{ "cells": [ { "cell_type": "code", "execution_count": 79, "metadata": {}, "outputs": [], "source": [ "# In this example notebook, we forecast 7 days in advance, for an item with:\n", "# - 1-day shelf life\n", "# - periodic daily replenishment\n", "# - Training data between 2017-05-24 and 2017-11-02\n", "# - 4 Forecasts are generated between 2017-11-03 and 2017-11-30, every 7 days\n", "# - The demand that can be satisfied with the replenishment plan over the test period (2017-11-03 to 2017-11-30) is then assessed vs. actual performance\n", "\n", "# We see the following benefits from using WasteNot, versus using an unbuffered demand predictor:\n", "# Improvement in Service Levels (91% -> 98% of demand satisfied)\n", "# Increase in Profit ($117K -> $122K, an improvement of $5K over 28 days, or c.+4%)\n", "\n", "###### Input your access_token here!######\n", "access_token = 'xxxxxxxxxxxxx'\n", "infile = 'https://raw.githubusercontent.com/bluedotthinking/wastenot-documentation/master/example_data/bdt_example_input.csv'\n", "\n", "import requests\n", "import numpy as np\n", "requests.packages.urllib3.disable_warnings() \n", "import json\n", "import pandas as pd\n", "import matplotlib.pyplot as plt\n", "import matplotlib.dates as mdates\n", "\n", "def generate_payload(input_df, input_dict):\n", " r = json.dumps(input_dict)\n", " return r\n", "\n", "def import_data(infile):\n", "# Import the time-series representing your historical demand - example CSV provided here:\n", " input_df = pd.read_csv(infile)\n", " return input_df\n", "\n", "def generate_forecast(access_token, payload):\n", " # Calling the WasteNot API service with the payload, check the response text\n", " url = \"https://api.bluedotthinking.com/forecast\"\n", " headers = {\n", " 'Content-Type': 'application/json',\n", " 'access_token': access_token\n", " }\n", "\n", " response = requests.request(\"POST\", url, headers=headers, data=payload, verify=True)\n", " print ('API response')\n", " print (response.text)\n", " print ('-----')\n", " return response\n", "\n", "# Plotting:\n", "# a) Historical demand for the last 30 days, \n", "# b) Units to be replenished using the replenishment_df - this includes the buffer\n", "def visualise_results(input_df, json_data):\n", "\n", " input_df['timestamp'] = pd.to_datetime(input_df['timestamp']) \n", "\n", " # Load the output payload into pandas dataframes, converting the timestamp columns into datetimes for easier plotting\n", " replenishment_df = pd.DataFrame(data={'timestamp':json_data['replenishment_timestamp'],\n", " 'replenished_units':json_data['replenishment_units']\n", " })\n", " replenishment_df['timestamp'] = pd.to_datetime(replenishment_df['timestamp'])\n", "\n", " forecast_df = pd.DataFrame(data={'timestamp': json_data['forecast_timestamp'],\n", " 'predicted_demand_units': json_data['predicted_demand_units'],\n", " 'optimised_demand_units': json_data['optimised_demand_units'],\n", " })\n", " forecast_df['timestamp'] = pd.to_datetime(forecast_df['timestamp'])\n", " plt.rc('font', size=12)\n", " fig, ax = plt.subplots(figsize=(20, 6))\n", "\n", " # Specify how our lines should look\n", " ax.plot(input_df.timestamp[-30:], input_df.demand_units[-30:], color='black', \n", " linestyle='-', label='Historical Data: Demand Units')\n", " ax.plot(forecast_df.timestamp, forecast_df.predicted_demand_units, color='blue', \n", " marker=\"o\", linestyle='--', label='Forecast: Predicted Demand Units')\n", " ax.bar(replenishment_df.timestamp, replenishment_df.replenished_units, color='green', \n", " # marker=\"o\",linestyle='--', \n", " label='Optimised Forecast: Buffered Units to Deliver')\n", "\n", " # For a less busy graph, only show the beginning of each week (Monday) as a major label\n", " ax.xaxis.set_major_locator(mdates.WeekdayLocator(byweekday=mdates.MO))\n", " ax.xaxis.set_major_formatter(mdates.DateFormatter('%d/%m'))\n", " ax.xaxis.set_minor_locator(mdates.DayLocator())\n", "\n", " ax.set_xlabel('Datetime')\n", " ax.set_ylabel('Units')\n", " ax.set_title('Historical & Optimised Forecast Demand using WasteNot')\n", "\n", " ax.grid(True)\n", " ax.legend(loc='upper left');\n", "\n", " # Visualising the tables containing the delivered units (optimised), by day\n", " print ('Replenishment Schedule & Amounts')\n", " print (replenishment_df)\n", " print ('-----')\n", " # Visualising the tables containing the forecasted demand units (unoptimised and optimised), by day\n", " print ('Forecast Dates & Amounts')\n", " print (forecast_df)\n", " print ('-----')\n" ] }, { "cell_type": "code", "execution_count": 80, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ " timestamp demand_units\n", "0 2017-05-24T00:00:00 559\n", "1 2017-05-25T00:00:00 1407\n", "2 2017-05-26T00:00:00 1727\n", "3 2017-05-27T00:00:00 930\n", "4 2017-05-28T00:00:00 642\n", ".. ... ...\n", "186 2017-11-26T00:00:00 1033\n", "187 2017-11-27T00:00:00 1166\n", "188 2017-11-28T00:00:00 1078\n", "189 2017-11-29T00:00:00 724\n", "190 2017-11-30T00:00:00 568\n", "\n", "[191 rows x 2 columns]\n", "0 2017-11-02T00:00:00\n", "API response\n", "{\"status\":\"success\",\"forecast_timestamp\":[\"2017-11-03\",\"2017-11-04\",\"2017-11-05\",\"2017-11-06\",\"2017-11-07\",\"2017-11-08\",\"2017-11-09\"],\"predicted_demand_units\":[1794.0,1085.0,757.0,970.0,1071.0,1060.0,1255.0],\"optimised_demand_units\":[2070.0,1252.0,874.0,1119.0,1236.0,1223.0,1449.0],\"replenishment_timestamp\":[\"2017-11-03\",\"2017-11-04\",\"2017-11-05\",\"2017-11-06\",\"2017-11-07\",\"2017-11-08\",\"2017-11-09\"],\"replenishment_units\":[2070.0,1252.0,874.0,1119.0,1236.0,1223.0,1449.0]}\n", "-----\n", "1 2017-11-09T00:00:00\n", "API response\n", "{\"status\":\"success\",\"forecast_timestamp\":[\"2017-11-10\",\"2017-11-11\",\"2017-11-12\",\"2017-11-13\",\"2017-11-14\",\"2017-11-15\",\"2017-11-16\"],\"predicted_demand_units\":[1787.0,1080.0,758.0,966.0,1054.0,1055.0,1258.0],\"optimised_demand_units\":[2057.0,1243.0,872.0,1112.0,1213.0,1214.0,1448.0],\"replenishment_timestamp\":[\"2017-11-10\",\"2017-11-11\",\"2017-11-12\",\"2017-11-13\",\"2017-11-14\",\"2017-11-15\",\"2017-11-16\"],\"replenishment_units\":[2057.0,1243.0,872.0,1112.0,1213.0,1214.0,1448.0]}\n", "-----\n", "2 2017-11-16T00:00:00\n", "API response\n", "{\"status\":\"success\",\"forecast_timestamp\":[\"2017-11-17\",\"2017-11-18\",\"2017-11-19\",\"2017-11-20\",\"2017-11-21\",\"2017-11-22\",\"2017-11-23\"],\"predicted_demand_units\":[1797.0,1099.0,783.0,992.0,1074.0,1074.0,1271.0],\"optimised_demand_units\":[2074.0,1268.0,903.0,1145.0,1240.0,1240.0,1467.0],\"replenishment_timestamp\":[\"2017-11-17\",\"2017-11-18\",\"2017-11-19\",\"2017-11-20\",\"2017-11-21\",\"2017-11-22\",\"2017-11-23\"],\"replenishment_units\":[2074.0,1268.0,903.0,1145.0,1240.0,1240.0,1467.0]}\n", "-----\n", "3 2017-11-23T00:00:00\n", "API response\n", "{\"status\":\"success\",\"forecast_timestamp\":[\"2017-11-24\",\"2017-11-25\",\"2017-11-26\",\"2017-11-27\",\"2017-11-28\",\"2017-11-29\",\"2017-11-30\"],\"predicted_demand_units\":[1806.0,1089.0,803.0,1006.0,1074.0,1086.0,1282.0],\"optimised_demand_units\":[2081.0,1255.0,926.0,1159.0,1238.0,1251.0,1477.0],\"replenishment_timestamp\":[\"2017-11-24\",\"2017-11-25\",\"2017-11-26\",\"2017-11-27\",\"2017-11-28\",\"2017-11-29\",\"2017-11-30\"],\"replenishment_units\":[2081.0,1255.0,926.0,1159.0,1238.0,1251.0,1477.0]}\n", "-----\n" ] } ], "source": [ "input_df = pd.read_csv(infile)\n", "\n", "input_df = input_df.loc[(input_df['timestamp']<='2017-12-01')\n", " ]\n", "print (input_df)\n", "\n", "replenishment_df_list = []\n", "forecast_df_list = []\n", "\n", "n_sims = 4\n", "\n", "for n in range(n_sims):\n", " train_df = input_df[:-(7*(n_sims-n))]\n", " print (n, train_df['timestamp'].max())\n", " unit_cost =1.\n", " unit_sale_price=5.\n", " shelf_life_seconds=86400\n", " forecast_start_datetime = (pd.to_datetime(train_df['timestamp']).max() + pd.Timedelta(1, unit='d')).strftime(\"%Y-%m-%d\")\n", " forecast_end_datetime = (pd.to_datetime(train_df['timestamp']).max() + pd.Timedelta(7, unit='d')).strftime(\"%Y-%m-%d\")\n", " input_dict = {'timestamp':list(train_df['timestamp'].values),\n", " 'demand':[int(x) for x in train_df['demand_units'].values],\n", " \"cost\": unit_cost, \"sale_price\": unit_sale_price, \n", " \"shelf_life_seconds\": shelf_life_seconds,\n", " \"replenishment_schedule\": 'periodic',\n", " \"replenishment_dayofweek\":[0,1,2,3,4,5,6],\n", " \"forecast_start_datetime\":forecast_start_datetime,\n", " \"forecast_end_datetime\":forecast_end_datetime,\n", " }\n", " payload = generate_payload(train_df, input_dict)\n", " \n", " # Running forecast\n", " response = generate_forecast(access_token, payload)\n", "\n", " # Loading the response into JSON format\n", " json_data = json.loads(response.text)\n", " replenishment_df = pd.DataFrame(data={'timestamp':json_data['replenishment_timestamp'],\n", " 'replenished_units':json_data['replenishment_units']\n", " })\n", " replenishment_df['timestamp'] = pd.to_datetime(replenishment_df['timestamp'])\n", "\n", " forecast_df = pd.DataFrame(data={'timestamp': json_data['forecast_timestamp'],\n", " 'predicted_demand_units': json_data['predicted_demand_units'],\n", " 'optimised_demand_units': json_data['optimised_demand_units'],\n", " })\n", " forecast_df['timestamp'] = pd.to_datetime(forecast_df['timestamp']) \n", " replenishment_df_list.append(replenishment_df)\n", " forecast_df_list.append(forecast_df) \n", "\n", "final_forecast_df = pd.concat(forecast_df_list)\n", "final_replenishment_df = pd.concat(replenishment_df_list)" ] }, { "cell_type": "code", "execution_count": 81, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "----Actual----\n", "Actual Demand units: 32529\n", "\n", "----Unbuffered----\n", "Revenue: 149475.0\n", "Cost: 32186.0\n", "Profit: 117289.0\n", "Service Level: 91.90260997878816 %\n", "Satisfied Units: 29895\n", "\n", "----Buffered for Max Profit----\n", "Revenue: 159550.0\n", "Cost: 37106.0\n", "Profit: 122444.0\n", "Service Level: 98.0970826032156 %\n", "Satisfied Units: 31910\n", "\n", "----Buffered for 100% Service Level----\n", "Revenue: 162645\n", "Cost: 46025\n", "Profit: 116620\n", "Service Level: 100.0 %\n", "Satisfied Units: 32529\n", "\n" ] } ], "source": [ "\n", "\n", "\n", "\n", "final_replenishment_df['timestamp'] = pd.to_datetime(final_replenishment_df['timestamp']) \n", "final_forecast_df['timestamp'] = pd.to_datetime(final_forecast_df['timestamp']) \n", "input_df['timestamp'] = pd.to_datetime(input_df['timestamp']) \n", "\n", "comparison_df = pd.merge(final_forecast_df, input_df, on='timestamp', how='inner')\n", "\n", "unit_cost = 1.\n", "unit_sale_price = 5.\n", "\n", "\n", "\n", "comparison_df['unbuffered_satisfied_units'] = np.minimum(comparison_df['predicted_demand_units'], \n", " comparison_df['demand_units'])\n", "\n", "comparison_df['buffered_satisfied_units'] = np.minimum(comparison_df['optimised_demand_units'], \n", " comparison_df['demand_units'])\n", "\n", "human_buffer_multiplier = 1.43\n", "comparison_df['max_human_buffered_satisfied_units'] = np.minimum(comparison_df['predicted_demand_units']*human_buffer_multiplier, \n", " comparison_df['demand_units'])\n", "\n", "\n", "\n", "print ('----Actual----')\n", "actual_demand_units = comparison_df['demand_units'].sum()\n", "print ('Actual Demand units:',actual_demand_units)\n", "print ('')\n", "print ('----Unbuffered----')\n", "print ('Revenue:',comparison_df['unbuffered_satisfied_units'].sum()*unit_sale_price)\n", "print ('Cost:',comparison_df['predicted_demand_units'].sum()*unit_cost)\n", "print ('Profit:',(comparison_df['unbuffered_satisfied_units'].sum()*unit_sale_price) - (comparison_df['predicted_demand_units'].sum()*unit_cost))\n", "print ('Service Level:',100*comparison_df['unbuffered_satisfied_units'].sum()/actual_demand_units,'%')\n", "print ('Satisfied Units:',int(comparison_df['unbuffered_satisfied_units'].sum()))\n", "print ('')\n", "\n", "print ('----Buffered for Max Profit----')\n", "print ('Revenue:',comparison_df['buffered_satisfied_units'].sum()*unit_sale_price)\n", "print ('Cost:',comparison_df['optimised_demand_units'].sum()*unit_cost)\n", "print ('Profit:',(comparison_df['buffered_satisfied_units'].sum()*unit_sale_price) - (comparison_df['optimised_demand_units'].sum()*unit_cost))\n", "print ('Service Level:',100.*comparison_df['buffered_satisfied_units'].sum()/actual_demand_units,'%')\n", "print ('Satisfied Units:',int(comparison_df['buffered_satisfied_units'].sum()))\n", "print ('')\n", "\n", "\n", "print ('----Buffered for 100% Service Level----')\n", "\n", "print ('Revenue:',int(comparison_df['max_human_buffered_satisfied_units'].sum()*unit_sale_price))\n", "print ('Cost:',int(human_buffer_multiplier*comparison_df['predicted_demand_units'].sum()*unit_cost))\n", "print ('Profit:',(int(comparison_df['max_human_buffered_satisfied_units'].sum()*unit_sale_price)) - int(human_buffer_multiplier*comparison_df['predicted_demand_units'].sum()*unit_cost))\n", "print ('Service Level:',100*comparison_df['max_human_buffered_satisfied_units'].sum()/actual_demand_units,'%')\n", "print ('Satisfied Units:',int(comparison_df['max_human_buffered_satisfied_units'].sum()))\n", "print ('')" ] }, { "cell_type": "code", "execution_count": 82, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
\n", "\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
Buffer Multiplier ValueProfitRevenueCost of GoodsService Level %
01.00117289.00149475.0032186.0091.90
11.01118020.19150528.0532507.8692.55
21.02118712.88151542.6032829.7293.17
31.03119335.27152486.8533151.5893.75
41.04119875.36153348.8033473.4494.28
51.05120325.70154121.0033795.3094.76
61.06120733.04154850.2034117.1695.21
71.07121095.88155534.9034439.0295.63
81.08121359.12156120.0034760.8895.99
91.09121547.26156630.0035082.7496.30
101.10121733.40157138.0035404.6096.61
111.11121867.84157594.3035726.4696.89
121.12122002.28158050.6036048.3297.18
131.13122136.72158506.9036370.1897.46
141.14122271.16158963.2036692.0497.74
151.15122405.60159419.5037013.9098.02
161.16122535.24159871.0037335.7698.29
171.17122619.38160277.0037657.6298.54
181.18122610.32160589.8037979.4898.74
191.19122502.31160803.6538301.3498.87
201.20122383.80161007.0038623.2098.99
211.21122265.29161210.3538945.0699.12
221.22122146.78161413.7039266.9299.24
231.23121976.82161565.6039588.7899.34
241.24121772.16161682.8039910.6499.41
251.25121565.00161797.5040232.5099.48
261.26121322.44161876.8040554.3699.53
271.27121079.88161956.1040876.2299.58
281.28120837.32162035.4041198.0899.63
291.29120580.41162100.3541519.9499.67
301.30120297.70162139.5041841.8099.69
311.31120014.99162178.6542163.6699.71
321.32119732.28162217.8042485.5299.74
331.33119449.57162256.9542807.3899.76
341.34119166.86162296.1043129.2499.79
351.35118884.15162335.2543451.1099.81
361.36118601.44162374.4043772.9699.83
371.37118318.73162413.5544094.8299.86
381.38118036.02162452.7044416.6899.88
391.39117753.31162491.8544738.5499.91
401.40117470.60162531.0045060.4099.93
411.41117187.89162570.1545382.2699.95
421.42116905.18162609.3045704.1299.98
431.43116619.02162645.0046025.98100.00
441.44116297.16162645.0046347.84100.00
451.45115975.30162645.0046669.70100.00
461.46115653.44162645.0046991.56100.00
471.47115331.58162645.0047313.42100.00
481.48115009.72162645.0047635.28100.00
491.49114687.86162645.0047957.14100.00
501.50114366.00162645.0048279.00100.00
\n", "
" ], "text/plain": [ " Buffer Multiplier Value Profit Revenue Cost of Goods \\\n", "0 1.00 117289.00 149475.00 32186.00 \n", "1 1.01 118020.19 150528.05 32507.86 \n", "2 1.02 118712.88 151542.60 32829.72 \n", "3 1.03 119335.27 152486.85 33151.58 \n", "4 1.04 119875.36 153348.80 33473.44 \n", "5 1.05 120325.70 154121.00 33795.30 \n", "6 1.06 120733.04 154850.20 34117.16 \n", "7 1.07 121095.88 155534.90 34439.02 \n", "8 1.08 121359.12 156120.00 34760.88 \n", "9 1.09 121547.26 156630.00 35082.74 \n", "10 1.10 121733.40 157138.00 35404.60 \n", "11 1.11 121867.84 157594.30 35726.46 \n", "12 1.12 122002.28 158050.60 36048.32 \n", "13 1.13 122136.72 158506.90 36370.18 \n", "14 1.14 122271.16 158963.20 36692.04 \n", "15 1.15 122405.60 159419.50 37013.90 \n", "16 1.16 122535.24 159871.00 37335.76 \n", "17 1.17 122619.38 160277.00 37657.62 \n", "18 1.18 122610.32 160589.80 37979.48 \n", "19 1.19 122502.31 160803.65 38301.34 \n", "20 1.20 122383.80 161007.00 38623.20 \n", "21 1.21 122265.29 161210.35 38945.06 \n", "22 1.22 122146.78 161413.70 39266.92 \n", "23 1.23 121976.82 161565.60 39588.78 \n", "24 1.24 121772.16 161682.80 39910.64 \n", "25 1.25 121565.00 161797.50 40232.50 \n", "26 1.26 121322.44 161876.80 40554.36 \n", "27 1.27 121079.88 161956.10 40876.22 \n", "28 1.28 120837.32 162035.40 41198.08 \n", "29 1.29 120580.41 162100.35 41519.94 \n", "30 1.30 120297.70 162139.50 41841.80 \n", "31 1.31 120014.99 162178.65 42163.66 \n", "32 1.32 119732.28 162217.80 42485.52 \n", "33 1.33 119449.57 162256.95 42807.38 \n", "34 1.34 119166.86 162296.10 43129.24 \n", "35 1.35 118884.15 162335.25 43451.10 \n", "36 1.36 118601.44 162374.40 43772.96 \n", "37 1.37 118318.73 162413.55 44094.82 \n", "38 1.38 118036.02 162452.70 44416.68 \n", "39 1.39 117753.31 162491.85 44738.54 \n", "40 1.40 117470.60 162531.00 45060.40 \n", "41 1.41 117187.89 162570.15 45382.26 \n", "42 1.42 116905.18 162609.30 45704.12 \n", "43 1.43 116619.02 162645.00 46025.98 \n", "44 1.44 116297.16 162645.00 46347.84 \n", "45 1.45 115975.30 162645.00 46669.70 \n", "46 1.46 115653.44 162645.00 46991.56 \n", "47 1.47 115331.58 162645.00 47313.42 \n", "48 1.48 115009.72 162645.00 47635.28 \n", "49 1.49 114687.86 162645.00 47957.14 \n", "50 1.50 114366.00 162645.00 48279.00 \n", "\n", " Service Level % \n", "0 91.90 \n", "1 92.55 \n", "2 93.17 \n", "3 93.75 \n", "4 94.28 \n", "5 94.76 \n", "6 95.21 \n", "7 95.63 \n", "8 95.99 \n", "9 96.30 \n", "10 96.61 \n", "11 96.89 \n", "12 97.18 \n", "13 97.46 \n", "14 97.74 \n", "15 98.02 \n", "16 98.29 \n", "17 98.54 \n", "18 98.74 \n", "19 98.87 \n", "20 98.99 \n", "21 99.12 \n", "22 99.24 \n", "23 99.34 \n", "24 99.41 \n", "25 99.48 \n", "26 99.53 \n", "27 99.58 \n", "28 99.63 \n", "29 99.67 \n", "30 99.69 \n", "31 99.71 \n", "32 99.74 \n", "33 99.76 \n", "34 99.79 \n", "35 99.81 \n", "36 99.83 \n", "37 99.86 \n", "38 99.88 \n", "39 99.91 \n", "40 99.93 \n", "41 99.95 \n", "42 99.98 \n", "43 100.00 \n", "44 100.00 \n", "45 100.00 \n", "46 100.00 \n", "47 100.00 \n", "48 100.00 \n", "49 100.00 \n", "50 100.00 " ] }, "execution_count": 82, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": "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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "image/png": "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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "multiplier = list(np.arange(1.0,1.51,0.01))\n", "revenue_list = []\n", "cost_list = []\n", "profit_list = []\n", "service_level_list = []\n", "for x in multiplier:\n", " human_buffer_multiplier = x\n", " comparison_df['max_human_buffered_satisfied_units'] = np.minimum(comparison_df['predicted_demand_units']*human_buffer_multiplier, \n", " comparison_df['demand_units'])\n", "\n", " revenue = comparison_df['max_human_buffered_satisfied_units'].sum()*unit_sale_price\n", " cost = (human_buffer_multiplier*comparison_df['predicted_demand_units'].sum()*unit_cost)\n", " profit = (comparison_df['max_human_buffered_satisfied_units'].sum()*unit_sale_price) - (human_buffer_multiplier*comparison_df['predicted_demand_units'].sum()*unit_cost)\n", " service_level = comparison_df['max_human_buffered_satisfied_units'].sum()/actual_demand_units\n", " profit_list.append(profit)\n", " revenue_list.append(revenue)\n", " cost_list.append(cost) \n", " service_level_list.append(service_level)\n", " \n", " \n", "profit_df = pd.DataFrame(data={'Buffer Multiplier Value':multiplier,\n", " 'Profit':profit_list,\n", " 'Revenue':revenue_list,\n", " 'Cost of Goods':cost_list,\n", " 'Service Level %':service_level_list})\n", "\n", "profit_df['Service Level %'] = (100.*profit_df['Service Level %']).round(2)\n", "\n", "profit_df.plot(x='Buffer Multiplier Value',y='Profit')\n", "profit_df.plot(x='Buffer Multiplier Value',y='Service Level %')\n", "\n", "profit_df" ] }, { "cell_type": "code", "execution_count": 83, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 83, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": "iVBORw0KGgoAAAANSUhEUgAAA5AAAAE9CAYAAAB9UY09AAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjMuMSwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy/d3fzzAAAACXBIWXMAAAsTAAALEwEAmpwYAABsxElEQVR4nO3deVxU9foH8M+ZMwMzyDKowKBoLrll4oKa2w2XEhWUQnEL02tpmUb9Sk1LMc0WzeympRlZmVpGSmrueruadUMrl1wyE7fcEBRQZAZmzpzfH14ncWYA2c7M8Hm/Xr5ecc7M4Zkn4Mwz3+URZFmWQURERERERFQCldIBEBERERERkXtgAUlERERERESlwgKSiIiIiIiISoUFJBEREREREZUKC0giIiIiIiIqFRaQREREREREVCpqpQNwNVarFZJUvs4moiiU+xqeiHmxx5zYY07sMSf2KionGo1YAdFUH7xHVg7mxB5z4hjzYo85sVcROSnu/sgC8g6SJCMnJ79c19Drfcp9DU/EvNhjTuwxJ/aYE3sVlZOgIL8KiKb64D2ycjAn9pgTx5gXe8yJvYrISXH3R05hJSIiIiIiolJhAUlERERERESlwgKSiIiIiIiISoUFJBEREREREZUKC0giIiIiIiIqFRaQREREREREVCosIImIiIiIiKhU2AeSqASiqIIJAiyyDLUgQAsZkmRVOiwioiJkWcbUqVPRpEkTPPHEE5AkCW+++SZ++OEHSJKE0aNHY9iwYQCA06dP4+WXX0ZOTg58fHwwZ84cNG7cWOFXQESkDEkjosBi/97OW31zrM3dzpmuF8AqCLZzolmye055sIAkKoYoqnDRaMFTK37FuWwjwgJ1WJIQgVCdGpJkZXFJRC4hPT0dM2fOxMGDB9GkSRMAwKpVq3DmzBls2LABN27cwJAhQ9CyZUuEh4dj4sSJGDlyJPr3749du3YhMTERGzZsgPC/NxxERJ7IWaEoW2R0n7fL7viuiZEAgEg3P+djd7R8WEASFcMEwVY8AsC5bCOeWvErPh4RgcvZ+Qjw12H8F/scFpdERFVl5cqViIuLQ506dWzHduzYgcGDB0OtViMgIADR0dFYv349QkJCcPLkSURHRwMAIiMjMXPmTBw9ehQtW7ZU6iUQEZXa7YXgnaNtgPNRugKL1WGR9Z//FWB3ulHgfOTOXc5VBhaQRLCfpuoNK36/eB16vc5WPN5yLtuIXJMFRgh4+X/F463jT634FSljOkGjxIsgomorKSkJAJCWlmY7dvHiRYSGhtq+NhgM+OOPP3Dx4kUEBwdDpfp7G4SQkBBcunSpxAJSFAXo9eX7LFsUVeW+hqdhTuwxJ45Vp7zkmswwmu0LQZ1GBbPZcSG4e3IPAI5H4jY/9w9YJNnh93L2uf+1AovT+NzlnEqlgt7P2+n5smABSdWeo2mq8+Jb452dJ/F098YICyxaRIYF6lC7hhdq1fByWFxm5ReiIK8AjYN9Ob2ViBQjy/ZvlFQqFaxWx3+HRFEs8ZqSJCMnJ79ccen1PuW+hqdhTuwxJ455Wl6KW3vobLRw54uRsDr4+wYAV/IKYHV8CrlGM5xN0hednAgppvByl3NWq7VMPzNBQX5Oz7GApGrP0TTViV8fxOLh7eCvFrAkIcJuDWSg5uaIpaPi8lKuCYt3pmNqv+Z4IeUgp7cSkSJCQ0ORmZlp+zojIwMGgwF16tRBVlYWZFm2rXm8dY6IqCzKugmNsyJx2/P/gOSkErx0vcBpHGZJhspJj4kQP2+onBSKztZ/O3u8O52rDCwgqVrLK7DghmB1OJIY4KOBzmqFn6hCyphOdiOJWlHlsLisoZKRFNMCz646wOmtRKSYXr16Yc2aNejRowfy8/OxceNGzJw5EwaDAfXr18emTZsQHR2N3bt3Q6VSoWnTpkqHTEQurCyjhcVt7rLh2W6wOikSr+abncbh5612WjAF+3k5fV5xRZaXWmWL9Xa3CmB3O3f7bBNvtQrgLqxEZXP7OkdRAH76MxOztxzHnEHhDkcS1f/7NEqSrNAAtsLv1q+gJFkRqlM7LC5VXhqHRanRIkEj/B1LRl4BVKLI6a1EVOGGDRuGs2fPIjY2FmazGUOGDEHHjh0BAPPnz8f06dOxePFieHl54b333iuyJpKIqqeyFolOZpTiyg2z05HEvAKL0ymlNX00UDup+Hy9S55u74y3k0JRBRk+jl7E/wovh6tOXfic3s/772mrFVw8AiwgqZpwtM5xzsBw9LkvGEHejkcStZBR0q+cs+JSLTie3noi8wb2nMjEI+3q4Rnu3kpEFeytt96y/bdarcYrr7zi8HENGjTA8uXLqyosIqpiFT2ldMtz/3C67vDStQI4qR8hyzI0ThYYGvy84axz0K04nbm9ELQbbYPzUTrRLBVbgFHpsICkasHROseX1vyGlDEPQPO/fo6ORhLLSgvZrij9MKEdfk7PQucmQbbi8VYsnN5KREREd6Oip5R+O6ErLE5GC3OMzqeU6rxEiE4qwdq+zqeUltR21tlo4Z2FoKPRNhaJlYsFJHm86yYL8gXJ4ZRSi3xz9NDZSGJZOZveGtMiBDcEwUksMgtIIiKiaqi0I4a39zyULTK6O9mlVHIyWpiVVwgnnSxwo1ByOm20dg0vqJxUfAHaspcTpS0Si2AhqDgWkORRivZzBNJOZGHW5j9KXOdYGZwVpV4qldPdW7WyFWGBPmz/QUREVI2UZcTwuxftCy+g+F1KBUGAsyWEof7OW0E4m4Z6S3GFIMAppZ6GBSR5DGfrHHu3CEKwVizzOseK5mh667+GtMFbm3+HLANT+7XA818d4PpIIiIiD1LcKKNsdnyPv3LD7HTtobN+h75eIkQnI4m1apR9rlN5RgtZJHoWFpDkMap6nWNZ3T691SoAKvlmUTmjd1OYVCpb8XjrNXB9JBERkXsoy7rE1U93drr2UJZlp8Wg6GSfGT9OKaVKxgKSPILJLOF6oeN+jpW1zrE8bsWi1/sgJycfEgCDvxZGlcrhayj83+OLTtHl9FYiIiJX4qxI3PhsNxQ6uV+LKgFaJ7uOFrsJjdMmGJxSSpWLBSS5nTvXOR76KxuvbjyGV2Pvr/J1jhXNWfuPPzPz8NflPHS8tzaeXsn2H0REREpxOsooqmBxUmhdL7A4HUms6VO2OUZenFJKCmEBSW7F2TrHiPqB8FXBZdY5lpWj9ZGLHmuHdb+eK1I8ApzeSkREVFnKMhX1q6c6wclyRYT4ecNJ/Wi7bmlGDG/veaiCDB9H35CFIFUyFpDkVpytc/xqzAPwcqF1jmXlrP3H013uwTUZbP9BRERUBZwViZsTu8HspA+GVi3Cy8lupcUVjwBKPWLoqOchUVWr1AJSlmVMnToVTZo0wRNPPAGTyYSZM2fi8OHDsFqtCA8Px4wZM6DVanHmzBm8+uqruHr1KsxmMwYNGoTRo0cDAA4ePIiZM2fCaDQiODgYb7/9NoKDgwEAH374IdauXQtJkjBgwABMmDABgiDg6tWrmDx5Mi5cuACVSoVZs2ahXbt2lflyqZJZrDJyzRaHRdStv+WutM6xrJy9Bp1adDJFt6ojJCIicn/F9l50cBwAck0WpysP9bri31YXO8rIYpDcSKUVkOnp6Zg5cyYOHjyIJk2aAAAWL14MSZKwbt06yLKMSZMmYcmSJXjuuecwZcoUxMXFIT4+HtevX8egQYPQokULREREIDExEfPnz0dERAS++OILvPLKK0hOTsauXbuwZcsWpKamQhRFPPHEE2jcuDH69euHmTNnon379nj66afx+++/Y+zYsdi2bRt0Ol1lvWSqYLevdSwwS3hvx5/o37au269zLCtH01vnDAzHpz+cwvB2deHrzQkFREREpeVslPHbCV1hctJWI6iGF9TF9ETkLqZUHVTaO86VK1ciLi4OderUsR3r0KED6tatC5Xq5nzuFi1a4MSJEwCAQYMGoV+/fgAAPz8/1K9fHxcuXICXlxd8fX0RERFhe9wbb7yB7OxsbN++HTExMfDxufnrGBcXh/Xr16N3797YuXMnZsyYYfs+DRo0wO7du9G7d+/KeslUgRytdXx7UDggSW6/zrGs7Ke3At8dzcAnP53BxiMZWDCoFerU8nXb6btEREQVrSyjjDcKJXg56ZFRXPEIlDwVlcgTVFoBmZSUBABIS0uzHevWrZvtv8+fP49ly5bhtddeAwAMHDjQdu7777/H/v378frrr+Pnn3+GwWCwnfPy8kLNmjWRkZGBixcvonPnzrZzBoMBGRkZyM7OhtVqRc2aNW3nQkJCcOnSpYp/oVQp8mXYrXWctPo3pIzpBC1kt17nWB53Tm+NahaEUD9vfLHvPAoEFQYnp3GHViIiov8pbi2jyUkBWa4Nb1goUjWgyJy3w4cPY8KECUhISECPHj2KnPvmm2/w1ltvYcGCBQgODrbtNHUnURQhO9h56vbdqRw9pySiKECvd/jZUamJoqrc1/BEpcmLLMvYeOgSwmr5OFzraBUAP18t/Coz0CpUET8rD+p9cN89NRG/5Ce7HVpTx3VBoJ+2IkKtMvz9scec2GNOiKg8ck0WqJwsf1EJnIpKVJwqLyA3btyImTNnYvr06ejfv7/tuCzLmDNnDrZu3YrPPvsMLVq0AACEhoYiMzPT9jiz2Yzs7GyEhITYncvIyIDBYECtWrUAALm5uQgICLCdCwkJKTE+SZL/3t2qjG41h6eiHOXl9nWOZosVS3adQMq+C1j2zw4O1zqqZHhUbivqZ8WsUjksuE1mCTkF5nJfvyrx98cec2KvonISFOQpH0cRVV/FTVMtLHBc1NWu4QVNMdNRWSQSOVelBeSWLVswe/ZsLF26FK1atSpy7vXXX8f+/fuxZs2aIlNPW7dujZycHOzbtw/t2rXDmjVr0KZNG/j7+6NXr154//33MXjwYKjVaqSmpiIuLg5qtRrdu3fHV199hbFjx+LYsWNIT0/HAw88UJUvl0rgaJ3j3EHh6NygJu6r7VNt1zqWhVoQHBbcstVJQyoiIiIP4Wya6ppxnZ223NCIAqeiEpVRlRaQ8+fPhyzLmDZtmu1Yu3btMHbsWKxYsQJ16tTBP//5T9u5xx9/HAMHDsT777+PWbNmwWg0Qq/XY86cOQCAnj174vjx44iPj4fZbEavXr3wyCOPAABmzJiBadOmISYmBoIgYO7cufDz4yfNrsQI+3WOk/+3zhGS5LAfItfzOeZoh9a5A8Px6rdHMLbzPbi3dg2lQyQiIqpSVivgr3X+VpejjERlI8iOFhJWY2azxCmsleT2vOw5nQ1DkC8GffiT3eO+n9QdOifrWD1NRf6s3D4dWC0IyMy5gSe/OACjWcKSoW3QMMTfLYpx/v7YY07scQqrMniPrBzMib27yckNCOj+jv0I5M6JkdCqVU6nt4puWCjyZ8Uec2KvInJS3P2RjeOo0t0qbDLyCmCBgGU/nsKnaWfx6aj21banY2W4c4fWOn5afDKsDRb/9wygUXOHViIicluO1jnKAG6YLLjhpBAUwFFGosrAApIqlcN1jgPD0aiWD+6rxXWOlc3gr8XUvs0xbOleux1aU8Z0shWbRERErszZOsdVYzsVuxkOEVU8FpBUqUwQ7Nc5rrm5zlHFdY5VQhYEhzu0WmSZBSQREbm1QJ0GAVo1N8MhqkIsIKlSXSuwFFu83Dntkn/mK56zHVr5gS1R9bB8+XKsWLECWq0WjRs3RlJSEgDg1Vdfxe+//w4fHx/ExcVhxIgRCkdK5JzFya7iWo0KooXTVImqEgtIqhRmyYr5/0nHw+F1uM5RYY52aJ0zMBzvf3cCYzvVh683/wwQeaq0tDQkJycjJSUFBoMBa9euRVJSEnQ6HXx8fLBp0yZIkoTx48cjLCwMPXr0UDpkqsZuX+doul4AqyDAKgPZ+YUodNKOg4iqHt85UoW4fQdQyDLe//4kVh+8iHuDfbnOUWGSZLWbKvzrqStI2XceNwosmBjVDBAETiEm8kBHjhxBly5dYDAYAAC9e/fGtGnTUL9+fcyYMQOiKEIURXTv3h1bt25lAUmKKm6do04jKhARETnCApLKzdlGOd3vrY0O9fQQRRVSxnSCVQBUMlikKODOqcKd6uux9LG28PLWYPj/Ntjh7qxEnic8PBzLly/H+fPnUbduXaSmpsJsNqNNmzZYt24d2rVrh8LCQmzduhUaDVdFk2uqXcMLvt4i1zkSuQgWkFRuxW2UA0myFS+3etLwz7xraBoaYGvtAXB3ViJP1KFDB4wfPx4TJkyAIAgYOHAg9Ho9Jk2ahHnz5uHRRx9FUFAQunbtiv3795d4PVEUoNc7XG1WaqKoKvc1PA1zctO1O/ZMuMVbI6JWDe8qjsY18WfFHnNir7JzwgKSys1ilbnLpxuyyPz/RuTp8vLy0LFjR8THxwMAsrKysGDBAuTn52PSpEnQ6/UAgI8++gj169cv8XqSJJe7OTWbfturTjlx1M/RIsm4fL0Agsrx/ghWq7Xa5Kck1elnpbSYE3sVkZOgID+n51hAUrlcM5lxqcDKjXLckLPdWa1OdrojIvdz+fJljBo1Cps2bYKvry8WLVqE6OhofPXVV8jLy0NSUhKysrLw9ddf45133lE6XKoGnK1z/GpsJ9Tgpm5EboG/qVRmJ6/cwMS1RxDsr8XCoW3x7Kr93CjHjTjanXXuoHC8vvEo/i+yEYJ8OV2IyN01atQIY8eORXx8PKxWKyIiIpCUlASLxYLJkycjJiYGsixjwoQJCA8PVzpcqsaC/byh06hs6xxVKhWs1psjlVznSORaWEBSqd2+02p+gQXv7jqFG4USxnW5B/f4eRXZ5ZMb5bg+R7uzXriShx/Tr+LE5RtYMiQcgT5eSodJROWUkJCAhIQEu+OLFi1SIBqqziSrjHwn7w1UAiCa/+7nqPfz/nsKHotHIpfCApJKxdFOq/PiW6OWRoBeq7Hb5ZN/6t3Dnf/f7tHr8G5cSySuOYz3fziNSVHNIQvghwJERHRX7lzrWGixItdkgb+Oq+yJ3B0LSCoVRzutTvz6oG2nVfIc7cL0+GhYG6i9NRi2dA9bfBAR0V1zttbxuxftW3EQkXthAUmlwp1Wq5cmbPFBRESVQKthP0cid6dSOgByD9n5hQgL1BU5xp1WPVdxLT6IiIiKI8sy8gocF4NmiwQfWbb7J7J4JHIbLCCpRNuOXcar3x7F/MGtbUXk7Tutkue51eLjdmGBOoj8vICIiIohWWW88590XC+wKB0KEVUSFpBUrP3ncvHqlj8gW62o73tzp9XvJ3VHyphOXA/nwW61+Lj9A4M5A8OxMu0MrByFJCIiB0xmCVO+PYqv9l9ADS9R6XCIqJJwDSQ5depKPiauO4I6/lrMi20JEYAoSdxptRpw1OJj2+ELWPT9KVzONWFyr3shcPoyEVG1dvtOq1YZuGq24umeTfBiVHME+XpxrSORh2IBSUXc6vVYKFmRJwNtwgLwQvdGCOC229XOnS0++jUPxsnMG/j853O4N9gXA9rWhUVmiw8iourK2U6ruyZGFunpWASLRyK3xwKSbBz1elw0vB3CamhYHBAEQcCEfzRELV9vtLqnJgYns8UHERERUXXDNZBk46jX4zNf7IMJnKpINwmCgPgO9fDSmt/sWnzw54SIqHrhZ4ZE1RNHIMmmuNYNnMBKt1hk8OeEiKiau26y4KrETdWIqiOOQNLfZJm9HqlEzlp88OeEiKh6MJklvLj2MCxWFpBE1RFHIMnmq71nMWdguG164u29HrnknW651eLj9rWycwaG4/Bf2Whbx1/p8IiIqBJZrDKmbzqGA+evQa9Vc6dVomqIBSQBAPaeycYH35+CXqcp0rqBu2vSne5s8aEC8O7241j320W880hLdGlYU+kQiYiogtzeqgMAcgolW6uOWhoV4Kg3MItHIo/GApJgMkt4c8efqKfXok+zIGjY65FKcGeLj/FdG+DQ+VxMXn8U78Xdj4h6egWjIyKiilJcqw6HxSMReTyugSQk/3QW53JMePnhptBqRKXDITfkp1Xj/UGtUMdfi8/2nkOuBBhVKphFEaLIPzNEREREnoIjkNXcH5fzsPKXvzDg/hC0r69XOhxyY4E+Xvj4sTa4bJIwatnP7BFJRERE5IE4NFCNSVYZr287jgCdBokPNlI6HPIAOp03Jq1mj0giIk9hZqsOIroDRyCrIVFUwQQBuWYznu/dDNZCMwJ07OBH5cdeokREniPrRiGuy/wAkIiKYgFZzYiiCheNliItGJYkREAUVZxiSOV2q0fk7UVkWKCOUx2IiNyMySxh0rojSHyoKXb834PQiEULSbbqIKq++L6umjFBsBWPAKcYUsW61SMyLFAHALYekR/uPAEzP6AgInILsixj9rbjOHzxOrJzjQhQAT6yXOSfyOKRqNriCGQ1wymGVJnu7BGpFgT8fDILK34+h6y8Qszs2wwqgR9WEBG5so/TzmLrsUw8060BejaprXQ4RORiWEBWM6IAh1MM1XxTTxXkzh6RXe4JxDPdGmDRD6fRJiwAA9qG2YpLLWROnSaqZMuXL8eKFSug1WrRuHFjJCUlwc/PD7NmzcLPP/8MAIiMjMTkyZMh8F5QLUkaEQWWm3+LjWYret4fiui2dRHi6w1YONJIREWxgKxm0v7MxJyB4XhpzW9F1kBqIYO3CKosozrWg9ZLRKt7amJwchpbfBBVkbS0NCQnJyMlJQUGgwFr165FUlISunfvjlOnTuHbb7+F1WrF0KFDsWXLFvTt21fpkEkBBRYrIuftsju+a2IkfBSIh4hcG9dAViPXTRa8tuU41u87h5QxD+D7Sd2RMqYT38BTpRMEAYPa17N9cAFw/S1RVThy5Ai6dOkCg8EAAOjduze+++47FBYWwmg0orCwEIWFhTCbzfD29lY4WiIicgccgaxGPtlzFrlGM/rfFwLN/6YZAuDII1UJiwyuvyWqYuHh4Vi+fDnOnz+PunXrIjU1FWazGT169MD27dvx4IMPwmKxoFu3bujZs2eJ1xNFAXp9+cakRFFV7mt4GqVzYrxmcnhcpVJB76fMBwtK58RVMS/2mBN7lZ0TFpDVxLkcI1btO4+YliFoFuKrdDhUDTlr8cH1t0SVp0OHDhg/fjwmTJgAQRAwcOBA6PV6fPTRR6hZsyZ+/PFHFBQU4JlnnsEnn3yC0aNHF3s9SZKRk5Nfrpj0ep9yX8PTKJkTWZaRXeB4FpLValUsLv6cOMa82GNO7FVEToKC/Jye4xTWamLB96egEQU8062B0qFQNeWoxce8+NYQLBaFIyPyXHl5eejYsSO++eYbpKamIioqCsDNtZEDBw6El5cX/Pz88Oijj2LPnj0KR0tKWLX/AoxsyUFEd4EjkNXAr3/l4D9/ZmFc1wao7cs1LqSMO1t85BdYMPWbwwjx9cKsvs24+yNRJbh8+TJGjRqFTZs2wdfXF4sWLUJ0dDTy8vKwefNmdOrUCWazGd999x1at26tdLhUxfaeycZ7O9OxonFt7JoYaXfeW60CWFwS0R1YQHo4ySrj3Z0nYfDzxvCIukqHQ9Xc7S0+dBoVHqgfgA9/PIOmQTUwokM9pcMj8jiNGjXC2LFjER8fD6vVioiICCQlJcFoNGL27Nno06cPRFFE586dMWbMGKXDpSp0PteIlzf8jvo1fRCqE+Ejy/YPYvFIRA6wgPRQoqiCCQKuWSx4IaoZpAIztBpR6bCIihj9QH2cyLyBhd+fQqPaNdC1YU2lQyLyOAkJCUhISChyTKvV4p133lEoIlLC7b0eZRmwqNX46PH2MPh5wwcOikciIidYQHogUVThotGCp1b8WqTfniiq2K6DXIogCEjq0wxns4346sAFtG5QEwV5BVCJ4s3epPx5JSKqEMX1emT9SER3gwWkBzJBsBWPwN/99lLGdGK7BHI5Oo2I9weHI6vQihGf/lzkQw/2KCUiIiJyLdyF1QNZZNlpvz0iV+RbQ4vJq3+z+9DDBG6sQ0RERORKWEB6oFv99m7HfnvkyvihBxFR5bJI/HtKRBWDBaQHMhkLMHdgeJF+e0sSIqDlIgdyUfzQg4io8lw3WXDVaFY6DCLyEFwD6YGW/HAaf2blY8XojlCpBKgFgRuSkEvTQsaShIgiGz/NGRiOC1fycI9eV/IFiIjIIckqY9qm3zGyayNsf/5BeKmLfjDHXo9EdLdYQHqYS9dMSP3tIqLvC0ENyID15qgjbw3kyiTJilCdGiljOsEqAFbJilnfHsXB87lY9lhbBPl6Kx0iEZFbWvzjafz3VDYiG+eiXUiNmz08bsfikYjuEqewephP9pwFADzRqb7CkRDdHUmyQiNJCPH1hk6W8cQD9ZFXYMGkdUdtvcuIiKj0th27jGV7/0JceCjiWtdROhwi8hCVXkDKsowpU6Zg6dKlAACTyYSpU6eif//+iI6OxtSpU2EymQAAV69exZNPPol+/fohJiYG+/bts11n586d6N+/P6KiopCYmIi8vDwAgCRJmD17Nvr06YOHH34YX375pe05p0+fxvDhw9GvXz8MGjQI6enplf1yFXUux4j1hzPwSKtQGPy1SodDVC73BtXAzL7NceTSdXyx7xzMogpGlQpmUYQo8rMvIqI7SRoR+YKAfEFArhVoXFePNeM6Y1Lf5kqHRkQepFLfhaWnp2PkyJHYvHmz7djixYshSRLWrVuH9evXo6CgAEuWLAEAzJw5E+3bt8emTZvw9ttv47nnnoPRaMTVq1cxdepULFy4EFu3bkW9evUwb948AMCqVatw5swZbNiwAatXr8ayZcvw22+/AQAmTpyIYcOGYdOmTXj22WeRmJgI2YN3dfw47SzUKgH/fKCe0qEQVYgeTWpjRr9m6NosBIOT9+DBt3dicHIaLhotLCKJiO5QYLEict4uRM7bhYfe/R5DP0rDwMU/oZB7IBBRBarUd2ArV65EXFwc+vbtazvWoUMHjBs3DiqVCqIookWLFrhw4QIsFgt27tyJwYMHAwBatGiBBg0aYPfu3fjhhx/QqlUrNGjQAAAwbNgwfPvtt5BlGTt27EBcXBzUajUCAgIQHR2N9evXIyMjAydPnkR0dDQAIDIyEkajEUePHq3Ml6yY01fzsfloBga2DuV6MfIoUfeH4qU17BFJRERE5AoqtYBMSkrCI488UuRYt27d0LBhQwDA+fPnsWzZMvTp0wfZ2dmwWq2oWbOm7bEhISG4dOkSLl26BIPBYDtuMBiQl5eHGzdu4OLFiwgNDS1y7tKlS7h48SKCg4OhUqnsrueJkv97Bt5qFUZ25OgjeRaLDPaIJCIiInIRiu3CevjwYUyYMAEJCQno0aMHMjIyHD5OFEVYrY6nXqhUKodTUlUqldPniKJYbFyiKECv9ykh+uKJoqrc1ygNWZaRY7LgRqEFAzvWR9emQWhUR1/p37esqiov7oQ5sXdnTmSjGWGBuiJFZFigDlqNCL2ueqz15c+JPeaEyF5+IXdUJaLKp0gBuXHjRsycORPTp09H//79AQC1atUCAOTm5iIgIAAAkJGRgZCQEPj6+uLgwYO252dkZCAgIAA+Pj4IDQ1FZmZmkXMGgwF16tRBVlYWZFmG8L9m5LfOFUeSZOTk5Jfr9en1PuW+RklEUYWLRkuRvnkfPtYO16+bXLbfY1Xkxd0wJ/buzIlaVNn1iJw/uDUEswU5BdWjMTZ/TuxVVE6CgvwqIBoi5R08nwtff/bNJaLKV+W7UGzZsgWzZ8/G0qVLbcUjAKjVanTv3h1fffUVAODYsWNIT0/HAw88gG7duuHgwYM4ffo0gJsb5/Tq1QsA0KtXL6xZswYWiwXXrl3Dxo0b8dBDD8FgMKB+/frYtGkTAGD37t1QqVRo2rRp1b7gSmKCYHtDDdyc0vf0yn1cF0Ye5/Yekd9P6o4PH2uHNzcdw8KdJ5UOjYjIJVy+XoCXvv0d+YUW/OfFSOyaWPSft5qbjhFRxanyEcj58+dDlmVMmzbNdqxdu3aYMWMGZsyYgWnTpiEmJgaCIGDu3Lnw87v56fCbb76JxMREmM1m1K9fH3PmzAFwc0Ods2fPIjY2FmazGUOGDEHHjh1t32v69OlYvHgxvLy88N577xVZE+nOLLLsdF2YRqGYiCqLJFmhAaABoPMW0aimDp///BfuDfJB3xYhSodHVOGuXbuGTz/9FCaTCQkJCahbt67SIZGLKrBYMWn9URgLJfjIMnwhA3eu7jFzaisRVRxB9uS+FmVgNktuMYXVLIoYnJxmty4sZUwnaCTXvFFwGp495sReaXJilqyYsPoQjly6jo+GtMZ9Bs+ehsifE3uePoV1ypQp6Nq1K1QqFZYvX45Vq1YpHRIA97lHupu7yYmkEVFg+XupSo7RDKPZikCdGjU9aKSRPyeOMS/2mBN7FZGT4u6PnvOXpprRQsZ7Q9ogLPDmeoewQB2WJERAa/exI5Hn0YgqvNW/BWr6aPDZz3/BKAgwqlQwiyL7Q5Jbeu+991BQUGD7Ojs7G1FRUXj44Ydx/fp1BSMjV3N7r8fIebsQ+8F/MfSjNGg1xW8SSERUURTbhZXK54bJjHe3/4G3B4Wjrl4HtSBAC9llN9AhqmiBPl5YPKQ18mUBw5futW2wsyQhAqE6NX8XyK00bNgQI0eOxD//+U9ERUVh+PDhGDBgACRJwujRo5UOj4iIyIYf1bupbccy8UP6VeTmGqGzWqGRJL5hpmonOLAGJq/5rchmUk+t+JWbSZHbGTBgAD7++GMcOHAAY8aMQVhYGLZs2YLt27dj2LBhSodHRERkwxFINyTLMlbtP497a9dAu7AApcMhUgw3kyJP4uvri5deegnp6emYM2cOGjdujGeffRY+Pux3SX/jzhVEpDSOQLqhA+ev4c/MGxjcto6txyVRdaQWBNs64FvCAm9O6SZyJ2vWrMHDDz+MqKgonDlzBh999BFat26NUaNGYe3ateW69vLlyxEVFYXY2Fi88MILyMnJQWJiImJjY23/IiIi8PTTT1fMi6FKlWuyKB0CEVVzHIF0Q1/tPw9/rRp9WwQrHQqRorSQsSQhwtYTNSxQh7mDwpFz3YQgH45Bkvv47LPPsGnTJphMJowaNQo9e/ZEnz59EBkZiSVLlpT5umlpaUhOTkZKSgoMBgPWrl2LpKQkLFiwwPaY3377Dc899xxmzJhRES+FKtG6QxcRFuyPDRO6wk9b9C2ct1rFdh1EVCVYQLqZS9dM2PlnFoZHhHHHNar2JMmKUJ0aKWM6wSLLsFplTFt7COezTfhkeBv4evNPHLkHb29v7NixA0ajEXq93nZcp9Ph+eefL/N1jxw5gi5dusBgMAAAevfujWnTpqGwsBBeXl4oLCzElClT8PLLLyM0NLScr4Iq09FL1zH33yfQpm4AFgxsBfHOuawsHomoinAKq5tZc/AiZACD2tRROhQilyBJNzeR0lmtqAEZj7ULw9nsfEzfdAySlYuFyD28++67OHjwIM6cOYO33nqrwq4bHh6OtLQ0nD9/HgCQmpoKs9mMnJwcAMDq1asRHByMhx9+uMK+J1W8nHwzXlp/FDV9vPB6dAuIKk7TJyLl8ON5N2IyS/jmt4t4sHEt1AnQKh0OkUtqX1+PF3vei7n/PoFvj2YgunVdWGSZrW7IpdWrVw9Tpkyp8Ot26NAB48ePx4QJEyAIAgYOHAi9Xg+N5uYU72XLlmHWrFmlvp4oCtDry7epjyiqyn0NT3NnTnJNZhjNN/9WyQDyBAv+NawtQgO0qONfPe7//DlxjHmxx5zYq+ycsIB0I9v+yESuyYIhbesqHQqRSxvUOhQFkhX31QvE4OQ09oikaisvLw8dO3ZEfHw8ACArKwsLFiyAXq/H0aNHYbFY0LFjx1JfT5Jk5OTklysmvd6n3NfwNHfmJF8QEDlvl93jdk2MrDa548+JY8yLPebEXkXkJCjIz+k5TmF1E7Is46t959G4tg8i6rF1B1FxBEHA4I718RJ7RFI1d/nyZYwYMQJ5eXkAgEWLFiE6OhqCIGDv3r3o1KkTd/MmIqK7wgLSTRw8fw3HM29gcNu6vNkTlYIkw2mPSKLqolGjRhg7dizi4+MRFRUFk8mEyZMnAwDOnDmDunU5o4WIiO4Op7C6OFFUwQQBwbV98fHjEWhZm3O8iUrjVo/I24tI9ogkV/Xpp58We/6f//xnma+dkJCAhIQEu+Ns2+G6uP8XEbkyFpAuTBRVuGi0FOlxd3MNl8g1XEQlcNQj8t3BbeANK/jbQ67m+PHjSodALkKyysgpsCgdBhGRUywgXZgJgu3NL/D3Gq6UMZ3AFulExbuzR+SVvALM2vA7et1bC0PacdoeuZY333yzyNfXrl2Dv7+/QtGQkhb/eBqdmwZjc2I3+HgV7ffsrVax3yMRKY5rIF2YRZa5houoHG7vEVlHp4a/l4h3d6Zj75lspUMjcujUqVOIjo5GdHQ0MjIy0LdvX6SnpysdFlWRbccuY9nev7DttwuorVHBR5aL/BNZPBKRC2AB6cJureG6HddwEZWNShAws18z3FPTB1M3/I5zOcaSn0RUxV577TW8/PLLqFWrFkJCQpCQkICkpCSlw6Iq8EdGHmZtPY42df0xsWdjpcMhInKKBaQL00LGu4Pb2IrIW2sgteAIJFFZ1PBS451HWkIAkJx2FiaVCkaVCmZRhCjyzyEpLycnB127drV9/dhjj9lacJBnkTQi8gUB+YKA87kmeNXwxvInOuL94e2g4d8jInJhXAPpwq4bzZi39Rjmx7eGIUALtSBAC5kb6BCVQ5heh/cHh0PlpcGwj/fcsUGVmr9fpLiCggJbu6bMzExYrfyZ9EQFFisi5+2yO75rYqQC0RARlR4/4nJh//kzC3tOZyM31wid9eZaLr65JSq/xoYAvLTmN7sNqkzg9HBS1rBhw/DEE0/gypUreOeddzBkyBAMGzZM6bCIiIhsOALpwjYczUCYXovWdbkTH1FFKm6DKu5wTEqKj49HgwYNsHPnTlgsFsyaNQvdunVTOiwiIiIbFpAu6tI1E349m4MxXe6xTWUioopxa4Oq24tIblBFruCdd97B4MGDMWnSJKVDoUrGCUVE5K44hdVFbTp6GTKA6PtClA6FyONoIWNJQkSRDareHhSOAlOhwpERAQkJCXj88cexYcMGFBbyZ9ITSVYZOUaz0mEQEZUJRyBdkCzL2Hg0A+3CAlAnQKt0OEQeR5KsCNWpkTKmEyyyDLPFiinfHEJhoYTFg8O5AyIp5sUXX8T//d//Yffu3UhNTcXbb7+NqKgovPzyy0qHRhXos71n0aZhbWxO7AYfLxEqlcq2WZK3WgWw3yMRuTC+S3JBhy5ex9lsI6JbcvSRqLJI0s2NqXRWK/xVQOx9ITh44Rrm/vsEZJmtckg5KpUK999/P9q2bYuAgAD88ssvSodEFejAuVwk//cMvvnlLGqpBfjIMgx+3vCRZfjIMkQWj0Tk4jgC6YI2HsmAVq1Cr6a1lQ6FqNqIahGME1k38Nnev9C1cS10bRoMiyyzfQ5VqW3btiE1NRUHDhxAnz598Oabb6Jly5ZKh0UVJNdoxrRNxxAaoMWUh5pwjwMickssIF1MgcWK7X9kokeT2qjhxf89RFVpXLcGkAWgTm1fDE5OY49IqnKffPIJBg8ejHfffRc6nU7pcKicJI2IAsvffzeuQ8B7w9oi2NcLvqwdichNsUJxMd+nX8H1AgunrxIpQCUIePLBxhj28R67HpEpYzqxxQdVulWrVuHSpUvYu3cvunXrhsuXLyM0NFTpsKiMCixWRM7bZXd818RIgFPlichNlWoN5L/+9S+7Y7Nnz67oWAg3p68G+3qhfT290qEQVUsy4LRHJFFl27VrF4YOHYqZM2fiypUr6NevH3bs2KF0WERERDbFjkAuWLAA165dw6ZNm5CXl2c7bjab8d1332HatGmVHmB1knWjEGmnr2JEh3oQVZzbQqQE9ogkJS1cuBApKSkYO3YsgoOD8cUXX+Cll17CQw89pHRoREREAEoYgWzdujX0ej1UKhX0er3tn8FgwMKFC6sqRo8niiqYRRHwUmNRQgTi29VVOiSiastRj8j3hrSBFhyBpMpntVoRHBxs+7pFixbcaIWIiFxKsSOQkZGRiIyMxIMPPojw8PCqiqlaEUUVLhoteGrFr0U27BBFFTfsIFLAnT0iL+WaMHvj7xjaJhQ9mwYpHR55OJ1OhwsXLtiKxl9++QXe3t4KR0VlZTTzPk5EnqfYAvL111/HK6+8gkWLFjk8/+GHH1ZKUNWJCYKteAS4YQeRK5AkKzQANADq6tSwWCTM2PwHwvQ6NA32VTo88mATJ07E6NGjkZmZiSFDhuD06dOc8eOmzucacbnAijXjOqOWjxduH0j2VqsA9nskIjdVbAF5zz33AACioqKqJJjqyCLLTjfsYAFJpDwvtQpzB9yHkSv3Y+K6I1j2WFsE+ngpHRZ5qLZt2yIlJQX79++H1WpF69atUbNmTaXDortkkayYtvEYTl/Nx8oREagBGUVmwbN4JCI3VmwBmZqaioSEBPz3v//F22+/XVUxVSvcsIPI9dX29cbbsS0x9quD+HjPX3juoSaQ5Ju/v1rInG5OFcrf3x+RkZG2r1988UW88847CkZEd2vxj2dw+OJ1vBnTAnUCtEqHQ0RUoYotIK9fv47p06fjxx9/dNi2g7uwlp8WMhYNb4dnvthXZA2kFjL4+SSR67jP4If5cfdD76/DkOQ9RX5fQ3VqFpFUaf7zn/+U6/nLly/HihUroNVq0bhxYyQlJUGv12PlypVYvXo1TCYTWrZsiTfeeANeXhxdL689p7Px+c9/4dFwAx5qxnXTROR5ii0gFy5ciH//+9+2XVip4kmSFT/+cRnTY+5D8xBfaFQqjmgQuai2DWphcHIa1yxTlZLL0YM0LS0NycnJSElJgcFgwNq1a5GUlISYmBisWLECX375Jfz9/fHcc8/hs88+w9ixYysw8upB0ogosNy8Z0tWILh2Dax+ujPq+msBiR8FE5HnKbaAbN68OZo3b4769eujf//+sFgskGUZGg3fKlUUWZbx+d6zaFy7Bt599H5AkjjySOSiuGaZlFCeNh5HjhxBly5dYDAYAAC9e/fGtGnTYDQaMXr0aNuHwzNnzoTZbK6IcKudAosVkfN22R3fNTGy+DdZRERuqlR/2zp37ownn3wSaWlpkCQJHTp0wNtvv42QkJDKjs/jHb10HRevFWBsl3uUDoWISsA1y1RZPv30U4fHZVmGxWIp83XDw8OxfPlynD9/HnXr1kVqairMZjPS09Nx5coVPPHEE7h8+TLat2+PSZMmlXg9URSg1/uUOZ6b11CV+xquxHS9wOFxlUoFvV/pWrB4Wk4qAnPiGPNijzmxV9k5KVUB+dprr6FNmzaYP38+JEnC8uXL8eqrr2Lx4sWVFlh1sf2PLKhVAiIb11Y6FCIqgRYyliREFOnbOi++NWCxACwiqRyOHz/u9Fx0dHSZr9uhQweMHz8eEyZMgCAIGDhwIPR6PdRqNX788UcsXrwYXl5emDJlCt5991288sorxV5PkmTk5OSXOR4A0Ot9yn0NV2J18rtvtVpL/To9LScVgTlxjHmxx5zYq4icBAX5OT1XqgLy9OnTeO+992xfJyYmluuGRjfJsox/H89EpwaB8NNyoguRq5MkK0J1aqSM6QSLLMNYKGFK6iEEatV4s38LqFhEUhm9+eablXLdvLw8dOzYEfHx8QCArKwsLFiwAMHBwXj44Yfh63uzr+mAAQPwwQcfVEoMRETkWVSleZDFYkFBwd9TNIxGY7nWZNBNRy5dx6XrBejVlKOPRO5CkqzQSBJ0VitqqgVENqqJ7/7MwtK0s0qHRmTn8uXLGDFiBPLy8gAAixYtQnR0NKKiorBlyxaYTCbIsowdO3agVatWCkfrnkxmbnpHRNVLqYa9+vXrh1GjRiEuLg7Azf6QUVFRlRpYdbCD01eJ3N7wiLr4MzMPP/+Vi0fbW1HDW83+kOQyGjVqhLFjxyI+Ph5WqxURERFISkqCRqNBbm4u4uLiIEkSWrZsiSlTpigdrtvJK7Dg3PVCrH66M2rX8Coyk91brQLM3BaPiDyPIJdyf/A1a9Zg9+7dsFqt+Mc//oFBgwZ55Cik2SxVyfoOWZYxIHkv7g363+6r1QDnqNtjTuy5Y04kAKevF2Li1wcrpT+kO+akslVUTopb40H2quoe6S7m/vsEVh+4gE+Ht0HLUP8yX8eTclJRmBPHmBd7zIk9l1gDOXLkSCxbtgwDBw4sVyD0t1vTV5/qyt1XidydVRRtxSPA/pBUPlu2bMHvv/+Op59+Gv/+978RExOjdEjkwKEL17D6wAUMblunXMUjEZG7KdUayOvXryM/n5V9ReL0VSLPUVx/SKK78dFHH+HLL7+0rU98//33ubmNC7JIVry+/TiCfL0wrlsDpcMhIqpSpRqB1Ol06NGjB5o1awYfn797inz44YeVFpgn4+6rRJ6F/SGpomzcuBFff/01Bg8ejMDAQKSkpGDIkCEYP3680qHRbVb8cg7pWfmYF3sfanjxPk5E1UuJf/WOHz+OXr16oVu3bjAYDFURk8e7NX316a4NlA6FiCqAo/6QcwaGI+1EJv7RsKbS4ZEbUavV8PLysn3t7+8PtZoFitIkjYgCy831zBarjH/cZ8BD4XUQ6u/NjXKIqNop9q60Zs0azJkzB/fccw/Onj2LefPm4R//+EdVxeaxbk1ffbBxLaVDIaIKcGd/SLUALNp5Al/+ch6L48PRNixA6RDJTYSGhmLnzp0QBAGFhYVYunQp6tatq3RY1V6BxYrIebvsju+aGAkfB48nIvJkxa6BXL58Ob799lt8/fXX+PDDD5GcnFxVcXksTl8l8ky394fUSFaM7lAfdQO0eGn9UVy8ZlI6PHIT06dPx6effoo//vgDbdq0wffff4/p06crHRYREZFNiRVMSEgIAKBt27bIzs6u9IA8HaevElUPflo13nmkJf75xX5MXHsEHw9rA51GVDoscnEhISFYtGgRVCoVJElCQUEBatXibBUiInIdxY5A3tnnURTL9uZHlmVMmTIFS5cutR27du0a+vfvj0OHDtmOZWRk4IknnsCAAQPQv39/rFu3znZu586d6N+/P6KiopCYmIi8vDwAgCRJmD17Nvr06YOHH34YX375pe05p0+fxvDhw9GvXz8MGjQI6enpZYq/IoiiCmZRRFAtXywZEYFezYMUi4WIqkaDmj6YHd0CNbQaXDBaYBRu/h0QxVJtgE3V0KZNm/Doo49Cp9MhMzMTMTEx+O6775QOi4iIyOau3sXcWVCWRnp6OkaOHInNmzfbju3atQvx8fE4depUkce+++67CA8Px/r16/Hxxx/j1VdfRWZmJq5evYqpU6di4cKF2Lp1K+rVq4d58+YBAFatWoUzZ85gw4YNWL16NZYtW4bffvsNADBx4kQMGzYMmzZtwrPPPovExETICmyrL4oqXDRaMDg5DTELf8BrG47imgS+iSSqBh68tzamx9yHiat/w4PzdmJwchouGi38/SeHPvzwQ3z++ecAgIYNGyI1NRULFy5UOCpiRx4ior8V+w7mjz/+QLt27Wz/bn3dtm1btGvXrlTfYOXKlYiLi0Pfvn1txz7//HO89dZbCA4OLvJYSZJw/fp1yLIMo9EItVoNlUqFH374Aa1atUKDBg0AAMOGDcO3334LWZaxY8cOxMXFQa1WIyAgANHR0Vi/fj0yMjJw8uRJREdHAwAiIyNhNBpx9OjRu8lPhTBBsO3OCPzdZNwEbvFP5OlMEJC4aj9//6lUrFZrkR3PQ0NDYbVaFYyIACDHaMaqsZ2w/f8exK6JkbZ/3mp+EERE1U+xayC3b99e7m+QlJQEAEhLS7Mdu30q6+1efPFFDB8+HFu2bEF2djZeeukl1KpVC5cuXSpyQzUYDMjLy8ONGzdw8eJFhIaGFjn3xx9/4OLFiwgODoZK9fcf95CQEFy6dAktW7Ys9+u6G8U1GddUaSREVNX4+093o2bNmli1ahUGDRoEQRDwzTffoHbt2kqHVa1dzS/E8I9/RqcGgZgz4L6iw5Fs4UFE1VCxBWRVbx0+ceJEPPnkkxg+fDhOnz6NESNGoE2bNk4/fVWpVA6npKpUKqfPKWkdpygK0OvLtym3KKqKXEM2mh02GddqROh12nJ9L3dyZ16IOXHE03Li7PdfrRKg9y/d6/S0nFQET83JzJkz8eKLL2LWrFkQBAEtW7a0LdkgZSz96SwKLBLGdWugdChERC7BZfpIXL16Fb/++is+++wzAECDBg3QtWtX/PzzzwgNDcXBgwdtj83IyEBAQAB8fHwQGhqKzMzMIucMBgPq1KmDrKwsyLJsW7t561xxJElGTk5+uV6LXu9T5BpqUYVFj7XDMyv32ZqML0mIgNoiISfHXK7v5U7uzAsxJ454Wk7UogpLEiJs09jDAnWYMzAcC/79J57r1gDqUqyF9LScVISKyklQkF8FRFNxbq17zM3NhSiK8PX1VTqkau1cjhFrfruI2FahaFDT8z6wICIqC5cpIAMDA2EwGLB161ZER0fj6tWr+PnnnzFo0CA0bNgQc+bMwenTp9GgQQOsWrUKvXr1AgD06tULa9asQY8ePZCfn4+NGzdi5syZMBgMqF+/PjZt2oTo6Gjs3r0bKpUKTZs2rfLXJklW7D+Vhekx96FZsC+8RBW0kCFJXNdC5OkkyYpQnRopYzrBIstQCwJ+PZWFVb+cgyxZMbHnvUqHSC4gOTkZY8aMwWuvveZww7pp06YpEBUt/uE0NCoBYzrXVzoUIiKX4TIFpCAIWLx4MV577TVbD6ynnnoK7du3BwC8+eabSExMhNlsRv369TFnzhwANzfUOXv2LGJjY2E2mzFkyBB07NgRADB//nxMnz4dixcvhpeXF957770iayKr0pc/n4dGVOGT4W0ASQJXTRBVH5JkhQawrXnsVD8QwyPq4otfz6NJUA3Etgot7ulUDfj53RwJDQwMVDgSuuX3jOvY9kcmRneqj9q+3kqHQ0TkMgRZib4WLsxslip8CuvFayYMSN6LZ//REI93rFfeEN0Wp+HZY07sVZecWKwy/i/1MMyyjDlxreClEaEWBIezE6pLTu6Gp05hXbVqFWJiYlx26mpl3CNdiaQRUWC5+ft35YYZZsmKYD9v6DQqiJW4YY4r50QpzIljzIs95sReReSkuPujy4xAerKdJ64AALo34U56RHSTWiXg7Udb4twNM0Yt+6XI+uhQnZpT3KupvXv34l//+hd69OiBwYMHo23btkqHVK0UWKyInLfL7viuiZHgCkgiopvYwKgK7PwzC41q+aB+oE7pUIjIhYheGkxa/Rt7RJLN/PnzsXXrVtx///14/fXX0b9/fyxbtkzpsIiIiGxYQFay7PxCHDify9FHIrJTXI9Iqr4CAgIwZMgQPPXUU9DpdEhOTlY6JCIiIhtOYa1ku9OvwioDPe6tpXQoRORi1ILguEekg104qXo4cuQIUlNTsWXLFtx333148skn0bNnT6XDqjb40Q0RUck4AlnJ/nMiC6H+3mgW7JobIhCRcrSQsSQhAmH/m95+q0fk7+dzlA2MFDN+/HgEBgbi66+/RnJyMnr37g21mp/1VhWTmWuPiYhKwrtSJcovlLD3TDbiWtdx2NeLiKq3O3tEqgDM2/YHtv9+GZ8Mb4NGtWooHSJVsYiICEyYMKFCr7l8+XKsWLECWq0WjRs3RlJSEvR6PTp16oSQkBDb45544gkMGDCgQr+3O5GsMi7mGrH66c4I8vUqcs5brQIqcRdWIiJ3wgKyEv10+ioKJRndOX2ViJy4s0fkkw/Ux/d/ZuHFtUfw2fC2CNBpins6eZgTJ05AluUK+9AxLS0NycnJSElJgcFgwNq1a5GUlITnn38eAQEBWLduXYV8H0+w/Y9MTN90DG/1b4F7mgYVPcnikYjIhgVkJfrPn1nQ6zRoUzdA6VCIyE2E+Hlj7oD7MO7r3/DJ3r8wvue9yMgrgEoUHfaIJM9Su3ZtREdHo3Xr1qhR4+8R6GnTppXpekeOHEGXLl1gMBgAAL1798a0adPQpUsXqFQqjBgxAjk5OYiKisK4ceMgimKFvA53I1llfPzTGdxbuwZ6cNM7IqJisYCsJGbJih9PXUXPJrUhqjh9lYhKr3XdAMx75H7UDvTBkOQ97BFZjbRt27ZCez+Gh4dj+fLlOH/+POrWrYvU1FSYzWZcuXIFXbt2xeTJk2EymTB27Fj4+vpi1KhRFfa93cnWY5dxJtuIOf1bQMUlJ0RExWIBWUl++SsHeQUSut/LTzKJ6O51aFwbg5PT7HpEpozpBE5q9VwTJkyAyWTCmTNn0KRJExQWFkKr1Zb5eh06dMD48eMxYcIECIKAgQMHQq/XY/jw4QgMDAQAeHl54Z///CeWL19eYgEpigL0ep8yx3PzGqpyX6MiWSQrPt37F5qH+OGR9vWhUuBDX1fLiStgThxjXuwxJ/YqOycsICvJzj+vQKdRoeM9gUqHQkRuqLgekSwgPdfBgwcxfvx4qNVqrFq1CrGxsVi8eDHatWtXpuvl5eWhY8eOiI+PBwBkZWVhwYIF2LVrF5o3b47mzZsDAGRZLtVur5IkIycnv0yx3KLX+5T7GhVp45EMnL6Sj7kD7sO1a8aSn1AJXC0nroA5cYx5scec2KuInAQF+Tk9xzYelcBqlbEr/Qq6NKx5c+c2IqK7dKtH5O3YI9LzzZkzB5999hn0ej0MBgPmzp2L119/vczXu3z5MkaMGIG8vDwAwKJFixAdHY0///wTCxYsgCRJMJlMWLlyJfr161dRL8NtWKwylqadQdOgGtzwjoiolFjdVIID53Jw5UYhp68SUZk56hE5L741BItF4cioMplMJtx77722ryMjIyFJZd8BtFGjRhg7dizi4+MRFRUFk8mEyZMnY8KECQgICED//v0xYMAAtG3b1jZKWZ1sPpqBv3JMGNvlHrbbIiIqJU5hrUCiqIIJAny1GiwZEYGWtXUlP4mIyIHbe0RaBSDPaMbUbw4juIYGr/Vrzje7HkqtViM3N9f2//fkyZPlvmZCQgISEhLsjr/55pvlvrY7kjQiCixWyDLQqkEtW99HSa2CyHYdREQlYgFZQURRhYtGC55a8esdOyaquGMiEZXJrR6Rer0PvC0SOt+jx6IfTqNJkC9GdqyndHhUCcaNG4eEhARkZWXhhRdewI8//ohZs2YpHZZHKbBYETlvl93xXRMjwW04iIhKxgKygpgg2IpHgDsmElHFG9WxHv7MvIEPdp9C49o+6NaIa7Y8TY8ePdCoUSP8+OOPsFqteOaZZ4pMaSUiIlIa10BWkOJ2TCQiqgiCICApqimaBvviqwMXkScDRpUKZlGEKPLPubuTZRkWiwX33HMPBgwYgODg4FLtjEpERFSVeGeqILd2TLy9iOSOiURU0bQaEe/Ht0JmoRUjPv35jinzak6Zd1MnTpzA2LFjMX36dHTu3Bnx8fEQBAEmkwmvvfYaunbtqnSIREREADgCWWEc7Zi4JCECWnAEkogqVo0aWkxe/ZvdlHkT+IGVu5o7dy6ef/559OjRAxs3boQsy9iwYQNWrlyJhQsXKh2eRzGZ+SELEVF5cASygty5Y6JKvllUcjSAiCpacVPmuebaPV28eBEDBgwAAOzZswcPPfQQVCoVQkNDbT0cqfxkWUbGNRO+fqozgvy8inzk4q1WAdyFlYioRByBrECSZIVGkhDi6w2NJLF4JKJKcWvK/O04Zd69qVR/347379+PDh062L4uKChQIiSP9PPZHDz+6c/Yl56JGrIMn9v+sYUHEVHpsIAkInIzjqbMzxkYjnNZHKlyVwEBATh27Bh++eUXZGZm2grIffv2ISQkROHoPMdne/9CrRpeiG5pUDoUIiK3xSmsRERu5vYp8xZZBmQZr204in1/5eLzx9oi2M9b6RDpLr3wwgsYNWoU8vLyMHHiRPj4+GDp0qX48MMP8cEHHygdnkc4cuk6fj6bg8QHG96crkpERGXCApKIyA1JkhUawLbmcfQD9fFj+gFMWn8USwaHQ6sRlQyP7lKbNm3w/fffw2Qywd/fHwDQtm1bfP3112jQoIGywXmIz/achZ+3GnGtQ5UOhYjIrfEjOCIiD3Bv7RqY1a8Zjl66ji/2n4dZVLFHpJvx8vKyFY8A0K5dOxaPFeTUlXzsPHEF8W3roIYXPzsnIioP/hUlIvIQkffWxszoZrg3VI/ByXvYI5Lof5b9/Be81SoMbVtH6VCIiNweP5YmIvIgD7cMxUtr2COS6JZL10zY8vtlPNLKgEAfL6XDISJyeywgiYg8iEWG0x6RRNXRil/OAQAS2ocpHAkRkWfgFFYiIg9yq0fk7UUke0RSdSNpRBRYrLDKwKMd6mN4l4bw16khqVXs90hEVE4sIImIPMitHpFPrfjVtgZy/uDW8IIVHIOk6qLAYkXkvF12x3dNjISPAvEQEXkSFpBERB7kzh6RufmFSFp/FBF1/fFU1wZKh0dERERujmsgiYg8jCRZoZEk6KxWhHiLCPP3xsdpZ/Hdn1lKh0ZERERujgUkEZEHEwQBLz3UBPeH+uHVzcdwIuuG0iERERGRG2MBSUTk4bzVKswdcB98vNT4ZM9ZmAQBRpUKZlGEKPI2QJ6nwMKep0RElYVrIImIqoEgX28sHtIaZpUKw5butW2wsyQhAqE6NSSJb7jJc2TlFSLlqU4I9vXG7RsQe6tVAHdhJSIqF370TERUTYTV9sVLa36ztfg4l23EUyt+hQls8UGe41yOEY99vAdbD15ADcjwkf/+xxYeRETlxwKSiKiasMhykf6QwM0i0iKzwYcnW758OaKiohAbG4sXXngBOTk5Rc5PmDABs2bNUia4SvD1gQtQqQQMbB2qdChERB6JBSQRUTWhFgSEBeqKHAsL1EEtcATSU6WlpSE5ORnLli3DunXr8OCDDyIpKcl2Pjk5Gb/88ouCEVas/EIJ6w9fQq8mtRHk6610OEREHokFJBFRNaGFjCUJEbYiMixQh/mDW8MbXP/oqY4cOYIuXbrAYDAAAHr37o3vvvsOhYWFSEtLw+7duzF06FCFo6w4m3/PQF6BhMFt6ygdChGRx+ImOkRE1YQkWRGqUyNlTCdYZBk5+YWYsf4oejetjUFt+IbbE4WHh2P58uU4f/486tati9TUVJjNZmRnZ+P111/H0qVL8dVXX5X6eqIoQK/3KVdMoqgq9zUckWUZqw9ewv11/PHgfQYIbjSyXlk5cWfMiWPMiz3mxF5l54QFJBFRNSJJVmgAaABovUVoRQH/2nUSbcMC0Lh2DaXDowrWoUMHjB8/HhMmTIAgCBg4cCD0ej2efPJJvPzyywgODr6r60mSjJyc/HLFpNf7lPsajuw9k40TmXmY0acpcnONJT/BhVRWTtwZc+IY82KPObFXETkJCvJzeo4FJBFRNSUIAmb0aYbhn/+KaRuP4bPH2t5sc0AeIy8vDx07dkR8fDwAICsrC7Nnz4ZWq8Vbb71lOyZJEgoKCvD6668rGW65fLX/AgJ1Gjzc7O6KYiIiujt8p0BEVI3VquGFpKhmOJF1Awu/P6l0OFTBLl++jBEjRiAvLw8AsGjRIgwbNgy7du3CunXrsG7dOgwdOhT9+vVz6+LxfK4Ru9Ov4NFwAz8EISKqZByBJCKq5ro2qokhbevgeFY+rlpk6LxEqAUBWsiQJG6w484aNWqEsWPHIj4+HlarFREREUV2YfUUX++/CJUADGzNtbxERJVNkGU2ALud2Sy57PoOd8e82GNO7DEn9qoiJxKA09cLMfHrgziXbURYoA5LEiIQqlO7ZBFZUTkpbo0H2XOle6SkEVFgsUKWgYzrBfBWqxDoo4G3WgXRLJX7+lWJf/fsMSeOMS/2mBN7XANJRESVziqKtuIRAM5lG/HUil+RMqYTNArHRuRIgcWKyHm77I7vmhgJ7sdIRFR5uFCAiIhgkWVb8XjLuWwjLJykQkRERLdhAUlERFALAsICdUWOhQXqoHajXnpERERU+VhAEhERtJCxJCHCVkSGBeowb1BrCBaLwpERERGRK+EaSCIigiRZEapTI2VMJ1hkGaZCCS+lHkKjmjpMeaiJ0uER2bFydjURkSJYQBIREYCbRaQGgAaATi3g/hBfLP/lHDrdE4juTWorHR5REfkFFqwa2wm1anjBS/x7qrW3WgW42S6sRETupNKnsMqyjClTpmDp0qW2Y9euXUP//v1x6NAh2zGTyYRZs2bhkUceQVRUFD7++GPbuYMHDyIuLg59+/bFyJEjcfnyZdu5Dz/8EH369MHDDz+MhQsX4lZXkqtXr+LJJ59Ev379EBMTg3379lX2SyUi8ijjujVA82BfzN52HJevFygdDlERk1b/hmmphxAgyPCR//7nbi08iIjcTaUWkOnp6Rg5ciQ2b95sO7Zr1y7Ex8fj1KlTRR47b9485ObmYs2aNVi9ejW++OILHDhwAIWFhUhMTMQrr7yCzZs3IyoqCq+88ortWlu2bEFqaio2bNiAPXv22L7XzJkz0b59e2zatAlvv/02nnvuORiNRXcYJCIi5zSiCq9FN0eBxYrl+87DLKpgVKlgFkWIIpfQk3KOX87D0UvXEdvKAIEbPRERValKfQewcuVK28jhLZ9//jneeustBAcH247Jsox169YhMTERoijCz88Py5YtQ6NGjXDo0CH4+voiIiICADBo0CD89NNPyM7Oxvbt2xETEwMfHx94e3sjLi4O69evh8Viwc6dOzF48GAAQIsWLdCgQQPs3r27Ml8uEZHHaVDTB3Ni70P/NnUxOHkPHnx7JwYnp+Gi0cIikhSz/vAleIkC+rYILvnBRERUoSp1DWRSUhIAIC0tzXbs9qmst1y9ehU3btzAf//7X0ybNg3Xrl1DXFwcRo4ciUuXLsFgMNge6+XlhZo1ayIjIwMXL15E586dbecMBgMyMjKQnZ0Nq9WKmjVr2s6FhITg0qVLJcYsigL0+vK1IBZFVbmv4YmYF3vMiT3mxJ7SOenUTIOBi/9r6xN5LtuIp1b8itRxXRDop1UkJqVzQsoxmSVsOnoZPZrURoBOo3Q4RETVjktsomOxWCBJEs6ePYtly5bh6tWrGDFiBOrWrQur1erwOaIo2tY73k6lUhX7nJJIkoycnPy7ewF30Ot9yn0NT8S82GNO7DEn9pTOSYFKZSsebzmXbYTJLCGnwKxITBWVk6AgvwqIhqrSf05k4XqBBbGtDCU/mIiIKpxLzD8KDAyERqNBbGwsVCoVateuje7du2P//v0IDQ1FZmam7bFmsxnZ2dkICQmxO5eRkQGDwYBatWoBAHJzc4ucCwkJqboXRUTkIdSCYOsPeUtYoA5qrj0jBaw7dAl1A7SIqKdXOhQiomrJJQpILy8v9OjRA+vWrQMA23TWVq1aoXXr1sjJybHtorpmzRq0adMG/v7+6NWrF9avX4/8/HwUFhYiNTUVDz30ENRqNbp3746vvvoKAHDs2DGkp6fjgQceUOw1EhG5Ky1kLEmIsBWRYYE6vD+sLbRgIz6qWmezjfj1r1zEtjJAxQ8wiIgU4RJTWAHgtddew+uvv45+/fpBkiT0798fffr0AQC8//77mDVrFoxGI/R6PebMmQMA6NmzJ44fP474+HiYzWb06tULjzzyCABgxowZmDZtGmJiYiAIAubOnQs/P05VIiK6W5JkRahOjZQxnWCxyjhzNR9zthzD1F73ItRfmTWQVD2tP3wJogDEtOSMIiIipQiyo4WE1ZjZLHENZCVhXuwxJ/aYE3uulpNzOUYkLN+HJkE18OHg1hBVVT8SxDWQylDyHmmRrIhJ3ouWBj+880jLcsXgalztd9wVMCeOMS/2mBN7FZGT4u6PLjGFlYiI3EeYXofJve7FgfPX8Omes0qHQ9XEj6eu4sqNQm6eQ0SkMBaQRER01/rdF4Ko5kH4+Kcz+O3CNaXDoWpg7aFLqF3DC10a1iz5wUREVGlcZg0kERG5lykPNcGhC9fw5b7zaBqmh4ybO7ZqIUOSHLdTIrobkkZEgcUKyQpMeKgpfL1EFIoqCGoVRLOkdHhERNUSC0giIioTX281/jUoHGaVCsM+3oNz2UaEBeqwJCECoTo1i0gqtwKLFZHzdtkd3zUxEj4KxENERJzCSkRE5RBW2xcvrfkN57KNAIBz2UY8teJXmMAWC0RERJ6IBSQREZWZRZZtxeMt57KNsHCDbyIiIo/EKaxERFRmakFAWKCuSBEZFqiDmk3eXcby5cuxYsUKaLVaNG7cGElJSRBFEa+88gpOnjwJq9WKRx55BGPHjlU6VCIicgMsIImIqMy0kLEkIQJPrfjVtgbyvSFtbm6ko3RwhLS0NCQnJyMlJQUGgwFr165FUlISgoODERISggULFiA/Px8xMTHo0KED2rZtq3TIRXAgm4jI9bCAJCKiMpMkK0J1aqSM6QSLLONSrgmzN/6OpzrXR0Q9vdLhVXtHjhxBly5dYDDc7J3Yu3dvTJs2Dfv27YNKdXMVS2ZmJgoLC+Hn57xptFJMZgmrxnZCTR8NvNV/r7rxVqsA7sJKRKQIroEkIqJykSQrNJIEndWKEG8RV/IKkLTpGK6ZzEqHVu2Fh4cjLS0N58+fBwCkpqbCbDYjJycHarUaEydORExMDDp27IiGDRsqHK292RuOIvGLffAXAB9Ztv1jCw8iIuUIsswJIrczmyXk5OSX6xp6vU+5r+GJmBd7zIk95sSeu+XkyKXreOLLA+h+by28GdMCQiWsh6yonAQFud6oW0X7+uuv8cUXX0AQBAwcOBALFizAli1bEBgYCAC4ceMGEhMT0bp1ayQmJhZ7LavVCkkq39sGUVSVqsXLlbwCdH17J0Z3aYDJUc3K9T1dXWlzUp0wJ44xL/aYE3sVkRONRnR6jlNYiYioQrU0+GFc1wZ4f/cp/HQmBx0a14ZFlqEWhJtrI3mjrzJ5eXno2LEj4uPjAQBZWVlYsGABDh8+jKZNmyIkJAQ1atRAdHQ0tm3bVuL1JEmusg9Zv953HpJVRs/GNd3qA5SycLcPiaoCc+IY82KPObFXETkp7gNWTmElIqIKN6JDGIa2D0NQoA8GJ6fhwbd3YnByGi4aLRBF3nqqyuXLlzFixAjk5eUBABYtWoTo6Ghs3rwZH3zwAWRZRmFhITZv3oxOnTopHG1Rm45moHmwL+6tXUPpUIiI6Da8ixMRUYVTCQLGRTbG5DW/2Vp8nMs24qkVv8IEtvioKo0aNcLYsWMRHx+PqKgomEwmTJ48GVOmTMH169fRv39/DBw4EC1btsTjjz+udLg2J6/cwO8Zeeh7X7DSoRAR0R04hZWIiCqFoBKK9IcEbhaRFlmGRqGYqqOEhAQkJCQUOabVavHuu+8qFFHJNh29DFEAopqzgCQicjUcgSQiokqhFgSEBeqKHAsL1EFdCZvqkOewyjI2H81ApwY1UauGl9LhEBHRHVhAEhFRpdBCxpKECFsRGRaow4ePtYMW3PybnPv1rxxczitEP05fJSJySZzCSkRElUKSrAjVqZEyphOMFgnpmTew+pe/8EyXeyqltQd5ho1HL6OGl4gHG9dSOhQiInKAI5BERFRpJMkKjSTBXwB+/ysbn6WdxZqDF5UOi1yU0Szhu+OZeKhpELTF9CAjIiLlsIAkIqIqMbRdXXRuEIh/7TqJ9KwbSodDLmjniSwYzVb0a8npq0RErooFJBERVQmVIGBGn2ao4SVi2sZjKLBYlQ6JXMymI5cR6u+NNnUDlA6FiIicYAFJRERVplYNLyRFNcOJrBtYd+QSzKIIo0oFsyhCFHlLqo4kjYh8QcB1WcDzUc2Q/Hh7mFQqSJzCSkTkkriJDhERVamujWpiYq/GaNOgFgYnp+FcthFhgTosSYhAqE4NSeLIZHVSYLEict4uu+O7JkbCR4F4iIioePy4l4iIqtyj7erhpTW/4Vy2EQBwLtuIp1b8ChO4OysREZErYwFJRERVTgJsxeMt57KNsMjsEUlEROTKWEASEVGVUwsCwgJ1RY6FBeqgZn9IIiIil8YCkoiIqpwWMpYkRNiKyLBAHRYNbwctOAJJRETkyriJDhERVTlJsiJUp0bKmE4olKxIz7qBD3eewNRe97KBfDUjSTJWje2EAK0aPl5//7/3VqsAs6RgZERE5AhHIImISBGSZIVGklADMow3CrDpSAb+teuk0mFRFftoVzpGLN0Db8kKH1m2/RNZPBIRuSQWkEREpLgH7gnEiPZhWHPwInb+maV0OFRFJKuM7X9komvDmvDTclIUEZE7YAFJREQuYVy3Bmge7IvZ247j8vUCpcOhKrDvXA6u3ChEVPNgpUMhIqJSYgFJREQuQSOq8Fp0czQz+CFbkmEUVDCLIkSRtypPtfX3TPhoRHRrVFPpUIiIqJQ4X4SIiFxG4yBfTO3bAs+u2o9z2UaEBeqwJCECoTo1JMmqdHhUgQotVnz3ZxYi763FjZOIiNwIP9YlIiKXYYJgKx4B4Fy2EU+t+BUmsD+kp/npdDauF1gQ1YLTV4mI3AkLSCIichkWWbYVj7ecyzbCIrM/pKfZduwyArRqPFBfr3QoRER0F1hAEhGRy1ALAsICdUWOhQXqoBY4AulJ8gsl7Eq/goeaBUHNNa5ERG6Ff7WJiMhlaCFjSUKErYgMC9RhzsBw/Hb2qsKRUUX6Pv0KCixW7r5KROSGuIkOERG5DEmyIlSnRsqYTrDIMkQBeGfbH9j2+2V8+XgEDP5apUN0O8uXL8eKFSug1WrRuHFjJCUlQavVYubMmTh8+DCsVivCw8MxY8YMaLVVk9+txy4j2NcLrev6V8n3IyKiisMRSCIicimSZIVGkqCzWuElWTEiIgxWK5C06RgkK9dC3o20tDQkJydj2bJlWLduHR588EEkJSVh8eLFkCQJ69atw/r161FQUIAlS5ZUSUzZ+YX46XQ2ejcPhopTk4mI3A4LSCIicmlheh1eeuhe7D9/DZ/tPat0OG7lyJEj6NKlCwwGAwCgd+/e+O6779ChQweMGzcOKpUKoiiiRYsWuHDhQpXEtPVIBiSrjD6cvkpE5JY4hZWIiFxe3xbB+O+pq9h7NheDOgAFeQVQiSK0kNkfshjh4eFYvnw5zp8/j7p16yI1NRVmsxlNmzZFcPDNAu78+fNYtmwZXnvttRKvJ4oC9Hqfu44j12SG0Xzz/1PLsACsfrozQvy1EDQqBGg1d309TyOKqjLl1ZMxJ44xL/aYE3uVnRMWkERE5PIEQcD0vs3wV54Zo5b9jHPZRoQF6rAkIQKhOjWLSCc6dOiA8ePHY8KECRAEAQMHDoRer4dGc7NoO3z4MCZMmICEhAT06NGjxOtJkoycnPy7jiNfEBA5b5fd8V0TIyGbzHd9PU+j1/uUKa+ejDlxjHmxx5zYq4icBAX5OT3HKaxEROQWVBoNJq3+zdYn8ly2EU+t+BUmcB2dM3l5eejYsSO++eYbpKamIioqCgCg1+uxceNGjB49Gi+++CKefvpphSMlIiJ3wQKSiIjcgkWWbcXjLeeyjbDI3FjHmcuXL2PEiBHIy8sDACxatAjR0dHYunUrZs+ejaVLl6J///4KR0lERO6EU1iJiMgtqAUBYYG6IkVkWKAOau7k6VSjRo0wduxYxMfHw2q1IiIiAklJSRgwYABkWca0adNsj23Xrh1mzJihYLREROQOWEASEZFb0ELGkoQIPLXi1yJrILWQISkdnAtLSEhAQkJCkWPbtm1TKBoiInJ3LCCJiMgtSJIVoTo1UsZ0glUAVDK4C6ub8FarsGtiJABApVLBarXajsPM8p+IyJ1wDSQREbkNSbJCI0kI8fWGRpJYPLoJ0SzBR5bhI8sw+Hnb/ltk8UhE5HZYQBIREREREVGpsIAkIiIiIiKiUmEBSURERERERKVS6QWkLMuYMmUKli5dajt27do19O/fH4cOHbJ7fG5uLnr16oUtW7bYjh08eBBxcXHo27cvRo4cicuXL9vOffjhh+jTpw8efvhhLFy4EPL/+oFdvXoVTz75JPr164eYmBjs27evEl8lERERERGR56vUAjI9PR0jR47E5s2bbcd27dqF+Ph4nDp1yu7xsizjpZdesjU8BoDCwkIkJibilVdewebNmxEVFYVXXnnFdq0tW7YgNTUVGzZswJ49e2zfa+bMmWjfvj02bdqEt99+G8899xyMRqPd9yQiIiIiIqLSqdQCcuXKlbaRw1s+//xzvPXWWwgODrZ7/KJFi9CsWTM0bdrUduzQoUPw9fVFREQEAGDQoEH46aefkJ2dje3btyMmJgY+Pj7w9vZGXFwc1q9fD4vFgp07d2Lw4MEAgBYtWqBBgwbYvXt3Zb5cIiIiIiIij1apfSCTkpIAAGlpabZjt09lvd0PP/yAn3/+GUuXLsWoUaNsxy9dugSDwWD72svLCzVr1kRGRgYuXryIzp07284ZDAZkZGQgOzsbVqsVNWvWtJ0LCQnBpUuXSoxZFAXo9T6lfo2Or6Eq9zU8EfNijzmxx5zYY07sMSdERETKqNQCsrQuXLiAOXPm4JNPPoEoikXO3Wo2fCdRFG3rHW93e4NiR88piSTJyMnJL0XUzun1PuW+hidiXuwxJ/aYE3vMib2KyklQkF8FRENERFR9uEQBuWXLFhiNRjz55JMAgLNnz2Lu3LnIzs5GkyZNkJmZaXus2WxGdnY2QkJCEBoaWuRcRkYGDAYDatWqBeDmhjwBAQG2cyEhISXGotGIFfKGgm9KHGNe7DEn9pgTe8yJPeak6vEeWXmYE3vMiWPMiz3mxF5l5sQl2niMHj0aO3bswLp167Bu3Trcf//9mDx5MoYNG4bWrVsjJyfHtovqmjVr0KZNG/j7+6NXr15Yv3498vPzUVhYiNTUVDz00ENQq9Xo3r07vvrqKwDAsWPHkJ6ejgceeEDJl0lEREREROTWXGIEsjgajQbvv/8+Zs2aBaPRCL1ejzlz5gAAevbsiePHjyM+Ph5msxm9evXCI488AgCYMWMGpk2bhpiYGAiCgLlz58LPj59OEBERERERlZUgO1pISERERERERHQHl5jCSkRERERERK6PBSQRERERERGVCgtIIiIiIiIiKhUWkOUgyzKmTJmCpUuXOjy/c+dO9O/fH1FRUUhMTEReXl4VR6iMkvJS2sd4kpJe77p16zBgwADExsZi6NChOHToUBVHWPVKysmKFSsQHR2NmJgYjBs3DleuXKniCKteaX8vduzYgXbt2lVRVMoqKSdvvfUWunfvjtjYWMTGxuL555+v2gDJKd4j7fH+aI/3R8d4j7THe6Q9pe6RLCDLKD09HSNHjsTmzZsdnr969SqmTp2KhQsXYuvWrahXrx7mzZtXxVFWvZLyUtrHeJKSXu/Jkyfx9ttv4+OPP8a6deswbtw4PPvss1UcZdUqKSeHDx/GJ598glWrVmHDhg1o0KAB3nvvvSqOsmqV9vfi9OnTmDNnDqrD/melycn+/fsxf/58Wxuof/3rX1UXIDnFe6Q93h/t8f7oGO+R9niPtKfkPZIFZBmtXLkScXFx6Nu3r8PzP/zwA1q1aoUGDRoAAIYNG4Zvv/3W43+gS8pLaR/jSUp6vV5eXpg9ezaCg4MBAPfffz+ysrJQWFhYlWFWqZJycv/992Pr1q3w8/NDQUEBMjIyoNfrqzbIKlaa3wuj0YhJkyZhypQpVRiZckrKSWFhIY4ePYpPPvkEAwYMwLPPPosLFy5UcZTkCO+R9nh/tMf7o2O8R9rjPdKekvdIl+8D6aqSkpIAAGlpaQ7PX7p0CQaDwfa1wWBAXl4ebty4AV9f3yqJUQkl5aW0j/EkJb3esLAwhIWFAbg5FeHNN99Ez5494eXlVWUxVrXS/AxoNBrs2LEDr7zyCry8vJCYmFhV4SmitL87Q4YMQbNmzaoqLEWVlJOMjAx06tQJL7zwAho2bIilS5fimWeewTfffANBEKoyVLoD75H2eH+0x/ujY7xH2uM90p6S90iOQFYSq9Xq8LhKxZSTY/n5+Xjuuedw9uxZzJ49W+lwXMJDDz2EPXv24Nlnn8UTTzzh9PeqOli5ciXUajUGDRqkdCguo169ekhOTkajRo0gCAKeeOIJnD17FufOnVM6NCoB75F0N3h/dIz3yL/xHmmvMu+R/EtdSUJDQ5GZmWn7OiMjAwEBAfDx8VEwKnJVFy5cwNChQyGKIj7//HP4+/srHZKizpw5g19++cX29cCBA3HhwgXk5uYqGJWyvvnmGxw6dAixsbEYO3YsTCYTYmNjkZGRoXRoijl27BjWrl1b5Jgsy9BoNMoERKXGeySVFu+P9niPtMd7pL3KvEeygKwk3bp1w8GDB3H69GkAwKpVq9CrVy9lgyKXlJOTg4SEBPTu3RvvvvsutFqt0iEpLjMzEy+88AKuXr0KAPj222/RpEkTBAYGKhyZclavXo0NGzZg3bp1+Oijj6DVarFu3TqEhIQoHZpiVCoVXn/9dfz1118AgC+++ALNmjUrMjWSXBPvkVQavD86xnukPd4j7VXmPZIFZAW69ckHANSqVQtvvvkmEhMT0bdvXxw/fhwvvfSSwhEq4/a80E235+TLL7/ExYsXsX37dts2y7GxscjOzlY4yqp1e07at2+Pp59+Go8//jhiY2OxceNGfPDBBwpHWPX4u2Pv9pw0bdoU06ZNw7hx49C3b1/s2LED8+fPVzhCcob3SHv8HbfH+6NjvEfa4++Pvaq6RwqyJ295RkRERERERBWGI5BERERERERUKiwgiYiIiIiIqFRYQBIREREREVGpsIAkIiIiIiKiUmEBSURERERERKXCApKoGOfOnUOLFi1sW4f3798f8fHx+PXXX0t8bl5eHoYOHYro6Ghs3boV48aNQ1RUFFasWFHmeEaMGIFmzZrZevrcsnfvXjRr1gxLly4t8fW0bdsWAPDXX3/h2WefBXCziffQoUNL/P49e/bEoUOHcOjQISQmJpbxVQA3btxAu3btsH//frtzTz/9ND799FOnzx0xYgS2bNlS5u9NREQVg/fIoniPpOpCrXQARK7uVjPaWzZt2oSpU6di27ZtxT7v999/x5UrV7B9+3ZcuHABEydOxIEDByCKYrniqVOnDtatW4cJEybYjn3zzTeoXbv2XV3nwoULOHXqFAAgJCQEq1atKvVzW7VqhQULFtzV97tdjRo18Mgjj2DNmjW2mzUAXLp0CXv37sXcuXPLfG0iIqo6vEfa4z2SPB1HIInuUk5ODoKCggAAe/bsQUxMjO3cra9PnjyJl19+GRkZGXjooYeQkJAAi8WCuLg4nD17Funp6Rg9ejTi4uIQGxuL1atX254/YMAADB06FAMGDEBhYaHd9x8wYAC+/fZb29dGoxH79u1D586dbcdufQrq7GtJkjBt2jScPXsWTzzxRJFPXRcuXIjExEQMHz4cUVFReO6555CXl1ckhttfd2FhId544w08+uijGDBgAKZMmWJ7fM+ePfH888+jb9++2L59e5FrDB8+HJs3b0Z+fr7t2OrVq9GvXz+o1WpMnjwZgwcPRlRUFOLi4nDy5Mkiz789Zkdff/3114iLi8MjjzyCUaNGIT093S6XRERUsXiP5D2SPB8LSKISmEwm2/ScHj164I033sDYsWOLfU6jRo0we/Zs1K9fHzt27MDnn39u+5S2Tp06SExMxIsvvojU1FSsWLECn3zyCQ4cOAAA+PPPP/HOO+9g/fr18PLysrt2ixYt4OXlhYMHDwIAtm3bhp49e0KtLv2EAlEUbfE5mtJz8OBBLFiwAJs3b4ZarcYHH3zg9FofffQRRFFEamoq1q9fj+DgYMybN892vkmTJti8eTMefvjhIs+79957cd9999mm2litVqxZswYJCQn4/vvv4e/vj5SUFGzduhX3338/Vq5cWerXt3fvXqxduxYrV67E2rVr8eSTT9qmIhERUcXhPZL3SKp+OIWVqAR3Ts/Zt28fxowZg7Vr15bpeqdPn8bZs2fx8ssv246ZTCYcPXoUjRs3RmhoKOrWrVvsNWJjY7F+/Xq0bt0aa9euxdSpU/HJJ5+UKR5H+vTpY5vuM2jQILzxxht46aWXHD52586duH79Ov773/8CAMxmM2rVqmU73759e6ffZ/jw4VixYgXi4uLw/fffw2AwoHnz5mjevDnq1auH5cuX48yZM9i7d2+RT05LsnPnTpw5c6bImpXc3Fzk5ORAr9eX+jpERFQ83iN5j6TqhwUk0V1q164dGjZsiEOHDqF27dqQZdl2zmw2l/h8SZLg7+9f5IablZUFPz8/HDhwAD4+PiVeo3///hg4cCBGjRqFvLw8NG3a1O4xt8flaJpPcW5fg2K1WqFSOZ+sYLVa8fLLLyMyMhLAzcX/BQUFtvPFvZ6HH34Yb7zxBk6fPo2UlBQkJCQAAL744gukpKTgscceQ//+/aHX63Hu3LkizxUEwWnurVYrYmNjMWnSJNvXly9fRkBAQGlePhERlRHvkUXxHkmeiFNYie7SqVOncPr0abRo0QI1a9bEhQsXcOXKFciyjB07dpT4/IYNG8Lb29t2c7x48SJiYmJw+PDhUscQEhKCZs2a4eWXX0ZsbKzd+Zo1a9qud+DAAWRmZto9RhRFpzfzf//737h+/TqsVitSUlLQo0cPp7F069YNK1euRGFhIaxWK6ZPn4758+eX6nWo1WoMHjwYn3/+OY4ePYrevXsDAH744Qc8+uijiI+PR8OGDfHdd99BkqQiz/X394fZbMaJEycAoMj6ka5du2Ljxo24fPkyAODLL7/EyJEjSxUTERGVHe+RRfEeSZ6II5BEJbi1vuMWq9WKWbNmoWHDhgCAoUOHYuDAgQgKCkL37t1LvJ6XlxcWLVqE119/HR9//DEsFguee+45REREYM+ePaWOKzY2Fi+//DIWLlxod27ixIl49dVX8dVXX6Fly5Zo2bKl3WOaNGkCURQxaNAgvPvuu0XO1a5dG2PGjEF2djY6dOiAp59+2mkczzzzDObMmYNHH30UkiShRYsWmDJlSqlfx+DBg9GrVy+MHTsWGo0GADB69GgkJSUhNTUVoiiiZcuWOH78eJHn+fn5YdKkSRgzZgxq1qyJPn362M794x//wJgxYzB69GgIggBfX1+8//77EASh1HEREVHJeI/kPZKqH0G+fXybiKq9hQsXIjs7G0lJSUqHQkRE5FJ4jyTiFFYiIiIiIiIqJY5AEhERERERUalwBJKIiIiIiIhKhQUkERERERERlQoLSCIiIiIiIioVFpBERERERERUKiwgiYiIiIiIqFRYQBIREREREVGp/D+N3GgVUS1ahgAAAABJRU5ErkJggg==\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import matplotlib.pyplot as plt\n", "import seaborn as sns\n", "import pandas as pd\n", "\n", "sns.set_style(\"darkgrid\")\n", "fig, axs = plt.subplots(ncols=2,figsize=(15,5))\n", "sns.lineplot(x='Buffer Multiplier Value', y='Profit',marker=\"o\", data=profit_df, ax=axs[0])\n", "sns.lineplot(x='Buffer Multiplier Value', y='Service Level %',marker=\"s\", data=profit_df, ax=axs[1])\n" ] }, { "cell_type": "code", "execution_count": 84, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 84, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": "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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "sns.set_style(\"darkgrid\")\n", "fig, axs = plt.subplots(ncols=2,figsize=(15,5))\n", "sns.lineplot(x='Buffer Multiplier Value', y='Revenue',marker=\"o\", data=profit_df, ax=axs[0])\n", "sns.lineplot(x='Buffer Multiplier Value', y='Cost of Goods',marker=\"s\", data=profit_df, ax=axs[1])" ] }, { "cell_type": "code", "execution_count": 85, "metadata": {}, "outputs": [ { "data": { "image/png": "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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "scenario_name = ['Unoptimised - FB Prophet','Optimised - WasteNot']\n", "scenario_service_levels = [100*comparison_df['unbuffered_satisfied_units'].sum()/actual_demand_units, \n", " 100.*comparison_df['buffered_satisfied_units'].sum()/actual_demand_units]\n", "scenario_profit = [(comparison_df['unbuffered_satisfied_units'].sum()*unit_sale_price) - (comparison_df['predicted_demand_units'].sum()*unit_cost),\n", " (comparison_df['buffered_satisfied_units'].sum()*unit_sale_price) - (comparison_df['optimised_demand_units'].sum()*unit_cost)]\n", "\n", "def show_values_on_bars(axs):\n", " def _show_on_single_plot(ax): \n", " for p in ax.patches:\n", " _x = p.get_x() + p.get_width() / 2\n", " _y = 1.005*(p.get_y() + p.get_height())\n", " value = '{:.2f}'.format(p.get_height())\n", " ax.text(_x, _y, value, ha=\"center\",fontsize=14) \n", "\n", " if isinstance(axs, np.ndarray):\n", " for idx, ax in np.ndenumerate(axs):\n", " _show_on_single_plot(ax)\n", " else:\n", " _show_on_single_plot(axs)\n", "\n", "# fig, ax = plt.subplots(1, 2)\n", "\n", "\n", "plt.rcParams['font.size'] = '14'\n", "sns.set_style(\"darkgrid\")\n", "fig, axs = plt.subplots(ncols=2,figsize=(15,5))\n", "\n", "sns.barplot(x=scenario_name, y=scenario_service_levels, ax=axs[0])\n", "axs[0].set(ylim=(90, 100), ylabel='Service Level (%)')\n", "axs[0].yaxis.set_ticks([90,95,100])\n", "\n", "sns.barplot(x=scenario_name, y=scenario_profit, ax=axs[1])\n", "axs[1].set(ylim=(110000, 125000), ylabel='Profit ($)')\n", "axs[1].yaxis.set_ticks([110000,115000,120000,125000])\n", "show_values_on_bars(axs)\n", "\n" ] }, { "cell_type": "code", "execution_count": 86, "metadata": {}, "outputs": [ { "data": { "image/png": "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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.rc('font', size=12)\n", "fig, ax = plt.subplots(figsize=(20, 6))\n", "\n", "training_cond = ((input_df['timestamp']>='2017-10-20')&\n", " (input_df['timestamp']<='2017-11-02'))\n", "test_cond = ((input_df['timestamp']>='2017-11-02')&\n", " (input_df['timestamp']<='2017-11-30'))\n", "\n", "# Specify how our lines should look\n", "ax.plot(input_df.loc[training_cond].timestamp[-60:], input_df.loc[training_cond].demand_units[-60:], color='black', \n", " linestyle='-', label='Historical Demand (Training Period)')\n", "\n", "ax.plot(input_df.loc[test_cond].timestamp, input_df.loc[test_cond].demand_units, color='black', \n", " linestyle='--', label='Actual Demand (Validation Period)')\n", "\n", "\n", "ax.bar(comparison_df.timestamp, comparison_df.optimised_demand_units, color='green', \n", " label='Optimised Forecast (WasteNot): Replenished Units')\n", "\n", "# # For a less busy graph, only show the beginning of each week (Monday) as a major label\n", "ax.xaxis.set_major_locator(mdates.WeekdayLocator(byweekday=mdates.MO))\n", "ax.xaxis.set_major_formatter(mdates.DateFormatter('%d/%m'))\n", "ax.xaxis.set_minor_locator(mdates.DayLocator())\n", "\n", "ax.set_xlabel('Date', fontsize=20)\n", "ax.set_ylabel('Units', fontsize=20)\n", "ax.set_title('Optimised Forecast Demand using WasteNot & Actual Demand', fontsize=24)\n", "\n", "ax.grid(True)\n", "ax.legend(loc='upper left');" ] }, { "cell_type": "code", "execution_count": 87, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Mean Number of Units: 1161.75\n" ] }, { "data": { "image/png": "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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "print ('Mean Number of Units:',comparison_df['demand_units'].mean())\n", "\n", "plt.rc('font', size=12)\n", "fig, ax = plt.subplots(figsize=(20, 6))\n", "\n", "training_cond = ((input_df['timestamp']>='2017-10-20')&\n", " (input_df['timestamp']<='2017-11-02'))\n", "test_cond = ((input_df['timestamp']>='2017-11-02')&\n", " (input_df['timestamp']<='2017-11-30'))\n", "\n", "# Specify how our lines should look\n", "ax.plot(input_df.loc[training_cond].timestamp[-60:], input_df.loc[training_cond].demand_units[-60:], color='black', \n", " linestyle='-', label='Historical Demand (Training Period)')\n", "\n", "ax.plot(input_df.loc[test_cond].timestamp, input_df.loc[test_cond].demand_units, color='black', \n", " linestyle='--', label='Actual Demand (Validation Period)')\n", "\n", "ax.bar(comparison_df.timestamp, comparison_df.predicted_demand_units, color='blue', \n", " label='Unoptimised Forecast (FB Prophet): Replenished Units')\n", "\n", "# # For a less busy graph, only show the beginning of each week (Monday) as a major label\n", "ax.xaxis.set_major_locator(mdates.WeekdayLocator(byweekday=mdates.MO))\n", "ax.xaxis.set_major_formatter(mdates.DateFormatter('%d/%m'))\n", "ax.xaxis.set_minor_locator(mdates.DayLocator())\n", "\n", "ax.set_xlabel('Date', fontsize=20)\n", "ax.set_ylabel('Units', fontsize=20)\n", "ax.set_title('Unoptimised FB Prophet Forecast & Actual Demand', fontsize=24)\n", "\n", "ax.grid(True)\n", "ax.legend(loc='upper left');" ] }, { "cell_type": "code", "execution_count": 88, "metadata": {}, "outputs": [ { "data": { "image/png": "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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "input_df\n", "comparison_df\n", "\n", "comparison_df['unbuffered_service_level'] = 100.*comparison_df['unbuffered_satisfied_units']/comparison_df['demand_units']\n", "comparison_df['buffered_service_level'] = 100.*comparison_df['buffered_satisfied_units']/comparison_df['demand_units']\n", "\n", "# print (comparison_df['demand_units'].mean())\n", "\n", "# plt.rc('font', size=12)\n", "fig, ax = plt.subplots(figsize=(20, 6))\n", "width = 0.35 # the width of the bars\n", "\n", "training_cond = ((input_df['timestamp']>='2017-10-20')&\n", " (input_df['timestamp']<='2017-11-02'))\n", "test_cond = ((input_df['timestamp']>='2017-11-02')&\n", " (input_df['timestamp']<='2017-11-30'))\n", "\n", "ax.plot(comparison_df.timestamp, comparison_df.unbuffered_service_level, color='blue', \n", " marker=\"o\", linestyle='--', \n", " label='FB Prophet (Unoptimised) - SL: 91.9%')\n", "\n", "ax.plot(comparison_df.timestamp, comparison_df.buffered_service_level, color='green', \n", " marker=\"s\", linestyle='-', \n", " label='WasteNot (Optimised)- SL: 98.1%')\n", "\n", "\n", "ax.set_xlabel('Date', fontsize=20)\n", "ax.set_ylabel('Service Level %', fontsize=20)\n", "ax.set_title('Service Levels Comparison: WasteNot vs. Facebook Prophet', fontsize=24)\n", "fig.tight_layout()\n", "ax.grid(True)\n", "ax.legend(loc='lower left', prop={'size': 24});\n", "\n", "\n" ] }, { "cell_type": "code", "execution_count": 89, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "1161.75\n" ] }, { "data": { "image/png": "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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "input_df\n", "comparison_df\n", "\n", "print (comparison_df['demand_units'].mean())\n", "\n", "plt.rc('font', size=12)\n", "fig, ax = plt.subplots(figsize=(20, 6))\n", "\n", "training_cond = (input_df['timestamp']<='2017-11-02')\n", "test_cond = ((input_df['timestamp']>='2017-11-03')&\n", " (input_df['timestamp']<='2017-11-30'))\n", "\n", "# Specify how our lines should look\n", "ax.plot(input_df.timestamp, input_df.demand_units, color='black', \n", " linestyle='-', label='Demanded Units')\n", "\n", "ax.annotate('Training Period', xy =('2017-08-07', 200),\n", " xytext =('2017-08-07', 200),\n", " color='goldenrod') \n", "\n", "ax.annotate('Validation Period', xy =('2017-11-10', 200),\n", " xytext =('2017-11-10', 200),\n", " color='darkblue') \n", " \n", "ax.axvspan(*mdates.datestr2num(['2017-05-24', '2017-11-02']), color='yellow', alpha=0.2)\n", "ax.axvspan(*mdates.datestr2num(['2017-11-02', '2017-11-30']), color='blue', alpha=0.2)\n", "\n", "# # For a less busy graph, only show the beginning of each week (Monday) as a major label\n", "ax.xaxis.set_major_locator(mdates.WeekdayLocator(byweekday=mdates.MO))\n", "ax.xaxis.set_major_formatter(mdates.DateFormatter('%d/%m'))\n", "ax.xaxis.set_minor_locator(mdates.DayLocator())\n", "ax.set_xlim(['2017-05-24', '2017-11-30'])\n", "\n", "ax.set_xlabel('Datetime')\n", "ax.set_ylabel('Units')\n", "ax.set_title('Demand Data')\n", "\n", "ax.grid(True)\n", "ax.legend(loc='upper left');" ] }, { "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": "3.8.1" } }, "nbformat": 4, "nbformat_minor": 4 }