From aab9031474849e034cf03791b7612ffe3675bab3 Mon Sep 17 00:00:00 2001 From: Esme Date: Thu, 5 Aug 2021 16:31:00 -0700 Subject: [PATCH 1/2] Modified power calculation to account for real-world resistance in power supply wiring --- BK_PS/Thermal_PSControl.py | 5 ++++- 1 file changed, 4 insertions(+), 1 deletion(-) diff --git a/BK_PS/Thermal_PSControl.py b/BK_PS/Thermal_PSControl.py index 3aa8b0b..e1696fc 100644 --- a/BK_PS/Thermal_PSControl.py +++ b/BK_PS/Thermal_PSControl.py @@ -52,7 +52,10 @@ def ChRead(Resource, safetyCheck=True): I = float(Resource.query('MEASure:CURRent:DC?')) print("Current",I) print("Voltage",V) - P = V*I + R_s = 1.7 + R_wires = 0.3 + V_s = V * (R_s/(R_s + R_wires)) + P = V_s * I print("Power",P) return V, I, P From 586e40e58f621939fcdfbf31ecb1351e4e518bd9 Mon Sep 17 00:00:00 2001 From: Esme Date: Sun, 29 Aug 2021 15:22:11 -0700 Subject: [PATCH 2/2] Updated power calculation and added new data analysis tools --- BK_PS/Thermal_PSControl.py | 20 +- BK_PS/test_backup_070221.py | 41 - .../thermistor_temp_plots-checkpoint.ipynb | 329 + .../CSVDatasets/210805103000_210805114000.csv | 1290 + .../CSVDatasets/210805160730_210805170900.csv | 1126 + .../CSVDatasets/210805180100_210805223000.csv | 4902 +++ .../CSVDatasets/210806102600_210806104900.csv | 392 + .../CSVDatasets/210808080000_210809080000.csv | 26247 ++++++++++++++++ .../CSVDatasets/210809060000_210809080000.csv | 2176 ++ .../CSVDatasets/210809082600_210809103000.csv | 1249 + .../CSVDatasets/210811000000_210811084000.csv | 9454 ++++++ .../CSVDatasets/210811080000_210811084000.csv | 727 + .../CSVDatasets/210811090000_210811120200.csv | 3322 ++ .../CSVDatasets/210811090000_210811124000.csv | 4019 +++ .../CSVDatasets/210811170000_210811181200.csv | 1319 + .../CSVDatasets/210811190000_210811200500.csv | 1181 + .../CSVDatasets/210811194000_210811201500.csv | 635 + .../CSVDatasets/210811194000_210812102000.csv | 16036 ++++++++++ .../CSVDatasets/210812164000_210812184700.csv | 2314 ++ .../CSVDatasets/210813000000_210813113000.csv | 9387 ++++++ .../CSVDatasets/210816121500_210816171000.csv | 5419 ++++ .../CSVDatasets/210817120000_210817144400.csv | 2992 ++ .../CSVDatasets/210817120000_210817150000.csv | 3284 ++ .../CSVDatasets/210817170000_210817210000.csv | 4363 +++ .../CSVDatasets/210817170000_210817221800.csv | 5781 ++++ .../CSVDatasets/210818120000_210818154500.csv | 4083 +++ .../CSVDatasets/210818140000_210818160000.csv | 2186 ++ .../CSVDatasets/210819000000_210819103400.csv | 11529 +++++++ .../CSVDatasets/210819110000_210819113500.csv | 630 + .../CSVDatasets/210819130000_210819155000.csv | 3063 ++ .../CSVDatasets/210819140000_210819160000.csv | 2114 ++ .../CSVDatasets/210819160000_210819172000.csv | 1037 + .../CSVDatasets/210819180000_210820104400.csv | 18247 +++++++++++ .../CSVDatasets/210819180000_210820105200.csv | 18393 +++++++++++ SiPM_Heating/README.md | 29 +- SiPM_Heating/thermistor_temp_plots.ipynb | 262 +- 36 files changed, 169424 insertions(+), 154 deletions(-) delete mode 100644 BK_PS/test_backup_070221.py create mode 100644 SiPM_Heating/.ipynb_checkpoints/thermistor_temp_plots-checkpoint.ipynb create mode 100644 SiPM_Heating/CSVDatasets/210805103000_210805114000.csv create mode 100644 SiPM_Heating/CSVDatasets/210805160730_210805170900.csv create mode 100644 SiPM_Heating/CSVDatasets/210805180100_210805223000.csv create mode 100644 SiPM_Heating/CSVDatasets/210806102600_210806104900.csv create mode 100644 SiPM_Heating/CSVDatasets/210808080000_210809080000.csv create mode 100644 SiPM_Heating/CSVDatasets/210809060000_210809080000.csv create mode 100644 SiPM_Heating/CSVDatasets/210809082600_210809103000.csv create mode 100644 SiPM_Heating/CSVDatasets/210811000000_210811084000.csv create mode 100644 SiPM_Heating/CSVDatasets/210811080000_210811084000.csv create mode 100644 SiPM_Heating/CSVDatasets/210811090000_210811120200.csv create mode 100644 SiPM_Heating/CSVDatasets/210811090000_210811124000.csv create mode 100644 SiPM_Heating/CSVDatasets/210811170000_210811181200.csv create mode 100644 SiPM_Heating/CSVDatasets/210811190000_210811200500.csv create mode 100644 SiPM_Heating/CSVDatasets/210811194000_210811201500.csv create mode 100644 SiPM_Heating/CSVDatasets/210811194000_210812102000.csv create mode 100644 SiPM_Heating/CSVDatasets/210812164000_210812184700.csv create mode 100644 SiPM_Heating/CSVDatasets/210813000000_210813113000.csv create mode 100644 SiPM_Heating/CSVDatasets/210816121500_210816171000.csv create mode 100644 SiPM_Heating/CSVDatasets/210817120000_210817144400.csv create mode 100644 SiPM_Heating/CSVDatasets/210817120000_210817150000.csv create mode 100644 SiPM_Heating/CSVDatasets/210817170000_210817210000.csv create mode 100644 SiPM_Heating/CSVDatasets/210817170000_210817221800.csv create mode 100644 SiPM_Heating/CSVDatasets/210818120000_210818154500.csv create mode 100644 SiPM_Heating/CSVDatasets/210818140000_210818160000.csv create mode 100644 SiPM_Heating/CSVDatasets/210819000000_210819103400.csv create mode 100644 SiPM_Heating/CSVDatasets/210819110000_210819113500.csv create mode 100644 SiPM_Heating/CSVDatasets/210819130000_210819155000.csv create mode 100644 SiPM_Heating/CSVDatasets/210819140000_210819160000.csv create mode 100644 SiPM_Heating/CSVDatasets/210819160000_210819172000.csv create mode 100644 SiPM_Heating/CSVDatasets/210819180000_210820104400.csv create mode 100644 SiPM_Heating/CSVDatasets/210819180000_210820105200.csv diff --git a/BK_PS/Thermal_PSControl.py b/BK_PS/Thermal_PSControl.py index e1696fc..5fc8407 100644 --- a/BK_PS/Thermal_PSControl.py +++ b/BK_PS/Thermal_PSControl.py @@ -44,7 +44,7 @@ def SetVoltage(Resource, ChVoltage, safetyCheck=False): else: print ('[WARNING] : The voltage is out of the bounds [0-2V], not changing the low voltage supply output') -def ChRead(Resource, safetyCheck=True): +ddef ChRead(Resource, safetyCheck=True): Resource.write('*IDN?') idn = Resource.read() @@ -52,13 +52,21 @@ def ChRead(Resource, safetyCheck=True): I = float(Resource.query('MEASure:CURRent:DC?')) print("Current",I) print("Voltage",V) - R_s = 1.7 - R_wires = 0.3 - V_s = V * (R_s/(R_s + R_wires)) - P = V_s * I + + # open-pin prototype resistance correction values + #R_s = 1.7 + #R_wires = 0.19 + + # flex-cable prototype resistance correction values + #R_s = 0.286 + R_wires = 0.19 + + + V_s = V - (R_wires * I) + P = V_s*I print("Power",P) return V, I, P - + def DisableLVOutput(Resource): Resource.write("outp off") #Resource.read() diff --git a/BK_PS/test_backup_070221.py b/BK_PS/test_backup_070221.py deleted file mode 100644 index 31eb84c..0000000 --- a/BK_PS/test_backup_070221.py +++ /dev/null @@ -1,41 +0,0 @@ -#import pyvisa-py -import Thermal_PSControl as PS -import keyboard -import time -R = PS.InitiateResource() - -PS.SetChannel(R) -PS.SetVoltage(R,0.0) -#PS.ChRead(R) -Pmax = 1.04 -Imax = 3 -V =0.00 -P = 0.0 - -PS.SetVoltage(R,V) -while (1): - PS.SetVoltage(R,V) -# if(keyboard.read_key()=="q"): - # print("Key Press : Exit") - # PS.SetVoltage(R, 0) - # break - #keyboard.on_press_key("p", lambda _:print("lo")) - V, I, P = PS.ChRead(R) - #time.sleep(1) - - if(P<= (Pmax-0.01) ): - if(I>Imax): - print("Current is too high, switching off") - PS.SetVoltage(R,0) - break - print("increasing V") - V+=0.005 - #PS.SetVoltage(R,V) - - elif(P>= (Pmax+0.01)): - print("decreasing V") - V-=0.005 - #PS.SetVoltage(R,V) - - -PS.DisableLVOutput(R) diff --git a/SiPM_Heating/.ipynb_checkpoints/thermistor_temp_plots-checkpoint.ipynb b/SiPM_Heating/.ipynb_checkpoints/thermistor_temp_plots-checkpoint.ipynb new file mode 100644 index 0000000..9155924 --- /dev/null +++ b/SiPM_Heating/.ipynb_checkpoints/thermistor_temp_plots-checkpoint.ipynb @@ -0,0 +1,329 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 81, + "metadata": {}, + "outputs": [], + "source": [ + "#Import Statements\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "import csv\n", + "import datetime\n", + "import math\n", + "from scipy import optimize" + ] + }, + { + "cell_type": "code", + "execution_count": 82, + "metadata": {}, + "outputs": [], + "source": [ + "#Path of CSV Dataset\n", + "path_name = 'CSVDatasets/210819180000_210820104400.csv'\n", + "\n", + "#starting and ending time variables for graphing (in minutes)\n", + "time1 = 900\n", + "time2 = len(time_u)-1\n", + "\n", + "#starting and ending time variables for average temperature calculation (in minutes)\n", + "start_avg = 900\n", + "end_avg = 960" + ] + }, + { + "cell_type": "code", + "execution_count": 83, + "metadata": {}, + "outputs": [], + "source": [ + "#Arrays for thermistor data\n", + "t0,t1,t2,t3,t4,t5,t6,t7 = [],[],[],[],[],[],[],[]\n", + "\n", + "#Time array\n", + "time_u = []\n", + "\n", + "#Ambient temp array\n", + "amb_temp = []" + ] + }, + { + "cell_type": "code", + "execution_count": 84, + "metadata": {}, + "outputs": [], + "source": [ + "#Converts ADC values to celsius for thermistors 2-7\n", + "def cal(R):\n", + " R = adc2R(float(R))\n", + " beta=3892.0\n", + " T0=25.0+273.15\n", + " R0=10000\n", + " r_inf = R0*math.exp(-beta/T0)\n", + " T = beta/math.log(R/r_inf)\n", + " return T - 273.15\n", + "\n", + "#Converts ADC values to celsius for thermistors 0 and 1\n", + "def cal_surface(R):\n", + " R = adc2R(float(R))\n", + " beta=3940\n", + " T0=25.0+273.15\n", + " R0=10000\n", + " r_inf = R0*math.exp(-beta/T0)\n", + " T = beta/math.log(R/r_inf)\n", + " return T - 273.15\n", + "\n", + "#Helper function for both cal conversions\n", + "def adc2R(c, R=19e3, Vref=2.5):\n", + " V = c*Vref/4096\n", + " return V*R/(Vref-V);\n", + "\n", + "#Fixes data values in csv file using err and cal\n", + "with open(path_name) as csvfile: \n", + " data = csv.reader(csvfile)\n", + " for i, row in enumerate(data):\n", + " t0.append(cal_surface(row[1]))\n", + " t1.append(cal_surface(row[2]))\n", + " t2.append(cal(row[3]))\n", + " t3.append(cal(row[4]))\n", + " t4.append(cal(row[5]))\n", + " t5.append(cal(row[6]))\n", + " t6.append(cal(row[7]))\n", + " t7.append(cal(row[8]))\n", + " amb_temp.append(float(row[10]))\n", + " time_u.append(row[13])" + ] + }, + { + "cell_type": "code", + "execution_count": 85, + "metadata": {}, + "outputs": [], + "source": [ + "first_time = datetime.datetime.strptime(time_u[0],'%Y-%m-%d %H:%M:%S')\n", + "\n", + "time_s = []\n", + "for i in time_u: #converts the hours time stamp to time elapsed\n", + " elapsed = datetime.datetime.strptime(i,'%Y-%m-%d %H:%M:%S') - first_time\n", + " time_s.append((elapsed.total_seconds())/60)\n", + "\n", + "#Allows splicing of the plot at specific timestamps\n", + "def get_timestamp(minutes):\n", + " for i in time_s:\n", + " if i > minutes:\n", + " return time_s.index(i) - 1" + ] + }, + { + "cell_type": "code", + "execution_count": 86, + "metadata": {}, + "outputs": [], + "source": [ + "#plots non-normalized thermistor readout values\n", + "def raw_plot(tx,c,n):\n", + " #[get_timestamp(280):get_timestamp(340)]\n", + " plt.plot(time_s[get_timestamp(time1):get_timestamp(time2)], np.asarray(tx)[get_timestamp(time1):get_timestamp(time2)], color = c, label = 'Thermistor '+n, linestyle = 'none', marker = '.', markersize = 2)\n", + "\n", + "#Plots the running average of a thermistor dataset\n", + "def mean_plot(tx,c,n):\n", + " total_sum = 0\n", + " mean_tx = []\n", + " for x in enumerate(tx):\n", + " total_sum += x[1]\n", + " mean = total_sum / (x[0]+1)\n", + " mean_tx.append(mean)\n", + " plt.plot(time_s[get_timestamp(time1):get_timestamp(time2)], np.asarray(mean_tx)[get_timestamp(time1):get_timestamp(time2)], color = c, label = 'Thermistor '+n, linestyle = 'none', marker = '.', markersize = 2)" + ] + }, + { + "cell_type": "code", + "execution_count": 87, + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "#plots the non-normalized thermistor values\n", + "#raw_plot(t0, 'g', '0') #On module\n", + "raw_plot(t1, 'r', '1') #Side 1 Module\n", + "raw_plot(t2, 'deeppink', '2') #Housing Side Far\n", + "raw_plot(t3, 'yellow', '3') #Housing Side Near\n", + "raw_plot(t4, 'orange', '4') #Cooling plate\n", + "raw_plot(t5, 'purple', '5') #Housing bottom\n", + "raw_plot(t6, 'aqua', '6') #Aluminium plate, centered\n", + "raw_plot(t7, 'blue', '7') #Aluminum plate, far right\n", + "\n", + "plt.xlabel('Time / min', fontsize =16)\n", + "plt.ylabel('Thermistor temperature / $^\\circ$C', fontsize =16)\n", + "\n", + "plt.legend(prop={'size':14}, bbox_to_anchor=(1., 1), markerscale=5)\n", + "plt.title(\"Steady-state Readings at Room Temperature\")\n", + "plt.grid()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 88, + "metadata": {}, + "outputs": [], + "source": [ + "#thermistor normalization shifts: determined by hand from steady-state data\n", + "shifts = {'0': -0.25, '1': -0.254, '2': 0, '3': -0.014, '4': -0.027, '5': 0.029, '6': 0.118, '7': 0.196} \n", + "\n", + "#plots thermistor readout values normalized using the dictionary of shifts\n", + "def specific_norm(tx, c, n):\n", + " plt.plot(time_s[get_timestamp(time1):get_timestamp(time2)], np.asarray(tx)[get_timestamp(time1):get_timestamp(time2)] + shifts[str(n)], color = c, label = 'Thermistor '+n, linestyle = 'none', marker = '.', markersize = 2)\n", + " avg_value(np.asarray(tx) + shifts[str(n)], get_timestamp(start_avg), get_timestamp(end_avg), n)\n", + "\n", + "#Normalizes the plot of the running average of a thermistor dataset\n", + "def norm_mean(tx, c, n):\n", + " mean_plot([x + shifts[str(n)] for x in tx], c, n)\n", + "\n", + "#prints the average value of a thermistor between two points in time (in minutes) and calculates the standard error of this value\n", + "def avg_value(tx, start, stop, n):\n", + " mean = sum(tx[start: stop]) / len(tx[start: stop])\n", + " std_err = np.std(tx[start: stop]) / np.sqrt(len(tx[start: stop]))\n", + " print(\"Thermistor \" + str(n) + \": \" + str(mean))\n", + " print(\" (Standard error: \" + str(std_err) + \")\")" + ] + }, + { + "cell_type": "code", + "execution_count": 89, + "metadata": { + "scrolled": false + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Thermistor 1: -19.648579398942275\n", + " (Standard error: 0.00133157052601596)\n", + "Thermistor 2: -20.418469984181122\n", + " (Standard error: 0.001308157629909627)\n", + "Thermistor 3: -19.745042181800336\n", + " (Standard error: 0.0010833288553784308)\n", + "Thermistor 4: -20.83770075517071\n", + " (Standard error: 0.0009214731381013784)\n", + "Thermistor 5: -20.82175047900308\n", + " (Standard error: 0.0009908399399835826)\n", + "Thermistor 6: -16.529776171547443\n", + " (Standard error: 0.0007693312532118287)\n", + "Thermistor 7: -19.97073535494165\n", + " (Standard error: 0.0009309489218636003)\n", + "Ambient Temperature: -3.629460146252245\n", + " (Standard error: 0.0007794402683025051)\n" + ] + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "#plots the normalized thermistor values\n", + "specific_norm(t1, 'r', '1') #Side 1 Module\n", + "specific_norm(t2, 'deeppink', '2') #Housing Side Far\n", + "specific_norm(t3, 'yellow', '3') #Housing Side Near\n", + "specific_norm(t4, 'orange', '4') #Cooling plate\n", + "specific_norm(t5, 'purple', '5') #Housing bottom\n", + "specific_norm(t6, 'aqua', '6') #Aluminium plate, centered\n", + "specific_norm(t7, 'blue', '7') #Aluminum plate, far right\n", + "\n", + "#Calculates and prints mean and standard error for the ambient temperature readout\n", + "mean_amb = sum(amb_temp[get_timestamp(start_avg): get_timestamp(end_avg)]) / len(amb_temp[get_timestamp(start_avg): get_timestamp(end_avg)])\n", + "std_err = np.std(amb_temp[get_timestamp(start_avg): get_timestamp(end_avg)]) / np.sqrt(len(amb_temp[get_timestamp(start_avg): get_timestamp(end_avg)]))\n", + "print(\"Ambient Temperature: \" + str(mean_amb))\n", + "print(\" (Standard error: \" + str(std_err) + \")\")\n", + "\n", + "plt.xlabel('Time / min', fontsize =16)\n", + "plt.ylabel('Thermistor temperature / $^\\circ$C', fontsize =16)\n", + "\n", + "plt.legend(prop={'size':14}, bbox_to_anchor=(1., 1), markerscale=5)\n", + "plt.title(\"Cu-Module Contact Test, 0.66 W/m.K putty\")\n", + "plt.grid()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 90, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "norm_mean(t1, 'r', '1') #Side 1 Module\n", + "norm_mean(t2, 'deeppink', '2') #Housing Side Far\n", + "norm_mean(t3, 'yellow', '3') #Housing Side Near\n", + "norm_mean(t4, 'orange', '4') #Cooling plate\n", + "norm_mean(t5, 'purple', '5') #Housing bottom\n", + "norm_mean(t6, 'aqua', '6') #Aluminium plate center\n", + "norm_mean(t7, 'blue', '7') #Aluminium plate far right\n", + "\n", + "plt.legend(prop={'size':14}, bbox_to_anchor=(1., 1), markerscale=5)\n", + "plt.title(\"Normalized Averaged Thermistor Readings\")\n", + "plt.grid()\n", + "plt.show()" + ] + } + ], + "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": "3.8.5" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/SiPM_Heating/CSVDatasets/210805103000_210805114000.csv b/SiPM_Heating/CSVDatasets/210805103000_210805114000.csv new file mode 100644 index 0000000..518fa55 --- /dev/null +++ b/SiPM_Heating/CSVDatasets/210805103000_210805114000.csv @@ -0,0 +1,1290 @@ +937702,4094.0000,1363.0000,1382.0000,1381.0000,1385.0000,1383.0000,1386.0000,1385.0000,48.8342,25.4648,0.0000,0.0000,2021-08-05 10:30:02 +937703,4094.0000,1370.0000,1382.0000,1382.0000,1386.0000,1383.0000,1388.0000,1385.0000,48.9258,25.4648,0.0000,0.0000,2021-08-05 10:30:05 +937704,4095.0000,1370.0000,1381.0000,1381.0000,1392.0000,1383.0000,1387.0000,1385.0000,49.0845,25.4749,0.0000,0.0000,2021-08-05 10:30:09 +937705,4094.0000,1366.0000,1381.0000,1381.0000,1387.0000,1384.0000,1385.0000,1386.0000,49.3958,25.4447,0.0000,0.0000,2021-08-05 10:30:12 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+1249133,4094.0000,3427.0000,3458.0000,3429.0000,3474.0000,3475.0000,3327.0000,3453.0000,21.4905,-2.9268,0.0000,0.0000,2021-08-20 10:51:58 diff --git a/SiPM_Heating/README.md b/SiPM_Heating/README.md index 5e44abb..a2e5254 100644 --- a/SiPM_Heating/README.md +++ b/SiPM_Heating/README.md @@ -2,34 +2,15 @@ ## Purpose: - Analysis of data collected via thermistors of the heating gradient of the SIPM module. Heat was generated by running 1.04 W of power through each side of the SIPM module in order to model the predicted dark current production within the detector itself. -- Some of these files are left over from previous studies, but thermistor_temp_plots is relevant to the current setup. ## Description of included files: -**steady_state.py** -- Uses thermistor data from csv files to calculate their steady state temperatures, their standard deviation of these, the error as calculated from the calibration parameters. --Takes csv file name and number of thermistors as command line input. If end of valid data beyond end of recorded data, add this end time into your commmand line arguments. If believes valid data ends before it should, add a start time to your command line arguments. -Use for: Calculating steady state temperature, compare these between runs. - -**thermistors_time.py** -- Uses variables to convert th data in csv files to arrays -- Fills array one by one, not in loop good for when the thermistors are not neccesarily in a continues order -Use for: plotting the thermistors versus the time. Can also plot the gradient across the plate. - - -**thermistors_timeerr.py** -- Stores data in csv files into dictionaries, this lend for a very clean code -- This only works for when you know the labels of the thermistors are correct and correpond to the column -they are placed into. This is because the code runs a loop to fill the dictionary -Use for: plotting thermistors versus time with errors - - -**compare.py** -- Imports two different thermistors_time.py scripts and plots comparisons of them -USe for: comparing the curves for with ceramics against those without - **thermistor_temp_plots** - Accepts raw csv datasets from the raspberry pi and converts the ADC values into temperature plots -- Contains a basic normalization function and running average function +- Contains a basic normalization function accurate for the current iteration of the box +- Includes running average plotting, as well as returning the average value of a single thermistor over a set period of time Use for: plotting thermistor temperature readings versus time +**CSV_Datasets** +- A folder to contain all raw .csv files retrieved from the SQL database using Data2Csv.py. + diff --git a/SiPM_Heating/thermistor_temp_plots.ipynb b/SiPM_Heating/thermistor_temp_plots.ipynb index 6be95f8..9155924 100644 --- a/SiPM_Heating/thermistor_temp_plots.ipynb +++ b/SiPM_Heating/thermistor_temp_plots.ipynb @@ -2,7 +2,7 @@ "cells": [ { "cell_type": "code", - "execution_count": 137, + "execution_count": 81, "metadata": {}, "outputs": [], "source": [ @@ -12,34 +12,48 @@ "import csv\n", "import datetime\n", "import math\n", - "from scipy import optimize\n", - "\n", + "from scipy import optimize" + ] + }, + { + "cell_type": "code", + "execution_count": 82, + "metadata": {}, + "outputs": [], + "source": [ "#Path of CSV Dataset\n", - "path_name = 'CSVDatasets/210709000000_210709090000.csv'\n", + "path_name = 'CSVDatasets/210819180000_210820104400.csv'\n", + "\n", + "#starting and ending time variables for graphing (in minutes)\n", + "time1 = 900\n", + "time2 = len(time_u)-1\n", "\n", + "#starting and ending time variables for average temperature calculation (in minutes)\n", + "start_avg = 900\n", + "end_avg = 960" + ] + }, + { + "cell_type": "code", + "execution_count": 83, + "metadata": {}, + "outputs": [], + "source": [ "#Arrays for thermistor data\n", "t0,t1,t2,t3,t4,t5,t6,t7 = [],[],[],[],[],[],[],[]\n", "\n", "#Time array\n", - "time_u = []" + "time_u = []\n", + "\n", + "#Ambient temp array\n", + "amb_temp = []" ] }, { "cell_type": "code", - "execution_count": 138, + "execution_count": 84, "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "9961\n", - "['2021-07-09 08:59:51', '2021-07-09 08:59:54', '2021-07-09 08:59:58']\n", - "[20.415090281695655, 20.415090281695655, 20.437483758570124]\n", - "9962\n" - ] - } - ], + "outputs": [], "source": [ "#Converts ADC values to celsius for thermistors 2-7\n", "def cal(R):\n", @@ -78,28 +92,15 @@ " t5.append(cal(row[6]))\n", " t6.append(cal(row[7]))\n", " t7.append(cal(row[8]))\n", - " time_u.append(row[13])\n", - " print(i)\n", - " \n", - "print(time_u[-3:])\n", - "print(t0[-3:])\n", - "print(len(time_u))" + " amb_temp.append(float(row[10]))\n", + " time_u.append(row[13])" ] }, { "cell_type": "code", - "execution_count": 139, + "execution_count": 85, "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "9962\n", - "9962\n" - ] - } - ], + "outputs": [], "source": [ "first_time = datetime.datetime.strptime(time_u[0],'%Y-%m-%d %H:%M:%S')\n", "\n", @@ -112,19 +113,19 @@ "def get_timestamp(minutes):\n", " for i in time_s:\n", " if i > minutes:\n", - " return time_s.index(i) - 1\n", - "\n", - "#Regular Plotting Function for Matplotlib\n", + " return time_s.index(i) - 1" + ] + }, + { + "cell_type": "code", + "execution_count": 86, + "metadata": {}, + "outputs": [], + "source": [ + "#plots non-normalized thermistor readout values\n", "def raw_plot(tx,c,n):\n", " #[get_timestamp(280):get_timestamp(340)]\n", - " plt.plot(time_s[get_timestamp(25):get_timestamp(50)], np.asarray(tx)[get_timestamp(25):get_timestamp(50)], color = c, label = 'Thermistor '+n, linestyle = 'none', marker = '.', markersize = 2)\n", - "\n", - "#Normalizes the graph of one thermistor to match the plot of another by subtracting a fixed value\n", - "def norm(tx, t_match, match_time, c, n):\n", - " time_ints = [int(i) for i in time_s]\n", - " time_index = time_ints.index(match_time)\n", - " diff = tx[time_index] - t_match[time_index]\n", - " plt.plot(time_s[get_timestamp(280):get_timestamp(340)], np.asarray(tx)[get_timestamp(280):get_timestamp(340)] - diff, color = c, label = 'Thermistor '+n, linestyle = 'none', marker = '.', markersize = 2)\n", + " plt.plot(time_s[get_timestamp(time1):get_timestamp(time2)], np.asarray(tx)[get_timestamp(time1):get_timestamp(time2)], color = c, label = 'Thermistor '+n, linestyle = 'none', marker = '.', markersize = 2)\n", "\n", "#Plots the running average of a thermistor dataset\n", "def mean_plot(tx,c,n):\n", @@ -134,17 +135,19 @@ " total_sum += x[1]\n", " mean = total_sum / (x[0]+1)\n", " mean_tx.append(mean)\n", - " plt.plot(time_s[get_timestamp(280):get_timestamp(340)], np.asarray(mean_tx)[get_timestamp(280):get_timestamp(340)], color = c, label = 'Thermistor '+n, linestyle = 'none', marker = '.', markersize = 2)" + " plt.plot(time_s[get_timestamp(time1):get_timestamp(time2)], np.asarray(mean_tx)[get_timestamp(time1):get_timestamp(time2)], color = c, label = 'Thermistor '+n, linestyle = 'none', marker = '.', markersize = 2)" ] }, { "cell_type": "code", - "execution_count": 140, - "metadata": {}, + "execution_count": 87, + "metadata": { + "scrolled": true + }, "outputs": [ { "data": { - "image/png": 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\n", 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\n", 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" ] @@ -156,57 +159,150 @@ } ], "source": [ - "#match_time = 280\n", - "#norm(t0, t5, match_time, 'g', '0')\n", - "#norm(t1, t5, match_time, 'r', '1')\n", - "#norm(t2, t5, match_time, 'deeppink', '2')\n", - "#norm(t3, t5, match_time, 'yellow', '3')\n", - "#norm(t4, t5, match_time, 'orange', '4')\n", - "#raw_plot(t5, 'purple', '5') #Aluminium plate\n", - "#norm(t6, t5, match_time, 'aqua', '6')\n", - "#norm(t7, t5, match_time, 'blue', '7')\n", - "\n", - "\n", + "#plots the non-normalized thermistor values\n", "#raw_plot(t0, 'g', '0') #On module\n", - "#raw_plot(t1, 'r', '1') #On module\n", - "#raw_plot(t2, 'deeppink', '2') #Copper Housing\n", - "#raw_plot(t3, 'yellow', '3') #Side 1 left\n", - "#raw_plot(t4, 'orange', '4') #Side 1 right\n", - "#raw_plot(t5, 'purple', '5') #Aluminium plate\n", - "#raw_plot(t6, 'aqua', '6') #Side 0 left\n", - "#raw_plot(t7, 'blue', '7') #Side 0 Right\n", - "\n", - "mean_plot(t0, 'g', '0') #On module\n", - "mean_plot(t1, 'r', '1') #On module\n", - "mean_plot(t2, 'deeppink', '2') #Copper Housing\n", - "mean_plot(t3, 'yellow', '3') #Side 1 left\n", - "mean_plot(t4, 'orange', '4') #Side 1 right\n", - "mean_plot(t5, 'purple', '5') #Aluminium plate\n", - "mean_plot(t6, 'aqua', '6') #Side 0 left\n", - "mean_plot(t7, 'blue', '7') #Side 0 Right\n", + "raw_plot(t1, 'r', '1') #Side 1 Module\n", + "raw_plot(t2, 'deeppink', '2') #Housing Side Far\n", + "raw_plot(t3, 'yellow', '3') #Housing Side Near\n", + "raw_plot(t4, 'orange', '4') #Cooling plate\n", + "raw_plot(t5, 'purple', '5') #Housing bottom\n", + "raw_plot(t6, 'aqua', '6') #Aluminium plate, centered\n", + "raw_plot(t7, 'blue', '7') #Aluminum plate, far right\n", "\n", "plt.xlabel('Time / min', fontsize =16)\n", "plt.ylabel('Thermistor temperature / $^\\circ$C', fontsize =16)\n", "\n", "plt.legend(prop={'size':14}, bbox_to_anchor=(1., 1), markerscale=5)\n", - "plt.title(\"Running Average of Steady-State Thermistor Readings at 20 C\")\n", + "plt.title(\"Steady-state Readings at Room Temperature\")\n", "plt.grid()\n", "plt.show()" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 88, "metadata": {}, "outputs": [], - "source": [] + "source": [ + "#thermistor normalization shifts: determined by hand from steady-state data\n", + "shifts = {'0': -0.25, '1': -0.254, '2': 0, '3': -0.014, '4': -0.027, '5': 0.029, '6': 0.118, '7': 0.196} \n", + "\n", + "#plots thermistor readout values normalized using the dictionary of shifts\n", + "def specific_norm(tx, c, n):\n", + " plt.plot(time_s[get_timestamp(time1):get_timestamp(time2)], np.asarray(tx)[get_timestamp(time1):get_timestamp(time2)] + shifts[str(n)], color = c, label = 'Thermistor '+n, linestyle = 'none', marker = '.', markersize = 2)\n", + " avg_value(np.asarray(tx) + shifts[str(n)], get_timestamp(start_avg), get_timestamp(end_avg), n)\n", + "\n", + "#Normalizes the plot of the running average of a thermistor dataset\n", + "def norm_mean(tx, c, n):\n", + " mean_plot([x + shifts[str(n)] for x in tx], c, n)\n", + "\n", + "#prints the average value of a thermistor between two points in time (in minutes) and calculates the standard error of this value\n", + "def avg_value(tx, start, stop, n):\n", + " mean = sum(tx[start: stop]) / len(tx[start: stop])\n", + " std_err = np.std(tx[start: stop]) / np.sqrt(len(tx[start: stop]))\n", + " print(\"Thermistor \" + str(n) + \": \" + str(mean))\n", + " print(\" (Standard error: \" + str(std_err) + \")\")" + ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 89, + "metadata": { + "scrolled": false + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Thermistor 1: -19.648579398942275\n", + " (Standard error: 0.00133157052601596)\n", + "Thermistor 2: -20.418469984181122\n", + " (Standard error: 0.001308157629909627)\n", + "Thermistor 3: -19.745042181800336\n", + " (Standard error: 0.0010833288553784308)\n", + "Thermistor 4: -20.83770075517071\n", + " (Standard error: 0.0009214731381013784)\n", + "Thermistor 5: -20.82175047900308\n", + " (Standard error: 0.0009908399399835826)\n", + "Thermistor 6: -16.529776171547443\n", + " (Standard error: 0.0007693312532118287)\n", + "Thermistor 7: -19.97073535494165\n", + " (Standard error: 0.0009309489218636003)\n", + "Ambient Temperature: -3.629460146252245\n", + " (Standard error: 0.0007794402683025051)\n" + ] + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "#plots the normalized thermistor values\n", + "specific_norm(t1, 'r', '1') #Side 1 Module\n", + "specific_norm(t2, 'deeppink', '2') #Housing Side Far\n", + "specific_norm(t3, 'yellow', '3') #Housing Side Near\n", + "specific_norm(t4, 'orange', '4') #Cooling plate\n", + "specific_norm(t5, 'purple', '5') #Housing bottom\n", + "specific_norm(t6, 'aqua', '6') #Aluminium plate, centered\n", + "specific_norm(t7, 'blue', '7') #Aluminum plate, far right\n", + "\n", + "#Calculates and prints mean and standard error for the ambient temperature readout\n", + "mean_amb = sum(amb_temp[get_timestamp(start_avg): get_timestamp(end_avg)]) / len(amb_temp[get_timestamp(start_avg): get_timestamp(end_avg)])\n", + "std_err = np.std(amb_temp[get_timestamp(start_avg): get_timestamp(end_avg)]) / np.sqrt(len(amb_temp[get_timestamp(start_avg): get_timestamp(end_avg)]))\n", + "print(\"Ambient Temperature: \" + str(mean_amb))\n", + "print(\" (Standard error: \" + str(std_err) + \")\")\n", + "\n", + "plt.xlabel('Time / min', fontsize =16)\n", + "plt.ylabel('Thermistor temperature / $^\\circ$C', fontsize =16)\n", + "\n", + "plt.legend(prop={'size':14}, bbox_to_anchor=(1., 1), markerscale=5)\n", + "plt.title(\"Cu-Module Contact Test, 0.66 W/m.K putty\")\n", + "plt.grid()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 90, "metadata": {}, - "outputs": [], - "source": [] + "outputs": [ + { + "data": { + "image/png": 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cnDgnJye1pcfUHS0tLWzYsGH3jLmhoUHywAMPNCxcuPBWWlra6N4eZ8hYDAwhiAROu2UbaSuIBAbAC5QrgSAIG0KtBqZODcIzz4xBVpY3nnlmDKZODYK6765/vr6+amFzdXVt193n7u7eLrS9ePGidMqUKUFyuTwiICBg3IEDB1zEfZ08eVIWHx8f6OjoGOHm5haemJg4+ueff+5QNUlJSf7Tp08PXLNmjdLLy2uit7f3ROFuPjs723Xy5MkhMpksMiwsbOyxY8fkx48fl0VERITK5fKIqKiokLKyMqnQl+5SQmVlpcOMGTMChg8fPkkul0eMHj16XHZ2tisAhIaGTgCAadOmhTHGomJiYkIAoL29HRkZGaOUSuVEqVQaGRwcPHb37t0jhD6Fse3YscMtNjY2WCaTRWZlZXnoO48rVqy4nZWVdf3xxx//pZcfCQAbEAa6PItOkXAYgNxAuxp05koYBopwIAhiiLNv33AUFztBpZKA4wCVSoLiYifs2zd8oIcGAOvXr/dJS0urKSoqKg0PD29MSUkZU1dXJwGAqqoqh5kzZ4aEhYWp8vPzzx8+fPhCY2OjXUJCQlB7e4e2QFFRkXNJSYn84MGDF44cOXJB2P/qq6/6rF69uvro0aOlLi4u6sWLF49JS0vzzczMvJqfn3++paVFsnz5cl9DY0tNTfVTqVSSI0eOlJ8+ffrcxo0bL7u5ubUDQG5u7nkA2L9/f0VVVVXxF198UQkAGzZsGLlt2zblunXrrpw4ceLc7Nmz7z711FMBBQUFXS5LmZmZPs8999zNM2fOnE1OTr5ryXNqiCG5lGAqswA0aR8fAZAkei6mFXyEwwLwYZDvA0jujwESBEH0F6dOKdDc3PVmsblZgtOnFVi4sG6ARtXB8uXLbyxatKgOALKysq6OGTPGvbCwUPHwww83bN682TM0NFS1bdu2q0L7nJycn0aOHDkpLy9PMX369CYAkEqlmpycnEtyuZwD+LtyAFixYkV1cnJyHQCsXLnyxqJFiwJ37dp1NTExsR4AUlNTa1566SWDwuDKlSvSxMTEO3FxcSoACA0NbRVeUyqVagDw9PRU+/r6dphftm7dqly6dGn10qVLbwPAli1brhUUFDi/9tprys8+++wnod2SJUtqUlJS7vT+DJqOzVkMDDEL6AiDPApgpIF2gkigMEiCIIYUkZFNkMm6ZpCTyTSIiNB3v9TvREREqITHfn5+bQBQXV1tDwBnzpxRHD9+3EmhUEQIm5+f30QAuHDhgkx4X3BwsEoQBYb69vb2bgOAyMjIjn1KpbJNpVJJ6uvr9V4zly1bVvPmm2+OmjRpUujzzz/vnZ+fb9TR8Pbt25KbN286TJ06tUG8PzY2tr6iokIm3hcTE9NorK++gISBHmIB3EDPwiAloDBIgiCsmHnz6hAe3gC5XAPGALlcg/DwBsybN+DWAgCQSqUdF3SJhL90aTQaJvyNj4+vKyoqKhVvJSUlZ+fPn39XeJ9CodDo9qvbN2PM2PH0ju2FF16oLS8vL1m8eHFtZWWlbMaMGaGrVq3y7m5OwrGM7XN2dtZ/0D6EhEE36IZBJhhox6EzDJIBGAsKgyQIwoqwtwfy8yuwc+dFrF59DTt3XkR+fkVfRiVYivDw8KaKigp5UFBQ6/jx41vEm6ura79cWAMCAtpWr15de+jQoYsZGRnXdu/e7QEAQhSBWq3uuOK7ublpPD092/Ly8pzEfRQWFjoHBQUNeL0LEgY9wAPAQZgW4XAeFOFAEISVYW8PLFxYh9dfv46FC/s0VNGSpKen19TX19slJiaO+fbbbx1LS0uln376qfPChQv97ty50+fXuZSUlPv379/vUlpaKi0oKJB/8803LoGBgc0A4OPj0yaTyTSHDh1yuXz5sv2tW7fsACAtLa16+/btyh07drj98MMPw1auXOl98uRJpxdffLG6p8e/ceOGXUFBgfzkyZNyALhw4cKwgoICuTgqoyeQMOgF4giHvQAcDLSjCAeCIIi+w9/fv+37778vk0gk3Jw5c4IiIyPHr1y50k8qlWr0+RRYGo1Gg/T0dN+IiIjxCQkJwZ6enuo9e/b8BAAODg545ZVXLu/Zs8fD398//JFHHgkEgDVr1tQsW7aseu3atfdFRUWNO3To0Ihdu3b9OGXKFJXxo91LTk7OiAcffHBsYmJiMACkp6f7Pfjgg2O3bNliyF3OKIzj+r8YV3R0NHfixAmz3pubm4v4+HjLDsjCGItwEGMHYBt4gaEPa5irJbCVeQK2M1dbmSfQv3NljJ3kOC5a32vFxcWXwsPDyc2JMIni4mKP8PBwf32vkcWgDzA1woFqOBAEQRCDDRIGfYypEQ7iGg4MgBJAqXOv0l0TBEEQRI8hYdCPmFroCeDFxIqICDAAzuCXJwiCIAiiryFhMECYVMNBGzvbAOAR8JYEKch5kSAIgug7SBgMEsQRDkfBCwfoSabRhs7Mi5RUiSAIgrA0JAwGIbHglxq+y8sz6pdASZUIgiAIS0PCYJDTE78ESqpEEARB9BYSBlaErl+CqUmVqNgTQRAEYSokDKyYZPDVHjkAhwEYKudF+RIIgiAIUyFhMEQwNamSvnwJtORAEMRgpby8XMoYi8rLyzNayrg/eeutt9wVCkXEQI+jryBhMAQRJ1UyJV8C1XEgCGIgYIxFGduSkpL8B3qM+nj66advV1RUlJjStq+FTUtLC1u2bJlPcHDwWLlcHuHp6TkxMTFxdEVFhdTcPq2jdBZhNoJfgsC74JcV9NEKPhRyAXjFuB2G6zgQBDEEUWuAzyuHo/imAuGeTfh9YB3s++7+saqqqlh4vH///hHp6el+4n2Ojo5cbW2tXV8cu7m5mclkMrOKBTk5OXFOTk5qS4+pO1paWphQxlmgoaFBUlxcrMjIyLgeExPTdPv2bbvVq1ffP2vWrKCysrJzDg6GPNEMQxYDG0NvvgQ9aNDpl0BLDgRhA6g1QOLHQVj57RhsO+2Nld+OQeLHQVDfm0/FUvj6+qqFzdXVtV13n7u7e7vQ9uLFi9IpU6YEyeXyiICAgHEHDhxwEfd18uRJWXx8fKCjo2OEm5tbeGJi4mhx2eGkpCT/6dOnB65Zs0bp5eU10dvbe6JwN5+dne06efLkEJlMFhkWFjb22LFj8uPHj8siIiJC5XJ5RFRUVEhZWVnHHbjuUkJlZaXDjBkzAoYPHz5JLpdHjB49elx2drYrAISGhk4AgGnTpoUxxqJiYmJCAKC9vR0ZGRmjlErlRKlUGhkcHDx29+7dI4Q+hbHt2LHDLTY2Nlgmk0VmZWXd85Pt7u7eXlBQUPHss8/eCQ8Pb5k+fXpTdnZ21cWLF2WnT5+Wm/O5kDCwYYR8CT1dcqDsiwQxBPm8cjjO3XKCSi0BB0ClluDsLSd8Xjl8oIcGAOvXr/dJS0urKSoqKg0PD29MSUkZU1dXJwGAqqoqh5kzZ4aEhYWp8vPzzx8+fPhCY2OjXUJCQlB7e4e2QFFRkXNJSYn84MGDF44cOXJB2P/qq6/6rF69uvro0aOlLi4u6sWLF49JS0vzzczMvJqfn3++paVFsnz5cl9DY0tNTfVTqVSSI0eOlJ8+ffrcxo0bL7u5ubUDQG5u7nkA2L9/f0VVVVXxF198UQkAGzZsGLlt2zblunXrrpw4ceLc7Nmz7z711FMBBQUFXS7mmZmZPs8999zNM2fOnE1OTr5ryrm6e/euHQC4u7ubZdWgpQQCQM+WHITsi0IGxnEA9oPPuUAQhJVSfFOBZnXXm8UWtQQ/3FTg8eC6ARpVB8uXL7+xaNGiOgDIysq6OmbMGPfCwkLFww8/3LB582bP0NBQ1bZt264K7XNycn4aOXLkpLy8PMX06dObAEAqlWpycnIuyeVyDuDvygFgxYoV1cnJyXUAsHLlyhuLFi0K3LVr19XExMR6AEhNTa156aWXDAqDK1euSBMTE+/ExcWpACA0NLRVeE2pVKoBwNPTU+3r69txod66daty6dKl1UuXLr0NAFu2bLlWUFDg/Nprryk/++yzn4R2S5YsqUlJSblj6nlqbm5mGRkZ90+fPr0uICCgzdT3iem1xYAxJmOMFTHGihlj5xhj63vbJzHw6C45GIpy4MAnYBISKzmBCj4RhFUS7tkEmX3XdYNh9hpM9GwaoBF1ISIiQiU89vPzawOA6upqewA4c+aM4vjx404KhSJC2Pz8/CYCwIULF2TC+4KDg1WCKDDUt7e3dxsAREZGduxTKpVtKpVKUl9fr/eauWzZspo333xz1KRJk0Kff/557/z8fKOOhrdv35bcvHnTYerUqQ3i/bGxsfUVFRUy8b6YmJhGY32JaWtrw+OPPz76l19+sfvggw9+6v4d+rHEUkILgN9wHBcOYBKAWYyxWAv0SwwSehLl0IjOgk+UM4EgrIjfB9ZhnHsDZPYaMAAyew3Guzfg94EDbi0AAKlU2nFBl2gLzGk0Gib8jY+PrysqKioVbyUlJWfnz59/V3ifQqHQ6zAh7psxZux4esf2wgsv1JaXl5csXry4trKyUjZjxozQVatWeXc3J+FYxvY5Ozub5OTR1taG3//+92POnz8v//bbb8uVSmV79+/ST6+FAccjqB4H7WaWpycx+NHNvmgssRLlTCAIK8JeAnyRVIE3f3MRyyOu4c3fXMQXSRV9GZVgKcLDw5sqKirkQUFBrePHj28Rb66urn3nPSkiICCgbfXq1bWHDh26mJGRcW337t0eACBEEajV6o4rvpubm8bT07MtLy/PSdxHYWGhc1BQUHNPj93S0sJ+97vfBZw/f16Rm5t7QbxkYQ4W8TFgjNkBOAkgEMBWjuOO6WmTCu2ytZeXF3Jzc806VkNDg9nvtTasYa4yAF9qH1+Wy/G3sWNxSaEABNUr6fxRuQEgTqu47TkO/6e0FNNv3bKKeVoKW5mrrcwTGGJztZcAjwfXDQafgp6Qnp5es2fPHo/ExMQxL730UrVSqWy7cOHCsJycHLd33nnncl+Lg5SUlPsTEhLqxo4d23z37l27b775xiUwMLAZAHx8fNpkMpnm0KFDLkFBQS0KhYJzd3dvT0tLq3799dd9goKCWuLi4hrfe+8995MnTzpt2bKltCfHbmtrQ0JCwpgffvjB8ZNPPqlkjHFCNIabm1u7k5NTj2/ULSIMOI5rBzCJMTYCwAHG2HiO487qtMkGkA0A0dHRXHx8vFnHys3NhbnvtTasca5Pih7nAFgMoIt01QoFNYDMCROQCYBpNHhcIsF2GA6fHCpY42dqDrYyT8C25jpY8ff3b/v+++/LMjIyfObMmRPU2toqUSqVrdOmTavT51NgaTQaDdLT032rq6ulCoWi/cEHH6z/+9//fhkAHBwc8Morr1zeuHHjqM2bN3tHRUU1FBUVla9Zs6amvr7ebu3atffdunXLfvTo0c27du36ccqUKarujifm4sWL0n//+98jAGDq1Klh4tfefPPNS88///ytns6HcZxlzxljbC2ARo7jNhlqEx0dzZ04ccKs/m3pn3AozbUQQCJM8zfwAvApeN+GocZQ+kyNYSvzBPp3royxkxzHRet7rbi4+FJ4eDi59BAmUVxc7BEeHu6v7zVLRCV4ai0FYIzJAcwEUNbbfomhhW7OhATxizoOPZSmmSAIYuCwhFfJKADfMcZ+AHAcwNccxx20QL/EEMUDwEF0OjCuLjOsI4U0zQz8l5WiHAiCIPoWS0Ql/MBxXATHcRM5jhvPcVymJQZG2A4JNTUmpWnm0DXKgXImEARBWJ7BH4dC2BQ9SdNMORMIgiAsDwkDYtCimzNhL/gkGfrQzZngDLImEARBmAMJA8JqSAbvc8CB924dZ6RtAzqtCQ7gwybJmkAQBNE9JAwIqyQEfI0GsTXBUFIONYA9IGsCQRCEKZAwIIYEyeCrPvbUmmAPvpIkQRAEwUPCgBhy6FoTso20bQefp5uBrAkEQRAACQPCBhCXkC4DLxwMIbYm2IGsCQQx0JSXl0sZY1F5eXlGSxn3J2+99Za7QqGIGOhx9BUkDAibIgS8ODDFmqBBV2uCF6g6JEFYEsZYlLEtKSnJf6DHqI+nn376dkVFRYkpbftD2Pz5z3/2Hj169Di5XB7h4uIyKS4uLvjrr792NLc/ixRRIghr5VntBgDlAJIAnDPQtgZ8qmaAFwqbAKzq09ERRH+jBrBvOHBKAUQ2AfPq+vIyUVVVVSw83r9//4j09HQ/8T5HR0eutrbWri+O3dzczGQymVnFgpycnDgnJ6delTY2h5aWFiaUcRYTEhLSvGXLlp+DgoJampqaJBs3bvR67LHHgs+fP19y//3393icZDEgCC098U3gAKSDfBOIoYQawNQg4JkxQJY3/3dqkE59VIvi6+urFjZXV9d23X3u7u7tQtuLFy9Kp0yZEiSXyyMCAgLGHThwwEXc18mTJ2Xx8fGBjo6OEW5ubuGJiYmjhfLDAJCUlOQ/ffr0wDVr1ii9vLwment7TxTu5rOzs10nT54cIpPJIsPCwsYeO3ZMfvz4cVlERESoXC6PiIqKCikrK5MKfekuJVRWVjrMmDEjYPjw4ZPkcnnE6NGjx2VnZ7sCQGho6AQAmDZtWhhjLComJiYEANrb25GRkTFKqVROlEqlkcHBwWN37949QuhTGNuOHTvcYmNjg2UyWWRWVpbexLDLly+//eijj9aPHTu2NTo6unnbtm2XGxsbJUVFRWZZKUgYEIQBxL4JRwGMNNJW1zeBsjAS1se+4UCxE6CS8N96lYR/vm/4QI8MANavX++TlpZWU1RUVBoeHt6YkpIypq6uTgIAVVVVDjNnzgwJCwtT5efnnz98+PCFxsZGu4SEhKD29g5tgaKiIueSkhL5wYMHLxw5cuSCsP/VV1/1Wb16dfXRo0dLXVxc1IsXLx6Tlpbmm5mZeTU/P/98S0uLZPny5b6GxpaamuqnUqkkR44cKT99+vS5jRs3XnZzc2sHgNzc3PMAsH///oqqqqriL774ohIANmzYMHLbtm3KdevWXTlx4sS52bNn333qqacCCgoK5OK+MzMzfZ577rmbZ86cOZucnHy3u/PU3NzMtmzZ4unk5NQeExPT1LOzzENLCQRhArHgqz4KvAve/0AfQhbGj7XPnQDsAzCrz0ZHEJbglAJo1rlZbJYApxXAwrqBGVMny5cvv7Fo0aI6AMjKyro6ZswY98LCQsXDDz/csHnzZs/Q0FDVtm3brgrtc3Jyfho5cuSkvLw8xfTp05sAQCqVanJyci7J5XIO4O/KAWDFihXVycnJdQCwcuXKG4sWLQrctWvX1cTExHoASE1NrXnppZcMCoMrV65IExMT78TFxakAIDQ0tFV4TalUqgHA09NT7evr22F+2bp1q3Lp0qXVS5cuvQ0AW7ZsuVZQUOD82muvKT/77LOfhHZLliypSUlJudPd+fnwww+HP/PMM2Oam5slHh4ebZ9//vkFc5YRALIYEIRZmGtNmP7rX2MCeH8GghhcRDYBsq410CHTABFm3XVamoiICJXw2M/Prw0Aqqur7QHgzJkziuPHjzspFIoIYfPz85sIABcuXJAJ7wsODlYJosBQ397e3m0AEBkZ2bFPqVS2qVQqSX19vd5r5rJly2refPPNUZMmTQp9/vnnvfPz842a8G/fvi25efOmw9SpUxvE+2NjY+srKipk4n0xMTGNxvoSSEhIqC8qKir9+uuvy+Lj4+sWL14cUFVVZSiLvFFIGBBELxGsCab4JkAiwVkAoeCFwjAAOX09QIIwiXl1QHgDINfw3065hn8+b8CtBQAglUo7LugSCX/p0mg0TPgbHx9fV1RUVCreSkpKzs6fP/+u8D6FQqHR7Ve3b8aYsePpHdsLL7xQW15eXrJ48eLayspK2YwZM0JXrVrl3d2chGMZ2+fs7Kz/oDq4uLhoxo8f3zJjxozGjz76qMre3p57++23DRWrNQoJA4KwMLp5E7pkYdT5YWkFsAD8z7AEIGsCMYDYA8ivAHZeBFZf4//mV1jDinN4eHhTRUWFPCgoqHX8+PEt4s3V1dWkC2tvCQgIaFu9enXtoUOHLmZkZFzbvXu3BwAIUQRqtbrjiu/m5qbx9PRsy8vLcxL3UVhY6BwUFNRsifFoNBq0tLTcqzxMgIQBQfQhupEOfzt3zmCFSE7blqwJxMBhD96f4PXr/N/BLwoAID09vaa+vt4uMTFxzLfffutYWloq/fTTT50XLlzod+fOnT6/zqWkpNy/f/9+l9LSUmlBQYH8m2++cQkMDGwGAB8fnzaZTKY5dOiQy+XLl+1v3bplBwBpaWnV27dvV+7YscPthx9+GLZy5UrvkydPOr344ovVPTn27du3Jc8//7z3t99+61hRUSHNz89XzJs3z//GjRvSJ554olvfBH1Yx6dOEEOE6bduYb32cS2APwL40kBbwZqwQPt8JIDPwC9dEATRib+/f9v3339flpGR4TNnzpyg1tZWiVKpbJ02bVqdPp8CS6PRaJCenu5bXV0tVSgU7Q8++GD93//+98sA4ODggFdeeeXyxo0bR23evNk7KiqqoaioqHzNmjU19fX1dmvXrr3v1q1b9qNHj27etWvXj1OmTFF1dzwxDg4OOH/+vHzv3r0ed+/etR8xYoR6woQJjUeOHCl/4IEHetSXAOO4Pj9n9xAdHc2dOHHCrPfm5uYiPj7esgMapNjKXG1lnoDxuR4B8DgAU/6TB3uCJfpM+wbG2EmO46L1vVZcXHwpPDycomQJkyguLvYIDw/31/caLSUQxCBhFoAm8EsKN8GLBENQgiWCIPoKEgYEMQjxAJ8HwZyQSHJiJAiiN5AwIAgroCchkbpOjPagKpEEQZgOCQOCsEJ6kmCpHV2rRCpBVSIJgjAMCQOCsHJ0rQl7AYMhkdC2jQPVdSAIQj8kDAhiiJEMPtRREApZRtoKdR08QbkTCILgIWFAEEOcVei67GAsR6o4EyMtOxCEbULCgCBsiFjwoZAm1XUALTsQhC1CwoAgbBijdR10oGUHgrANSBgQBAHg3roOhwEYqx1Lyw5Ef1BeXi5ljEXl5eUZLWXcn7z11lvuCoUiYqDH0VeQMCAIQi+zADTCvGWH3/z613ijb4dHDAEYY1HGtqSkJP+BHqM+nn766dsVFRUlprTtb2GzcOFCP8ZY1N/+9jcvc/ugIkoEQZjEs9oN6L4AFCeRIB182mYAcASwH7zYIAYxGjXw877huH1KAbfIJvjOq4Ok7y4TVVVVxcLj/fv3j0hPT/cT73N0dORqa2vt+uLYzc3NTCaTmVUsyMnJiXNyclJbekzd0dLSwoQyzvr4xz/+4XrmzBlHT0/Ptt4chywGBEH0GA8AB2Fk2UGj6dK+EZ0pm6m2wyBFowa+nhqEY8+MQVmWN449MwZfTw2Cpu+uf76+vmphc3V1bdfd5+7u3i60vXjxonTKlClBcrk8IiAgYNyBAwdcxH2dPHlSFh8fH+jo6Bjh5uYWnpiYOPrnn3/uUDVJSUn+06dPD1yzZo3Sy8trore390Thbj47O9t18uTJITKZLDIsLGzssWPH5MePH5dFRESEyuXyiKioqJCysjKp0JfuUkJlZaXDjBkzAoYPHz5JLpdHjB49elx2drYrAISGhk4AgGnTpoUxxqJiYmJCAKC9vR0ZGRmjlErlRKlUGhkcHDx29+7dI4Q+hbHt2LHDLTY2Nlgmk0VmZWUZDCq6cOGC9C9/+cv9e/bsuejg4NCr6ogkDAiC6DW6yw6ry8qMthfXdmAAvED+CQPOz/uG426xE9pVEoAD2lUS3C12ws/7hg/00ABg/fr1PmlpaTVFRUWl4eHhjSkpKWPq6uokAFBVVeUwc+bMkLCwMFV+fv75w4cPX2hsbLRLSEgIam/v0BYoKipyLikpkR88ePDCkSNHLgj7X331VZ/Vq1dXHz16tNTFxUW9ePHiMWlpab6ZmZlX8/Pzz7e0tEiWL1/ua2hsqampfiqVSnLkyJHy06dPn9u4ceNlNze3dgDIzc09DwD79++vqKqqKv7iiy8qAWDDhg0jt23bply3bt2VEydOnJs9e/bdp556KqCgoEAu7jszM9Pnueeeu3nmzJmzycnJd/Udv62tDcnJyWPS09OvR0ZGNpt/lnloKYEgCIuTUFODjWPHAuCLOSUBOGekfQ14/wSAFwqPA9gO4zkXCAtz+5QC7c1dbxbbmyW4c1oB/4V1AzSqDpYvX35j0aJFdQCQlZV1dcyYMe6FhYWKhx9+uGHz5s2eoaGhqm3btl0V2ufk5Pw0cuTISXl5eYrp06c3AYBUKtXk5ORcksvlHMDflQPAihUrqpOTk+sAYOXKlTcWLVoUuGvXrquJiYn1AJCamlrz0ksvGRQGV65ckSYmJt6Ji4tTAUBoaGir8JpSqVQDgKenp9rX17fD/LJ161bl0qVLq5cuXXobALZs2XKtoKDA+bXXXlN+9tlnPwntlixZUpOSknLH2LlZtWqVj6urq/ovf/nLTVPPpzF6bTFgjN3PGPuOMXaeMXaOMfZnSwxML+XliFyyBFAogBwKlCIIa0A32sGUktLisEg7UBGofsEtsgl2sq5rQHYyDVwjmgZoRF2IiIhQCY/9/PzaAKC6utoeAM6cOaM4fvy4k0KhiBA2Pz+/iQBw4cIFmfC+4OBglSAKDPXt7e3dBgCRkZEd+5RKZZtKpZLU19frvWYuW7as5s033xw1adKk0Oeff947Pz/fqKPh7du3JTdv3nSYOnVqg3h/bGxsfUVFhUy8LyYmptFYX19++aVTTk6O++7duy8Za9cTLLGUoAaQznFcGPj8KSsYY2Mt0O+9rFoFlx9/BFQqYMECgDHA2Rk4QquVBGEt9LSktAZdi0A5gfwT+gTfeXUYEd4AO7kGYICdXIMR4Q3wnTfg1gIAkEqlHRd0iYS/dGk0Gib8jY+PrysqKioVbyUlJWfnz59/V3ifQqHQ6Par2zdjzNjx9I7thRdeqC0vLy9ZvHhxbWVlpWzGjBmhq1at8u5uTsKxjO1zdnbWf1At//73v11qa2sdfH19w+3t7aPs7e2jrl27Jn3llVfu8/LymtjdGPTRa2HAcdx1juNOaR/XAzgPwKe3/erl73+C5gcAbeCDqE8DGNUAPPIILxKUSqCQVioJwproaREocmTsIyT2wEP5FXhg50WErb6GB3ZexEP5FX0ZlWApwsPDmyoqKuRBQUGt48ePbxFvrq6uRi+sliIgIKBt9erVtYcOHbqYkZFxbffu3R4AIEQRqNXqjiu+m5ubxtPTsy0vL89J3EdhYaFzUFBQj3wE0tPTa44dO3bu6NGjHZunp2fbM888c+Orr74qN2cuFv3EGWP+ACIAHNPzWip44Q8vLy/k5ub2uP8JE9bBfYxoxyTwMgQAvgCw5AY0cfxKZZOvL85t2ADV/ff3+DiDhYaGBrPOk7VhK/MEbGeuvZmnF4CvRM+/HDkSm0JCePEPAJKu9zMNAB4R3cm5trZiw7lzGFtfb9bxe8qQ+kwl9oD/wrrB4FPQE9LT02v27NnjkZiYOOall16qViqVbRcuXBiWk5Pj9s4771zua3GQkpJyf0JCQt3YsWOb7969a/fNN9+4BAYGNgOAj49Pm0wm0xw6dMglKCioRaFQcO7u7u1paWnVr7/+uk9QUFBLXFxc43vvved+8uRJpy1btpT25Ng+Pj5qHx+fLqEjDg4OnFKpbAsPD28xZz4WEwaMMSfwFsKVHMf9ovs6x3HZ0OZIiY6O5uLj4804yj/R0PAQnJwud+4SIlznAEgEJBoAnwBOK37GA3/4A/+alxfw6adAbKwZxxw4cnNzYd55si5sZZ6A7czVkvOMB7BR+9igI6NILNyRybAiKorfDeAx9K0jo618poMZf3//tu+//74sIyPDZ86cOUGtra0SpVLZOm3atDp9PgWWRqPRID093be6ulqqUCjaH3zwwfq///3vlwHAwcEBr7zyyuWNGzeO2rx5s3dUVFRDUVFR+Zo1a2rq6+vt1q5de9+tW7fsR48e3bxr164fp0yZourueH0N47jenzPGmAP4sOZ/cRzXbcKz6Oho7sSJE2Ydq/Of8Aj4nwgDfjHt6Fyc3NUxUGDcOGD/fiAkxKzj9ye28oNjK/MEbGeu/TXPcgCPav+agh2AbehM1GQJ+vMzZYyd5DguWt9rxcXFl8LDw6nGFWESxcXFHuHh4f76XrNEVAIDsBPAeVNEgeUQR07rWZW00+7aCd49shXAUxxw9iwQGsrfYcydC9TS/xFBWCsh4Is/mVpWuh1dHRmpEBRB3IslohIeBPAkgN8wxs5ot9kW6LcHJIO/8uvJ6C5BV5HQik6R8PHHgKcnb0lITCSRQBBWjm5Z6b0wvl6qWwiKIh4IwjJRCf/hOI5xHDeR47hJ2u2QJQanS3k58Ic/RIMxwMnJUJSiuJCsHpHggK4ioQn8isTBg7xIsLMjSwJBDBGSwQcxmVoISjfigSpGEraIVaVEXrUKuHyZj+5obOyMUjScysAEkSAH8BE6RcJjmk5LAokEghhSiH8Ruku0BHStGMkATIDp/gwEYa1YlTB44w3g/vsb7tnfYFIqA+EnQc/Pga5IUAOoAzBDRyS8S/nXCGKooJtoqQzAuG7ecxZAKDqFQiKAOgdjWRcIwvqwKmEQEgK8//4JlJXxwQX6uHEDiIszJhLEPwc3ASR0fVnwSXABv9gotiSkpvIdSyS8SiEIYsigm7q5u4yMAB+KNScuriN181zwJakJwpqxKmEgEBLCBxdwHHD0KDDSwH+vWCSMHcv7KHRFXDzWBEtCK4C7AGZyQHo63zEtNxDEkEQ3I+M9paUFhHS56FrjQQISCoR1YpXCQExsLC8ABJHgYSBW6fz5zijFCRMMiQTBkqDHqCiIhOHotCTcRdflBnt7Wm4giCGKbmnpjiBpA/nz9RWDIqFAWANWLwzExMYCN28atyRwolQGhm/2xUZFE0SCGsB1AFHtncsN5JNAEEMaIUj6u7w8k2o8CBaFh0DigBjcDClhIEZsSTh8mK/UrItGdLNvON+RrkjQyZgo+CQowS9Kii0JJBIIwmYQZ1MxJhTOAPhH/w3L6ikvL5cyxqLy8vKMljLuT9566y13hUIRMdDj6CuGrDAQM2sWH97IccDevYA+J2KO6yoS9PsWivOs9XC5gRwXCcKm0CcUFACeAJAygOMaTDDGooxtSUlJ/gM9Rn08/fTTtysqKkpMadsfwiYpKclf99yFh4eHmtufdQmDyjuIfr4c8Hwb8H4HOHChx10kJwOtrZ0iwV5PWjRO5Fto2G1AbEnQ479sSCTMNKlzgiCGGMngfRR2o+8KOvUWjVqDsx+eHf5Vxlejzn54drhG3bcVi6uqqoqFLSsrq0p3X3Z29uXu+jCX5uZm1n0r/Tg5OXG6FQ37g5aWFoNjjouL+0V87r766qsKc49jXcLg//sPnK638Y/bNEDqV70WCW1txi0J7SK3AcPXcbH/soki4Qq6+iSQSCAIYgDRqDX4x9R/BH32zGdjjmYd9f7smc/G/GPqP4L6Uhz4+vqqhc3V1bVdd5+7u3u70PbixYvSKVOmBMnl8oiAgIBxBw4ccBH3dfLkSVl8fHygo6NjhJubW3hiYuLon3/+uePWLykpyX/69OmBa9asUXp5eU309vaeKNzNZ2dnu06ePDlEJpNFhoWFjT127Jj8+PHjsoiIiFC5XB4RFRUVUlZWJhX60l1KqKysdJgxY0bA8OHDJ8nl8ojRo0ePy87OdgWA0NDQCQAwbdq0MMZYVExMTAgAtLe3IyMjY5RSqZwolUojg4ODx+7evXuE0Kcwth07drjFxsYGy2SyyKysLIOactiwYZz43Hl5ebUbatsd1iUMXv4VGkbpuXqLRYL/duDfl3rctdiSkG0gb6pYJEilQI7e6ismigQfdPokkEggCGKAKd1XOry6uNpJrVJLwAFqlVpSXVztVLqvdPhAjw0A1q9f75OWllZTVFRUGh4e3piSkjKmrq5OAgBVVVUOM2fODAkLC1Pl5+efP3z48IXGxka7hISEoPb2zutjUVGRc0lJifzgwYMXjhw50nE3+eqrr/qsXr26+ujRo6UuLi7qxYsXj0lLS/PNzMy8mp+ff76lpUWyfPlyX0NjS01N9VOpVJIjR46Unz59+tzGjRsvu7m5tQNAbm7ueQDYv39/RVVVVfEXX3xRCQAbNmwYuW3bNuW6deuunDhx4tzs2bPvPvXUUwEFBQVycd+ZmZk+zz333M0zZ86cTU5OvmtoDCdOnHByc3ML9/f3H79gwQK/q1evGisTYhTrEgaBrjjxVghQ9gyQMFp/m0Y1sOAgLxLG7QROXO/xYZ59lhcIHAdkZelv09YGLFjQE0uCAcdFsUjQiW749fTp5LhIEES/cO3UNYW6Wd3lmqBuVkuun74+KJz+li9ffmPRokV1EyZMaMnKyrpaV1dnV1hYqACAzZs3e4aGhqq2bdt2NTIysvmBBx5Q5eTk/HT27FmFeG1fKpVqcnJyLk2ePLk5JiZGJexfsWJFdXJycl1ERETzypUrb1RWVsqWL19ek5iYWB8dHd2cmppaU1hY6GxobFeuXJHGxcU1xMXFqUJDQ1vnzp37y9y5c38BAKVSqQYAT0/PLnfyW7duVS5durR66dKltydOnNiyZcuWa1FRUQ2vvfaaUtz3kiVLalJSUu6Ehoa2BgQEtOk7/sMPP1y3ffv2n44cOXLh1VdfvXz69GnH+Pj4EJVKZdZyiXUJAwF3ObArAbiZBhx9Aghx1d+uRgU88jEvEqbsBirv9PhQq1Z1igRTLAnDhhmyJIgdF/UUh9UT3SC5C3JcJAiiX/CO9G6yl9l3WTewl9lrRkWMahqoMYmJiIjouJD7+fm1AUB1dbU9AJw5c0Zx/PhxJ4VCESFsfn5+EwHgwoULMuF9wcHBKrlczhnr29vbuw0AIiMjO/Yplco2lUolqa+v13vNXLZsWc2bb745atKkSaHPP/+8d35+vlExdfv2bcnNmzcdpk6d2iXHf2xsbH1FRYVMvC8mJqbRWF8AkJqaeueJJ56oi4mJUS1atKjuX//6V8VPP/007KOPPjLL2mOdwkBMoCvwnyc6RUKAgfNQcReI28OLhF9/YJZIECwJN28CjxuovtLa2mlJMCwSxMVhzXRcJJFAEIQFGTtvbJ0yXNlgL7fXgAH2cnuNMlzZMHbe2LqBHhsASKXSjgu6RMg2qdEw4W98fHxdUVFRqXgrKSk5O3/+/LvC+xQKhV6HCXHfjDFjx9M7thdeeKG2vLy8ZPHixbWVlZWyGTNmhK5atcq7uzkJxzK2z9nZucdOHv7+/m1eXl5tYlHUE6xfGIgJdAUKn+RFwuEkwMPAOTl/mxcJI98GUg4Bt1T62xnAw4MPbbScSOih4+Jd3CsS9KdzJAiCMAmJvQQp+SkVj+589OKU1VOuPbrz0Ysp+SkVEvvBf5kIDw9vqqiokAcFBbWOHz++Rby5urr2bWiFloCAgLbVq1fXHjp06GJGRsa13bt3ewC8UyAAqNXqjiu+m5ubxtPTsy0vL89J3EdhYaFzUFBQc2/Hcv36dfuamhqHUaNG6V166I7B/4mbS/Qo4PwSXiTs/R0g1zNVDsDBi0DoTsBrK/D+2R4fRlckJCTobycWCU5OhspEdxUJjY061g9jIkFI50gigSAIM5HYSzB+4fi6h15/6Pr4hePrrEEUAEB6enpNfX29XWJi4phvv/3WsbS0VPrpp586L1y40O/OnTt9PomUlJT79+/f71JaWiotKCiQf/PNNy6BgYHNAODj49Mmk8k0hw4dcrl8+bL9rVu37AAgLS2tevv27codO3a4/fDDD8NWrlzpffLkSacXX3yxuifHrqurk6Smpt73zTffOJaXl0sPHjzo/MgjjwS6ubmpn3jiiZ6bxjGUhYGYGf7Az8t5kZD9W0Cfr6aGA9Jz+aWGkW8D75zq8WE8PICDB7sXCY2NnWWijYmE48c/RbeOi+K0zHUgkUAQhM3h7+/f9v3335dJJBJuzpw5QZGRkeNXrlzpJ5VKNfp8CiyNRqNBenq6b0RExPiEhIRgT09P9Z49e34CAAcHB7zyyiuX9+zZ4+Hv7x/+yCOPBALAmjVrapYtW1a9du3a+6KiosYdOnRoxK5du36cMmVKj0zYdnZ2XGlpqXz+/PmB48ePH5+amuofEBDQ/L//+7/nzbWWMI7r83N2D9HR0dyJEyd6/L7a8lp8+NSHWPjPhfAIsUCKkAMXgGVfAcaiPSUM2DgN+MN4sw9TWws89xzwySfG20mlwPvv86GTAJCbm4v4+HidVuUAHtX+1YMGvJZoBF+x5WvRa+PHA/v38+UpBxH65zk0sZW52so8gf6dK2PsJMdx0fpeKy4uvhQeHk5lGAiTKC4u9ggPD/fX95pVWQz+tepfuH3sNraGbsV6th4vD3sZJTkmZaXUz2PBQHUab0nIitffRmxJMDORkni5oawMGDdOfztdn4TvvnPX08qEtMx2AFzQudzQBCAJnZYExgAvL6CwsMdzIQiCIIY2ViUMHl4fDP6WmEfTqsEnCz7BerYerzq9ioojZmeA5C0CN7sRCeJESn7mJVIKCeGvz6aIhMzMcSaEQJpQBVIO4CPwIqEVwB8B1NQAcXG8SHB2NrSeQRAEQdgYViUMPBrW4aEnDoO3/XddOmlrbMMHj3yA9Ww9Nik34XJhL1Jsi0XC+in62zSJEimZaUnoXiTwH4/YkmA446KJIsEBwE50FQkNDZ1ODyQSCIIgbBqrEgaIeAOxs49j7Z6XkbF9E0Iml4D3uusqEhpvNOK9uPewXrIe70x4B7XlvVh2Wx7JCwRj2RYtkJJZLBI6HRfv9RsRZ1y0mEhQQ79IMGyqIAiCIIYo1iUMhoegzHk1AEDh3IQFKz/G2j0bsGLTVnj4XMM9IoEDbp69yfskSNYjZ24OmmrNTOJlarZFcUpmM0WCEN3w3Xd5RvMkmJaWWSwSOAA6OZ4FnwSxJUEN4AAA51ZTDkAQBEEMIaxLGACocU4AFnH8NpnPUewx6hZWvJ6NtXs2YNGLu2E/rAH3LDdwQNnHZdjouRHrJetR8EaB+YPQzbZoikgws26DqcmUTKsCCQCr0CkSdHI8C5YEOwBzwKdUaAVwGsCY9q6pmefO5cMtCIIgiCGF1QmDLgQ9ywuEx28CPvwVMyj8Ita8twlr97yMRS/uhp20AbxA6CoSvk7/GuvZemTaZ+LEuz0PnezA1JTM4roNYf8zSETCszAoEoBOS8IkAOfRWQlyMscPxNOTciUQBEEMMaxbGAjIPIBpH/MiIaEMcObX1IPCL+Kv/9iEtXsy8XjaPoC1QNeSwLVz+DL1S8uEP4pTMhsTCbXNvS7u1LciYS94RSBCEAnictF30TWhEoVBEgRBWD1DQxiIGR4CJJ7tFAmOfDKfCXHnsXb3f2PtnpeR8Mxn4BfSu4oEi4Y/mlq3QVzcqR+XG4xXc04Gf+XnABwGoFMoTF9qZiFXgjgMkpwXCYIgrI6hJwzEDA8BHi3jRcJDR4FhfIGi6N8UY+2eDVi752WTwh9fde6lSBDXbTAmEsTLDb/+APKrPa+lIRYJHAdkZelvpzG5mvMs8GkUuxEJ+nIlmBZnSRAEYZDy8nIpYywqLy/PaCnj/uStt95yVygUEQM9jr5iaAsDMZ6xQNINXiRMOwww/js2xYTwx7YGC+ZIMKW4EwCcv43JKyt7VSYaAFat6hQJ2XrcCAD+NdMKNYpFQg9yJZwG4C8KoTBuriAIwkZgjEUZ25KSkvwHeoz6ePrpp29XVFSYtO7cX8Lmhx9+GPbb3/42wNnZeZJcLo8YO3Zs2KlTp8wqu6yvnNDQx2cWsLCRf3wpByh4siP8EQBqr7sjZ3MSaq+OBH+167x4CzkSAMBzvCfm759vft0GobgTwIc1phwCVJ2ipOOoQploAAgaAbyfwC9V9JBnn+U3gL8up6be24bTcRkYN85QeQUhDBIAasGbCL7sfFl82iaB1xHtAM4BmK81V2hNFmFTp/JmDg8L1L8gCMJs1AD2AcNPAYpIoGkeUNeXF4mqqqpi4fH+/ftHpKen+4n3OTo6crW1tXZ9cezm5mYmk8nMKhbk5OTEOTk5qS09pu5oaWlhQhlnMWVlZdJp06aFzp0799bf/va3625ubuqSkhK5i4uLsUpABrEdi4Eh/JOBRa28JWHKXgD2XcIfn16/E3LnOuizJHTkSGDrsXXs1t4lUhJXgNz7O0DG9KQ3QlefBDMdFwFeIJhiSRCLBKXSkF+hB4CDMBrhIFgTJoEXCaIIB6+8PD7CgTGKcCCIAUINYCoQ9AwwJgvwfgYYMxUI6surn6+vr1rYXF1d23X3ubu7d1zYLl68KJ0yZUqQXC6PCAgIGHfgwAEXcV8nT56UxcfHBzo6Oka4ubmFJyYmjv755587dE1SUpL/9OnTA9esWaP08vKa6O3tPVG4m8/OznadPHlyiEwmiwwLCxt77Ngx+fHjx2URERGhcrk8IioqKqSsrEwq9KW7lFBZWekwY8aMgOHDh0+Sy+URo0ePHpedne0KAKGhoRMAYNq0aWGMsaiYmJgQAGhvb0dGRsYopVI5USqVRgYHB4/dvXv3CKFPYWw7duxwi42NDZbJZJFZWVl6754yMjJ8pk6d+su777575Ve/+lXT2LFjW5OTk+sCAwPbzPlcSBiI8U8GFrV1yZFwf+BVvLh9c4dIkDn+An0+CbXnazsSKfU62+IMf+DyCuTtG298uUEsEnqx3CAWCXv3Ag4O+tvduGFqeYVuIhwEkaAb4fAQKMKBIAaIfcDwYsBJBUg4ACpAUgw47ePdjAec9evX+6SlpdUUFRWVhoeHN6akpIypq6uTAEBVVZXDzJkzQ8LCwlT5+fnnDx8+fKGxsdEuISEhqL2986a5qKjIuaSkRH7w4MELR44c6chj/+qrr/qsXr26+ujRo6UuLi7qxYsXj0lLS/PNzMy8mp+ff76lpUWyfPlyX0NjS01N9VOpVJIjR46Unz59+tzGjRsvu7m5tQNAbm7ueQDYv39/RVVVVfEXX3xRCQAbNmwYuW3bNuW6deuunDhx4tzs2bPvPvXUUwEFBQVycd+ZmZk+zz333M0zZ86cTU5Ovqt77Pb2dnz77bcjwsLCVFOnTg1ydXUNHz9+fNi7777bc7OyFosIA8bYe4yxGsbY2e5bWwl6ciTcH3gVf8l+oyNHgqFESh2WBLteZlsE7rUkGPFJsIRISE7mfQY5Djh8GFAYWBUzPXOyOMLBiEigCAeCGFBOAYpmnWtCMyA5fY/H8cCwfPnyG4sWLaqbMGFCS1ZW1tW6ujq7wsJCBQBs3rzZMzQ0VLVt27arkZGRzQ888IAqJyfnp7NnzyrEa/tSqVSTk5NzafLkyc0xMTEqYf+KFSuqk5OT6yIiIppXrlx5o7KyUrZ8+fKaxMTE+ujo6ObU1NSawsJCZ0Nju3LlijQuLq4hLi5OFRoa2jp37txf5s6d+wsAKJVKNQB4enqqfX191V5eXu0AsHXrVuXSpUurly5denvixIktW7ZsuRYVFdXw2muvKcV9L1mypCYlJeVOaGhoa0BAwD0WgKtXr9o3NTVJ3nrrrVEzZsz45csvv7wwd+7c28uWLRvz4YcfmiXqLGUx2AXeM23oIc6R8PhNQJkA4N5ESnpFgkaUbdEKRcKsWUBjIy8Sjh417AIgDj4wJwxSI5wyfREOgkjQrUlNIoEgLEok0CTTMYXKAE0E/1844ERERHRcyP38/NoAoLq62h4Azpw5ozh+/LiTQqGIEDY/P7+JAHDhwoUOB7zg4GCVXC6/Z41e3Le3t3cbAERGRnbsUyqVbSqVSlJfX6/3R3fZsmU1b7755qhJkyaFPv/88975+flGxdTt27clN2/edJg6dWqDeH9sbGx9RUVFF4fBmJiYRmN9aTQaBgAzZ868u27duhtTpkxRrVu37sYjjzxye9u2bSONvdcQFhEGHMflAbhtib4GNTIP4DcH9SZSEkSCoURKYpGQadfLbItAV5GQ/VvDbqQWEgmxsXyOhO7KRYvDIO3sjGVO7oxwOH16KwCd76+uSBAXetJVIpSemSB6zTygLhxokAMaBkAOaMKBhnlA3UCPDQCkUmnHBV0i4S9dwkVRo9Gw+Pj4uqKiolLxVlJScnb+/Pl3hfcpFAq9rlvivhljxo6nd2wvvPBCbXl5ecnixYtrKysrZTNmzAhdtWqVd3dzEo5lbJ+zs7P+g2pRKpVqOzs7LiwsrEt8e2hoaPO1a9ekht5njH6LSmCMpQJIBQAvLy/k5uaa1U9DQ4PZ77U4zm8DzoC87TLG1v4NCu4SxsWdx4S48wCAE9+G48udiQCYduO/XJyGz7b4ZeqXYPYMIf8nBF7Tve7p3uS5ugL4cDwAwP0/dxD21lV+kRA6yu/8bWi00Q1NPg44l+EHlY9Z0Sx4+23+b12dAzZtCsB//uMJfo6dR9Vo+GCDjz/mv9ejRzdi/fpS3H+/qktfDQ2+yM3lLQAODnUIDPxveHoe43sSRzfYAZqdgCRbu+8LAEv4g2g+5iNKWl1dcW7DBtSPHWvWvPqaQfX97UNsZZ7A0JmrPYB8oGIfMPw0oIjoh6gESxEeHt70+eefuwYFBbXq89rvDwICAtpWr15du3r16to1a9Yo33333ZFvvPHGNWE8arW644rv5uam8fT0bMvLy3P6/e9/Xy/sLywsdA4KCupRAhuZTMZNmDChSWwZAYCKigqZj49Pizlz6bfPnOO4bGjd1aOjo7n4+Hiz+snNzYW57+1bnuT/3CwE8h4FWmoQ/ZtiRP+Gj7wpORqGT96eg841dq1IUHMoyyxDWWYZmB3D7G2zEf1sNAAz5xoP4K/ax/++BPzxS6C58/9EuMY6XW3DAysr+Scj5cA/Z/M5Fszg0Uc7H+sPg+SP+tNPzvjDHx4AAIwf3xkGee88hQ5rATwH4JPOnsRCYQ6ARAAaQFID4HFAVnQHUStWaCfpBOzbx6+JDBIG7/fXstjKPIGhNVd7AAuBuoWDxEpgKunp6TV79uzxSExMHPPSSy9VK5XKtgsXLgzLyclxe+eddy67uroavevuLSkpKfcnJCTUjR07tvnu3bt233zzjUtgYGAzAPj4+LTJZDLNoUOHXIKCgloUCgXn7u7enpaWVv3666/7BAUFtcTFxTW+99577idPnnTasmVLaU+Pv2rVquqnn356zKZNm+pnzZpV/69//cv54MGDrrt37/7RnPlYgxi0LoRESgBw9QiQlwRwTZig15LQNUeCULfhy9QvIZFKEPxSMH+hNxdtdAMAvXkSOhAyLgK9FgniXAk5OcDixYBaT7yTEHwAAK6usTh0iF+u6IoHgI9Fz9+F1ujUiZ12EyIcOPArFHMBfK31kAT4JYdt2zoHRxDEkMHf37/t+++/L8vIyPCZM2dOUGtrq0SpVLZOmzatTp9PgaXRaDRIT0/3ra6ulioUivYHH3yw/u9///tlAHBwcMArr7xyeePGjaM2b97sHRUV1VBUVFS+Zs2amvr6eru1a9fed+vWLfvRo0c379q168cpU6aoujueLk8++eTdO3fuVL3xxhuj/vrXv/r6+vo2b9269dKCBQvMEniM4yxzzhhj/gAOchw3vru20dHR3IkT5q2xW606v1kIfJ8ItHauhTfVK/D5zkdQfjwMuiJBjEQqwZz352BC8gTLjMWYSBDTS5Eg5sgRvoaDqpuvvOk3+TngrTQGwnQ14N08AF5L7BK9JpEAjz0GbN/e70mVrPb720NsZZ5A/86VMXaS47hofa8VFxdfCg8PJ2cbwiSKi4s9wsPD/fW9ZqlwxQ/B36+FMMauMMaesUS/QwrPWGDuzc6UzJB3ZFtcu2eD0ZTMFi3uBJge3SCu3eC/nRcUZjJrFtDU1BkGKZfrbycOgzReXkEc4XAUBp0XhfTMgvPiaQABGiobTRAEYQCLLCVwHLfQEv3YDD6zgEXaCCA9KZmb6hX4ZPvv8OOZEIidFoHO4k4A4ODogHn75yFoVpD5YxGnZT5xHXjiIHBbj79KoxpYcJB/7CABts4EHgs265CCSAD4/EW//W0j6usd72nXpi2vsGBBdysBsQC0yzcoBx/feK7zZZHzIiYBOK99fhPAoxxQJFrXkEqB99/nEzoQBEHYIJT5cKC5JyWzAxTOTVic8VH3xZ1EFSBfHvYySnJMqulhmOhRQPmz3VeBbNMAqV/xlgSvrcD75ue1io0FPv/8eLdhkLolow1HKAo1HDjwV/5F4BWBCMEvQYnOzIv68iVQsSeCIGwQEgaDCbFImJyNdqDLcsOKTVvh4XMN3S439LZMNNC1CuTRJ4AQA9k1NRyQnsuLhJFvA++cMvuQISG8UyLH8TkTHn/cwCFNXgnwALAH/PnqYdnovQBcRUkZGAMSEylfAkEQQx4SBoOVoGeR7/2dweJOxkSCuEy0RURCoCvwnyd4kVD2DJAwWn87DsDagk6RkHIIuNVjB1sAvE/gxx93LxJ0Cz0Zr+EgLhvdjV9CMvjVCcEvIQjAwYOdxZ6MH4ggCMJqIWFgDYiLOw20SHCXA7sSeJFwMw3IitffjgNw8CIQurPXlSDFIsFYNUigJzUcBL8EYclBj/Kww70VIe+CL/Zk+oEIgiCsChIG1oaeCpCmlonuIhIsEd0AAH8Y371IACxWLhroWg3SWKEnsbuARAK88YahHoV8CSaUjRaKPakBqKDfL4FSNBMEYcWQMLBmhAqQBspEr9i0FW7KaugrE21xx0Wgq0gwVr9BLBLC/gfO5UZrhBhFt9DTSAMlQzgOSE/vFAnGIxTFZaP50NIuSMBbE2To9EtQAzgA3i9BcIBgjEIhCYKwOkgYDBX0iASPUbfwp6ztWLvnZZMdFy0mEh4LBq6ndZ8robYZEX/9qUMk4MR1sw8ZGwvcuNHpl5CQoL+drl+CUsmHTepnFviQBQ78eoJO2IRgSbADn6JZ8Eu4AiAGXQ80bBjcv/vO7PkRBEH0ByQMhiJikTApCwBM9knoE5HQTUKljme1zZ0JlbzfAQ5cMPuQHh68r6Apfgk3bgBxcfy1297eWISibiikEb8EIUWzTijkuMzMTrMFLTkQRLeUl5dLGWNReXl5RksZ9ydvvfWWu0KhiBjocfQVJAyGOmNX6bUk9FQkZNpboFQ00FUkaHMl6E3MLM6V0EuRAHT1S9i7F3Bw0N9OnC/B+LVb1y+Bz0HRBT2hkBIhFNKN67rk4OVlzGxBEEMSxliUsS0pKcl/oMeoj6effvp2RUWFSXdN/SFsDJ2/J5980tec/kgY2BIGlhsEkZCxfRMCJpVCn0+CUOBpPVuPTDsLiQRtroS8feP7LaESwCc1bG01zS9BfO0eO9aYu4A4RbORfAm6oZDCkkNNjalmC4LoM9Rq4MMPMTwjA6M+/BDD9RVAsyRVVVXFwpaVlVWluy87O/tyXx27ubmZdd9KP05OTpyPj08fn517aWlp0Ttm8Tmrqqoq/uCDDyoBYMGCBbfNOQ4JA1tFj0gwnHGxq1DgNJ0iYb3deuTMzUFTbVPvxmNuQqVe5EoAuvoldLfkcP68OfkSui45aITTaGzJQddsQQ6MRD+gVgNTpyLomWcwJisL3s88gzFTpyKoL8WBr6+vWthcXV3bdfe5u7sLpdBw8eJF6ZQpU4LkcnlEQEDAuAMHDriI+zp58qQsPj4+0NHRMcLNzS08MTFx9M8//9zhAp2UlOQ/ffr0wDVr1ii9vLwment7TxTu5rOzs10nT54cIpPJIsPCwsYeO3ZMfvz4cVlERESoXC6PiIqKCikrK5MKfekuJVRWVjrMmDEjYPjw4ZPkcnnE6NGjx2VnZ7sCQGho6AQAmDZtWhhjLComJiYEANrb25GRkTFKqVROlEqlkcHBwWN37949QuhTGNuOHTvcYmNjg2UyWWRWVpbeqm/ic+br66v+7LPPRvj5+bUkJCQ0mPO5kDAgDIoEIePi2j0vI+GZz9C53CCyJmiAso/LsNFzI9az9fgg8YPeiwTdhEoPGbCG6eZK+PUHvQqDBExfchCnMTB+g991yaGsbPW9TXSXHISCT8KSg+kZnAjCbPbtw/DiYjipVJBwHKBSQVJcDKd9+zB8oMcGAOvXr/dJS0urKSoqKg0PD29MSUkZU1dXJwGAqqoqh5kzZ4aEhYWp8vPzzx8+fPhCY2OjXUJCQlB7e4e2QFFRkXNJSYn84MGDF44cOdKxPvnqq6/6rF69uvro0aOlLi4u6sWLF49JS0vzzczMvJqfn3++paVFsnz5coNm+dTUVD+VSiU5cuRI+enTp89t3LjxspubWzsA5ObmngeA/fv3V1RVVRV/8cUXlQCwYcOGkdu2bVOuW7fuyokTJ87Nnj377lNPPRVQUFDQJQwqMzPT57nnnrt55syZs8nJyXe7O0937tyRfPHFF25/+MMfbvbsDHdCwoDoilgkTOlcN4/+TbFWJGSKRMK9Sw4VByt4kSBZj3cmvIPa8l4617nLgQ9+b1quhPO3O8Mgx+3sVYQD0HXJwVi+BNPrOAA1NQno9Es4Cl44iBBCIXWXHO7i3sRK5MBIWJBTp6Bobu56TWhuhuT0ad11sYFh+fLlNxYtWlQ3YcKElqysrKt1dXV2hYWFCgDYvHmzZ2hoqGrbtm1XIyMjmx944AFVTk7OT2fPnlWI1/alUqkmJyfn0uTJk5tjYmI6TI0rVqyoTk5OrouIiGheuXLljcrKStny5ctrEhMT66Ojo5tTU1NrCgsLnQ2N7cqVK9K4uLiGuLg4VWhoaOvcuXN/mTt37i8AoFQq1QDg6emp9vX1VXt5ebUDwNatW5VLly6tXrp06e2JEye2bNmy5VpUVFTDa6+9phT3vWTJkpqUlJQ7oaGhrQEBAQbqzHeyc+dOt9bWVrZ06dJbPT3HAiQMCMOIazdM64zn7xQJL+PxtH0Aa8E9IoEDbp69ia2hW7GercfWsVt7LxIA03MliEtG+/WuZDRger4EjU4aA+OhkLHglxpMiHIQEiuJazmQAyNhQSIj0STT8QWWyaCJiEAvTYCWISIiouNC7ufn1wYA1dXV9gBw5swZxfHjx50UCkWEsPn5+U0EgAsXLnQ4LwUHB6vkcjlnrG9vb+82AIiMjOzYp1Qq21QqlaS+vl7vNXPZsmU1b7755qhJkyaFPv/88975+flGxdTt27clN2/edJg6dWoXU39sbGx9RUVFF2ermJiYHiV62bVrl+dDDz1019vb2+xFIBIGhGkIpaIFkcD47/2EuPNYu/u/jYsEALXnaztEwkavjbhcaAGfIt1cCTIDvkRN2pLRFnJe1PVLyMoy3FYcCjlsGPDdd+4GWvYgysEUB0bjqR4J4h7mzUNdeDga5HJoGAPkcmjCw9Ewbx7qBnpsACCVSjsu6BIJf+nSaDRM+BsfH19XVFRUKt5KSkrOzp8//67wPoVCoTcIStw3Y8zY8fSO7YUXXqgtLy8vWbx4cW1lZaVsxowZoatWrfLubk7CsYztc3Z21n9QPRQUFMjPnTunePbZZ3t1F0bCgOg5PrOAhY28SHjoKDCMv30Wi4RFL+6G/bAG6BMJTTVNeC/uvQ6RUFdqgd+dGf7A5RXdl4y2sPMiAKxa1dUvwd6AFaO1FcjMHGfiKoA4ykFPwSfAuAOjONVj96YLgoC9PZCfj4qdO3Fx9Wpc27kTF/PzUWHo+zyYCA8Pb6qoqJAHBQW1jh8/vkW8ubq6mnxh7Q0BAQFtq1evrj106NDFjIyMa7t37/YAgGHDhnEAoFarO674bm5uGk9Pz7a8vDwncR+FhYXOQUFBzeaO4Z133vH09vZuffTRR38xtw+AhAHRWzxjgaQb94iEoPCLWPPeJpNEwpkVZyxrSRBHOPSz82JyMtDWZmzJgf+X61kopLjgUze1HHQdGIXKkKZncSJsGHt7YOFC1L3+Oq4vXIg6axAFAJCenl5TX19vl5iYOObbb791LC0tlX766afOCxcu9Ltz506fX+dSUlLu379/v0tpaam0oKBA/s0337gEBgY2A4CPj0+bTCbTHDp0yOXy5cv2t27dsgOAtLS06u3btyt37Njh9sMPPwxbuXKl98mTJ51efPHFanPGUF9fL/nss8/cFi9efFOwcJgLCQPCcohFwuM3AR9+zVwsEowVeRJbEiyWddFc50X/3vsl6KZo5ktHt+ttKw6F7L5Yo7iWQzcOjJMAnAd/uuvAOzCKvSXJmkAMAfz9/du+//77MolEws2ZMycoMjJy/MqVK/2kUqlGn0+BpdFoNEhPT/eNiIgYn5CQEOzp6anes2fPTwDg4OCAV1555fKePXs8/P39wx955JFAAFizZk3NsmXLqteuXXtfVFTUuEOHDo3YtWvXj1OmTDHLhPnee++5qlQqu2XLlpntdCjAOK7Pz9k9REdHcydOmJcgJzc3F/Hx8ZYd0CBlyMy1uRY49hxw9ZMuuy9X+uDDTfOhqncEfzXTr1MlUgnmvD8HE5InWHZcBy4Ay7/iL5rGkDBg4zTe8bGXCJ9pTg7w5JO8dcHooSXAY48B27fzaZ6NUwvgOQCfGG6iAa9NJAC+ALAEgPhnxM4O2LaNj9vsBUPmu2sC/TlXxthJjuOi9b1WXFx8KTw8nEJUCJMoLi72CA8P99f3GlkMiL5H5gFM+/geS4K4EqQxS0KfpGYGTC/01Ad+CaaGQvYsykHXgdFIBkZx0Sc1gOvgHRjJmkAQNg8JA6J/EYsEbUKldtxbLtpQ/YY+Sc0M6K3hoJc+8EsQh0KWlQHjxhluK3YVkEq7W3IQZ2DUUxkS4AWCHQAl+FUJwTfhj3oOSL4JBGETkDAgBpagZ5Hv/Z2J9RuMpGa2VEIloKvz4s00YP0Uw23Ffgm9LBsNACEhfKJDU6Ic2tqABQtMjU4UV4Y0Eg4p+CbsBC8QyJpAEDYHCQNi8NBN/QajqZl1EipZTCQAwPLIrkmV7Ay0s2DZaIHuoxx4eh6d2E04pHjJQbAmCMmV/qhtQ9YEghiSkDAgBie9TM0sFgkWC4MEeL+EahP8EixcERIwFOWgn55ds3sQDim2JoiTK+lYE2Iff5ysCf2PRkj4QxDG0H5PDOZ3IGFADH5MSM286MXdsJM24B5LAvooDBIw3S9B5Lz463lnLVLHwcODd0o0pSpkz4s16oZDGrAm6CZXElkTZHfukDWhn2GMVatUKgNfQoLoRKVSyRhjBvMlkDAgrAtxamadhEp//ccmrN2TaTShkjjC4WWpBUWCiWWjJUDXOg4WyJcAdK0KaSzKgetxsUaxNcFAPQd91gQ1gBLwyZXIN6FfUKvV6y9duiRtbGyUk+WA0IdGo2GNjY3yS5cuSdVq9XpD7SiPwSDGVuZqkXk21wIFfwSqv+yyu/a6Oz7cNA+3qz0BMBjUwhIg9LFQJG5PhMLDwsXk3j/LWwzAyxSDatyC+RLEvPEG73/QHT1PYXAEfP5lIzV2hHxObQAWg4+m1MXLC/j0U36txAoZLHkMAODUqVMP29vbr+U4Tgm68SPuRcMYq1ar1esjIyP/ZagRCYNBjK3M1eLzNJBQqalegc93PoLy42EwllAJABy9HJH8aTLuj73fcuMCcOaNzzFpyxVA1U36dgYgYQywaTqfvdFCHDnC+yaouknDwBgfNrl/Px8p0T1dkytpNPyyRReE5EoAUAPe+FCk08ZCCZb6k8EkDAjCEpCiJIYeenIlAHyEw4KVH3eEQYZMLoEh58XGG40dfgmvOr+KiiMVFhna3UiXTr+Eo08AAcP1N9TNl2ChJYdZs4Cmps6cCYYu+rpLDt2nae6aXOmHH16DweRKur4JagAHALiDlh0IYhBAwoAY+ogjHLTOi2KR0F3J6LaGNnzwyAeWd14MdAUKnzStjkOjqHS0hUIhQ0J4cWBK+ejW1q45E4xXhgTu3o1BZ3KlbnwTdLMwqsCvUABdwyvs7Lo/MEEQvYaEAWFbiJ0Xpx0GGH9Xa2rJ6C7pmS2ZeRHgfQvE+RIMVbYTh0JaKEUz0LV89OHDgNzACoZuZUgnp+4cGHVTNXeThVEGvkKkrhOjbn7o7j0nCYIwAxIGhO3iMwtY2MiLhIQywJm/WImrQa7YtBVuymroEwldMi+y9fgg8QM01RpxxOsJ4joOPUnRbIFQSKDrkkN3ORMaG4FHHum8qe8+MtHELIyCNWE8+AqRugmWGho6D9x97WqCIEyEnA8HMbYy10E3T5OdFwFD2tqQ82Kv53pLBfzpa+Drn7tv6yABts7kRYYFMa0yJB9/0fOAgx5UiAT4gIh5AL7WacMYsGkTbwbpY8j5kBhqWMRiwBibxRgrZ4xVMsZeskSfBDFgmOC82F3mxb5yXoS7HPjg96alaNZdcnjnlEWGIK4MabjoE//TInYR6N6BEehRhUgHAMPBR00KxZ/2gndi1M0RTcsOBGEyvbYYMMbsAFwA8BD4BKnHASzkOK7U0HvIYmAatjJXq5rn1SPA94+D95DrpORoGD7ZOgfg7NFdvoSE7QmIfrYPbvpOXAee/JKv2dAdI+XAP2fziZksyLvv8kEF3WRsgETC+ybk5PDLFqZhgjUB6LQmNAKYC/3WhJ7FYhqFLAbEUMMSFoMYAJUcx13kOE7Q7I9aoF+CGHwYyLxoqvMiNOj0S7Bbj5y5OZbzSxBnXyx7BkgYbbitOPuihaIcgM4MjN99l4ejR/nUzfrQaIBfful0ETAl0qHHTowu4K0Juk6MurGYlLKZILpgCYvBXACzOI5bon3+JIAHOI5L02mXCiAVALy8vKL27t1r1vEaGhrg5OTUqzFbC7Yy16EwT3nbZYyt/RsU3KUu9oLa6+7I2ZyE2qsjwVsSDFsTHFwdMG7DOAwfayC3QS8Y+XUtQrKrIeTJ1Zd7COCHV/HkSFxPNFDG0UR0P9O6Ogds2hSA//xHyECpbxSdI3F1bcWGDecwdmy9ycd0d/8OYWEbIJHwfdyTYAmARqvVJBIAKwG8LT4qT7tcjnPr1uFuTIxJx+3P7+/06dPJYkD0OZYQBvMAPKwjDGI4jvuToffQUoJp2Mpch9w8DTgvAkDBocn4eo9gOzciEhwdMG//PATNCrL8+P59iQ9x7C77IgA42gM7Z/EFo3pAd59peTmQlAScO9d9XxIJsH17T5MhloNPhmDkAKY6MXaz7EBLCcRQwxJLCVcAiF2v7wNwzQL9EoR1ouu8KCobHTv7ONbuebkzqRJaoK8iZFtjZ1KlTHsL50sQV4U0UvAJQNfEShYqHw3w19izZzvzJuzdy1v09aHRdE2G6OVlSjJE3ZBIE50YhZDI06BlB8JmsYQwOA4giDE2mjEmBbAAwOcW6JcghgaistE/uL7WNanSnv/G2j2ZeHr9Tsid68AvhuvkS2gX5UuQrMc7E95BbbmFsv8FugL/ecK07Iui8tHwfBv49QdA5R2LDCM5mQ9/5Djg6FFgpJGVjJoac5IhzkJnJkYOgJ461WKhMAm8C4Nu7gTdlM1OThhRpFvwgSCsm14LA47j1ADSAPwLfBqSjziOM8FASBC2x115TGdSpcdvAsoEAMD9gVfx4vbNWLtnA1Zs2goPn2vQGwrJATfP3sTW0K1Yz9Zjk3ITLhdettwAxdkXjSVWAoDzt4G4PRat5QDwOQ9u3Oi0JmTruYYLmJ8M8Vl0dWLUs0ygr5x0K4C74GOwAKCxERP/8heq7UAMKSjB0SDGVuZqK/MEuplrxbvA8dR7dpvqlyBxkGDO/5uDCckTLDLWe3jnFLC2oPt2DLgR4wyvf863aGVIgL/mPvoobzXodhiMz9i4fbvh6Aj95AB4EnytaANowGsKDfjoyRUAbllsAAYhHwOiPyBhMIixlbnayjyBHsz1Ug5QcO/FqaJ4DHK2PI72VmG93IDRjwEPbXoIU1ZN6c1wDfPvS8AfvwSaTfj96KOcCQCfB2HxYkCt7r6toyPvQ2h63gSBNwCkG28iNuykAtilp40FSkqTMCD6AxIGgxhbmautzBMwc643C4G8R4GWrrfJlyt98OGm+VDVO4IXCIZXBg2laLYIlXeAxQeBH+u6b9tHaZqBnkU6AMDvfgf84x89vZk3MdpBsCboi3ZISjLbikDCgOgPSBgMYmxlrrYyT8ACc22uBQr+CFR/2WV31zoOxvMlSKQSzHm/D5cc3j+L9vRcg5mau2BmOKQpmFbTgcf8m/kcqNWLYG9vJPRTHBZZA74C9dzXgYyMnh6MhAHRL5AwGMTYylxtZZ5AH8z1Ug5QsBi8o2InJ74Nx5c7E9GdSIAECH0sFInbE6HwUOhvYwYd8+xJzgQGIGEMsGm6xX0TempN6Enxp66f6bvQ5nEzTL090HoWcO95OmYSBkR/YKjiO0EQ1oB/Mr8BfB2HvCSAa0L0b4oR/ZtiALxfwkdvPg51ixz3iAQNUPZxGco+LgMY4DnOE/P3z4dHiGWc5TpyJgB8Zcj0b4Evf9LfVighffAi/9yCvglC3gSB7qwJQvEnoKfWhGe1G2Bw2cFZDT6iu+cWA4LoD0gYEMRQwWcWHwoJAHXlvEioP4eg8ItY894mAPySwyfbf4cfzwh3qyKhIAqFBAAHJwfM22fB7IvucmBXQufz7nwThHoOACBhwMZpfDilBUhO5jeBN97gizHqQ0hdkKo1BDg5Afv2meLEKCRZEigEH+3wMIAUM0dOEH0PCQOCGIoMDwEStRclUYpmhXMTFmd81NHM2JJDWwOffREAmB3D7G2zLVsVMtAVKHyy8/n7Z/kESvoQkisJr4e5Ae89wvdhAVat4jeAz4OQlAQ0Gaht1dDAF38C+IjEqVPD8PHHpvgSxgKwUPltguhDSBgQxFBHSNEsIAqFFC85GCsdLWRf/DKVd3r0HG/hJQeAtwYIFoET14EnDgK3W/S3FZIrARa3JsyaBTQ2dj43Zk3gOCAvzwuenvxzqRR4//2u1giCsDZIGBCErSH2SxCFQk6IO48JcecB8FUhP9w0D7ertVc8HaHQZcmhLwo+RY8CykWL+j2xJlg4b4LYmtCdE2NrK7BgAb8BPXNiJIjBAgkDgrBlPGOBpBv8Y9GSg8eoW/hT1vaOZp1LDoI4EC05NHYuOYABoY+Hwu1JN8uOU2xN6C7SoQ99E/Q5MS5apIZGo/+nVOzEaEKhRoIYFJAwIAiCx8QlB6NRDhwf5YCPgQIU9E1iJXGkA2A8VXMfWxOSkwEvr/8gPj4etbXAc88Bn9xbbRtAZ6HGmTOB06ctliWZICwOCQOCIPQjXnKoKwdyHwUay7tEOdRed0fO5iTUXh0JfdaExhuNeC/uPX5vXyVWWh7Jb0D3vgl9aE3w8OALOgkYqutw5QqfcdGM/EYE0S+QMCAIonuGhwCPlnU+1xZ88hh1Cyte7yx/WHI0DJ+8PQd8SUJALBI0rRp8suATfLLgE8AOcPJywvyP51vWmtAb3wQLZ2EUqkQKHDnC13WYMwdIoWhFYhBDwoAgiJ4T9Cy/AXxipe8fB6Dq4sB4udIHH7yejOZGR9yz5NAONFxr6LAmMAnD7O0WDocE7o10ePJLoLZZf9tGNbDgIP+YAVg3pdMSYQFmzQJqay3WHUH0GSQMCILoHT6zgEXaoH/tkoOmsRz3B17FX7LfANB9LQdO0w/hkNGjgPNLOp8bsyZw4P0WBN+FPqzpQBCDDRIGBEFYDu2SQ55QP6D0DeBMOhTOTViwsnMB/t7KkEC/hkMCvbMm9FFNB4IYDJAwIAii7xi7it+ALrUc7g+8ihe3b+5oZnI4JICg3wVhzj/mWLToU4+tCaKaDlPtAbzj3SelpAliICBhQBBE/yCu5QB0qQxpcjgkgIqDFdjouRFAH9RzEOiBNcFODSD1K34DLB4SSRD9DQkDgiAGBt0MjN8nAq21RsIhjddzEJIrWbqE9D3WhAMXgGVfAe0G2vdhSCRB9AckDAiCGHg8Y4G5N/nHOhkY7wmHNFDPQUiuVPYxH1bZZ74JjwV3LhvcUqH6yb1QHm/U31Y3JNJBAmydScsOxKCGhAFBEIML3QyMIt8E3XoOxpIr6aZqfmjTQ5iyaoplx+ouR9mLo6GMj+efd5dgqU0DLP8a+PX95LhIDFpIGBAEMbgR+ybUlfMiof5cj60JX6d/ja/TvwbQh74JpiRYUnPAh+eBNMvlSCAIS0LCgCAI62F4CJAoqmJkILlSj3wTJEDoY33gmwB0dWK8pQJ2/sA/Xhhm2eMQhAUhYUAQhPWim1zJgDWhMxzyXpEAjY5vQl9ZE9zlwIsPWLZPgugDSBgQBDE00LUmGKgO2TW5knFrArNjmL2tD1I1E8QghoQBQRBDE93qkFprgm5yJWOFn7j2rqma+6SMNEEMMkgYEAQx9NG1JmirQwK4xzfhw03zcLvaU9uwqzVBXEZaiHQA+RASQwwSBgRB2B7i6pDawk9oLIfHqFv4U9b2jmbGUjULkQ4A8D2+7zvfBILoZ0gYEARh22gLP3UgsiaY65sAAB5hHkg+kGzZCpEE0Q+QMCAIghBjwJpguPCTnkgHALXnazsqRJITI2FNkDAgCIIwhK41wUCkQ3d5EzqcGJd+2Xc5EwjCQpAwIAiCMBU9kQ7tevImdK0QCXQIBW3OhPseuA8PZjzY78MnCFPolTBgjM0DsA5AGIAYjuNOWGJQBEEQgx5tpEN+bi7i4+O71HQQV4gERMsOjCH0178gYqHvwI2bILqhtxaDswAeB7DDAmMhCIKwXsQ1HUQVIoGuTowAgF98AGT0/xgJwgR6JQw4jjsPAIwxy4yGIAhiKKBbIfJmIZD3KNByC7hvDjAmZcCGRhDdwTiO630njOUCWG1sKYExlgogFQC8vLyi9u7da9axGhoa4OTkZNZ7rQ1bmautzBOwnbnayjyB/p3r9OnTT3IcR6ENRJ/SrcWAMfYNAKWel9ZwHPeZqQfiOC4bQDYAREdHc/FC/fIekius59kAtjJXW5knYDtztZV5ArY1V8I26FYYcBw3sz8GQhAEQRDEwCPpvglBEARBELZCr4QBY+wxxtgVAHEAvmSM/csywyIIgiAIYiDobVTCAQAHLDQWgiAIgiAGGFpKIAiCIAiiAxIGBEEQBEF0YJE8Bj0+KGM3AVSZ+XYPALUWHM5gxlbmaivzBGxnrrYyT6B/5+rHcZxnPx2LsFEGRBj0BsbYCVtJ8GErc7WVeQK2M1dbmSdgW3MlbANaSiAIgiAIogMSBgRBEARBdGCNwiC7+yZDBluZq63ME7CdudrKPAHbmithA1idjwFBEARBEH2HNVoMCIIgCILoI0gYEARBEATRwaATBoyxPzPGzjLGzjHGVmr3uTHGvmaMVWj/uora/xdjrJIxVs4Ye3jABm4GBua6kTFWxhj7gTF2gDE2QtTeKueqb56i11YzxjjGmIdon1XOEzA8V8bYn7TzOccYe1203yrnauC7O4kxVsgYO8MYO8EYixG1t5p5MsbeY4zVMMbOivb1+DeIMRbFGCvRvvYWY4z191wIwiw4jhs0G4DxAM4CUICv4/ANgCAArwN4SdvmJQCvaR+PBVAMYBiA0QB+BGA30PPo5Vx/C8Be2+Y1a5+roXlqX7sfwL/AJ7vysOZ5dvOZTtc+HqZtN9Ka52pknl8BeETbZjaAXGucJ4BfA4gEcFa0r8e/QQCKwBeYYwAOC+eGNtoG+zbYLAZhAAo5jmviOE4N4HsAjwF4FMA/tW3+CWCO9vGjAPZyHNfCcdxPACoBxMA60DtXjuO+0j4HgEIA92kfW+tcDX2mALAZwIsAxB6w1jpPwPBclwH4vxzHtQAAx3E12vbWOldD8+QAuGjbDAdwTfvYqubJcVwegNs6u3v0G8QYGwXAheO4oxzHcQDeF72HIAY1g00YnAXwa8aYO2NMAf6u434AXhzHXQcA7d+R2vY+AC6L3n9Fu88aMDRXMU+Dv9MArHeueufJGPs9gKscxxXrtLfWeQKGP9NgAFMZY8cYY98zxiZr21vrXA3NcyWAjYyxywA2AfgvbXtrnaeYnv4G+Wgf6+4niEFPr8ouWxqO484zxl4D8DWABvAmOrWRt+hbs7OK+Mvu5soYW6N9vkfYpa+bvh5nbzEyzzXgl010scp5Akbnag/AFUAsgMkAPmKMjYGVztXIPJcBeIHjuI8ZY/MB7AQwE1Y6TxMxNLehPGdiiDPYLAbgOG4nx3GRHMf9Grw5rwLADa1pDtq/gin2CrreZd+HTvPloMfAXMEYewrA7wA8oTVDAlY8Vz3zvAR+PbaYMXYJ/FxOMcaUsOJ5AgY/0ysAPuF4igBowBfesdq5GpjnUwA+0TbZh87lAqudp4ie/gZdQecyoHg/QQx6Bp0wYIyN1P71BfA4gA8BfA7+Rwfav59pH38OYAFjbBhjbDR4B6ii/h2x+eibK2NsFoC/APg9x3FNouZWO1c983yf47iRHMf5cxznD/5HNJLjuGpY8TwBg9/fTwH8Rrs/GIAUfDU+q52rgXleAzBN2+Q30ApdWPE8RfToN0i73FDPGIvVRiP8QfQeghjUDKqlBC0fM8bcAbQBWMFx3B3G2P8Fb359BsDPAOYBAMdx5xhjHwEoBW/KXMFxXPtADdwM9M31bfAezl9ro5sKOY5bauVzvWeehhpa+TwB/Z/pewDe04a/tQJ4SmsJsua56pvnswDeZIzZA2gGkApY32fKGPsQQDwAD8bYFQBrAZjzG7QMwC4AcvC+QodBEFYApUQmCIIgCKKDQbeUQBAEQRDEwEHCgCAIgiCIDkgYEARBEATRAQkDgiAIgiA6IGFAEARBEEQHJAwIgiAIguiAhAFBEARBEB38/wx2o89R9vt3AAAAAElFTkSuQmCC\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "norm_mean(t1, 'r', '1') #Side 1 Module\n", + "norm_mean(t2, 'deeppink', '2') #Housing Side Far\n", + "norm_mean(t3, 'yellow', '3') #Housing Side Near\n", + "norm_mean(t4, 'orange', '4') #Cooling plate\n", + "norm_mean(t5, 'purple', '5') #Housing bottom\n", + "norm_mean(t6, 'aqua', '6') #Aluminium plate center\n", + "norm_mean(t7, 'blue', '7') #Aluminium plate far right\n", + "\n", + "plt.legend(prop={'size':14}, bbox_to_anchor=(1., 1), markerscale=5)\n", + "plt.title(\"Normalized Averaged Thermistor Readings\")\n", + "plt.grid()\n", + "plt.show()" + ] } ], "metadata": {