{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Forecast to Power Tutorial\n", "\n", "This tutorial will walk through the process of going from Unidata forecast model data to AC power using the SAPM.\n", "\n", "Table of contents:\n", "1. [Setup](#Setup)\n", "2. [Load Forecast data](#Load-Forecast-data)\n", "2. [Calculate modeling intermediates](#Calculate-modeling-intermediates)\n", "2. [DC power using SAPM](#DC-power-using-SAPM)\n", "2. [AC power using SAPM](#AC-power-using-SAPM)\n", "\n", "This tutorial requires pvlib >= 0.6.0.\n", "\n", "Authors:\n", "* Derek Groenendyk (@moonraker), University of Arizona, November 2015\n", "* Will Holmgren (@wholmgren), University of Arizona, November 2015, January 2016, April 2016, July 2016, August 2018" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Setup" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "These are just your standard interactive scientific python imports that you'll get very used to using." ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/Users/holmgren/git_repos/pvlib2/pvlib-python/pvlib/forecast.py:22: UserWarning: The forecast module algorithms and features are highly experimental. The API may change, the functionality may be consolidated into an io module, or the module may be separated into its own package.\n", " 'module, or the module may be separated into its own package.')\n" ] } ], "source": [ "# built-in python modules\n", "import datetime\n", "import inspect\n", "import os\n", "\n", "# scientific python add-ons\n", "import numpy as np\n", "import pandas as pd\n", "\n", "# plotting stuff\n", "# first line makes the plots appear in the notebook\n", "%matplotlib inline \n", "import matplotlib.pyplot as plt\n", "import matplotlib as mpl\n", "\n", "# finally, we import the pvlib library\n", "from pvlib import solarposition,irradiance,atmosphere,pvsystem\n", "from pvlib.forecast import GFS, NAM, NDFD, RAP, HRRR" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Load Forecast data" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "pvlib forecast module only includes several models. To see the full list of forecast models visit the Unidata website:\n", "\n", "http://www.unidata.ucar.edu/data/#tds" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "# Choose a location.\n", "# Tucson, AZ\n", "latitude = 32.2\n", "longitude = -110.9\n", "tz = 'US/Mountain'" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Define some PV system parameters." ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [], "source": [ "surface_tilt = 30\n", "surface_azimuth = 180 # pvlib uses 0=North, 90=East, 180=South, 270=West convention\n", "albedo = 0.2" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [], "source": [ "start = pd.Timestamp(datetime.date.today(), tz=tz) # today's date\n", "end = start + pd.Timedelta(days=7) # 7 days from today" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [], "source": [ "# Define forecast model\n", "fm = GFS()\n", "#fm = NAM()\n", "#fm = NDFD()\n", "#fm = RAP()\n", "#fm = HRRR()" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [], "source": [ "# Retrieve data\n", "forecast_data = fm.get_processed_data(latitude, longitude, start, end)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let's look at the downloaded version of the forecast data." ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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temp_airwind_speedghidnidhitotal_cloudslow_cloudsmid_cloudshigh_clouds
2018-08-09 06:00:00-06:0026.5986635.0199230.0000000.0000000.00000072.00.021.067.0
2018-08-09 09:00:00-06:0026.8886413.834616145.5583791.600285144.82350097.00.039.097.0
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2018-08-09 18:00:00-06:0047.6174931.259972135.1854620.000000135.185462100.00.010.0100.0
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" ], "text/plain": [ " temp_air wind_speed ghi dni \\\n", "2018-08-09 06:00:00-06:00 26.598663 5.019923 0.000000 0.000000 \n", "2018-08-09 09:00:00-06:00 26.888641 3.834616 145.558379 1.600285 \n", "2018-08-09 12:00:00-06:00 25.488617 2.595709 322.775864 18.426892 \n", "2018-08-09 15:00:00-06:00 32.419769 1.174503 315.885183 17.620191 \n", "2018-08-09 18:00:00-06:00 47.617493 1.259972 135.185462 0.000000 \n", "\n", " dhi total_clouds low_clouds mid_clouds \\\n", "2018-08-09 06:00:00-06:00 0.000000 72.0 0.0 21.0 \n", "2018-08-09 09:00:00-06:00 144.823500 97.0 0.0 39.0 \n", "2018-08-09 12:00:00-06:00 306.226661 98.0 0.0 61.0 \n", "2018-08-09 15:00:00-06:00 300.108657 99.0 0.0 19.0 \n", "2018-08-09 18:00:00-06:00 135.185462 100.0 0.0 10.0 \n", "\n", " high_clouds \n", "2018-08-09 06:00:00-06:00 67.0 \n", "2018-08-09 09:00:00-06:00 97.0 \n", "2018-08-09 12:00:00-06:00 98.0 \n", "2018-08-09 15:00:00-06:00 99.0 \n", "2018-08-09 18:00:00-06:00 100.0 " ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "forecast_data.head()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "This is a ``pandas DataFrame`` object. It has a lot of great properties that are beyond the scope of our tutorials." ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "forecast_data['temp_air'].plot()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Plot the GHI data. Most pvlib forecast models derive this data from the weather models' cloud clover data." ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Text(0,0.5,'Irradiance ($W/m^{-2}$)')" ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "ghi = forecast_data['ghi']\n", "ghi.plot()\n", "plt.ylabel('Irradiance ($W/m^{-2}$)')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Calculate modeling intermediates" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Before we can calculate power for all the forecast times, we will need to calculate:\n", "* solar position \n", "* extra terrestrial radiation\n", "* airmass\n", "* angle of incidence\n", "* POA sky and ground diffuse radiation\n", "* cell and module temperatures\n", "\n", "The approach here follows that of the pvlib tmy_to_power notebook. You will find more details regarding this approach and the values being calculated in that notebook." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Solar position" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Calculate the solar position for all times in the forecast data. \n", "\n", "The default solar position algorithm is based on Reda and Andreas (2004). Our implementation is pretty fast, but you can make it even faster if you install [``numba``](http://numba.pydata.org/#installing) and use add ``method='nrel_numba'`` to the function call below." ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [], "source": [ "# retrieve time and location parameters\n", "time = forecast_data.index\n", "a_point = fm.location" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [], "source": [ "solpos = a_point.get_solarposition(time)\n", "#solpos.plot()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The funny looking jump in the azimuth is just due to the coarse time sampling in the TMY file." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### DNI ET\n", "\n", "Calculate extra terrestrial radiation. This is needed for many plane of array diffuse irradiance models." ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [], "source": [ "dni_extra = irradiance.get_extra_radiation(fm.time)\n", "\n", "#dni_extra.plot()\n", "#plt.ylabel('Extra terrestrial radiation ($W/m^{-2}$)')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Airmass\n", "\n", "Calculate airmass. Lots of model options here, see the ``atmosphere`` module tutorial for more details." ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [], "source": [ "airmass = atmosphere.get_relative_airmass(solpos['apparent_zenith'])\n", "\n", "#airmass.plot()\n", "#plt.ylabel('Airmass')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The funny appearance is due to aliasing and setting invalid numbers equal to ``NaN``. Replot just a day or two and you'll see that the numbers are right." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### POA sky diffuse" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Use the Hay Davies model to calculate the plane of array diffuse sky radiation. See the ``irradiance`` module tutorial for comparisons of different models." ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [], "source": [ "poa_sky_diffuse = irradiance.haydavies(surface_tilt, surface_azimuth,\n", " forecast_data['dhi'], forecast_data['dni'], dni_extra,\n", " solpos['apparent_zenith'], solpos['azimuth'])\n", "#poa_sky_diffuse.plot()\n", "#plt.ylabel('Irradiance ($W/m^{-2}$)')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### POA ground diffuse\n", "\n", "Calculate ground diffuse. We specified the albedo above. You could have also provided a string to the ``surface_type`` keyword argument." ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [], "source": [ "poa_ground_diffuse = irradiance.get_ground_diffuse(surface_tilt, ghi, albedo=albedo)\n", "\n", "#poa_ground_diffuse.plot()\n", "#plt.ylabel('Irradiance ($W/m^{-2}$)')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### AOI\n", "\n", "Calculate AOI" ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [], "source": [ "aoi = irradiance.aoi(surface_tilt, surface_azimuth, solpos['apparent_zenith'], solpos['azimuth'])\n", "\n", "#aoi.plot()\n", "#plt.ylabel('Angle of incidence (deg)')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Note that AOI has values greater than 90 deg. This is ok." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### POA total\n", "\n", "Calculate POA irradiance" ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Text(0.5,1,'POA Irradiance')" ] }, "execution_count": 17, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "poa_irrad = irradiance.poa_components(aoi, forecast_data['dni'], poa_sky_diffuse, poa_ground_diffuse)\n", "\n", "poa_irrad.plot()\n", "plt.ylabel('Irradiance ($W/m^{-2}$)')\n", "plt.title('POA Irradiance')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Cell and module temperature\n", "\n", "Calculate pv cell and module temperature" ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Text(0,0.5,'Temperature (C)')" ] }, "execution_count": 18, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "temperature = forecast_data['temp_air']\n", "wnd_spd = forecast_data['wind_speed']\n", "pvtemps = pvsystem.sapm_celltemp(poa_irrad['poa_global'], wnd_spd, temperature)\n", "\n", "pvtemps.plot()\n", "plt.ylabel('Temperature (C)')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## DC power using SAPM" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Get module data from the web." ] }, { "cell_type": "code", "execution_count": 19, "metadata": {}, "outputs": [], "source": [ "sandia_modules = pvsystem.retrieve_sam('SandiaMod')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Choose a particular module" ] }, { "cell_type": "code", "execution_count": 20, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Vintage 2009\n", "Area 1.701\n", "Material c-Si\n", "Cells_in_Series 96\n", "Parallel_Strings 1\n", "Isco 5.09115\n", "Voco 59.2608\n", "Impo 4.54629\n", "Vmpo 48.3156\n", "Aisc 0.000397\n", "Aimp 0.000181\n", "C0 1.01284\n", "C1 -0.0128398\n", "Bvoco -0.21696\n", "Mbvoc 0\n", "Bvmpo -0.235488\n", "Mbvmp 0\n", "N 1.4032\n", "C2 0.279317\n", "C3 -7.24463\n", "A0 0.928385\n", "A1 0.068093\n", "A2 -0.0157738\n", "A3 0.0016606\n", "A4 -6.93e-05\n", "B0 1\n", "B1 -0.002438\n", "B2 0.0003103\n", "B3 -1.246e-05\n", "B4 2.11e-07\n", "B5 -1.36e-09\n", "DTC 3\n", "FD 1\n", "A -3.40641\n", "B -0.0842075\n", "C4 0.996446\n", "C5 0.003554\n", "IXO 4.97599\n", "IXXO 3.18803\n", "C6 1.15535\n", "C7 -0.155353\n", "Notes Source: Sandia National Laboratories Updated 9...\n", "Name: Canadian_Solar_CS5P_220M___2009_, dtype: object" ] }, "execution_count": 20, "metadata": {}, "output_type": "execute_result" } ], "source": [ "sandia_module = sandia_modules.Canadian_Solar_CS5P_220M___2009_\n", "sandia_module" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Run the SAPM using the parameters we calculated above." ] }, { "cell_type": "code", "execution_count": 21, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Text(0,0.5,'DC Power (W)')" ] }, "execution_count": 21, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "effective_irradiance = pvsystem.sapm_effective_irradiance(poa_irrad.poa_direct, poa_irrad.poa_diffuse, \n", " airmass, aoi, sandia_module)\n", "\n", "sapm_out = pvsystem.sapm(effective_irradiance, pvtemps['temp_cell'], sandia_module)\n", "#print(sapm_out.head())\n", "\n", "sapm_out[['p_mp']].plot()\n", "plt.ylabel('DC Power (W)')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## AC power using SAPM" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Get the inverter database from the web" ] }, { "cell_type": "code", "execution_count": 22, "metadata": {}, "outputs": [], "source": [ "sapm_inverters = pvsystem.retrieve_sam('sandiainverter')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Choose a particular inverter" ] }, { "cell_type": "code", "execution_count": 23, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Vac 208.000000\n", "Paco 250.000000\n", "Pdco 259.522050\n", "Vdco 40.242603\n", "Pso 1.771614\n", "C0 -0.000025\n", "C1 -0.000090\n", "C2 0.000669\n", "C3 -0.018900\n", "Pnt 0.020000\n", "Vdcmax 65.000000\n", "Idcmax 10.000000\n", "Mppt_low 20.000000\n", "Mppt_high 50.000000\n", "Name: ABB__MICRO_0_25_I_OUTD_US_208_208V__CEC_2014_, dtype: float64" ] }, "execution_count": 23, "metadata": {}, "output_type": "execute_result" } ], "source": [ "sapm_inverter = sapm_inverters['ABB__MICRO_0_25_I_OUTD_US_208_208V__CEC_2014_']\n", "sapm_inverter" ] }, { "cell_type": "code", "execution_count": 24, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(0, 171.32419690136939)" ] }, "execution_count": 24, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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ispOyA8ErmqzIMmm2lklQmLJM/hm4SFWfpKpvUtVPqer9Vbz+M8CLlxx7F/AdVd0PfMd9DPASnOmK+4FrgI/XJbnFssFJZ9eeZeLRXlZRHhaLCQNry9yciNEUl9Az0DYCppTJuKqOrvSkiHSKyIUrPa+qtwDjSw5fCXzWvf9Z4BVlx/9FHW4DukRkW+2iWywbm0wFs0w8ojAgy1MMa82s90g1JyLRnHK9Yyqb61Ui8jfATTguLq9r8D7gBcAu4A+qfM8tqjoMoKrDIrLZPb4DGCo774R7bLh28S2WjUs6V6Crtamic6MwICtT4fx3j7bmuLVMAsBUNte1bkzj1cBrgG0480weAD6hqrea+ByX5VJOlnXgisg1OK4wdu7caVAEi2X9kMnm2dG1dgdeKBuQFWJAO12KmVRomUSkn9h6x1g2l6pOqOonVfWNqvoiVX2Fqr67DkVyxnNfuX/PusdPAINl5w0Ap1aQ6TpVPaiqB/v7+2sUY/1ydnqeV3z0h5yanAtbFEuIVDL/3WNxQFa4lklMIJmobPlqSyZsNlcARLkn843A1e79q4Gvlh1/g5vVdSkw5bnDLNVx14kpDg9N8pPjS8NVlo1EpX2uoGxAVog7/XS2QFtzApG162LAUYDWMvEf42N7a0FEbsBpDNknIieAPwf+GviiiLwZeAzHfQZO+vFLgSNABnhT4AKvE0ZnswCcmLCWyUYmk628zsRTJmFaJulsnlSFCQPgBOCt9e0/Jhs9xoBLVfVH1b5WVa9a4anLlzlXcUYEW+pkZMYqk41OLl8kVyhWYZmEXwSYzlU2/92jLWktkyAwGTMpAn9v6v0s/rOoTDIhS2IJi7kqOgZDNNxcmVyh4rRgcKv2bTaX75iOmXxTRF4llTozLaFiLRNLuuo024i4uSqUF9yYia0z8R3TMZO3A21AQUTmcNJ4VVU7DX+OxQBezOTkxBzFolbU6M+yvijVbFToNorHhJamWKidgzO5Av0dyYrPTyUTZBYK9hr3GaOWiap2qGpMVZtUtdN9bBVJRBlxlUmuUCzdt2wsSjUbVez0wx7dm85Vb5mownzeurr8xHTXYBGR3xCRP3UfD4rIxSY/w2KOkZks5/S3ATZuslFJV9GB1yPszsGZbJUxkwgUWm4ETMdMPgZcBvy6+3gW+Kjhz7AYIJ3Nk8kVePrObgCGxm3cZCOSqaIDr0fYRYDpXHWpwZ7VZTO6/MW0MrlEVd8KzINTFQ80G/4MiwG8eMlTd3YB1jLZqNRimbQn46FZJqpKOpuvOpsLrGXiN6aVyYKIxHF7ZYlIP1A0/BkWA3iZXAPdKfrakzaja4PiBdKrsUycVNtwlEk2X6SolfflgsV/m7VM/MW0MvkI8GVgs4i8H7gV+IDhz7AYwFMm/e1JBrpbrTLZoHgWRnWWSXgxk3Rplkl1yg+wtSY+YzQ1WFU/LyJ34lSuC/AKVX3A5GdYzOC5ufo7kgz2pLj7xGTIElnCIFMqWqwmZhIPzWWUqbLIEsosE1tr4itGlYmIvBf4AfAZVU2bfG+LWUZmssQEetqaGehu5aZ7hykUlbjNw99QpHN5dxph5U6KMLO5PPdaNanMbdYyCQTTbq7jwFXAIRG5Q0T+XkSuNPwZFgOMzGbpaUsSjwkD3a0sFJSzM/Nhi2UJGCfNtvKFGVw3Vy6P0yYvWDyLqNIiS1i0umzMxF9MFy1er6q/iTNd8XM4nX4/Z/IzLGYYmcmWqogHulOAbauyEXEKAKtzULQlExQV5heCz63J1GKZ2DqTQDBdtPgpEfkR8HEcF9qrgW6Tn2Exw8hsrqRMBrtbARgat+nBG41MtlBVMBsWYxBhVMHXkjCQTMSIibVM/Ma0m6sXiAOTwDgwqqp1/Q+KyLUicp+I3CsiN4hIi4jsEZHbReRhEfl3EbG1LFUyOpOlr9352rZ3OcrEWiYbj5osk+bwOgd71kV7FW4uEaGt2U5b9BvTbq5XquolwN8AXcD33GFXNSEiO4DfBQ6q6oU4iuq1wAeBf1TV/cAE8Oa6hd9AqOrj3FwtTXE2dyRt4eIGJJOrxTIJr3PwYmPK6mRO2ZkmvmM6m+vlwHOB5+G4t76Lk91VDwmgVUQWgBQwDLyQxZYtnwX+Ase1ZqmA6fk8uUKR/vbFzqu21mRjkskV6GmrzrBfLAIMfqfvZWRVUwHvnR+VbK5v33+GbV0tXLB9U9iiGMV0C/qXALcAH1bVU/W+maqeFJG/wxnbOwd8E7gTmCxzn50AdtT7WRuJUsFiWRvvwZ4UP31sIiyRLCGRqWL+u0eolkk2jwi0NFXnVEklozPT5A//4y46WhJ8++3PJ5mo7ruPMqbdXG8Fvg88XUReLiKb63k/EekGrgT2ANtxZqW8ZLmPXuH114jIIRE5NDIyUo8o64ry6nePge5WhifnyRds95uNRLqK+e8e7aXsqBBiJu6UxWrn74XZAqacqbkFJjMLDI3Pcf2tx8MWxyims7leA9yBkxL8q8DtIvLqOt7yF4FjqjqiqgvAl4BnAV0i4v0CBoBlrSBVvU5VD6rqwf7+/jrEWF+MzD7RMhnoTpEvKmdm7FyTjUQtlkmpbiOEgHamylkmHm3N8VAHenl4GZNdqSY++r0j66q2y3Q2158Az1TVq1X1DcDFwJ/W8X6PAZeKSModBXw5cD/wPZy0Y4Crga/W8RkbjtFl3FwDbnrwCZsevGEoFpVMrlB1Nld7iG6u2WyhqiaPHqkQ+4mV4yW5vPfKC8nmC/z9Nx4KWSJzmFYmMVU9W/Z4rJ7PUNXbgf8Afgrc477XdcA7gbeLyBGcdORP1yzxBmRkNktTXNjU2lQ6NugWLg7ZIPyGYW6h+o7BUN7SPZyYSbXyQpQsE+f39bz9fVx92W6+eOcQ956cClkqM5hWJjeJyDdE5I0i8kbgv4Cv1/OGqvrnqvokVb1QVV+vqllVPaqqF6vqPlV9japa30wVjMxk6WtPPs7vvK2rBRE712QjUcssE4DmRIzmeCyU7Kha6mIg/OmQHkMTGTpaEmxqbeJtl++nO9XMe792fyitaUxjOgD/DuATwJOBpwDXqeo7TX6GpX7Ka0w8kok4WzpabHrwBqKWKYsebSENyMrkqu8lBo68mVwh9EV7aDzDYHcKEccz8PYrzuWOY+PcdO/pUOUygTFlIiKvEJE/BNKq+nZVvVZVv2zq/S3mGJ3NPi6Ty8OpNbGWyUahVsvEe00o2VzZfNXZZ+DImy8quZCzFYcm5hjsaS09fu0zBzlvSwfv//oDzC+E74arByPKREQ+BlyLE7/4SxGpJ+hu8RnPzbWUwZ6UnQW/gcjUWAAIi52Dg6ZmyyTEDDQPVS1ZJh6JeIw/++UDnJiY4/ofHgtNNhOYskyeB7xQVd8N/ALwCkPvazFMsaiMpXNPcHOBY5mcnra1JhuFUtPEmt1cIcRMsjXGTLzamBBrTUZmsmTzRQZ7Uo87/ux9ffzi+Vv46HePMDW3EJJ09WNKmeRUtQCgqhmcKYuWCDKRyVEo6orKpFBUhqfWT+67ZWXqsUzakonAU4NV1SlarCmby2tOGZ5lMuS6kMvdXB6vu3Qn6VyBh87MBC2WMUwpkyeJyN3u7Z6yx/eIyN2GPsNiAK9gcTk310ApPdjGTTYCi+3ca1ucg26cmM0XKRS1RsvE+TeGmdHluZB3LrFMAHa5xx4ba9zfnqneXOcbeh+LzyzXl8tj0A7J2lCULJMaAtptyeBbunvyVtN+3iMSlolbEDzQ/URlsqO7FZHG3sgZUSaq+qiJ97H4z2rKZOumFmJilclGYTGbq7aYSdBurnosKe81oVomExn6O5K0ND1R/mQiztbOFh5r4A4UposWLRFndJm+XB7NiRhbO1tsevAGIZMtEI8JyUT1y0BbMng3V72WVPl7hMHQ+FxpqulyDHanONHA2ZRWmWwwRmaytDTFVkyvHGjwC9pSOWm3aWK1HXjBcTUtFJRsPrjFuS5LyrNMQszmemw884RMrnIGe1LWMhGRfhE5sMzxC0TEtuuNEF71+0oLyECPLVzcKGSyhZoyuSCczsGLFfu1pwaHVWeyUCgyPDX3uBqTpQz2tHJmZr5hixdNWSb/BCynNAaADxv6DIsBRlaofvcY6E5xenqeXN7Wmqx30rl8TTUmEM6ArNk6YiatTeFaJsOT8xR1+Uwuj509KVTh5GRjegZMKZOLVPXmpQdV9Rs4fbosEWF0ZvmCRY+B7laKCqcbqNbk3pNT/MlX7qFYbPxmeUGSydVumbSHUAToxWhqkTkeE1qbwusc7GVpDSxTY+LhucCGGtTVZUqZNNX4nCVgRmaXb6Xi4c01aZQURVXlj798D5+77TGbhVYlTjV5bZbJYnZUkDGT2t1czuvCaU4JiwpiVTdXg4+BMKVMHhaRly49KCIvAY7W88Yi0iUi/yEiPxeRB0TkMhHpEZFvicjD7t/uej5jo7BQKDK+QisVj8Vak8ZQJt+47zR3nXDmQTSKzFEhk6tt0BSEM7rXm+FeSwU8OM0ew7RM4jFh26aWFc/Z3JGkORFrWMvEVNHitcDXRORXgTvdYweBy4CX1/neHwZuUtVXi0gzkALeA3xHVf9aRN4FvAtnYJZlFcbTOWD5tGCPbZtaiMekIXb5+UKRv/3Gg/S1JxmdzTaMNRUV0rk8u5pX3imvRlsIyiSdKyACLYnaramwLJPHxufY3tVCIr7y/j0WEwa6WxtWmRixTFT1IeAi4GZgt3u7GXiy+1xNiEgnThPJT7ufk1PVSeBK4LPuaZ/FNpasCK9gcTU3VyLu1ZpEX5l86WcneWQkzV/8yoGGUYBRop5sLu91QQ7IymTzpJrixGK1tf5zamNCskzGM6sG3z12NnB6sLE6E3cC4j+r6h+4t+uBZ4jIR+t4273ACPDPIvIzEfmUiLQBW1R12P3cYWBz/f+C9c9q1e/lNMLuaH6hwIe+9RBPGdjEyy7axrZNLZGXOWrUl80VfEV5OleoaZaJR6o5Hlo214mJzKrxEo/B7lTDXsfGixZF5Kki8kEROQ68D/h5HW+XAJ4OfFxVnwakcVxalcpyjYgcEpFDIyMjdYixPigpk1UsE3DSg6Oenvi52x7l1NQ873zxkxBx3QPWMqmYQlGZzebpaKktPyaM1OB0Nl/TLBOPtuZEKHUmmVye0dncqgWLHjt7UkzP55nKNF4relNFi+eKyJ+JyAPA/wZOAKKqL1DVf6rjrU8AJ1T1dvfxf+AolzMiss397G3A2eVerKrXqepBVT3Y329rJ0dWaaVSzo7uVs5Mz7MQ0bkmM/MLfOz7j/CcfX08a18f4LaisDGTipnI5FCF3rbmml6fTMSIxyTQliqz2XzNCQPgdA4OwzLx3K8Dq7RS8fDa0zdi/M+UZfJz4HLgl1X1Oa4CqXsLoKqngSEROc89dDlwP3AjcLV77Grgq/V+lgn+z12n+KV/vJmfHB8PW5RlGZnJ0pFMLNtorpyBrmjXmnzqB8cYT+d4x4vOKx0b7ElxZjrbsNXDQTPhJmP01KhMRIS25mAHZI2nczXLC17b/OCvj1JacAWWiddRuBHjJqaUyauA08D3ROSTInI55gZkvQ34vDsX5anAB4C/Bq4QkYeBK9zHofP9B0d46Mwsr73uNj71g6OoRquIbmQ2u6ZVAo5lAtHcHY3NZvnUD47y0ou28pTBrtJxb9d3KuLuuagwVqcygeAHZNWrTFIh1ZlUUmPisbO3cQsXTbWg/zLwZTc4/gqcVOEtIvJx4Muq+s063vswTprxUi6v9T394tjoLE8Z2MSWzhbe918P8NPHJvjgq55cs1/aNCMzWfoqUSZdzsJ8MoIxiI9+7xHm80X+4JfOe9zxUvXwxBx7+9vDEG1ZpjILHBmZpbMlQUdLEx0tiZqbK5pk3JAyCdLNNZ7O0du29vW7Em3NCbL5IvlCcdUUXdM8Nj5Ha1Ocvva1v+vOliY2tTZFciO3FqbqTABQ1TTweRxLogd4DU7AvGZl0kgcH8vwogu28oFXXsgnf3CUD970ID8f/iEf/41ncN7WjrDFY3Q2y/nbOtc8b1uXU1gVtSB8oaj82x2PcuVTt3POEoVRqtyP2I7unf95Nzfdd/pxx+Ixobetmevf+Ewu3LEpFLk8y6RHCJlPAAAgAElEQVTWmAl4lkkwbqP5hQKz2Ty9FSzIK1FqTrlQoDNAZTI0kWGwp7XiDYSTHhyt314l+PaNquq4qn5CVV/o12dEiclMjvF0jr19bYgI1zzvHP7tLZcwk81z5Udv5bajY2GL6HQMXiOTC5xBPZs7kpGzTE5MZJhfKHLpnt4nPLelo4XmeCxytSY/Pz3NJXt6+Kernsb7X3kh73rJk3jLc/ZwdibL7cfCi615MZPuumIQ8VJVut+YsqQg+M7BQ+OVpQV7DPa0ciJim6JKsPNMDHFsNA3A7r620rFL9vbyX297Dk3xGDfedSos0QBnZzczn68oZgJO3CRqlslR9zve09/2hOdiMWFHd2uk3AO5fJGhiTku3tPDLz9lO6+7ZBf/8/nn8K6XPIn2ZILHxtKhyTaeztHRkqCpjh16kDETE8okFcJME1XlxMRcRcF3j8GeFCcm5hqucalVJoY47i4Me/oev9Bt7mxh3+Z2Hg1x4YCyCYsVWCbgxE2ipkyOjTjf4d6+JyoTcFxdUbJMhiYyFIr6hGtCRNjZk+LREHefY+lcXS4ucPpzBbUwG3HLNQdvmUxmFpjN5itKC/YY7E6RKxQ5MxPNbMqVsMrEEMdG0sRk+XkFu3vbOD4a7o651Eqlo7If447uVmcGQ4R2R0dHnUD2SrtTZ0pkdCyToyPLbzAAdveleGwsPFnH09m6dvng7PSDWpjH0871W282FwRrmXiWcjWWibeGhHl91IJVJoY4NpZhoDtF8zLztHf1pjg1NRfoiNOlLFa/r9y1tJwBd3fkFTpGgWOjafb0t688JbK7lbF0LrRmfks5NjoLLK9Mdva0lSyXMBhPL9BTR2YUOJZJUG6usVnXMqnQsl6OkmUSoDLx6kUq6cvlUZ6Z2EhYZWKIY6Ozyy4a4CgTVRgKMUOj0up3jwE3PThKbqNjI2nOWeE7hsUfYVTcc8dG0/S0NdOVeuJueldvioWCMjwVjqyOZVJfynpbcjHV1m/G0jma4kJnS+0JqIv9xILb1Hm/+Wosk+1dLYhELzNxLawyMYCqcnw0s4oycY6HGTcZnfF2dpW7uSA6C3Mml+fU1PyK3zHAYMTSg4+OpFeM7+wK0ZWhqm4BYH2WyWJA2//FeXw2R3equa76nFRz8G3zhyYydKeaSvNfKiGZiLOts/Eal1plYoCR2Syz2fyKC91uV5kcD9EHOjI7T3eqqeLsnR0lyyQaF7QXc1ouk8tjoDTYKxoK8NhoesVrwqt0DiMIP5PNs1BQIwF4CGZxHquz+h2gK+VYYhMBNlEcGs9UZZV4DPSkIpWZWAlWmRjAW+h2r7BwdKecyucwLZORmcpaqXi0JRN0pZoiU2vipV7v7Vu5ur2vvZmWpmhMqpuZX+DsTHZF5bdtUytNceHREDYY9fbl8lhcnHN1y7QW4+lsXQWL4Fgm7ckEZ6aDy5I6MTFXVY2JRyPONbHKxABeoHUll4aIOBldYVomM6vPfl+OKKUHHx1xvuPdfSv/MJ1W9NHY0XkbjJWuiXhMGOxO8dh48BsME325wEl7Bzg77X+SxlidrVQ8NncmS8koflMsKicn5hjoqTwt2GOwu/Eal1plYoBjoxma4zG2d6180ezqTYVqmZyZzrK1s7JMLo8dXa2Rsky2bWop+b1XYjAitSZHS5lcK1tSO3tToVgm47NmlMkW93oKYqc/Plu/mwucTglBWSZnZubJFYpVZXJ57OyNXgLMWlhlYoBjo7Ps7E0RX2Wc6O7eNk5MzIUyI6RYVM5Mz7NlU5XKxK2Cj0L346OrxB/KGeyJxqS6Y6NpRJxNxErs6nFqTYL+fk1Uk8NiAewZny2TbL7ATDZfd4wHHMvkbECWiZdcUYuby3tNFKzsSrHKxADHRtOlIPtK7OpNUXDN3qAZz+TIF7UmyySTKzAZ8tQ3VeXoyCx7Vwm+ewx0tzqT6ubClfnoSJodXa2rzo7Z2dvGTDYfaEAYnOsBKs/sW4nmRIzetmbfK7Un0s7301OnvOBYU2em5wNR4F6dSC0B+FKtSQQ2RpXSEMpEROLuDPivuY/3iMjtIvKwiPy7iNR/ldVIsagcH8usudB5wfnjIbi6vCFXWzqr8zkPRCQ9eDydY3o+v6rLyGOwlNEV7o9wtUwuDy89OGj353g6RzIRo3WNIWmVsLmzhbM+u43G3Op3I5ZJR5Jsvsj0nP8ZaN5snW1VegTAsfqSiWgkk1RKQygT4PeAB8oefxD4R1XdD0wAbw5FKuDU1By5fHHthaM3vAlqno94S9WWSTRSbRczuSqxTLwdXXgyqyrHRleuMfHwromg4yZjs05fLhMzVbZ0Jn13c5mofvcoJQ0E0PdqeGrOzTCsXmnHYsJAd2uo13G1RF6ZiMgA8DLgU+5jAV6IMw8e4LM4A7lCoZQWvIabq789Sao5HkqPrtOuMtla5Q4pKpaJ1y24EjeXN0M7TMvEqztaa0jXYE84ymQ8nTXiMoJgAtqmYjwAWzqCifMADE/NV/2bK6fR0oMjr0yADwF/BHiR615gUlU9O/UEsCMMwaAsLXiNhU5E2NXbFkpG15mpeWJSecdgj65UE6nmeOgZXUdH0jTFpVRIuRqbWpvoSCZCtaaOrdLgsZyWpjhbO1t4NOD04PFM/X25PLZsamF0NutrSxUTHYM9NgeYgTY8Oc+2TdWnBXt4ySRRSICphEgrExF5OXBWVe8sP7zMqct+2yJyjYgcEpFDIyMjvsh4bDRDqtkZJrUWu3tT4cRMpufpa09WPapUxFnAw48/zLKzJ1WR/CLOXJMwZS7NXanALbezN/juwePpLD0pM6Okt3QmKSqMzvpXuDiezhKPCZ0Gxl97v9MgMrpOTc2xvU7LZCYbfjJJpURamQDPBn5FRI4DX8Bxb30I6BIRr+BgAFh28pSqXqeqB1X1YH9/vy8CHhudZXdvW0X+5129bQyNzwXeKfb0dLZmczsKQ7KOjaarmuvu7OhCtExG0zQnVq878tgVwlwTp2bDkGXS4f9Ofzzt9OWKrZJ6XyltyQQdAVTBz2bzzMzn2VbBNbASUYj/VUOklYmqvltVB1R1N/Ba4Luq+jrge8Cr3dOuBr4akogcH1u5weNSdvU6bd2D7hR7dnq+6uC7R9hV8AUvW67C7xicWM/QRHjugaMjaXavUXfksas3xchMNrC26PMLBdK5Qt1pwR5BFC6OzuboMyQvQH8AVfCnp2rP5PLw4n+NEjeJtDJZhXcCbxeRIzgxlE+HIcRCochj49UpEwg+4Hp6er7qGhOPHd2tTGYWQpsRcmqysmy5cga7U2RyhcDrNzyOjc6u2kOsnJ1u4kZQC4bXR8tEMBsW083P+Lg4jxto8lhOEEkDpyad9683ZgKNU7jYMMpEVb+vqi937x9V1YtVdZ+qvkZVQ5ngdGLCcVmt1OBxKYvdg4OLm8wvOEWHNbu5usLN6FrM5KrOzQXhFHzlvQ1GBZlnUF5rEoysY4ZaqXj0tieJx8TXWhPjyqQz6Xuh5bABy6SzpYmuVJO1TDYCq03SW46tnS00J2KBWibeDqySBIHlKKUHh5Qd5TV4rMYy8WQOI6PLaZnzxLnvK1GqPwromjCZZgtOw8r+9qSvO/2x2ayRTC4Pp9Ay66sbdHhqHpHqa7uWsjMi7YEqwSqTOjjmzdiocOGIxYRdPSmOjwZnmXjV77VbJm7hYkiWybHRNB3JRFU+8zDdA9UUWAJ0pZrpbEkElh5sWpmAs9M/7VPdRi5fZHo+byxhAIKpgh+edDIolxvjXQ07e8JpBloLVpnUwbHRWTa1NtFdRZqlU2sS3MVRKliscYe0uSNJU1xCs0ycTK7KsuU82pMJulNNoezoanHLBXlNjBus2fDws6VKKcZjMABfqjXx0dVVb1qwx+7eNk5OhtMgtlqsMqkDr/9SNQvd7t4Uj46nKQaUHlxqpVLjhR2LCdtDzOg6OlJZt+ClDHSnQnFz1bbBCK7SeTydM1az4eG0VPFnYfZiPH1GA/BurYmPVfCn66x+99gZYoPYarHKpA5Wm/u+Erv62phfKAbWBvv0VJZUc5yOKmZQL8WZaxL8Ln9+ocCpqbmKGjwuZbCnNRQ3l6f8qtlg7OpNcXJiztcqco+xdI7uVJORmg2PLR0tTGQWyObND3Lyxy3nfzrz8FR91e8eXtJOGOOdq8UqkxqZXyhwcnKuamWy2w24BpXRdWbGSQuup6mfUwUf/M7o+Fga1cp6ci1loNtZoIOuNamkweNSdvW0kS9qKZ3UT8bTWaMLMywuzn7s9Esdg426ufytgp+eX2A2m2d7V/2WyWI5QXiD9SrFKpMa8XzclaYFe5R2GkEpk6naCxY9dnS3cnYm68vOczUq7XG1HIPdrWTzxcBGtAJkcnmGp+arlnent2AEEISfSC8YVyaLi7N5ZbhomZgLwKea/a2C95JeTFgmmzuStDQFmwFaK1aZ1Mhac99XYtumFpriEtg8+NPT9ftuvVqT4QB2zuVU0+NqKQMhZHSV5r5XEXyHYItZx9JZI7PUy/GuLz868Y7N5ogJdLWai/GAN3HRn+u5njkmSxERdvUEm7RTK1aZ1IiXFlytZZKIxxjsDmYevKpydjpb2jnWyo6QWtEfHUmztbOFthriPYMh1Jocq1H5belw6o+CCMKPp3N0t5ldmP3szzXmFiyajPEAbO5o8S0AP+xZJnX05SpnZ28w60W9WGVSI8dGZ+nvSNJew0K3qzcVyFyT8XSOXKFYc1qwx4BbaxJ0Rsmx0dmarBIob5IX3I7OK7Dc3VfdmNZYTNx6An8XjEJRmZwz137eoyvVRHM8VkpDN4kfMR7wtwp+eHKOmNReKLyU3W62X1AZoLVilUmNHB/NsGeNgVgr4c018Ts4XG+NicfWTS2IBF+4eHQ0XXFbkqW0NDljAYJyJ4JjmWzb1EKquYYNRgDFaZOZHKpma0zAccVs7kz6stM33UrFY3NnC2d8qoIfnpqnvyNJU5UjH1ZiZ28b2XxwGaC1YpVJjRytYMb3SuzuTZHOFUpDf/yi3hoTj+ZEjC0dLYFaJhPpHJOZhapjUuWct7WDn5+eNijV6hx1CyxrYae7+/Rzg+FHmq3Hlk5/mieOpXPGYzzgWA05n6rgTaUFe3j928KYhVQNVpnUwNTcAqOz2Zp3zbsCyujyAqL1WibgzTUJ0GVUxajelTiwrZOHTs8GUj2sqhwdqd0tt6vH6XQ8Muvf7nPMV2XiT+Hi2Kw/lskWH6vgT03NGUkL9vAyQIMeolYtVpnUwH0npwBnsaoFL3vH77jJabfZXL8B323Qc00WGzxWX7DocWB7J7lCkaMjAaTcZhaYns/XLO+uABYMPy0TPwLaC4UiU3MLRmtMPDb7VAWvqpw2bJls72ohERNrmdSDiAyKyPdE5AERuU9Efs893iMi3xKRh92/3UHKdY+rTC7asamm1w90p4hJEJaJ02zOhO92oLuV4cn5wKZEHjk7S3M8VuoAXAvnu8r+/uEpU2KtyJGztaWKe+wMID3Yj75cHls3tTCTzRude+P15fJDXr+q4Kfn8mRyBSNpwR4J93cQ9Sr4SCsTIA/8gaqeD1wKvFVEDgDvAr6jqvuB77iPA+Oek1Ps6Gqlu8aLvDkRY0d3q+/B4XqGYi1lR3cr+aL6lpu/lMNDk5y/vbMuRbi3r43mRIwHhmcMSrY8dw1NAnBhzRuMVkT8bZvhKZNar9vV2OJDVbkfBYsem0tDvcxez6dKc0zMWSbgBOGtm6sOVHVYVX/q3p8BHgB2AFcCn3VP+yzwiiDluvfkVM1WicduN6PLT05PzZd+5PXiFS4GUbdRKCr3nJziaYNddb1PIh7jvC0d3H/K/yD84aFJdnS11uxSTCbibN/UymM+XhPj6RwdLQljWUbl+FFrMm54kFc5XhW8aTdXaSiWwZgJODG14wFkgNZDpJVJOSKyG3gacDuwRVWHwVE4wOYVXnONiBwSkUMjIyNG5JieX+D4WIaLBupTJrt6U75bJmfqmP2+FM+n/4jrzvGTh87MkMkVeGqdygScuNYDw9O+/wgPD03y1J31ybuzJ+WrZeJkRplfmKGsrbtBZTLqueV8iJmAP1XwpYJFg24ucNaLmfk8kyGNoq6EhlAmItIO/Cfw+6pa8TZTVa9T1YOqerC/v9+ILPe68ZJa3Rkee/ramZpb8K0/0PyCMwPdlJtrd2+K3rZm7jg+buT9VuOw6zJ6igFlcv62DsbSOV9z9M9Oz3Nycq5uS2rf5nYePjPrW/fgCZ9qNqBsFrxRy8Rt8uiXAuxoMd4CZnhynnhM2NxhWplEv3tw5JWJiDThKJLPq+qX3MNnRGSb+/w24GxQ8txbZ/Dd45m7nZyB246O1S3Tcnjme701Jh4iwjN39/CTAJTJXUOTdKWaSh2W6+HAduf/6f5h/1xdP3OV39PqtEwu3tPDbDbPfT655ZzWJObjD+AMJEs1x40uzuPpHCLONEo/2OKDZXJqao4tHUnihtu/7G6A7sGRVibi9E3/NPCAqv5D2VM3Ale7968GvhqUTPecnGZHV2vdO7wD2zrpSCZ8UyZeYNGUZQLOYjc0PldqZOcXh4cmecpAV11t8z2etK0DwNe4yeGhSRIx4YLt9W0wLtnbA/i3wXBak5jty+UhImw1XLjozF5pNr4we2zxoQre1FCspXijqKPc8DHSygR4NvB64IUicti9vRT4a+AKEXkYuMJ9HAj3npziwh211ZeUk4jHuHhPDz9+xJ+Fo97Z78tx8R5nsfPTOkln8zx0ZsZIvASgs6WJwZ5WHvDRMjn82CTnb+ukpSle1/ts7mhh3+Z2fuyDMlFVtzWJP5YJYLylil+tVDz6faiCH56aN9bgsZyWpjhbO1siXWsSaWWiqreqqqjqk1X1qe7t66o6pqqXq+p+96//vhec4Pux0XTdLi6Py87p5fhYppQBYpJSKxWDlsn5rjV1+zH/vu67T0xRVOoOZpdz/tZO39xchaJy94lJY8rv0r09/OTYuPG4yWw2z0JBfYs/gLvTN+g28qv63cN0FbyqcmrSzOz35djVm4p0enCklUnUuO+ksyDVG3z3uHRvL+CPW+P01DytTXE6W2of17uUeEx4xu5ufuKjMikF3wfMKZMD2zs5NpomkzPfh+nI2VnShjLPwLkm0rkC9xp2y/lZ/e7h9ecy5TZyZq8EoEwMueYmMwtk80XjNSYeu3r9zfarF6tMqsBU8N3jwLZONrU2+eLqOj3t1JiYiDuUc/GeHh4+O8uYTz2k7hqaZFdvyuiid/62TlThwdPmixcPD00A5iypS/b4s8Hwsy+Xx+aOJPML5txG4+mcb2nBYL6lymLBol+WSRsjM1mjXQZMYpVJFdxzcortm1robTfjd47FhEv29PjiIzdZY1LOJaW4yYTx9wa3XsPQLt/jQKmtinlX1+GhSTpbEjWPI1hKf0eS/ZvbjW8w/CwA9DDpNvJr9ko5pqvgvUmkfsRMYLGnXxBD1GrBKpMqcILvZqwSj8vO6WVofI4ThsfLmhjXuxwX7egimYhxhw+urtNT85yenjeuTAa6W+loSfgShP/ZY5M8ZbDL6CTAS/f2cuj4uNFux+OZAJWJAbfRhE+zV8oxXQXvxT59i5n0BNNtvFasMqmQmfkFjhoMvntcdo7j1jC5E1VVzkxnjaYFezQnYjxtZ5cvGV2ey8hEsWI5IsL52zqNpwd7mWf1FisupRQ3OWmuQeW4z9XksJiGbqLWZCwASwrMVsEPT82TiIkxz8VSgmgGWg9WmVSIV0h2YZ1tVJZy7uYOetqajbq6JjML5PJFX9xcABfv6eW+U1PMzJtt7XB4aIqmuNTc2n81Dmzr5OenZ4yOPvUj8wzK603MKezxdI5kIkZrnenLq7HZYBX8WNrf6ncPr9bEBMNTjmvZr7qYTa1NdKeaIhuEt8qkQkwH3z1iMeHSvT3c9siYsSyY0rhen8ztS/b0UFS481GzcZPDQxMcMFCvsRwHtnWSyRWM/hC9zLOnDpqdgNDXnuTcLWbrTcZmnb5cphMyymlpirOptYmzBpTJoiXlX8wEnCC8Kcvk1KTZoVjLsSuABrG1YpVJhdxzcoptm1ro8+HivnRvL6em5hkaN1NvctqHGpNynrazi0RMjMZNCkXlnhNTxuMlHt5sE5Nxk8NDE8YzzzxMx00mMjl6fHRxeTgTF+vf6QeRygxmq+CdOKU/wXePXb0p6+ZqdO7xIfjucZlbb/Ljo6NG3u+MD9Xv5aSaE1y4Y5PRuMnDZ2eceg3DLiOP/VvaicfEaNzEj8wzj0v39pLJFUqD2OrFz75c5ZgqXPRiJt0pf9q/eGzubCGXdyY61oOqMjw171vw3WNXT4pTk3Pk8v6Poq4Wq0wqYDabN1r5vpR9m9vpa08aC8J7lkm/jy6CS/b0cNfQFPMLBSPvd5cPxYrltDTFOae/zZhlMjw1x5nprG/KxEvBNlVvMp7O0uPzwgxuJ94pMzGTrlQTCR9mr5RTqjWps6v0WDpHLl/0rcbEY1dvG0XFePanCawyqYD7Tk6haj5e4iHixE1+fNRM3MQZ19tMc8K//96L9/SQKxRLcYN6OTw0yabWJvbUOPa2Eg5sM9dW5fBjXrzEH2XS257kvC0dxjYY47NBWSZJzs5k60508Lsvl4epdGa/a0w8vFqTKAbhrTKpgHsMzTBZjcvO6eXMdJZjo/UH105P+VOwWM7BXT2IYCxu4tVr+BkgPn9bJ8NT80y4/vh6ODw0SXM8xoHt5jPPPC7d28Oh4xN1x03mFwqkcwVf04I9tm5qIV/UUl1LrYzN5ugLQPl5lkm9cZ5hn6vfPUpzTQysE6axyqQC7j05xdbOlppHslbCYtyk/p2oXzUm5WxKNXHelg4jcRPTnYJXwlv4Tbi6fubOqE8m/Eu1vXRvL3MLBe4+UV/cZCKAgkWPzYbG9wZlmWwuza6v0zIpTVj01zLpa28m1Ry3lkmj4mfw3WNPXxtbOs3ETc5MzxsbirUal+zp4c5H698533vSrdcY9Pc7Pt9QW5V8ocg9J+qfUb8WlxhqBLoYzA4mmwvq73c1ng4m+yzVnKCjpf4q+FNTczTHY77XxYgIO3ui2T24YZWJiLxYRB4UkSMi8i6/Pmc2m/el8n0pIsJle3u57eh4XXGTbL7AWDrnu2UCTvFiJleoezKgH52Cl6OvPcnmjmTdyuTBMzPMLZjrFLwSPW3NPGlrR93KJIjqdw8TMYiC6ybze2H2MFFrcnpqni2bkkbb6qzE7t62SM41aUhlIiJx4KPAS4ADwFUicsCPz7r/1LQTfB/wzzfucdk5vYzOZjlydrbm9/B2WEEok2fucYr16m1Jf3hokp09Kd8L1MCxTh4Yrq978GKxor/KBLx6k4m6UkGDdHP1G4hBTLp9uYKQF8xUwQ9Pzvvu4vLY1ZtiaGLOaDcHE5gbdhEsFwNHVPUogIh8AbgSuN/0BwURfPe4bG8fAB/+zsM1f96wO1I3CDfX5o4W9va18ZXDJynUYU3dcWycZ+/rMyjZyhzY3skPbznKx7//CLXG+r99/xm6U02lzBo/uXRvD5/50XE+eNPPa47Z/dTtVBDETr8pHqOvvZlbHh4h2VTbXnUioIJFjy2dLdz80Aj/382P1PweR0Zmed7+YK7hXb1t5PJFPvTth0glK1vCX3rhtlJvL78Qk/OPg0JEXg28WFXf4j5+PXCJqv7OkvOuAa5xH54HPFj2dB9gpkowGBpNXmg8ma28/tJo8kLjyeyHvLtUtX+tkxrVMlluT/kEraiq1wHXLfsGIodU9aBpwfyi0eSFxpPZyusvjSYvNJ7MYcrbkDET4AQwWPZ4ADgVkiwWi8Wy4WlUZfITYL+I7BGRZuC1wI0hy2SxWCwbloZ0c6lqXkR+B/gGEAeuV9X7qnybZd1fEabR5IXGk9nK6y+NJi80nsyhyduQAXiLxWKxRItGdXNZLBaLJUKsa2UifnYN9IFGk7cRabTvuNHktWxc1rUy0cbz4dmFw2ca8Jrwr5OkD4iI2RnGPiMiTxcR/we9GEIcflVEesOWZSnrUpmIyNUicpOI/JGIPDNsedZCRH5DRO4E/tYtyIw0InKNiPyliATTP8IAIvJ6EfmeiPytiLwmbHnWQkReJyI/Av5GRH4rbHnWQkQ2udfwZ8KWpRJE5NdF5C7gRUD0xhYug4i8HHgYeAEQud9eQ2ZzrYaI/ArwFuCPgb3A74nIP6vqd0QkpqqRunBE5ALgWuD3gB7gHSIiqvr/i0hcVc2MMjSAiCSA3wLeCcwD3wR+EKpQayAibcBfARcBfw48Cfg1ETmqqneGKtwyuPK+H7gQeA/QC7xJRL6lqsfDlG0NFOeauEhEnquqkbwuRKQF+AuccoJfV9UflT0nUbVcRSQFvBp4i6p+f8lzkZB7XVgmbuNHj5cC/6KqtwBfAhZwFj+ipkhctgA3q+qtqnoj8DfA3wFESZGAk5IN/BRnQf4EziIXOXO7HFVNA4eBK91r4kZgAvC/q2QNuPJ+QVV/0V00JoDTwFCogq2C+/uLATcAHwY+GK5EK6Oq88BZ4LPA7SLSKiK/JCIdUViQVyEGbALuEpE+Efl/ROQZEB3XbcMrExH5C+AjZe6hW3B2z6jqNDACdLp9ukIPaIrI74jIRWWHFoDneg9U9f8AD4vIe93zQ/0/Wkbew+4P8uM4nQd+MWwZl7KMzF9Q1WnX0jsN7CNC8alyed1d5m3u/f8BfBJH3n8QkTe4xyNzTZRZz5uAl6nqh4EFEflNEXl2mHJ6LHM93AikgJuAO3D6932mbI0I/XpeRuYeIAtcBvwncAHOuvdB9/zwr2dVbdgbjrn6deAVwM047qJ24GvAv+Hsoj+AY9L+FRALUdZdroyngW8tee5W4E/KHj/VPdYeUXlj7t+rgK8Ce8O+FlaTGbeeyr2/FWcR6Yi6vMBBoMe9/3zgPqArivICO8YLm6sAAAgmSURBVID3uI//CijgLNpR/c39GvAhYLP7+BdxLNhNUbwm3Oeux9ksX+U+PgentdT2MGX2bqFr4FpxMzCeA/yBqn4F+DOcfl1XqurLgf8XeJuqvgfoAPKqWgxRg48Dnwf2A0UReWPZc2/Fie1sdR+PAXdDqDuOZeV1d6JFAFW9AZgGni8izxSR14Ukq8dSma92j5df55uBOVWdEZGLROQlQQtZxkrXRAJAVQ+pqjcs5kHgTpwddVgsK686K1szcI2IfBdH8d0C3K3hupZX+819GXiXqp51H9+P85sLO7C9mszvw4mhxVwL9hHgh+654RO2NqtQW8uSx97O+J+A97r3m4BfxfHln1f+Whz/6JtClNfbaba6f18JHAKays75O+BfcayoTwBfAeJRlNf9Tr3/gyuAORyf/puj+h173yWONfVfwJ+6z/+PiMpbbk0JzjC4G4BEROX1BtZd6z7uBu4F+iIqb/n368n+b0H95mqR2T12LU5c6reBfwB+BPQGJfNqt0axTEq7BVcje7udrwE7ReRJqroA3ANM4bgyEJFX4vhEF3C0fVjyKoCqzrmHvwo8hGM9ebwb+BxOAsE8TqZJUAH4quRVh6KInIOzW/ocjgL/dEDy1iKz910+C/gFoAV4nqp+KaLyqnvuW4G7gBzwm+okQURJ3ve6xwvA76jqP7qPJ4CnqWpQs0Bq/X7fgLNgL+BshoJMeqllnfgI8ClgD84m7gpVrW+usynC1mZraO6XAd/G+fJeV3bc22UO4lzMf1X23NeAV7v3zwd2R0DeGE/chTwDx23RgWOmDrjHmxpA3n04WWitwLaIXBNryXwujivmBcCBBpB3P9AGPBk4twHk3Vd2DUsDyLvf/XsBsK9BruH9wKB7PDALquJ/V9gCrPKF/xJOq/lfxsm2+DSwnbKAHtAFPBsn0Pe7OP7Em3CmMEZV3nKT9XqcHdEPCVDpNaK8BmT+Ec7EOCuvP/Le2mDXcODfbyN+x9Xcouzmej7wDXVSZT2/4Sl1XVwi8nEcn+GDwF8CTwO+D9ymqjdFUN6P4vg6d7iPr8WJN7xHVZ+twRekNZq89cr8LFV91Mrrm7zPabBrOIzvt16Zw/iOKyYyFfAi8rs4GvqnqvpFnCDpN8UZfvUG4EER+SRODOQQjovlWnV8s6Mi8hac/5j5iMrbBvy+Ky84mSNP0cVsHStvg8ts5bXyrgeZayZs0wgnU+VaHNfJq4EHgDfjKLp9wD8Dz3HPfRnw38CestcH6js0IG8g2TiNKm8jymzltfKuB5nrvYVumaiqisgLcIr2vicis8CLgV9T1c+LyG5g2D39HuAMbmM2cXptBdpyxIC8QWXjNKS8jSizldfKux5krpdAYyZLC/DK2hYcwm0pok6840HgqSKyD/gOTr8qgDfi+BIn3HN9LYiy8vpfcNZoMlt5rbzrQWY/CDoA/7jq0rIv7QjQIYu9aG7G8R12AR8DEiLyfZw0vter03MrCKy8/tNoMlt5/aXR5IXGlNk4gbi5RORS4B3AtIjcAHxHVQsiknDNuTtw8umvEJEHVPV+ERkELlbVQyJyFU6fqrMrf4qVt1HkbUSZrbxW3vUgs5/4bpmIyC/gaOEv4Zh5vwF0l/sFVfUITu71PuBd7kvngaPu85kAL2orr5XZymvlXXcy+00Qbq4nAz9R1c/jtN1oAmZ1Ma/6fSLyaZwqz48AF4szsW0cZ/hS0Fh5rcxWXivvepTZX9R8StyllLV/wGmnPo4z5e4MTmHh9TgtoJ+F01xtX9n57QTYZtvKa2W28lp516PMQd9MftldOAU5M8CfUDaLA7jY/aJf5T5+M87Qn6eUnRPo3AMrr5XZymvlXY8yh3Uz6eZqA74BvM29Xz498A6gH/DaF3zX/U+agFJeddDpcFZe/2k0ma28/tJo8kJjyhwKdSkTEXmDiDxfRDpV9SRwHfBFnCDTJSKy3T0vidNY7X+5L70cZwzlPASXV23ltTJbea2861HmKOANY6n8BSKCMy/k33AqNh/B0di/p+7sAnFmP/8qcEhV/9U9dgGOf3ErTgfM31HVBwz9O6y8IcnbiDJbea2860HmyFGNT4zFOSLnAp9z7ydwJh5+acm51+IMTupicXJYKwHOC7fyWpmtvFbe9ShzFG8VublEJCEiHwA+ICLPB84DCgDq5FT/LnCZ+5zHJ3EyGL4FHBeRHao6p6pHK/nMerDy+k+jyWzltfKuB5mjzJrKxP0i78SZ6XwEZ3bIAvACEbkYSiMw3wv8RdlLX4bjSzwMXKSO79F3rLxWZiuvlXc9yhx5KjABn4vTN8Z7/DGcYfZvBO50j8VwfIZfxJ0EBlyJM2M7UFPLymtltvJaedejzFG/VfKlp4Aki37F1+HOXMfRzm9z7x8Ebgj9H2TltTJbea2861DmqN/WdHOp0z8mq4tzQ64ARtz7bwLOF5GvATcAP4UntmQOEiuv/zSazFZef2k0eaExZY46FXcNFpE4oMAW4Eb38AzwHuBC4Ji6/kN1VXqYWHn9p9FktvL6S6PJC40pc1SppmixiNPMbBR4squ1/xQoquqtGr1AlJXXfxpNZiuvvzSavNCYMkeTanxiOM3OisCtwJvD9tFZecO/NZrMVl4r73qQOYq3qirgRWQAeD3wD6qarVpzBYyV138aTWYrr780mrzQmDJHkarbqVgsFovFspSgZ8BbLBaLZR1ilYnFYrFY6sYqE4vFYrHUjVUmFovFYqkbq0wsFovFUjdWmVgsFoulbqwysVgsFkvdWGVisVgslrr5v6+q7LOxa7OLAAAAAElFTkSuQmCC\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "p_ac = pvsystem.snlinverter(sapm_out.v_mp, sapm_out.p_mp, sapm_inverter)\n", "\n", "p_ac.plot()\n", "plt.ylabel('AC Power (W)')\n", "plt.ylim(0, None)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Plot just a few days." ] }, { "cell_type": "code", "execution_count": 25, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 25, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "p_ac[start:start+pd.Timedelta(days=2)].plot()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Some statistics on the AC power" ] }, { "cell_type": "code", "execution_count": 26, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "count 56.000000\n", "mean 31.469901\n", "std 43.789764\n", "min -0.020000\n", "25% -0.020000\n", "50% 9.526860\n", "75% 54.687079\n", "max 163.164949\n", "dtype: float64" ] }, "execution_count": 26, "metadata": {}, "output_type": "execute_result" } ], "source": [ "p_ac.describe()" ] }, { "cell_type": "code", "execution_count": 27, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "<3 * Hours>" ] }, "execution_count": 27, "metadata": {}, "output_type": "execute_result" } ], "source": [ "p_ac.index.freq" ] }, { "cell_type": "code", "execution_count": 28, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "5286.9434413292965" ] }, "execution_count": 28, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# integrate power to find energy yield over the forecast period\n", "p_ac.sum() * 3" ] }, { "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": "3.6.5" } }, "nbformat": 4, "nbformat_minor": 1 }