753753498363063\n", + "QUALITY_S///0.1895537010029487\n", + "fraction is:0.8174082606208745\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[5.314929583721991, 1.0564207716871314]\n", + "[5.226570063082891, 1.0564207716871314]\n", + "QUALITY_R///0.1845392218632653\n", + "QUALITY_S///0.18753753498363063\n", + "fraction is:0.7409431983394807\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[5.307799901242233, 1.147186338625099]\n", + "[5.314929583721991, 1.0564207716871314]\n", + "QUALITY_R///0.18414995820473717\n", + "QUALITY_S///0.1845392218632653\n", + "fraction is:0.9618215294470063\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[5.22158613355981, 1.147186338625099]\n", + "[5.307799901242233, 1.147186338625099]\n", + "QUALITY_R///0.18705154656971765\n", + "QUALITY_S///0.18414995820473717\n", + "fraction is:1.3366397783468436\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[5.12444361088066, 1.147186338625099]\n", + "[5.22158613355981, 1.147186338625099]\n", + "QUALITY_R///0.19042970257326558\n", + "QUALITY_S///0.18705154656971765\n", + "fraction is:1.4018819730311498\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[5.167915636087542, 1.046535273760655]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234], [8.394678551978993, 3.695246913345679], [8.394678551978993, 3.6055545369054642], [8.394678551978993, 3.593071717522474], [8.34926756476514, 3.613757374515311], [8.214601764371702, 3.3820941905609776], [8.245033871721281, 3.294192945254893], [8.094712332268344, 3.294192945254893], [7.992952571352107, 3.3657642831718864], [7.993420349098464, 3.342113190341529], [7.993420349098464, 3.298585769988641], [7.874277977486796, 3.135214519287545], [7.865452379110922, 3.135214519287545], [7.822666959862244, 3.1362280950164254], 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"[4.995801760317439, 1.2063426100293313]\n", + "[5.12444361088066, 1.147186338625099]\n", + "QUALITY_R///0.19457573815833373\n", + "QUALITY_S///0.19042970257326558\n", + "fraction is:1.5137705002823367\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[5.12444361088066, 1.147186338625099]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234], [8.394678551978993, 3.695246913345679], [8.394678551978993, 3.6055545369054642], [8.394678551978993, 3.593071717522474], [8.34926756476514, 3.613757374515311], [8.214601764371702, 3.3820941905609776], [8.245033871721281, 3.294192945254893], [8.094712332268344, 3.294192945254893], [7.992952571352107, 3.3657642831718864], [7.993420349098464, 3.342113190341529], [7.993420349098464, 3.298585769988641], 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[5.167915636087542, 1.046535273760655], [5.12444361088066, 1.147186338625099], [4.995801760317439, 1.2063426100293313]]\n", + "\n", + "\n", + "\n", + "\n", + "[5.053787426794029, 1.2573654910261918]\n", + "[4.995801760317439, 1.2063426100293313]\n", + "QUALITY_R///0.19201769992008\n", + "QUALITY_S///0.19457573815833373\n", + "fraction is:0.7742938518997403\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[4.960213819685214, 1.2176482570289267]\n", + "[4.995801760317439, 1.2063426100293313]\n", + "QUALITY_R///0.1957911340000812\n", + "QUALITY_S///0.19457573815833373\n", + "fraction is:1.1292340648390184\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[4.995801760317439, 1.2063426100293313]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 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"QUALITY_R///0.19258985065535406\n", + "QUALITY_S///0.19485595852715074\n", + "fraction is:0.7972310144446456\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[4.965093609077407, 1.3537242052225766]\n", + "[4.960213819685214, 1.3166859233874888]\n", + "QUALITY_R///0.19431318757937072\n", + "QUALITY_S///0.19485595852715074\n", + "fraction is:0.9471696143818527\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[4.9711290508442, 1.2479208335476202]\n", + "[4.965093609077407, 1.3537242052225766]\n", + "QUALITY_R///0.19510781781208147\n", + "QUALITY_S///0.19431318757937072\n", + "fraction is:1.0827055238805885\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[4.861715721857353, 1.2479208335476202]\n", + "[4.9711290508442, 1.2479208335476202]\n", + "QUALITY_R///0.19923012358088005\n", + "QUALITY_S///0.19510781781208147\n", + "fraction is:1.51018260938096\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[4.960213819685214, 1.2176482570289267]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234], [8.394678551978993, 3.695246913345679], [8.394678551978993, 3.6055545369054642], [8.394678551978993, 3.593071717522474], [8.34926756476514, 3.613757374515311], [8.214601764371702, 3.3820941905609776], [8.245033871721281, 3.294192945254893], [8.094712332268344, 3.294192945254893], [7.992952571352107, 3.3657642831718864], [7.993420349098464, 3.342113190341529], [7.993420349098464, 3.298585769988641], [7.874277977486796, 3.135214519287545], [7.865452379110922, 3.135214519287545], [7.822666959862244, 3.1362280950164254], [7.822666959862244, 2.9894971527041436], [7.644143930786412, 2.9926759841564436], [7.644143930786412, 2.8696219654048143], [7.564712928389627, 2.8871911937716375], 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"[4.861715721857353, 1.2479208335476202]\n", + "QUALITY_R///0.19501642834923055\n", + "QUALITY_S///0.19923012358088005\n", + "fraction is:0.6561475948701084\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[5.05661188612325, 1.4080759138058088]\n", + "[4.958269039596276, 1.3075264206674193]\n", + "QUALITY_R///0.19051247667991264\n", + "QUALITY_S///0.19501642834923055\n", + "fraction is:0.6373762318399351\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[4.6879882977610565, 1.353593336000816]\n", + "[4.958269039596276, 1.3075264206674193]\n", + "QUALITY_R///0.20493933642179393\n", + "QUALITY_S///0.19501642834923055\n", + "fraction is:2.6974066387296025\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[4.861715721857353, 1.2479208335476202]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], 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0.01\n", + "\n", + "\n", + "\n", + "\n", + "[4.62705144233582, 1.5023560614460572]\n", + "[4.6879882977610565, 1.5023560614460572]\n", + "QUALITY_R///0.20555656031976904\n", + "QUALITY_S///0.20313496718401355\n", + "fraction is:1.273997141689392\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[4.6879882977610565, 1.353593336000816]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234], [8.394678551978993, 3.695246913345679], [8.394678551978993, 3.6055545369054642], [8.394678551978993, 3.593071717522474], [8.34926756476514, 3.613757374515311], [8.214601764371702, 3.3820941905609776], [8.245033871721281, 3.294192945254893], [8.094712332268344, 3.294192945254893], [7.992952571352107, 3.3657642831718864], [7.993420349098464, 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"\n", + "\n", + "[4.4046526689095815, 1.6599554977043947]\n", + "[4.577238489241105, 1.5434739218706615]\n", + "QUALITY_R///0.21244681818631586\n", + "QUALITY_S///0.20701926588309547\n", + "fraction is:1.7207413756668408\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[4.577238489241105, 1.5434739218706615]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234], [8.394678551978993, 3.695246913345679], [8.394678551978993, 3.6055545369054642], [8.394678551978993, 3.593071717522474], [8.34926756476514, 3.613757374515311], [8.214601764371702, 3.3820941905609776], [8.245033871721281, 3.294192945254893], [8.094712332268344, 3.294192945254893], [7.992952571352107, 3.3657642831718864], [7.993420349098464, 3.342113190341529], [7.993420349098464, 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"QUALITY_R///0.21376615433042495\n", + "QUALITY_S///0.21287672662893892\n", + "fraction is:1.0930181012728295\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[4.370123259644846, 1.7230902086914726]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234], [8.394678551978993, 3.695246913345679], [8.394678551978993, 3.6055545369054642], [8.394678551978993, 3.593071717522474], [8.34926756476514, 3.613757374515311], [8.214601764371702, 3.3820941905609776], [8.245033871721281, 3.294192945254893], [8.094712332268344, 3.294192945254893], [7.992952571352107, 3.3657642831718864], [7.993420349098464, 3.342113190341529], [7.993420349098464, 3.298585769988641], [7.874277977486796, 3.135214519287545], [7.865452379110922, 3.135214519287545], 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"[4.4010773092246245, 1.5862653428352536]\n", + "QUALITY_R///0.21719853530830863\n", + "QUALITY_S///0.21375662727596126\n", + "fraction is:1.4108478041524914\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[4.370123259644846, 1.6690689526277949]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234], [8.394678551978993, 3.695246913345679], [8.394678551978993, 3.6055545369054642], [8.394678551978993, 3.593071717522474], [8.34926756476514, 3.613757374515311], [8.214601764371702, 3.3820941905609776], [8.245033871721281, 3.294192945254893], [8.094712332268344, 3.294192945254893], [7.992952571352107, 3.3657642831718864], [7.993420349098464, 3.342113190341529], [7.993420349098464, 3.298585769988641], [7.874277977486796, 3.135214519287545], 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1.546645680857334]]\n", + "\n", + "\n", + "\n", + "\n", + "[4.307442657698301, 1.4518358163411402]\n", + "[4.307442657698301, 1.546645680857334]\n", + "QUALITY_R///0.21999610047505375\n", + "QUALITY_S///0.2184980850129794\n", + "fraction is:1.1616036951937538\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[4.307442657698301, 1.546645680857334]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234], [8.394678551978993, 3.695246913345679], [8.394678551978993, 3.6055545369054642], [8.394678551978993, 3.593071717522474], [8.34926756476514, 3.613757374515311], [8.214601764371702, 3.3820941905609776], [8.245033871721281, 3.294192945254893], [8.094712332268344, 3.294192945254893], [7.992952571352107, 3.3657642831718864], [7.993420349098464, 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+ "\n", + "\n", + "\n", + "\n", + "[4.23723341344197, 1.6232958583170172]\n", + "[4.111426682385623, 1.6232958583170172]\n", + "QUALITY_R///0.22038390773992306\n", + "QUALITY_S///0.22622976057451055\n", + "fraction is:0.557336950743184\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[4.095452900292015, 1.6232958583170172]\n", + "[4.111426682385623, 1.6232958583170172]\n", + "QUALITY_R///0.2269925368517139\n", + "QUALITY_S///0.22622976057451055\n", + "fraction is:1.0792621656626016\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[4.111426682385623, 1.6232958583170172]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234], [8.394678551978993, 3.695246913345679], [8.394678551978993, 3.6055545369054642], [8.394678551978993, 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+ "\n", + "\n", + "\n", + "\n", + "[3.911489314171372, 1.6232958583170172]\n", + "[4.095452900292015, 1.6232958583170172]\n", + "QUALITY_R///0.2361300557858646\n", + "QUALITY_S///0.2269925368517139\n", + "fraction is:2.4936609541639374\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[4.095452900292015, 1.6232958583170172]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234], [8.394678551978993, 3.695246913345679], [8.394678551978993, 3.6055545369054642], [8.394678551978993, 3.593071717522474], [8.34926756476514, 3.613757374515311], [8.214601764371702, 3.3820941905609776], [8.245033871721281, 3.294192945254893], [8.094712332268344, 3.294192945254893], [7.992952571352107, 3.3657642831718864], [7.993420349098464, 3.342113190341529], 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is:1.7739568787325788\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[3.911489314171372, 1.6232958583170172]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234], [8.394678551978993, 3.695246913345679], [8.394678551978993, 3.6055545369054642], [8.394678551978993, 3.593071717522474], [8.34926756476514, 3.613757374515311], [8.214601764371702, 3.3820941905609776], [8.245033871721281, 3.294192945254893], [8.094712332268344, 3.294192945254893], [7.992952571352107, 3.3657642831718864], [7.993420349098464, 3.342113190341529], [7.993420349098464, 3.298585769988641], [7.874277977486796, 3.135214519287545], [7.865452379110922, 3.135214519287545], [7.822666959862244, 3.1362280950164254], [7.822666959862244, 2.9894971527041436], [7.644143930786412, 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"QUALITY_R///0.24917265974033845\n", + "QUALITY_S///0.23997090736586965\n", + "fraction is:2.509730150107809\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[3.7859832060426615, 1.6616657019742522]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234], [8.394678551978993, 3.695246913345679], [8.394678551978993, 3.6055545369054642], [8.394678551978993, 3.593071717522474], [8.34926756476514, 3.613757374515311], [8.214601764371702, 3.3820941905609776], [8.245033871721281, 3.294192945254893], [8.094712332268344, 3.294192945254893], [7.992952571352107, 3.3657642831718864], [7.993420349098464, 3.342113190341529], [7.993420349098464, 3.298585769988641], [7.874277977486796, 3.135214519287545], [7.865452379110922, 3.135214519287545], 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= 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[3.3899069817625116, 1.608163333421736]\n", + "[3.628639215133864, 1.741030347204777]\n", + "QUALITY_R///0.26652305628181705\n", + "QUALITY_S///0.24846573079904807\n", + "fraction is:6.084426952865308\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[3.676557406018872, 1.6091467342967236]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234], [8.394678551978993, 3.695246913345679], [8.394678551978993, 3.6055545369054642], [8.394678551978993, 3.593071717522474], [8.34926756476514, 3.613757374515311], [8.214601764371702, 3.3820941905609776], [8.245033871721281, 3.294192945254893], [8.094712332268344, 3.294192945254893], [7.992952571352107, 3.3657642831718864], [7.993420349098464, 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"[3.3899069817625116, 1.608163333421736]\n", + "QUALITY_R///0.2702425271181599\n", + "QUALITY_S///0.26652305628181705\n", + "fraction is:1.4505562210987528\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[3.3899069817625116, 1.608163333421736]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234], [8.394678551978993, 3.695246913345679], [8.394678551978993, 3.6055545369054642], [8.394678551978993, 3.593071717522474], [8.34926756476514, 3.613757374515311], [8.214601764371702, 3.3820941905609776], [8.245033871721281, 3.294192945254893], [8.094712332268344, 3.294192945254893], [7.992952571352107, 3.3657642831718864], [7.993420349098464, 3.342113190341529], [7.993420349098464, 3.298585769988641], [7.874277977486796, 3.135214519287545], 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"QUALITY_R///0.27386515632327835\n", + "QUALITY_S///0.2702425271181599\n", + "fraction is:1.436576597765839\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[3.166366031190185, 1.91492483850007]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234], [8.394678551978993, 3.695246913345679], [8.394678551978993, 3.6055545369054642], [8.394678551978993, 3.593071717522474], [8.34926756476514, 3.613757374515311], [8.214601764371702, 3.3820941905609776], [8.245033871721281, 3.294192945254893], [8.094712332268344, 3.294192945254893], [7.992952571352107, 3.3657642831718864], [7.993420349098464, 3.342113190341529], [7.993420349098464, 3.298585769988641], [7.874277977486796, 3.135214519287545], [7.865452379110922, 3.135214519287545], 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"QUALITY_R///0.27277475693471864\n", + "QUALITY_S///0.27386515632327835\n", + "fraction is:0.89669460382643\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[3.004203732358505, 2.1017359612692124]\n", + "[3.064779636463231, 2.0116883097589247]\n", + "QUALITY_R///0.2727466507716972\n", + "QUALITY_S///0.27277475693471864\n", + "fraction is:0.9971933297820114\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[3.0398627641787637, 2.1074624625980496]\n", + "[3.004203732358505, 2.1017359612692124]\n", + "QUALITY_R///0.2703476566987949\n", + "QUALITY_S///0.2727466507716972\n", + "fraction is:0.7867069940747151\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[3.033296955208948, 2.0688106081387234]\n", + "[3.0398627641787637, 2.1074624625980496]\n", + "QUALITY_R///0.2723585891946076\n", + "QUALITY_S///0.2703476566987949\n", + "fraction is:1.2227387863871713\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[3.0265141186929903, 2.0688106081387234]\n", + "[3.033296955208948, 2.0688106081387234]\n", + "QUALITY_R///0.2727747471185635\n", + "QUALITY_S///0.2723585891946076\n", + "fraction is:1.0424938677252575\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[2.9178062706545207, 2.221637448025451]\n", + "[3.0265141186929903, 2.0688106081387234]\n", + "QUALITY_R///0.27267837815729634\n", + "QUALITY_S///0.2727747471185635\n", + "fraction is:0.9904093899527237\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[2.955324696662771, 2.221637448025451]\n", + "[2.9178062706545207, 2.221637448025451]\n", + "QUALITY_R///0.270471697394182\n", + "QUALITY_S///0.27267837815729634\n", + "fraction is:0.801982833216687\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[2.955324696662771, 2.221637448025451]\n", + "[2.955324696662771, 2.221637448025451]\n", + "QUALITY_R///0.270471697394182\n", + "QUALITY_S///0.270471697394182\n", + "fraction is:1.0\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[3.2071217342348586, 2.221637448025451]\n", + "[2.955324696662771, 2.221637448025451]\n", + "QUALITY_R///0.25631503840984976\n", + "QUALITY_S///0.270471697394182\n", + "fraction is:0.2427639035105303\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[3.046731424099731, 2.2099242487259394]\n", + "[2.955324696662771, 2.221637448025451]\n", + "QUALITY_R///0.2656875518218126\n", + "QUALITY_S///0.270471697394182\n", + "fraction is:0.6197652155636059\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[2.8600040660704913, 2.2099242487259394]\n", + "[3.046731424099731, 2.2099242487259394]\n", + "QUALITY_R///0.27667637666514894\n", + "QUALITY_S///0.2656875518218126\n", + "fraction is:3.000810696514987\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[3.0099298050409784, 2.0671909296864706]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 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"QUALITY_R///0.27673200873066056\n", + "QUALITY_S///0.2749738024408874\n", + "fraction is:1.1922241889981815\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[2.8600040660704913, 2.2099242487259394]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234], [8.394678551978993, 3.695246913345679], [8.394678551978993, 3.6055545369054642], [8.394678551978993, 3.593071717522474], [8.34926756476514, 3.613757374515311], [8.214601764371702, 3.3820941905609776], [8.245033871721281, 3.294192945254893], [8.094712332268344, 3.294192945254893], [7.992952571352107, 3.3657642831718864], [7.993420349098464, 3.342113190341529], [7.993420349098464, 3.298585769988641], [7.874277977486796, 3.135214519287545], [7.865452379110922, 3.135214519287545], 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"[2.919425837452919, 2.1741456717200283]\n", + "[2.9339387405908743, 2.1095355204481616]\n", + "QUALITY_R///0.27472157758849486\n", + "QUALITY_S///0.27673200873066056\n", + "fraction is:0.8178771686603213\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[2.8819792515773752, 2.2193782489280136]\n", + "[2.919425837452919, 2.1741456717200283]\n", + "QUALITY_R///0.2749136949064504\n", + "QUALITY_S///0.27472157758849486\n", + "fraction is:1.019397464624615\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[2.8935738539028915, 1.9029913634846989]\n", + "[2.8819792515773752, 2.2193782489280136]\n", + "QUALITY_R///0.28874557572247406\n", + "QUALITY_S///0.2749136949064504\n", + "fraction is:3.9875941599086855\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[2.9339387405908743, 2.1095355204481616]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 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1.9029913634846989]\n", + "QUALITY_R///0.29189448275933455\n", + "QUALITY_S///0.28874557572247406\n", + "fraction is:1.3701095548491968\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[2.8935738539028915, 1.9029913634846989]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234], [8.394678551978993, 3.695246913345679], [8.394678551978993, 3.6055545369054642], [8.394678551978993, 3.593071717522474], [8.34926756476514, 3.613757374515311], [8.214601764371702, 3.3820941905609776], [8.245033871721281, 3.294192945254893], [8.094712332268344, 3.294192945254893], [7.992952571352107, 3.3657642831718864], [7.993420349098464, 3.342113190341529], [7.993420349098464, 3.298585769988641], [7.874277977486796, 3.135214519287545], [7.865452379110922, 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"QUALITY_R///0.3180743047843117\n", + "QUALITY_S///0.3278909357333988\n", + "fraction is:0.3746874396197122\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[2.5135941494704013, 1.923371395308529]\n", + "[2.5368493644507777, 1.857047371906076]\n", + "QUALITY_R///0.315951223207128\n", + "QUALITY_S///0.3180743047843117\n", + "fraction is:0.8087154472572303\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[2.455344009987739, 2.10273894909023]\n", + "[2.5135941494704013, 1.923371395308529]\n", + "QUALITY_R///0.3093407778668913\n", + "QUALITY_S///0.315951223207128\n", + "fraction is:0.5163117475451657\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[2.4628297104675045, 1.9980403765424724]\n", + "[2.455344009987739, 2.10273894909023]\n", + "QUALITY_R///0.3153194481603573\n", + "QUALITY_S///0.3093407778668913\n", + "fraction is:1.8182364164397118\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[2.4628297104675045, 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1.569941783979457]\n", + "[2.4461842227722874, 1.6278709930316992]\n", + "QUALITY_R///0.34404029403954545\n", + "QUALITY_S///0.3403294095370257\n", + "fraction is:1.4493112596636175\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[2.4461842227722874, 1.6278709930316992]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234], [8.394678551978993, 3.695246913345679], [8.394678551978993, 3.6055545369054642], [8.394678551978993, 3.593071717522474], [8.34926756476514, 3.613757374515311], [8.214601764371702, 3.3820941905609776], [8.245033871721281, 3.294192945254893], [8.094712332268344, 3.294192945254893], [7.992952571352107, 3.3657642831718864], [7.993420349098464, 3.342113190341529], [7.993420349098464, 3.298585769988641], [7.874277977486796, 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1.5581943261530722]\n", + "[2.3749469510172414, 1.5409946445880796]\n", + "QUALITY_R///0.3506668043746226\n", + "QUALITY_S///0.3532215730341452\n", + "fraction is:0.7745470547618022\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[2.3314371777495055, 1.634936376446408]\n", + "[2.3883634217061562, 1.5581943261530722]\n", + "QUALITY_R///0.35117745390143096\n", + "QUALITY_S///0.3506668043746226\n", + "fraction is:1.0523912466960712\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[2.3314371777495055, 1.8207437895648049]\n", + "[2.3314371777495055, 1.634936376446408]\n", + "QUALITY_R///0.33804803998430677\n", + "QUALITY_S///0.35117745390143096\n", + "fraction is:0.26902757597600985\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[2.449140862918495, 1.634936376446408]\n", + "[2.3314371777495055, 1.634936376446408]\n", + "QUALITY_R///0.3395921916132668\n", + "QUALITY_S///0.35117745390143096\n", + "fraction is:0.3139485283959785\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[2.365426716397192, 1.6134551236322323]\n", + "[2.3314371777495055, 1.634936376446408]\n", + "QUALITY_R///0.34924749765263197\n", + "QUALITY_S///0.35117745390143096\n", + "fraction is:0.824485581354657\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[2.365426716397192, 1.4985703164817328]\n", + "[2.365426716397192, 1.6134551236322323]\n", + "QUALITY_R///0.3571210719623493\n", + "QUALITY_S///0.34924749765263197\n", + "fraction is:2.1975814856777545\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[2.3749469510172414, 1.5409946445880796]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234], [8.394678551978993, 3.695246913345679], [8.394678551978993, 3.6055545369054642], 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[2.8487512993816595, 1.9029913634846989], [2.6694894377324707, 1.8938565638262421], [2.6571920174201558, 1.6754811461002996], [2.5368493644507777, 1.6928208138349157], [2.3530806929476085, 1.8175283017266768], [2.47448119314521, 1.6278709930316992], [2.4461842227722874, 1.6278709930316992], [2.4461842227722874, 1.569941783979457], [2.3749469510172414, 1.569941783979457], [2.3749469510172414, 1.5409946445880796], [2.365426716397192, 1.4985703164817328], [2.314171611169998, 1.5132111947685962]]\n", + "\n", + "\n", + "\n", + "\n", + "[2.223756031026309, 1.5132111947685962]\n", + "[2.314171611169998, 1.5132111947685962]\n", + "QUALITY_R///0.3717780656666488\n", + "QUALITY_S///0.3616642827781066\n", + "fraction is:2.7493878553744957\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[2.314171611169998, 1.5132111947685962]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 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"\n", + "\n", + "[2.3066292606041774, 1.6770644862452284]\n", + "[2.3066292606041774, 1.6770644862452284]\n", + "QUALITY_R///0.35064881491525424\n", + "QUALITY_S///0.35064881491525424\n", + "fraction is:1.0\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[2.3066292606041774, 1.614362196806095]\n", + "[2.3066292606041774, 1.6770644862452284]\n", + "QUALITY_R///0.3551842370063882\n", + "QUALITY_S///0.35064881491525424\n", + "fraction is:1.5738773258327485\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[2.311720026244638, 1.6529857686010712]\n", + "[2.3066292606041774, 1.614362196806095]\n", + "QUALITY_R///0.3518769205623224\n", + "QUALITY_S///0.3551842370063882\n", + "fraction is:0.7183979292778935\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[2.1574345028526163, 1.614362196806095]\n", + "[2.3066292606041774, 1.614362196806095]\n", + "QUALITY_R///0.3711172013756516\n", + "QUALITY_S///0.3551842370063882\n", + "fraction is:4.919940499956627\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[2.146868216297011, 1.6619548002519853]\n", + "[2.1574345028526163, 1.614362196806095]\n", + "QUALITY_R///0.3683263264271575\n", + "QUALITY_S///0.3711172013756516\n", + "fraction is:0.7564737127658498\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[2.0130186558164582, 1.617944361558398]\n", + "[2.146868216297011, 1.6619548002519853]\n", + "QUALITY_R///0.3872018927300547\n", + "QUALITY_S///0.3683263264271575\n", + "fraction is:6.60321485902293\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[2.223756031026309, 1.5132111947685962]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234], [8.394678551978993, 3.695246913345679], 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1.617944361558398]]\n", + "\n", + "\n", + "\n", + "\n", + "[2.0441691334891883, 1.5240712928013251]\n", + "[2.0130186558164582, 1.617944361558398]\n", + "QUALITY_R///0.3921894107850877\n", + "QUALITY_S///0.3872018927300547\n", + "fraction is:1.6466646296944596\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[2.0130186558164582, 1.617944361558398]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234], [8.394678551978993, 3.695246913345679], [8.394678551978993, 3.6055545369054642], [8.394678551978993, 3.593071717522474], [8.34926756476514, 3.613757374515311], [8.214601764371702, 3.3820941905609776], [8.245033871721281, 3.294192945254893], [8.094712332268344, 3.294192945254893], [7.992952571352107, 3.3657642831718864], [7.993420349098464, 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0.01\n", + "\n", + "\n", + "\n", + "\n", + "[1.9834143324580218, 1.6370161125884257]\n", + "[2.0441691334891883, 1.5240712928013251]\n", + "QUALITY_R///0.38884451382873847\n", + "QUALITY_S///0.3921894107850877\n", + "fraction is:0.7157032196571689\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[1.8569145154395372, 1.7040403531269812]\n", + "[1.9834143324580218, 1.6370161125884257]\n", + "QUALITY_R///0.39677900609911293\n", + "QUALITY_S///0.38884451382873847\n", + "fraction is:2.211009562954165\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[2.0441691334891883, 1.5240712928013251]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234], [8.394678551978993, 3.695246913345679], [8.394678551978993, 3.6055545369054642], 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1.7266248474441412]\n", + "QUALITY_R///0.416238925251111\n", + "QUALITY_S///0.41316607166073105\n", + "fraction is:1.3597289236536205\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[1.6961086598792476, 1.7266248474441412]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234], [8.394678551978993, 3.695246913345679], [8.394678551978993, 3.6055545369054642], [8.394678551978993, 3.593071717522474], [8.34926756476514, 3.613757374515311], [8.214601764371702, 3.3820941905609776], [8.245033871721281, 3.294192945254893], [8.094712332268344, 3.294192945254893], [7.992952571352107, 3.3657642831718864], [7.993420349098464, 3.342113190341529], [7.993420349098464, 3.298585769988641], [7.874277977486796, 3.135214519287545], [7.865452379110922, 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is:0.10091577787443429\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[1.5261301902892137, 1.6392527910143146]\n", + "[1.670512216835277, 1.7266248474441412]\n", + "QUALITY_R///0.4464898384871445\n", + "QUALITY_S///0.416238925251111\n", + "fraction is:20.59588551579331\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[1.670512216835277, 1.7266248474441412]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234], [8.394678551978993, 3.695246913345679], [8.394678551978993, 3.6055545369054642], [8.394678551978993, 3.593071717522474], [8.34926756476514, 3.613757374515311], [8.214601764371702, 3.3820941905609776], [8.245033871721281, 3.294192945254893], [8.094712332268344, 3.294192945254893], [7.992952571352107, 3.3657642831718864], 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1.7108372650560317]\n", + "[1.5261301902892137, 1.6392527910143146]\n", + "QUALITY_R///0.42820906696129335\n", + "QUALITY_S///0.4464898384871445\n", + "fraction is:0.1607223153313728\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[1.7016307323701823, 1.4701669030515734]\n", + "[1.5261301902892137, 1.6392527910143146]\n", + "QUALITY_R///0.44468879957526997\n", + "QUALITY_S///0.4464898384871445\n", + "fraction is:0.8351834387047002\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[1.5511429133094368, 1.4701669030515734]\n", + "[1.7016307323701823, 1.4701669030515734]\n", + "QUALITY_R///0.46791159723714487\n", + "QUALITY_S///0.44468879957526997\n", + "fraction is:10.198898927585812\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[1.5261301902892137, 1.6392527910143146]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], 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"\n", + "[1.5007055905635716, 1.4794803171364024]\n", + "[1.5126840115798776, 1.4721727949332508]\n", + "QUALITY_R///0.4745266703907523\n", + "QUALITY_S///0.4737524842159059\n", + "fraction is:1.0804942955367443\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[1.5126840115798776, 1.4721727949332508]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234], [8.394678551978993, 3.695246913345679], [8.394678551978993, 3.6055545369054642], [8.394678551978993, 3.593071717522474], [8.34926756476514, 3.613757374515311], [8.214601764371702, 3.3820941905609776], [8.245033871721281, 3.294192945254893], [8.094712332268344, 3.294192945254893], [7.992952571352107, 3.3657642831718864], [7.993420349098464, 3.342113190341529], [7.993420349098464, 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"QUALITY_S///0.46158404104723866\n", + "fraction is:0.07594494164027642\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[1.5233536973431385, 1.383328771150882]\n", + "[1.5826103018762379, 1.4794803171364024]\n", + "QUALITY_R///0.48597514821071264\n", + "QUALITY_S///0.46158404104723866\n", + "fraction is:11.462842490458256\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[1.5007055905635716, 1.4794803171364024]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234], [8.394678551978993, 3.695246913345679], [8.394678551978993, 3.6055545369054642], [8.394678551978993, 3.593071717522474], [8.34926756476514, 3.613757374515311], [8.214601764371702, 3.3820941905609776], [8.245033871721281, 3.294192945254893], [8.094712332268344, 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"new Best****:[1.350272672727706, 1.4237753150167967]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234], [8.394678551978993, 3.695246913345679], [8.394678551978993, 3.6055545369054642], [8.394678551978993, 3.593071717522474], [8.34926756476514, 3.613757374515311], [8.214601764371702, 3.3820941905609776], [8.245033871721281, 3.294192945254893], [8.094712332268344, 3.294192945254893], [7.992952571352107, 3.3657642831718864], [7.993420349098464, 3.342113190341529], [7.993420349098464, 3.298585769988641], [7.874277977486796, 3.135214519287545], [7.865452379110922, 3.135214519287545], [7.822666959862244, 3.1362280950164254], [7.822666959862244, 2.9894971527041436], [7.644143930786412, 2.9926759841564436], [7.644143930786412, 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1.1028759808554278]\n", + "[1.350272672727706, 1.2525190805149855]\n", + "QUALITY_R///0.5520827097505226\n", + "QUALITY_S///0.542962075002507\n", + "fraction is:2.4894541630047695\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[1.350272672727706, 1.2525190805149855]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234], [8.394678551978993, 3.695246913345679], [8.394678551978993, 3.6055545369054642], [8.394678551978993, 3.593071717522474], [8.34926756476514, 3.613757374515311], [8.214601764371702, 3.3820941905609776], [8.245033871721281, 3.294192945254893], [8.094712332268344, 3.294192945254893], [7.992952571352107, 3.3657642831718864], [7.993420349098464, 3.342113190341529], [7.993420349098464, 3.298585769988641], [7.874277977486796, 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0.01\n", + "new Best****:[1.1817252256305033, 1.0747187293525695]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234], [8.394678551978993, 3.695246913345679], [8.394678551978993, 3.6055545369054642], [8.394678551978993, 3.593071717522474], [8.34926756476514, 3.613757374515311], [8.214601764371702, 3.3820941905609776], [8.245033871721281, 3.294192945254893], [8.094712332268344, 3.294192945254893], [7.992952571352107, 3.3657642831718864], [7.993420349098464, 3.342113190341529], [7.993420349098464, 3.298585769988641], [7.874277977486796, 3.135214519287545], [7.865452379110922, 3.135214519287545], [7.822666959862244, 3.1362280950164254], [7.822666959862244, 2.9894971527041436], [7.644143930786412, 2.9926759841564436], [7.644143930786412, 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1.0747187293525695], [1.165257561233246, 1.0747187293525695]]\n", + "\n", + "\n", + "\n", + "\n", + "[1.2166737491841226, 1.0297451539938236]\n", + "[1.165257561233246, 1.0747187293525695]\n", + "QUALITY_R///0.6273730548868911\n", + "QUALITY_S///0.6308369214854138\n", + "fraction is:0.7072389733145659\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[1.0345782850749923, 1.2204662863295852]\n", + "[1.165257561233246, 1.0747187293525695]\n", + "QUALITY_R///0.6250134057028023\n", + "QUALITY_S///0.6308369214854138\n", + "fraction is:0.5585832686220312\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[0.9373773761515032, 1.1396859327491053]\n", + "[1.0345782850749923, 1.2204662863295852]\n", + "QUALITY_R///0.6776647535963981\n", + "QUALITY_S///0.6250134057028023\n", + "fraction is:193.47238504885843\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[1.165257561233246, 1.0747187293525695]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 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"[0.9373773761515032, 1.0715433735204483]\n", + "[0.9373773761515032, 1.1396859327491053]\n", + "QUALITY_R///0.7024021231203766\n", + "QUALITY_S///0.6776647535963981\n", + "fraction is:11.86670942481171\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[0.9373773761515032, 1.1396859327491053]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234], [8.394678551978993, 3.695246913345679], [8.394678551978993, 3.6055545369054642], [8.394678551978993, 3.593071717522474], [8.34926756476514, 3.613757374515311], [8.214601764371702, 3.3820941905609776], [8.245033871721281, 3.294192945254893], [8.094712332268344, 3.294192945254893], [7.992952571352107, 3.3657642831718864], [7.993420349098464, 3.342113190341529], [7.993420349098464, 3.298585769988641], 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1.0900579054947859]\n", + "QUALITY_R///0.7009790729803035\n", + "QUALITY_S///0.7014670448387414\n", + "fraction is:0.9523742650955119\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[0.9187288547183263, 1.0913554382957225]\n", + "[0.9187288547183263, 1.0913554382957225]\n", + "QUALITY_R///0.7009790729803035\n", + "QUALITY_S///0.7009790729803035\n", + "fraction is:1.0\n", + "NEW_S\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[0.7563784954846597, 1.0738989927860294]\n", + "[0.9187288547183263, 1.0913554382957225]\n", + "QUALITY_R///0.7613059018025402\n", + "QUALITY_S///0.7009790729803035\n", + "fraction is:416.8318413119776\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[0.9373773761515032, 1.0715433735204483]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 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1.0738989927860294]\n", + "QUALITY_R///0.7744176101529551\n", + "QUALITY_S///0.7613059018025402\n", + "fraction is:3.710515571566825\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[0.7563784954846597, 1.0738989927860294]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234], [8.394678551978993, 3.695246913345679], [8.394678551978993, 3.6055545369054642], [8.394678551978993, 3.593071717522474], [8.34926756476514, 3.613757374515311], [8.214601764371702, 3.3820941905609776], [8.245033871721281, 3.294192945254893], [8.094712332268344, 3.294192945254893], [7.992952571352107, 3.3657642831718864], [7.993420349098464, 3.342113190341529], [7.993420349098464, 3.298585769988641], [7.874277977486796, 3.135214519287545], [7.865452379110922, 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Best****:[0.7817237419198304, 0.9813735760327346]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234], [8.394678551978993, 3.695246913345679], [8.394678551978993, 3.6055545369054642], [8.394678551978993, 3.593071717522474], [8.34926756476514, 3.613757374515311], [8.214601764371702, 3.3820941905609776], [8.245033871721281, 3.294192945254893], [8.094712332268344, 3.294192945254893], [7.992952571352107, 3.3657642831718864], [7.993420349098464, 3.342113190341529], [7.993420349098464, 3.298585769988641], [7.874277977486796, 3.135214519287545], [7.865452379110922, 3.135214519287545], [7.822666959862244, 3.1362280950164254], [7.822666959862244, 2.9894971527041436], [7.644143930786412, 2.9926759841564436], [7.644143930786412, 2.8696219654048143], 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0.6969838995510642]\n", + "[0.9787585866169337, 0.6969838995510642]\n", + "QUALITY_R///0.9077084200009895\n", + "QUALITY_S///0.8322489584627167\n", + "fraction is:1893.0530096979865\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[0.9787585866169337, 0.6969838995510642]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234], [8.394678551978993, 3.695246913345679], [8.394678551978993, 3.6055545369054642], [8.394678551978993, 3.593071717522474], [8.34926756476514, 3.613757374515311], [8.214601764371702, 3.3820941905609776], [8.245033871721281, 3.294192945254893], [8.094712332268344, 3.294192945254893], [7.992952571352107, 3.3657642831718864], [7.993420349098464, 3.342113190341529], [7.993420349098464, 3.298585769988641], [7.874277977486796, 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"QUALITY_R///1.791597853467911\n", + "QUALITY_S///1.5711670765479142\n", + "fraction is:3742717137.6968265\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[0.5401908374547584, 0.33658185547746755]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234], [8.394678551978993, 3.695246913345679], [8.394678551978993, 3.6055545369054642], [8.394678551978993, 3.593071717522474], [8.34926756476514, 3.613757374515311], [8.214601764371702, 3.3820941905609776], [8.245033871721281, 3.294192945254893], [8.094712332268344, 3.294192945254893], [7.992952571352107, 3.3657642831718864], [7.993420349098464, 3.342113190341529], [7.993420349098464, 3.298585769988641], [7.874277977486796, 3.135214519287545], [7.865452379110922, 3.135214519287545], 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0.33658185547746755]]\n", + "\n", + "\n", + "\n", + "\n", + "[0.45542685438875485, 0.3416109450345255]\n", + "[0.4452598405965462, 0.33658185547746755]\n", + "QUALITY_R///1.7565182811347235\n", + "QUALITY_S///1.791597853467911\n", + "fraction is:0.02995804927846021\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[0.5637541231152163, 0.52635763794572]\n", + "[0.4452598405965462, 0.33658185547746755]\n", + "QUALITY_R///1.296547923857021\n", + "QUALITY_S///1.791597853467911\n", + "fraction is:3.164133001138598e-22\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[0.4314420836552507, 0.42878871315853845]\n", + "[0.4452598405965462, 0.33658185547746755]\n", + "QUALITY_R///1.6439853585850248\n", + "QUALITY_S///1.791597853467911\n", + "fraction is:3.8839246986725904e-07\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[0.5456017526105091, 0.33658185547746755]\n", + "[0.4452598405965462, 0.33658185547746755]\n", + "QUALITY_R///1.5598960921579579\n", + "QUALITY_S///1.791597853467911\n", + "fraction is:8.656062062314911e-11\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[0.4126983292256511, 0.5137770401834525]\n", + "[0.4452598405965462, 0.33658185547746755]\n", + "QUALITY_R///1.5174406233043674\n", + "QUALITY_S///1.791597853467911\n", + "fraction is:1.2402315543642299e-12\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[0.18440605920729763, 0.446874325605652]\n", + "[0.4452598405965462, 0.33658185547746755]\n", + "QUALITY_R///2.068562018259641\n", + "QUALITY_S///1.791597853467911\n", + "fraction is:1067581023254.3448\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[0.4452598405965462, 0.33658185547746755]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234], 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0.3155115108922473]\n", + "[0.15510753866149649, 0.37352634745786467]\n", + "QUALITY_R///2.9834113565579727\n", + "QUALITY_S///2.4724898950214316\n", + "fraction is:1.5453866033992604e+22\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[0.15510753866149649, 0.37352634745786467]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234], [8.394678551978993, 3.695246913345679], [8.394678551978993, 3.6055545369054642], [8.394678551978993, 3.593071717522474], [8.34926756476514, 3.613757374515311], [8.214601764371702, 3.3820941905609776], [8.245033871721281, 3.294192945254893], [8.094712332268344, 3.294192945254893], [7.992952571352107, 3.3657642831718864], [7.993420349098464, 3.342113190341529], [7.993420349098464, 3.298585769988641], 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"\n", + "\n", + "\n", + "[-0.011713864801829309, 0.010936541075390736]\n", + "[0.044681211240095504, 0.013835739519553851]\n", + "QUALITY_R///62.399831256792126\n", + "QUALITY_S///21.37924612470135\n", + "fraction is:0.0\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[0.044681211240095504, 0.013835739519553851]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 3.8654966044938543], [8.444409455242399, 3.7889186246540234], [8.394678551978993, 3.695246913345679], [8.394678551978993, 3.6055545369054642], [8.394678551978993, 3.593071717522474], [8.34926756476514, 3.613757374515311], [8.214601764371702, 3.3820941905609776], [8.245033871721281, 3.294192945254893], [8.094712332268344, 3.294192945254893], [7.992952571352107, 3.3657642831718864], [7.993420349098464, 3.342113190341529], 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"[-0.011713864801829309, 0.010936541075390736]\n", + "QUALITY_R///29.696031396585223\n", + "QUALITY_S///62.399831256792126\n", + "fraction is:0.0\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[0.08513075075758211, -0.11262750851278178]\n", + "[-0.011713864801829309, 0.010936541075390736]\n", + "QUALITY_R///7.083083760402996\n", + "QUALITY_S///62.399831256792126\n", + "fraction is:0.0\n", + "t = 0.01\n", + "\n", + "\n", + "\n", + "\n", + "[-0.008194088124388477, 0.010936541075390736]\n", + "[-0.011713864801829309, 0.010936541075390736]\n", + "QUALITY_R///73.17597527473586\n", + "QUALITY_S///62.399831256792126\n", + "fraction is:0.0\n", + "NEW_S\n", + "t = 0.01\n", + "new Best****:[-0.011713864801829309, 0.010936541075390736]\n", + "[[9.0, 4.0], [8.798005481733506, 3.985375451831662], [8.810343898188737, 3.9068912786374947], [8.78415849877267, 3.9068912786374947], [8.743490542744514, 3.9563170094022984], [8.649703644048506, 4.0268354620179005], [8.649703644048506, 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"execution_count": 8, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "h1 = [i[0] for i in route]\n", + "h2 = [i[1] for i in route]\n", + "plt.plot(h1,h2)\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "h3 = [func(s) for s in route]\n", + "fig = plt.figure()\n", + "ax = plt.axes(projection='3d')\n", + "ax.scatter3D(h1, h2, h3, c=h3, cmap='Greens');\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.8.2" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/Sample codes/Simulated_Annealing_General.ipynb b/Sample codes/Simulated_Annealing_General.ipynb index 35f62de..9091cdd 100644 --- a/Sample codes/Simulated_Annealing_General.ipynb +++ b/Sample codes/Simulated_Annealing_General.ipynb @@ -10428,7 +10428,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.8.2" + "version": "3.9.2" } }, "nbformat": 4, diff --git a/SourceCode/AlgorithmAnalyser.py b/SourceCode/AlgorithmAnalyser.py new file mode 100644 index 0000000..6bae35f --- /dev/null +++ b/SourceCode/AlgorithmAnalyser.py @@ -0,0 +1,40 @@ +# directly running the DOE because existing surrogates can be explored with another workflow + +from numpy import random as r +import time +import importlib.util +import multiprocessing + + +# initialise the logic helpers +r.seed(int(time.time())) + +heuristicpath = "/home/remi/Documents/MDAF-GitLAB/SourceCode/SampleAlgorithms/SimmulatedAnnealing.py" +heuristic_name = "SimmulatedAnnealing" +testfunctionpaths = ["/home/remi/Documents/MDAF-GitLAB/SourceCode/TestFunctions/Bukin2.py"] +funcnames = ["Bukin2"] +objs = 0 +args = {"high": 200, "low": -200, "t": 0.01, "p": 0.8} +scale = 62 + + +def doe(heuristicpath, heuristic_name, testfunctionpaths, funcnames, objs, args, scale): + spec = importlib.util.spec_from_file_location(heuristic_name, heuristicpath) + heuristic = importlib.util.module_from_spec(spec) + spec.loader.exec_module(heuristic) + proc = list() + #heuristic.MyClass() + for idx, funcpath in enumerate(testfunctionpaths): + testspec = importlib.util.spec_from_file_location(funcnames[idx], funcpath) + func = importlib.util.module_from_spec(testspec) + testspec.loader.exec_module(func) + #func.MyClass() + initpoint = [r.random() * scale, r.random() * scale] + proc.append(multiprocessing.Process(target=heuristic.main, name=funcnames[idx], args=(func, objs, initpoint, args))) + best = proc[idx].run() + print("started :" + str(initpoint) + "\nEnded :" + str(best)) + +# simulatedAnnealing(S = [9.00,4.00],y = 0,high = 10,low = -8,t =0.01,p = 0.8) +# proc = subprocess.call(["python", heuristic, "arg-15", "arg2", "argN"]) + +doe (heuristicpath, heuristic_name, testfunctionpaths, funcnames, objs, args, scale) \ No newline at end of file diff --git a/SourceCode/Analyse_folders_and_description.ipynb b/SourceCode/Analyse_folders_and_description.ipynb new file mode 100644 index 0000000..d6674af --- /dev/null +++ b/SourceCode/Analyse_folders_and_description.ipynb @@ -0,0 +1,70 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "abstract-broad", + "metadata": {}, + "source": [ + "# Program to read through folders in a file-path and spit out description" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "similar-algeria", + "metadata": {}, + "outputs": [], + "source": [ + "def find_algorithm():\n", + " import os # To enable you walk through the OS directory\n", + " import re # To enable pattern recognition\n", + " \n", + " \n", + " # Take file-path and extract names of files in file-path as list data type\n", + " check_folder = input(\"Please enter the file-path of the folder: \\n\")\n", + " found_items = os.listdir(check_folder)\n", + " \n", + " \n", + " # Initialize what the pattern to be searched for should look like\n", + " pattern = \"\\W\\W\\W\"\n", + " \n", + " # Look into the individual txt files and extraxt the description \n", + " for items in range(0, len(found_items)):\n", + " print(f\"\\n({items + 1}): I found the file named: {found_items[items]}\")\n", + " inside_file = check_folder + '\\\\' + found_items[items]\n", + " \n", + " with open(inside_file, mode ='r', encoding = 'utf-8') as myfile:\n", + " print(\"Inside the file, I found this description: \\n \")\n", + " contents = myfile.readlines()\n", + " \n", + " for indexing in range(0, len(contents)):\n", + " if re.search(pattern, contents[indexing]):\n", + " print(contents[indexing+1])\n", + " break\n", + " \n", + " print(\"\\n\\n\")" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.2" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/SourceCode/SampleAlgorithms/SimmulatedAnnealing.py b/SourceCode/SampleAlgorithms/SimmulatedAnnealing.py new file mode 100644 index 0000000..5ffb3db --- /dev/null +++ b/SourceCode/SampleAlgorithms/SimmulatedAnnealing.py @@ -0,0 +1,81 @@ +import math as m +import numpy as np +from numpy import random as r +import time +import matplotlib.pyplot as plt +from mpl_toolkits import mplot3d +import copy as cp + + +#def func(Sc): +# x1 = Sc[0] +# x2 = Sc[1] +# return m.sqrt(x1**2+x2**2) + +def tweak(St,p,sigma,high,low): + for i in range(len(St)): + if p > r.random(): + while True: + n = r.normal(loc=0, scale=sigma) + if (high > St[i]+n) and (low < St[i]+n): + St[i]+=n + break + return St + +def Quality(Sc,objective,func): + func_output = func.main(Sc) + if type(func_output) == list: + error = [func_output[i]-objective[i] for i in range(len(func_output))] + else: + error = func_output - objective + return 1/abs(error) + +def main(func,obj,S,args): + r.seed(int(time.time())) + route = list() + #Parsing arguments + y = obj + high = args["high"] + low = args["low"] + t = args["t"] + p = args["p"] + + Best = list() + Best[:] = cp.deepcopy(S) + sigma = 0.1 + route.append(Best[:]) + while True: + print('\n\n\n') + R = tweak(cp.deepcopy(S),p,sigma,high,low) + print(R) + print(S) + Qr = Quality(R,y,func) + Qs = Quality(S,y,func) + try: + P = m.e**((Qr-Qs)/t) + except: + pass + print('QUALITY_R///{}'.format(Qr)) + print('QUALITY_S///{}'.format(Qs)) + print('fraction is:{}'.format(P)) + if (Qr > Qs) or (r.random() < P): + print('NEW_S') + S[:] = R[:] + if t > 0.01: + t-= t/10 + print('t = {}'.format(t)) + + if (Quality(S,y,func) > Quality(Best,y,func)): + print('new Best****:{}'.format(Best)) + Best[:] = S[:] + route.append(Best[:]) + print(route) + + if t < 0 or Quality(Best,y,func) > 200: + break + #print('the Best Quality obtained was:{}'.format(Quality(Best,y))) + return Best + + + + diff --git a/SourceCode/TestFunctions/.ipynb_checkpoints/Untitled-checkpoint.ipynb b/SourceCode/TestFunctions/.ipynb_checkpoints/Untitled-checkpoint.ipynb new file mode 100644 index 0000000..7fec515 --- /dev/null +++ b/SourceCode/TestFunctions/.ipynb_checkpoints/Untitled-checkpoint.ipynb @@ -0,0 +1,6 @@ +{ + "cells": [], + "metadata": {}, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/SourceCode/TestFunctions/Bukin2.py b/SourceCode/TestFunctions/Bukin2.py new file mode 100644 index 0000000..2d34d43 --- /dev/null +++ b/SourceCode/TestFunctions/Bukin2.py @@ -0,0 +1,2 @@ +def main(args): + return 100*(args[1]-0.01*args[0]**2+1)+0.01*(args[0]+10)**2 diff --git a/SourceCode/TestFunctions/Untitled.ipynb b/SourceCode/TestFunctions/Untitled.ipynb new file mode 100644 index 0000000..7fec515 --- /dev/null +++ b/SourceCode/TestFunctions/Untitled.ipynb @@ -0,0 +1,6 @@ +{ + "cells": [], + "metadata": {}, + "nbformat": 4, + "nbformat_minor": 4 +}