{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Time Series of Phytoplankton Bloom Timing and Environmental Drivers from 2007-2020 at Station QU39 (201905 model run)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "To run this notebook, pickle files for each year of interest must be created in the 'makePickles201905' notebook." ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "import numpy as np\n", "import matplotlib.pyplot as plt\n", "import matplotlib.dates as mdates\n", "import matplotlib as mpl\n", "import netCDF4 as nc\n", "import datetime as dt\n", "from salishsea_tools import evaltools as et, places, viz_tools, visualisations, bloomdrivers\n", "import xarray as xr\n", "import pandas as pd\n", "import pickle\n", "import os\n", "\n", "%matplotlib inline" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### To recreate this notebook at a different location, follow these instructions: \n", "Change only the values in the following cell. If you change the startyear and endyear, the xticks (years) in the plots will need to be adjusted accordingly. If you did not make pickle files for 201812 bloom timing variables, remove the cell that loads that data *'Load bloom timing variables for 201812 run'*, as well as a section from the cell that plots bloom timing; *'Bloom Date'*." ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "# The path to the directory where the pickle files are stored:\n", "savedir='/ocean/aisabell/MEOPAR/extracted_files'\n", "\n", "# Change 'S3' to the location of interest\n", "loc='QU39'\n", "# Note: x and y limits in the following cell (map of location) may need to be adjusted\n", "\n", "# What is the start year and end year+1 of the time range of interest?\n", "startyear=2007\n", "endyear=2021 # does NOT include this value\n", "\n", "# Note: pickle file with 'non-location specific variables' only need to be created for each year, not for each location\n", "# Note: xticks (years) in the plots will need to be changed\n", "# Note: 201812 bloom timing variable load and plotting will also need to be removed" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "1.1363636363636362" ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "modver='201905'\n", "# lat and lon information for place:\n", "lon,lat=places.PLACES[loc]['lon lat']\n", "# get place information on SalishSeaCast grid:\n", "ij,ii=places.PLACES[loc]['NEMO grid ji']\n", "jw,iw=places.PLACES[loc]['GEM2.5 grid ji']\n", "\n", "fig, ax = plt.subplots(1,1,figsize = (6,6))\n", "with xr.open_dataset('/data/vdo/MEOPAR/NEMO-forcing/grid/mesh_mask201702.nc') as mesh:\n", " ax.contour(mesh.nav_lon,mesh.nav_lat,mesh.tmask.isel(t=0,z=0),[0.1,],colors='k')\n", " tmask=np.array(mesh.tmask)\n", " gdept_1d=np.array(mesh.gdept_1d)\n", " e3t_0=np.array(mesh.e3t_0)\n", "ax.plot(lon, lat, '.', markersize=14, color='red')\n", "ax.set_ylim(48,51)\n", "ax.set_xlim(-126,-121)\n", "ax.set_title('Location of Station %s'%loc)\n", "ax.set_xlabel('Longitude')\n", "ax.set_ylabel('Latitude')\n", "viz_tools.set_aspect(ax,coords='map')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Strait of Georgia Region:" ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "jupyter": { "source_hidden": true } }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# define sog region:\n", "fig, ax = plt.subplots(1,2,figsize = (6,6))\n", "with xr.open_dataset('/data/vdo/MEOPAR/NEMO-forcing/grid/bathymetry_201702.nc') as bathy:\n", " bath=np.array(bathy.Bathymetry)\n", "ax[0].contourf(bath,np.arange(0,250,10))\n", "viz_tools.set_aspect(ax[0],coords='grid')\n", "sogmask=np.copy(tmask[:,:,:,:])\n", "sogmask[:,:,740:,:]=0\n", "sogmask[:,:,700:,170:]=0\n", "sogmask[:,:,550:,250:]=0\n", "sogmask[:,:,:,302:]=0\n", "sogmask[:,:,:400,:]=0\n", "sogmask[:,:,:,:100]=0\n", "#sogmask250[bath<250]=0\n", "ax[1].contourf(np.ma.masked_where(sogmask[0,0,:,:]==0,bathy.Bathymetry),[0,100,250,550])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### *** Stop and check, have you made pickle files for all the years? ***" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Load bloom timing variables for 201905 run" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [], "source": [ "# loop through years of spring time series (mid feb-june) for bloom timing for 201905 run\n", "years=list()\n", "bloomtime1=list()\n", "bloomtime2=list()\n", "bloomtime3=list()\n", "for year in range(startyear,endyear):\n", " fname3=f'springBloomTime_{str(year)}_{loc}_{modver}.pkl'\n", " savepath3=os.path.join(savedir,fname3)\n", " bio_time0,sno30,sdiat0,sflag0,scili0,diat_alld0,no3_alld0,flag_alld0,cili_alld0,phyto_alld0,\\\n", " intdiat0,intphyto0,fracdiat0,sphyto0,percdiat0=pickle.load(open(savepath3,'rb'))\n", " # put code that calculates bloom timing here\n", " bt1=bloomdrivers.metric1_bloomtime(phyto_alld0,no3_alld0,bio_time0)\n", " bt2=bloomdrivers.metric2_bloomtime(sphyto0,sno30,bio_time0)\n", " bt3=bloomdrivers.metric3_bloomtime(sphyto0,sno30,bio_time0)\n", " years.append(year)\n", " bloomtime1.append(bt1)\n", " bloomtime2.append(bt2)\n", " bloomtime3.append(bt3) \n", "years=np.array(years)\n", "bloomtime1=np.array(bloomtime1)\n", "bloomtime2=np.array(bloomtime2)\n", "bloomtime3=np.array(bloomtime3)\n", "\n", "# get year day\n", "yearday1=et.datetimeToYD(bloomtime1) # convert to year day tool\n", "yearday2=et.datetimeToYD(bloomtime2)\n", "yearday3=et.datetimeToYD(bloomtime3)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Combine separate year files into arrays:" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [], "source": [ "# loop through years (for location specific drivers)\n", "\n", "years=list()\n", "windjan=list()\n", "windfeb=list()\n", "windmar=list()\n", "solarjan=list()\n", "solarfeb=list()\n", "solarmar=list()\n", "parjan=list()\n", "parfeb=list()\n", "parmar=list()\n", "tempjan=list()\n", "tempfeb=list()\n", "tempmar=list()\n", "saljan=list()\n", "salfeb=list()\n", "salmar=list()\n", "zoojan=list()\n", "zoofeb=list()\n", "zoomar=list()\n", "mesozoojan=list()\n", "mesozoofeb=list()\n", "mesozoomar=list()\n", "microzoojan=list()\n", "microzoofeb=list()\n", "microzoomar=list()\n", "intzoojan=list()\n", "intzoofeb=list()\n", "intzoomar=list()\n", "intmesozoojan=list()\n", "intmesozoofeb=list()\n", "intmesozoomar=list()\n", "intmicrozoojan=list()\n", "intmicrozoofeb=list()\n", "intmicrozoomar=list()\n", "midno3jan=list()\n", "midno3feb=list()\n", "midno3mar=list()\n", "\n", "for year in range(startyear,endyear):\n", " fname=f'JanToMarch_TimeSeries_{year}_{loc}_{modver}.pkl'\n", " savepath=os.path.join(savedir,fname)\n", " bio_time,diat_alld,no3_alld,flag_alld,cili_alld,microzoo_alld,mesozoo_alld,\\\n", " intdiat,intphyto,spar,intmesoz,intmicroz,grid_time,temp,salinity,u_wind,v_wind,twind,\\\n", " solar,no3_30to90m,sno3,sdiat,sflag,scili,intzoop,fracdiat,zoop_alld,sphyto,phyto_alld,\\\n", " percdiat,wspeed,winddirec=pickle.load(open(savepath,'rb'))\n", " # put code that calculates drivers here\n", " wind=bloomdrivers.D1_3monthly_avg(twind,wspeed)\n", " solar=bloomdrivers.D1_3monthly_avg(twind,solar)\n", " par=bloomdrivers.D1_3monthly_avg(bio_time,spar)\n", " temp=bloomdrivers.D1_3monthly_avg(grid_time,temp)\n", " sal=bloomdrivers.D1_3monthly_avg(grid_time,salinity)\n", " zoo=bloomdrivers.D2_3monthly_avg(bio_time,zoop_alld)\n", " mesozoo=bloomdrivers.D2_3monthly_avg(bio_time,mesozoo_alld)\n", " microzoo=bloomdrivers.D2_3monthly_avg(bio_time,microzoo_alld)\n", " intzoo=bloomdrivers.D1_3monthly_avg(bio_time,intzoop)\n", " intmesozoo=bloomdrivers.D1_3monthly_avg(bio_time,intmesoz)\n", " intmicrozoo=bloomdrivers.D1_3monthly_avg(bio_time,intmicroz)\n", " midno3=bloomdrivers.D1_3monthly_avg(bio_time,no3_30to90m)\n", " \n", " years.append(year)\n", " windjan.append(wind[0])\n", " windfeb.append(wind[1])\n", " windmar.append(wind[2]) \n", " solarjan.append(solar[0])\n", " solarfeb.append(solar[1])\n", " solarmar.append(solar[2])\n", " parjan.append(par[0])\n", " parfeb.append(par[1])\n", " parmar.append(par[2])\n", " tempjan.append(temp[0])\n", " tempfeb.append(temp[1])\n", " tempmar.append(temp[2])\n", " saljan.append(sal[0])\n", " salfeb.append(sal[1])\n", " salmar.append(sal[2])\n", " zoojan.append(zoo[0])\n", " zoofeb.append(zoo[1])\n", " zoomar.append(zoo[2])\n", " mesozoojan.append(mesozoo[0])\n", " mesozoofeb.append(mesozoo[1])\n", " mesozoomar.append(mesozoo[2])\n", " microzoojan.append(microzoo[0])\n", " microzoofeb.append(microzoo[1])\n", " microzoomar.append(microzoo[2])\n", " intzoojan.append(intzoo[0])\n", " intzoofeb.append(intzoo[1])\n", " intzoomar.append(intzoo[2])\n", " intmesozoojan.append(intmesozoo[0])\n", " intmesozoofeb.append(intmesozoo[1])\n", " intmesozoomar.append(intmesozoo[2])\n", " intmicrozoojan.append(intmicrozoo[0])\n", " intmicrozoofeb.append(intmicrozoo[1])\n", " intmicrozoomar.append(intmicrozoo[2])\n", " midno3jan.append(midno3[0])\n", " midno3feb.append(midno3[1])\n", " midno3mar.append(midno3[2])\n", "\n", "years=np.array(years)\n", "windjan=np.array(windjan)\n", "windfeb=np.array(windfeb)\n", "windmar=np.array(windmar)\n", "solarjan=np.array(solarjan)\n", "solarfeb=np.array(solarfeb)\n", "solarmar=np.array(solarmar)\n", "parjan=np.array(parjan)\n", "parfeb=np.array(parfeb)\n", "parmar=np.array(parmar)\n", "tempjan=np.array(tempjan)\n", "tempfeb=np.array(tempfeb)\n", "tempmar=np.array(tempmar)\n", "saljan=np.array(saljan)\n", "salfeb=np.array(salfeb)\n", "salmar=np.array(salmar)\n", "zoojan=np.array(zoojan)\n", "zoofeb=np.array(zoofeb)\n", "zoomar=np.array(zoomar)\n", "mesozoojan=np.array(mesozoojan)\n", "mesozoofeb=np.array(mesozoofeb)\n", "mesozoomar=np.array(mesozoomar)\n", "microzoojan=np.array(microzoojan)\n", "microzoofeb=np.array(microzoofeb)\n", "microzoomar=np.array(microzoomar)\n", "intzoojan=np.array(intzoojan)\n", "intzoofeb=np.array(intzoofeb)\n", "intzoomar=np.array(intzoomar)\n", "intmesozoojan=np.array(intmesozoojan)\n", "intmesozoofeb=np.array(intmesozoofeb)\n", "intmesozoomar=np.array(intmesozoomar)\n", "intmicrozoojan=np.array(intmicrozoojan)\n", "intmicrozoofeb=np.array(intmicrozoofeb)\n", "intmicrozoomar=np.array(intmicrozoomar)\n", "midno3jan=np.array(midno3jan)\n", "midno3feb=np.array(midno3feb)\n", "midno3mar=np.array(midno3mar)" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [], "source": [ "# loop through years (for non-location specific drivers)\n", "fraserjan=list()\n", "fraserfeb=list()\n", "frasermar=list()\n", "deepno3jan=list()\n", "deepno3feb=list()\n", "deepno3mar=list()\n", "\n", "for year in range(startyear,endyear):\n", " fname2=f'JanToMarch_TimeSeries_{year}_{modver}.pkl'\n", " savepath2=os.path.join(savedir,fname2)\n", " no3_past250m,riv_time,rivFlow=pickle.load(open(savepath2,'rb'))\n", " # Code that calculates drivers here\n", " fraser=bloomdrivers.D1_3monthly_avg2(riv_time,rivFlow)\n", " fraserjan.append(fraser[0])\n", " fraserfeb.append(fraser[1])\n", " frasermar.append(fraser[2])\n", "\n", " fname=f'JanToMarch_TimeSeries_{year}_{loc}_{modver}.pkl'\n", " savepath=os.path.join(savedir,fname)\n", " bio_time,diat_alld,no3_alld,flag_alld,cili_alld,microzoo_alld,mesozoo_alld,\\\n", " intdiat,intphyto,spar,intmesoz,intmicroz,grid_time,temp,salinity,u_wind,v_wind,twind,\\\n", " solar,no3_30to90m,sno3,sdiat,sflag,scili,intzoop,fracdiat,zoop_alld,sphyto,phyto_alld,\\\n", " percdiat,wspeed,winddirec=pickle.load(open(savepath,'rb'))\n", " deepno3=bloomdrivers.D1_3monthly_avg(bio_time,no3_past250m)\n", " \n", " deepno3jan.append(deepno3[0])\n", " deepno3feb.append(deepno3[1])\n", " deepno3mar.append(deepno3[2])\n", "\n", "fraserjan=np.array(fraserjan)\n", "fraserfeb=np.array(fraserfeb)\n", "frasermar=np.array(frasermar)\n", "deepno3jan=np.array(deepno3jan)\n", "deepno3feb=np.array(deepno3feb)\n", "deepno3mar=np.array(deepno3mar)" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [], "source": [ "# loop through years (for mixing drivers)\n", "\n", "halojan=list()\n", "halofeb=list()\n", "halomar=list()\n", "\n", "for year in range(startyear,endyear):\n", " fname4=f'JanToMarch_Mixing_{year}_{loc}_{modver}.pkl'\n", " savepath4=os.path.join(savedir,fname4)\n", " halocline,eddy,depth,grid_time,temp,salinity=pickle.load(open(savepath4,'rb'))\n", " fname=f'JanToMarch_TimeSeries_{year}_{loc}_{modver}.pkl'\n", " savepath=os.path.join(savedir,fname)\n", " bio_time,diat_alld,no3_alld,flag_alld,cili_alld,microzoo_alld,mesozoo_alld,\\\n", " intdiat,intphyto,spar,intmesoz,intmicroz,grid_time,temp,salinity,u_wind,v_wind,twind,\\\n", " solar,no3_30to90m,sno3,sdiat,sflag,scili,intzoop,fracdiat,zoop_alld,sphyto,phyto_alld,\\\n", " percdiat,wspeed,winddirec=pickle.load(open(savepath,'rb'))\n", " # put code that calculates drivers here\n", " halo=bloomdrivers.D1_3monthly_avg(grid_time,halocline)\n", " halojan.append(halo[0])\n", " halofeb.append(halo[1])\n", " halomar.append(halo[2])\n", "\n", "halojan=np.array(halojan)\n", "halofeb=np.array(halofeb)\n", "halomar=np.array(halomar)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Bloom date" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# plot bloomtime for each year: \n", "fig,ax=plt.subplots(1,1,figsize=(10,7))\n", "p1=ax.plot(years,yearday1, 'o',color='firebrick',label='Metric1 (201905)')\n", "p2=ax.plot(years,yearday2, 'o',color='b',label='Metric2 (201905)')\n", "p3=ax.plot(years,yearday3, 'o',color='orange',label='Metric3 (201905)')\n", "ax.set_ylabel('Year Day')\n", "ax.set_xlabel('Year')\n", "ax.set_title('Spring Phytoplankton Bloom Date by Year')\n", "ax.set_xticks([2007,2008,2009,2010,2011,2012,2013,2014,2015,2016,2017,2018,2019,2020])\n", "ax.legend(handles=[p1[0],p2[0],p3[0]],bbox_to_anchor=(1.05, 1.0))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Monthly average wind speed cubed (January-March)" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" }, { 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\n", 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\n", 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\n", 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "fig,ax=plt.subplots(1,1,figsize=(12,5))\n", "p1=ax.plot(years,windjan, '-',color='green',label='January Average')\n", "p2=ax.plot(years,windfeb, '-',color='c',label='February Average')\n", "p3=ax.plot(years,windmar, '-',color='orchid',label='March Average')\n", "ax.set_ylabel('Wind Speed Cubed ($\\mathregular{m^3}$/$\\mathregular{s^3}$)')\n", "ax.set_xlabel('Year')\n", "ax.set_title('Wind Speed Cubed by Year')\n", "ax.set_xticks([2007,2008,2009,2010,2011,2012,2013,2014,2015,2016,2017,2018,2019,2020])\n", "ax.legend(handles=[p1[0],p2[0],p3[0]],bbox_to_anchor=(-0.25, 1.0), loc='upper left')\n", "\n", "ax1=ax.twinx()\n", "p4=ax1.plot(years,yearday1, 'o',color='firebrick',label='Metric1')\n", "p5=ax1.plot(years,yearday2, 'o',color='b',label='Metric2')\n", "p6=ax1.plot(years,yearday3, 'o',color='orange',label='Metric3')\n", "ax1.set_ylabel('Year Day')\n", "ax1.legend(handles=[p4[0],p5[0],p6[0]],bbox_to_anchor=(1.05, 1.0), loc='upper left')\n", "\n", "# ---------- Jan ---------\n", "fig2,ax2=plt.subplots(1,3,figsize=(17,5))\n", "ax2[0].plot(windjan,yearday1,'o',color='firebrick')\n", "ax2[0].set_xlabel('Wind Speed Cubed ($\\mathregular{m^3}$/$\\mathregular{s^3}$)')\n", "ax2[0].set_ylabel('Bloom Day (Metric 1)')\n", "y,r2,m,b=bloomdrivers.reg_r2(windjan,yearday1)\n", "ax2[0].plot(windjan, y, 'r', label='Fitted Line')\n", "ax2[0].text(0.1, 0.85, '$\\mathregular{r^2}$ = %f'%r2,transform=ax.transAxes)\n", "ax2[0].text(0.1,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "\n", "ax2[1].plot(windjan,yearday2,'o',color='b')\n", "ax2[1].set_xlabel('Wind Speed Cubed ($\\mathregular{m^3}$/$\\mathregular{s^3}$)')\n", "ax2[1].set_ylabel('Bloom Day (Metric 2)')\n", "y,r2,m,b=bloomdrivers.reg_r2(windjan,yearday2)\n", "ax2[1].plot(windjan, y, 'r', label='Fitted line')\n", "ax2[1].text(0.6, 0.85, '$\\mathregular{r^2}$ = %f'%r2,transform=ax.transAxes)\n", "ax2[1].text(0.6,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "\n", "ax2[2].plot(windjan,yearday3,'o',color='orange')\n", "ax2[2].set_xlabel('Wind Speed Cubed ($\\mathregular{m^3}$/$\\mathregular{s^3}$)')\n", "ax2[2].set_ylabel('Bloom Day (Metric 3)')\n", "y,r2,m,b=bloomdrivers.reg_r2(windjan,yearday3)\n", "ax2[2].plot(windjan, y, 'r', label='Fitted line')\n", "ax2[2].text(1.1, 0.85, '$\\mathregular{r^2}$ = %f'%r2,transform=ax.transAxes)\n", "ax2[2].text(1.1,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "\n", "ax2[1].set_title('Bloom Date vs. January Average Wind Speed Cubed')\n", "\n", "# ---------- Feb ---------\n", "fig3,ax3=plt.subplots(1,3,figsize=(17,5))\n", "ax3[0].plot(windfeb,yearday1,'o',color='firebrick')\n", "ax3[0].set_xlabel('Wind Speed Cubed ($\\mathregular{m^3}$/$\\mathregular{s^3}$)')\n", "ax3[0].set_ylabel('Bloom Day (Metric 1)')\n", "y,r2,m,b=bloomdrivers.reg_r2(windfeb,yearday1)\n", "ax3[0].plot(windfeb, y, 'r', label='Fitted line')\n", "ax3[0].text(0.1, 0.85, '$\\mathregular{r^2}$ = %f'%r2,transform=ax.transAxes)\n", "ax3[0].text(0.1,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "\n", "ax3[1].plot(windfeb,yearday2,'o',color='b')\n", "ax3[1].set_xlabel('Wind Speed Cubed ($\\mathregular{m^3}$/$\\mathregular{s^3}$)')\n", "ax3[1].set_ylabel('Bloom Day (Metric 2)')\n", "y,r2,m,b=bloomdrivers.reg_r2(windfeb,yearday2)\n", "ax3[1].plot(windfeb, y, 'r', label='Fitted line')\n", "ax3[1].text(0.6, 0.85, '$\\mathregular{r^2}$ = %f'%r2,transform=ax.transAxes)\n", "ax3[1].text(0.6,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "\n", "ax3[2].plot(windfeb,yearday3,'o',color='orange')\n", "ax3[2].set_xlabel('Wind Speed Cubed ($\\mathregular{m^3}$/$\\mathregular{s^3}$)')\n", "ax3[2].set_ylabel('Bloom Day (Metric 3)')\n", "y,r2,m,b=bloomdrivers.reg_r2(windfeb,yearday3)\n", "ax3[2].plot(windfeb, y, 'r', label='Fitted line')\n", "ax3[2].text(1.1, 0.85, '$\\mathregular{r^2}$ = %f'%r2,transform=ax.transAxes)\n", "ax3[2].text(1.1,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "\n", "ax3[1].set_title('Bloom Date vs. February Average Wind Speed Cubed')\n", "\n", "# ---------- March ---------\n", "fig4,ax4=plt.subplots(1,3,figsize=(17,5))\n", "ax4[0].plot(windmar,yearday1,'o',color='firebrick')\n", "ax4[0].set_xlabel('Wind Speed Cubed ($\\mathregular{m^3}$/$\\mathregular{s^3}$)')\n", "ax4[0].set_ylabel('Bloom Day (Metric 1)')\n", "y,r2,m,b=bloomdrivers.reg_r2(windmar,yearday1)\n", "ax4[0].plot(windmar, y, 'r', label='Fitted line')\n", "ax4[0].text(0.1, 0.85, '$\\mathregular{r^2}$ = %f'%r2, transform=ax.transAxes)\n", "ax4[0].text(0.1,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "\n", "ax4[1].plot(windmar,yearday2,'o',color='b')\n", "ax4[1].set_xlabel('Wind Speed Cubed ($\\mathregular{m^3}$/$\\mathregular{s^3}$)')\n", "ax4[1].set_ylabel('Bloom Day (Metric 2)')\n", "ax4[1].set_title('Bloom Date vs. March Average Wind Speed Cubed')\n", "y,r2,m,b=bloomdrivers.reg_r2(windmar,yearday2)\n", "ax4[1].plot(windmar, y, 'r', label='Fitted line')\n", "ax4[1].text(0.6, 0.85, '$\\mathregular{r^2}$ = %f'%r2, transform=ax.transAxes)\n", "ax4[1].text(0.6,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "\n", "ax4[2].plot(windmar,yearday3,'o',color='orange')\n", "ax4[2].set_xlabel('Wind Speed Cubed ($\\mathregular{m^3}$/$\\mathregular{s^3}$)')\n", "ax4[2].set_ylabel('Bloom Day (Metric 3)')\n", "y,r2,m,b=bloomdrivers.reg_r2(windmar,yearday3)\n", "ax4[2].plot(windmar, y, 'r', label='Fitted line')\n", "ax4[2].text(1.1, 0.85, '$\\mathregular{r^2}$ = %f'%r2, transform=ax.transAxes)\n", "ax4[2].text(1.1,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "\n", "# Jan month lines\n", "ax2[0].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax2[0].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "ax2[0].legend(bbox_to_anchor=(-0.25, 1.0))\n", "ax2[1].axhline(y=90, color='orchid', linestyle='--')\n", "ax2[2].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax2[1].axhline(y=120, color='peru', linestyle='--')\n", "ax2[2].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "# Feb month lines\n", "ax3[0].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax3[0].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "ax3[0].legend(bbox_to_anchor=(-0.25, 1.0))\n", "ax3[1].axhline(y=90, color='orchid', linestyle='--')\n", "ax3[2].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax3[1].axhline(y=120, color='peru', linestyle='--')\n", "ax3[2].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "# March month lines\n", "ax4[0].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax4[0].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "ax4[0].legend(bbox_to_anchor=(-0.25, 1.0))\n", "ax4[1].axhline(y=90, color='orchid', linestyle='--')\n", "ax4[2].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax4[1].axhline(y=120, color='peru', linestyle='--')\n", "ax4[2].axhline(y=120, color='peru', linestyle='--',label='April 30th')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Monthly average solar radiation (January-March)" ] }, { "cell_type": "code", "execution_count": 11, "metadata": { "jupyter": { "source_hidden": true } }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 11, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", 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\n", 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\n", 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "fig,ax=plt.subplots(1,1,figsize=(12,5))\n", "p1=ax.plot(years,solarjan, '-',color='green',label='January Average')\n", "p2=ax.plot(years,solarfeb, '-',color='c',label='February Average')\n", "p3=ax.plot(years,solarmar, '-',color='orchid',label='March Average')\n", "ax.set_ylabel('Solar Irradiance (W/$\\mathregular{m^2}$)')\n", "ax.set_xlabel('Year')\n", "ax.set_title('Solar Irradiance by Year')\n", "ax.set_xticks([2007,2008,2009,2010,2011,2012,2013,2014,2015,2016,2017,2018,2019,2020])\n", "ax.legend(handles=[p1[0],p2[0],p3[0]],bbox_to_anchor=(-0.25, 1.0), loc='upper left')\n", "ax.invert_yaxis()\n", "\n", "ax1=ax.twinx()\n", "p4=ax1.plot(years,yearday1, 'o',color='firebrick',label='Metric1')\n", "p5=ax1.plot(years,yearday2, 'o',color='b',label='Metric2')\n", "p6=ax1.plot(years,yearday3, 'o',color='orange',label='Metric3')\n", "ax1.set_ylabel('Year Day')\n", "ax1.legend(handles=[p4[0],p5[0],p6[0]],bbox_to_anchor=(1.05, 1.0), loc='upper left')\n", "\n", "# ----Jan----\n", "fig2,ax2=plt.subplots(1,3,figsize=(17,5))\n", "ax2[0].plot(solarjan,yearday1,'o',color='firebrick')\n", "ax2[0].set_xlabel('Solar Irradiance (W/$\\mathregular{m^2}$)')\n", "ax2[0].set_ylabel('Bloom Day (Metric 1)')\n", "y,r2,m,b=bloomdrivers.reg_r2(solarjan,yearday1)\n", "ax2[0].plot(solarjan, y, 'r', label='Fitted line')\n", "ax2[0].text(0.1, 0.85, '$\\mathregular{r^2}$ = %f'%r2, transform=ax.transAxes)\n", "ax2[0].text(0.1,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "\n", "ax2[1].plot(solarjan,yearday2,'o',color='b')\n", "ax2[1].set_xlabel('Solar Irradiance (W/$\\mathregular{m^2}$)')\n", "ax2[1].set_ylabel('Bloom Day (Metric 2)')\n", "y,r2,m,b=bloomdrivers.reg_r2(solarjan,yearday2)\n", "ax2[1].plot(solarjan, y, 'r', label='Fitted line')\n", "ax2[1].text(0.6, 0.85, '$\\mathregular{r^2}$ = %f'%r2, transform=ax.transAxes)\n", "ax2[1].text(0.6,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "\n", "ax2[2].plot(solarjan,yearday3,'o',color='orange')\n", "ax2[2].set_xlabel('Solar Irradiance (W/$\\mathregular{m^2}$)')\n", "ax2[2].set_ylabel('Bloom Day (Metric 3)')\n", "ax2[1].set_title('Bloom Date vs. January Average Solar Irradiance')\n", "y,r2,m,b=bloomdrivers.reg_r2(solarjan,yearday3)\n", "ax2[2].plot(solarjan, y, 'r', label='Fitted line')\n", "ax2[2].text(1.1, 0.85, '$\\mathregular{r^2}$ = %f'%r2, transform=ax.transAxes)\n", "ax2[2].text(1.1,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "\n", "# ----Feb----\n", "fig3,ax3=plt.subplots(1,3,figsize=(17,5))\n", "ax3[0].plot(solarfeb,yearday1,'o',color='firebrick')\n", "ax3[0].set_xlabel('Solar Irradiance (W/$\\mathregular{m^2}$)')\n", "ax3[0].set_ylabel('Bloom Day (Metric 1)')\n", "y,r2,m,b=bloomdrivers.reg_r2(solarfeb,yearday1)\n", "ax3[0].plot(solarfeb, y, 'r', label='Fitted line')\n", "ax3[0].text(0.1, 0.85, '$\\mathregular{r^2}$ = %f'%r2, transform=ax.transAxes)\n", "ax3[0].text(0.1,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "\n", "ax3[1].plot(solarfeb,yearday2,'o',color='b')\n", "ax3[1].set_xlabel('Solar Irradiance (W/$\\mathregular{m^2}$)')\n", "ax3[1].set_ylabel('Bloom Day (Metric 2)')\n", "y,r2,m,b=bloomdrivers.reg_r2(solarfeb,yearday2)\n", "ax3[1].plot(solarfeb, y, 'r', label='Fitted line')\n", "ax3[1].text(0.6, 0.85, '$\\mathregular{r^2}$ = %f'%r2, transform=ax.transAxes)\n", "ax3[1].text(0.6,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "\n", "ax3[2].plot(solarfeb,yearday3,'o',color='orange')\n", "ax3[2].set_xlabel('Solar Irradiance (W/$\\mathregular{m^2}$)')\n", "ax3[2].set_ylabel('Bloom Day (Metric 3)')\n", "y,r2,m,b=bloomdrivers.reg_r2(solarfeb,yearday3)\n", "ax3[2].plot(solarfeb, y, 'r', label='Fitted line')\n", "ax3[2].text(1.1, 0.85, '$\\mathregular{r^2}$ = %f'%r2, transform=ax.transAxes)\n", "ax3[2].text(1.1,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "ax3[1].set_title('Bloom Date vs. February Average Solar Irradiance')\n", "\n", "# ----March----\n", "fig4,ax4=plt.subplots(1,3,figsize=(17,5))\n", "ax4[0].plot(solarmar,yearday1,'o',color='firebrick')\n", "ax4[0].set_xlabel('Solar Irradiance (W/$\\mathregular{m^2}$)')\n", "ax4[0].set_ylabel('Bloom Day (Metric 1)')\n", "y,r2,m,b=bloomdrivers.reg_r2(solarmar,yearday1)\n", "ax4[0].plot(solarmar, y, 'r', label='Fitted line')\n", "ax4[0].text(0.1, 0.85, '$\\mathregular{r^2}$ = %f'%r2, transform=ax.transAxes)\n", "ax4[0].text(0.1,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "\n", "ax4[1].plot(solarmar,yearday2,'o',color='b')\n", "ax4[1].set_xlabel('Solar Irradiance (W/$\\mathregular{m^2}$)')\n", "ax4[1].set_ylabel('Bloom Day (Metric 2)')\n", "y,r2,m,b=bloomdrivers.reg_r2(solarmar,yearday2)\n", "ax4[1].plot(solarmar, y, 'r', label='Fitted line')\n", "ax4[1].text(0.6, 0.85, '$\\mathregular{r^2}$ = %f'%r2, transform=ax.transAxes)\n", "ax4[1].text(0.6,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "\n", "ax4[2].plot(solarmar,yearday3,'o',color='orange')\n", "ax4[2].set_xlabel('Solar Irradiance (W/$\\mathregular{m^2}$)')\n", "ax4[2].set_ylabel('Bloom Day (Metric 3)')\n", "y,r2,m,b=bloomdrivers.reg_r2(solarmar,yearday3)\n", "ax4[2].plot(solarmar, y, 'r', label='Fitted line')\n", "ax4[2].text(1.1, 0.85, '$\\mathregular{r^2}$ = %f'%r2, transform=ax.transAxes)\n", "ax4[2].text(1.1,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "ax4[1].set_title('Bloom Date vs. March Average Solar Irradiance')\n", "\n", "\n", "# Jan month lines\n", "ax2[0].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax2[0].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "#ax2[0].axhline(y=151, color='lime', linestyle='--',label='May 31st')\n", "ax2[0].legend(bbox_to_anchor=(-0.25, 1.0))\n", "ax2[1].axhline(y=90, color='orchid', linestyle='--')\n", "ax2[2].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax2[1].axhline(y=120, color='peru', linestyle='--')\n", "ax2[2].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "# Feb month lines\n", "ax3[0].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax3[0].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "#ax3[0].axhline(y=151, color='lime', linestyle='--',label='May 31st')\n", "ax3[0].legend(bbox_to_anchor=(-0.25, 1.0))\n", "ax3[1].axhline(y=90, color='orchid', linestyle='--')\n", "ax3[2].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax3[1].axhline(y=120, color='peru', linestyle='--')\n", "ax3[2].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "# March month lines\n", "ax4[0].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax4[0].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "#ax4[0].axhline(y=151, color='lime', linestyle='--',label='May 31st')\n", "ax4[0].legend(bbox_to_anchor=(-0.25, 1.0))\n", "ax4[1].axhline(y=90, color='orchid', linestyle='--')\n", "ax4[2].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax4[1].axhline(y=120, color='peru', linestyle='--')\n", "ax4[2].axhline(y=120, color='peru', linestyle='--',label='April 30th')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Monthly average surface temperature (January-March)" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array([7.5507493, 7.286538 , 6.6232886, 8.069584 , 7.225414 , 7.1565423,\n", " 8.036439 , 7.8171253, 8.776971 , 8.442422 , 7.220529 , 7.8022532,\n", " 7.3381658, 7.5200605], dtype=float32)" ] }, "execution_count": 13, "metadata": {}, "output_type": "execute_result" } ], "source": [ "tempmar" ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "[112, 107, 117, 125, 126, 137, 116, 101, 133, 93, 114, 113, 88, 105]" ] }, "execution_count": 16, "metadata": {}, "output_type": "execute_result" } ], "source": [ "yearday1" ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "[111, 107, 106, 107, 126, 115, 91, 92, 77, 93, 112, 80, 87, 98]" ] }, "execution_count": 17, "metadata": {}, "output_type": "execute_result" } ], "source": [ "yearday2" ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "[105, 97, 102, 108, 114, 106, 90, 89, 102, 94, 113, 77, 83, 103]" ] }, "execution_count": 18, "metadata": {}, "output_type": "execute_result" } ], "source": [ "yearday3" ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", 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\n", 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "fig,ax=plt.subplots(1,1,figsize=(12,5))\n", "p1=ax.plot(years,tempjan, '-',color='green',label='January Average')\n", "p2=ax.plot(years,tempfeb, '-',color='c',label='February Average')\n", "p3=ax.plot(years,tempmar, '-',color='orchid',label='March Average')\n", "ax.set_ylabel('Surface Temperature ($^\\circ$C)')\n", "ax.set_xlabel('Year')\n", "ax.set_title('Surface Conservative Temperature by Year')\n", "ax.set_xticks([2007,2008,2009,2010,2011,2012,2013,2014,2015,2016,2017,2018,2019,2020])\n", "ax.legend(handles=[p1[0],p2[0],p3[0]],bbox_to_anchor=(-0.25, 1.0), loc='upper left')\n", "ax.invert_yaxis()\n", "\n", "ax1=ax.twinx()\n", "p4=ax1.plot(years,yearday1, 'o',color='firebrick',label='Metric1')\n", "p5=ax1.plot(years,yearday2, 'o',color='b',label='Metric2')\n", "p6=ax1.plot(years,yearday3, 'o',color='orange',label='Metric3')\n", "ax1.set_ylabel('Year Day')\n", "ax1.legend(handles=[p4[0],p5[0],p6[0]],bbox_to_anchor=(1.05, 1.0), loc='upper left')\n", "\n", "# JAN\n", "fig2,ax2=plt.subplots(1,3,figsize=(17,5))\n", "ax2[0].plot(tempjan,yearday1,'o',color='firebrick')\n", "ax2[0].set_xlabel('Surface Temperature ($^\\circ$C)')\n", "ax2[0].set_ylabel('Bloom Day (Metric 1)')\n", "y,r2,m,b=bloomdrivers.reg_r2(tempjan,yearday1)\n", "ax2[0].plot(tempjan, y, 'r', label='Fitted line')\n", "ax2[0].text(0.1, 0.85, '$\\mathregular{r^2}$ = %f'%r2, transform=ax.transAxes)\n", "ax2[0].text(0.1,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "\n", "ax2[1].plot(tempjan,yearday2,'o',color='b')\n", "ax2[1].set_xlabel('Surface Temperature ($^\\circ$C)')\n", "ax2[1].set_ylabel('Bloom Day (Metric 2)')\n", "y,r2,m,b=bloomdrivers.reg_r2(tempjan,yearday2)\n", "ax2[1].plot(tempjan, y, 'r', label='Fitted line')\n", "ax2[1].text(0.6, 0.85, '$\\mathregular{r^2}$ = %f'%r2, transform=ax.transAxes)\n", "ax2[1].text(0.6,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "\n", "ax2[2].plot(tempjan,yearday3,'o',color='orange')\n", "ax2[2].set_xlabel('Surface Temperature ($^\\circ$C)')\n", "ax2[2].set_ylabel('Bloom Day (Metric 3)')\n", "y,r2,m,b=bloomdrivers.reg_r2(tempjan,yearday3)\n", "ax2[2].plot(tempjan, y, 'r', label='Fitted line')\n", "ax2[2].text(1.1, 0.85, '$\\mathregular{r^2}$ = %f'%r2, transform=ax.transAxes)\n", "ax2[2].text(1.1,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "\n", "\n", "ax2[1].set_title('Bloom Date vs. January Average Surface Conservative Temperature')\n", "\n", "# FEB\n", "fig3,ax3=plt.subplots(1,3,figsize=(17,5))\n", "ax3[0].plot(tempfeb,yearday1,'o',color='firebrick')\n", "ax3[0].set_xlabel('Surface Temperature ($^\\circ$C)')\n", "ax3[0].set_ylabel('Bloom Day (Metric 1)')\n", "y,r2,m,b=bloomdrivers.reg_r2(tempfeb,yearday1)\n", "ax3[0].plot(tempfeb, y, 'r', label='Fitted line')\n", "ax3[0].text(0.1, 0.85, '$\\mathregular{r^2}$ = %f'%r2, transform=ax.transAxes)\n", "ax3[0].text(0.1,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "\n", "ax3[1].plot(tempfeb,yearday2,'o',color='b')\n", "ax3[1].set_xlabel('Surface Temperature ($^\\circ$C)')\n", "ax3[1].set_ylabel('Bloom Day (Metric 2)')\n", "y,r2,m,b=bloomdrivers.reg_r2(tempfeb,yearday2)\n", "ax3[1].plot(tempfeb, y, 'r', label='Fitted line')\n", "ax3[1].text(0.6, 0.85, '$\\mathregular{r^2}$ = %f'%r2, transform=ax.transAxes)\n", "ax3[1].text(0.6,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "\n", "ax3[2].plot(tempfeb,yearday3,'o',color='orange')\n", "ax3[2].set_xlabel('Surface Temperature ($^\\circ$C)')\n", "ax3[2].set_ylabel('Bloom Day (Metric 3)')\n", "y,r2,m,b=bloomdrivers.reg_r2(tempfeb,yearday3)\n", "ax3[2].plot(tempfeb, y, 'r', label='Fitted line')\n", "ax3[2].text(1.1, 0.85, '$\\mathregular{r^2}$ = %f'%r2, transform=ax.transAxes)\n", "ax3[2].text(1.1,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "\n", "\n", "ax3[1].set_title('Bloom Date vs. February Average Surface Conservative Temperature')\n", "\n", "# MARCH\n", "fig4,ax4=plt.subplots(1,3,figsize=(17,5))\n", "ax4[0].plot(tempmar,yearday1,'o',color='firebrick')\n", "ax4[0].set_xlabel('Surface Temperature ($^\\circ$C)')\n", "ax4[0].set_ylabel('Bloom Day (Metric 1)')\n", "y,r2,m,b=bloomdrivers.reg_r2(tempmar,yearday1)\n", "ax4[0].plot(tempmar, y, 'r', label='Fitted line')\n", "ax4[0].text(0.1, 0.85, '$\\mathregular{r^2}$ = %f'%r2, transform=ax.transAxes)\n", "ax4[0].text(0.1,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "\n", "ax4[1].plot(tempmar,yearday2,'o',color='b')\n", "ax4[1].set_xlabel('Surface Temperature ($^\\circ$C)')\n", "ax4[1].set_ylabel('Bloom Day (Metric 2)')\n", "y,r2,m,b=bloomdrivers.reg_r2(tempmar,yearday2)\n", "ax4[1].plot(tempmar, y, 'r', label='Fitted line')\n", "ax4[1].text(0.6, 0.85, '$\\mathregular{r^2}$ = %f'%r2, transform=ax.transAxes)\n", "ax4[1].text(0.6,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "\n", "ax4[2].plot(tempmar,yearday3,'o',color='orange')\n", "ax4[2].set_xlabel('Surface Temperature ($^\\circ$C)')\n", "ax4[2].set_ylabel('Bloom Day (Metric 3)')\n", "ax4[1].set_title('Bloom Date vs. March Average Surface Conservative Temperature')\n", "y,r2,m,b=bloomdrivers.reg_r2(tempmar,yearday3)\n", "ax4[2].plot(tempmar, y, 'r', label='Fitted line')\n", "ax4[2].text(1.1, 0.85, '$\\mathregular{r^2}$ = %f'%r2, transform=ax.transAxes)\n", "ax4[2].text(1.1,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "\n", "# Jan month lines\n", "ax2[0].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax2[0].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "#ax2[0].axhline(y=151, color='lime', linestyle='--',label='May 31st')\n", "ax2[0].legend(bbox_to_anchor=(-0.25, 1.0))\n", "ax2[1].axhline(y=90, color='orchid', linestyle='--')\n", "ax2[2].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax2[1].axhline(y=120, color='peru', linestyle='--')\n", "ax2[2].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "# Feb month lines\n", "ax3[0].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax3[0].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "#ax3[0].axhline(y=151, color='lime', linestyle='--',label='May 31st')\n", "ax3[0].legend(bbox_to_anchor=(-0.25, 1.0))\n", "ax3[1].axhline(y=90, color='orchid', linestyle='--')\n", "ax3[2].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax3[1].axhline(y=120, color='peru', linestyle='--')\n", "ax3[2].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "# March month lines\n", "ax4[0].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax4[0].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "#ax4[0].axhline(y=151, color='lime', linestyle='--',label='May 31st')\n", "ax4[0].legend(bbox_to_anchor=(-0.25, 1.0))\n", "ax4[1].axhline(y=90, color='orchid', linestyle='--')\n", "ax4[2].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax4[1].axhline(y=120, color='peru', linestyle='--')\n", "ax4[2].axhline(y=120, color='peru', linestyle='--',label='April 30th')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Monthly average surface salinity (January-March)" ] }, { "cell_type": "code", "execution_count": 27, "metadata": { "jupyter": { "source_hidden": true } }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 27, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", 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\n", 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\n", 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "fig,ax=plt.subplots(1,1,figsize=(12,5))\n", "p1=ax.plot(years,saljan, '-',color='green',label='January Average')\n", "p2=ax.plot(years,salfeb, '-',color='c',label='February Average')\n", "p3=ax.plot(years,salmar, '-',color='orchid',label='March Average')\n", "ax.set_ylabel('Salinity (g/kg)')\n", "ax.set_xlabel('Year')\n", "ax.set_title('Absolute Surface Salinity by Year')\n", "ax.set_xticks([2007,2008,2009,2010,2011,2012,2013,2014,2015,2016,2017,2018,2019,2020])\n", "ax.legend(handles=[p1[0],p2[0],p3[0]],bbox_to_anchor=(-0.25, 1.0), loc='upper left')\n", "\n", "ax1=ax.twinx()\n", "p4=ax1.plot(years,yearday1, 'o',color='firebrick',label='Metric1')\n", "p5=ax1.plot(years,yearday2, 'o',color='b',label='Metric2')\n", "p6=ax1.plot(years,yearday3, 'o',color='orange',label='Metric3')\n", "ax1.set_ylabel('Year Day')\n", "ax1.legend(handles=[p4[0],p5[0],p6[0]],bbox_to_anchor=(1.05, 1.0), loc='upper left')\n", "\n", "# JAN\n", "fig2,ax2=plt.subplots(1,3,figsize=(17,5))\n", "ax2[0].plot(saljan,yearday1,'o',color='firebrick')\n", "ax2[0].set_xlabel('Salinity (g/kg)')\n", "ax2[0].set_ylabel('Bloom Day (Metric 1)')\n", "y,r2,m,b=bloomdrivers.reg_r2(saljan,yearday1)\n", "ax2[0].plot(saljan, y, 'r', label='Fitted line')\n", "ax2[0].text(0.1, 0.85, '$\\mathregular{r^2}$ = %f'%r2, transform=ax.transAxes)\n", "ax2[0].text(0.1,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "\n", "ax2[1].plot(saljan,yearday2,'o',color='b')\n", "ax2[1].set_xlabel('Salinity (g/kg)')\n", "ax2[1].set_ylabel('Bloom Day (Metric 2)')\n", "y,r2,m,b=bloomdrivers.reg_r2(saljan,yearday2)\n", "ax2[1].plot(saljan, y, 'r', label='Fitted line')\n", "ax2[1].text(0.6, 0.85, '$\\mathregular{r^2}$ = %f'%r2, transform=ax.transAxes)\n", "ax2[1].text(0.6,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "\n", "ax2[2].plot(saljan,yearday3,'o',color='orange')\n", "ax2[2].set_xlabel('Salinity (g/kg)')\n", "ax2[2].set_ylabel('Bloom Day (Metric 3)')\n", "ax2[1].set_title('Bloom Date vs. January Average Absolute Surface Salinity')\n", "y,r2,m,b=bloomdrivers.reg_r2(saljan,yearday3)\n", "ax2[2].plot(saljan, y, 'r', label='Fitted line')\n", "ax2[2].text(1.1, 0.85, '$\\mathregular{r^2}$ = %f'%r2, transform=ax.transAxes)\n", "ax2[2].text(1.1,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "\n", "# FEB\n", "fig3,ax3=plt.subplots(1,3,figsize=(17,5))\n", "ax3[0].plot(salfeb,yearday1,'o',color='firebrick')\n", "ax3[0].set_xlabel('Salinity (g/kg)')\n", "ax3[0].set_ylabel('Bloom Day (Metric 1)')\n", "y,r2,m,b=bloomdrivers.reg_r2(salfeb,yearday1)\n", "ax3[0].plot(salfeb, y, 'r', label='Fitted line')\n", "ax3[0].text(0.1, 0.85, '$\\mathregular{r^2}$ = %f'%r2, transform=ax.transAxes)\n", "ax3[0].text(0.1,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "\n", "ax3[1].plot(salfeb,yearday2,'o',color='b')\n", "ax3[1].set_xlabel('Salinity (g/kg)')\n", "ax3[1].set_ylabel('Bloom Day (Metric 2)')\n", "y,r2,m,b=bloomdrivers.reg_r2(salfeb,yearday2)\n", "ax3[1].plot(salfeb, y, 'r', label='Fitted line')\n", "ax3[1].text(0.6, 0.85, '$\\mathregular{r^2}$ = %f'%r2, transform=ax.transAxes)\n", "ax3[1].text(0.6,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "\n", "ax3[2].plot(salfeb,yearday3,'o',color='orange')\n", "ax3[2].set_xlabel('Salinity (g/kg)')\n", "ax3[2].set_ylabel('Bloom Day (Metric 3)')\n", "ax3[1].set_title('Bloom Date vs. February Average Absolute Surface Salinity')\n", "y,r2,m,b=bloomdrivers.reg_r2(salfeb,yearday3)\n", "ax3[2].plot(salfeb, y, 'r', label='Fitted line')\n", "ax3[2].text(1.1, 0.85, '$\\mathregular{r^2}$ = %f'%r2, transform=ax.transAxes)\n", "ax3[2].text(1.1,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "\n", "# MAR\n", "fig4,ax4=plt.subplots(1,3,figsize=(17,5))\n", "ax4[0].plot(salmar,yearday1,'o',color='firebrick')\n", "ax4[0].set_xlabel('Salinity (g/kg)')\n", "ax4[0].set_ylabel('Bloom Day (Metric 1)')\n", "y,r2,m,b=bloomdrivers.reg_r2(salmar,yearday1)\n", "ax4[0].plot(salmar, y, 'r', label='Fitted line')\n", "ax4[0].text(0.1, 0.85, '$\\mathregular{r^2}$ = %f'%r2, transform=ax.transAxes)\n", "ax4[0].text(0.1,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "\n", "\n", "ax4[1].plot(salmar,yearday2,'o',color='b')\n", "ax4[1].set_xlabel('Salinity (g/kg)')\n", "ax4[1].set_ylabel('Bloom Day (Metric 2)')\n", "y,r2,m,b=bloomdrivers.reg_r2(salmar,yearday2)\n", "ax4[1].plot(salmar, y, 'r', label='Fitted line')\n", "ax4[1].text(0.6, 0.85, '$\\mathregular{r^2}$ = %f'%r2, transform=ax.transAxes)\n", "ax4[1].text(0.6,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "\n", "ax4[2].plot(salmar,yearday3,'o',color='orange')\n", "ax4[2].set_xlabel('Salinity (g/kg)')\n", "ax4[2].set_ylabel('Bloom Day (Metric 3)')\n", "ax4[1].set_title('Bloom Date vs. March Average Absolute Surface Salinity')\n", "y,r2,m,b=bloomdrivers.reg_r2(salmar,yearday3)\n", "ax4[2].plot(salmar, y, 'r', label='Fitted line')\n", "ax4[2].text(1.1, 0.85, '$\\mathregular{r^2}$ = %f'%r2, transform=ax.transAxes)\n", "ax4[2].text(1.1,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "\n", "# Jan month lines\n", "ax2[0].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax2[0].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "#ax2[0].axhline(y=151, color='lime', linestyle='--',label='May 31st')\n", "ax2[0].legend(bbox_to_anchor=(-0.25, 1.0))\n", "ax2[1].axhline(y=90, color='orchid', linestyle='--')\n", "ax2[2].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax2[1].axhline(y=120, color='peru', linestyle='--')\n", "ax2[2].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "# Feb month lines\n", "ax3[0].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax3[0].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "#ax3[0].axhline(y=151, color='lime', linestyle='--',label='May 31st')\n", "ax3[0].legend(bbox_to_anchor=(-0.25, 1.0))\n", "ax3[1].axhline(y=90, color='orchid', linestyle='--')\n", "ax3[2].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax3[1].axhline(y=120, color='peru', linestyle='--')\n", "ax3[2].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "# March month lines\n", "ax4[0].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax4[0].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "#ax4[0].axhline(y=151, color='lime', linestyle='--',label='May 31st')\n", "ax4[0].legend(bbox_to_anchor=(-0.25, 1.0))\n", "ax4[1].axhline(y=90, color='orchid', linestyle='--')\n", "ax4[2].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax4[1].axhline(y=120, color='peru', linestyle='--')\n", "ax4[2].axhline(y=120, color='peru', linestyle='--',label='April 30th')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Monthly average Fraser river flow (January-March)" ] }, { "cell_type": "code", "execution_count": 28, "metadata": { "jupyter": { "source_hidden": true } }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 28, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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Vq1ZFPj4+psvPt2zZMrfnn38+DWDUqFFZCxYscLvjjjuK7rzzzrwlS5a4PProo9l//PGHy6xZsxJ+++03p/Pnz9t17ty5BYDBYFA6dOhQUHauhx9+OLvs/wcOHNC89dZb/vn5+erCwkJ17969cwEOHTrkuGnTpnMAkyZNynznnXcCAH777Tfn7du3O0dEREQAFBUVqU6fPm03aNCgAiRJkhoRja+vZZhzJcclSZJuRztycng7JoatOTn42djwTkgIH8bG8sjp06xr3RqVotR1iVItip41y9+s11/SyWnW61XRs2b5hzzwQNbVHnc9unTpoktISLCdPXu2W79+/XIr3vbnn386b9y40XXmzJk+AHq9Xjl37pxNZecZOHBgjqOj4xWLdW3fvt15yZIlF8o+9/T0vCJ/3YzrDr517bvvvnPLzMy0Onbs2ClbW1vh7+/fWqfTqQBsbGzKnzC1Wi3KjltZWQmTyfI8FRUVlf+2T58+3dvLy8uwcuXKi2azGY1G06HsNnt7e3PF6z766KMZP/zwg0daWpr1o48+ekVvb0pKinrv3r3O0dHRmmeeeQaTyaQoiiK++eabhLFjx2Z9/fXXXh4eHqY2bdoUabVasxCCO+64I+/ylo0yTk5O5defPHly6IoVK85169ZNN3PmTPdt27Y5VfUcCSF44YUXkv/9739nXOPprDaKojQHllY41AR4C3AFHgfSS4+/LoRYX/qY14CJgAl4TgixsbbqvRG/ZmQggLu1WjRqdV2XI0lSBS2mTuXotGmXDHdWazS0mDq1DquSJEmqfXtyc3krJoYt2dn42NjwZbNmTPb1xU6txsvamqfPnuWz+Hj+HRR07ZNJjYY+Pb3SsHm14zdq4MCBOW+//Xbgpk2bzqSlpZVnSiEEK1asOBcVFaWveP+dO3c6XH4OBwcH8+XHys6h1EBDzXUH3+vtma0pubm5ag8PD4Otra1Ys2aNU1JS0jW/aYGBgfq///7boU+fPkWLFi0qH/6cm5urDggIKFGr1cyaNcu9LBxX5qGHHsqZPn26v9FoVEaNGnXh8tsXLFigHTlyZOZPP/0UW3asU6dOzTdt2uR4zz335D/99NMhs2fP9rjvvvuyAO68887Cl156Kej48eO2kZGR+vz8fNXFixet27Rpo7/83EVFRaqgoCCDXq9XlixZ4ubr62sAaNu2bcG8efO0jz/+ePbcuXPLhysMGjQo75133vGbPHlylouLi/nixYvWNjY2wt/fv8ZWyhJCnAHaAiiKogYSgV+AR4H/CiEumXCnKEoEMBZoBfgBWxRFCRdCVEtLTnX6PD6ebbm5OKhU3OPuzihPTwa7ueFo1WDaiySp0QoYNgywzPXVJSej8fWlxdSp5cclSZIau7/z8ng7JobfsrLwsrbm86ZNedLP75LG+if9/Pg9O5vXL16kp4sLXV2uuqiu1MjYenqW6NPSrshLtp6e1TL2/amnnspwcXExde7cWbd27dryzrk+ffrkffbZZ97z5s2LU6lU7Nq1S9OjRw+ds7OzqaCg4Lqm2d555515n3/+udfcuZb8mZ6erq6OXt96P8fXYDBgY2MjJk2alHXkyBGHyMjIlgsXLnQLDQ0tvtZjX3311dQ5c+Z4tmvXrkVGRkZ5WnnhhRfSFi9e7B4VFdUiOjraTqPRVNraAGBnZye6d++ed++992ZZVRJ4li9f7j5y5MjsiseGDRuWvWDBAjcrKyvuuuuu3G3btrmMGTMmFyzzi7/77ruYsWPHNgkPD4/o0KFDi2PHjlW6BdKrr76a1Llz55Y9e/YMDwsLK/96v/rqq/ivvvrKu3Xr1i2Tk5OtHR0dTQAjR47Mu++++7I6derUIjw8PGLEiBFNc3JyarOr8i7gvBAitor7DAOWCCH0QoiLwDmgc61Ud4M2R0WxqU0bHvT25s+cHMacPInn7t0MP3aMBSkp5Bhuem69JEnVIGDYMPrt2MHQc+fot2OHDL2SJN0WDubnM/TYMbocPMi+vDw+CQ3lbOtOPK32xBytI/evHLI2ZZC2IpnsLZl86xZKgK0tY0+eJFu+d7lthD/zTKLK1vaSjKOytTWHP/NMYnWcv2nTpoY333wz7fLjH330UZLRaFRatGgRERYW1uqNN97wBxg0aFB+dHS0pmxxq6rO/eGHHybn5OSow8LCWjVv3jxi/fr1TgBPPvlkgLe3d5vi4mKVt7d3mylTptzQQr6KEFffA/nIkSMxUVFRtTZstjJ79uzRTJ48OeTYsWM3vXT1rTCZTLRq1Spi+fLl51u3bn1Fr2xdyM/PVzk4OJhVKhXff/+9dunSpW6///77+eo495EjRzyioqJCbuaxiqLMBQ4KIWYpivIOMAHIA/YDLwkhshVFmQXsFUIsLH3MHGCDEGJFVed2cHAQhYWFVd2lRpmEYFduLivT0/k5I4MEvR5rReEurZZRHh4M8/DA06ZaRo5IkiTVW0UmE4cKCjhSUMBANzeaaDR1XZIkNVpCCMzFZkx5Roy5Ri6kFfB7bAYZmcUElKiJMmvwLFYh8kwI05Xv51X2KsxFltxj9Lbi/7Q5GFpp+KZHqxoZRtpYKIpSJIS4YlhufXCj2Sxm0SK36Fmz/PXp6Ta2np4l4c88k3ir83vru6qyTL0es/nJJ594fvfdd16ffvppnQyzPnDggN2wYcPCBg0alF1fQi/Arl277J9//vkgIQTOzs6mefPmxdR1TYqi2AD3Aq+VHvoGeA8Qpf9+BjwGVPaXttLWF0VRJgOTAWzqIFTmFufiZOuESlGhVhR6ubrSy9WV/zZrxr78fFakp7MyPZ3Ho6N5Ijqa3q6ujPL0ZISHB362Va6vJlXCXGKmOE6HPqEYh1ZO2HjKhgRJqkt6s5mjBQXsz89nX34++/PzOVFYSFn3wTgvL36yrKUoSdINMuvNGPOMGHMN5cHWWPqvqfS4Mc+IKPnnLZItMBgVJTb2aFxtsHGxwsrfGitnK6xcrFCX/mvlYoXayQqVtQpjjoGCo/nkH8nj2dOOKKfh8J/RBHV0wzHKCRsfWxmCG7GQBx7IauxB90bU+x5fqXbdbI+voijDgH8JIe6u5LYQYK0QIrJ0YSuEEB+W3rYReEcIsaeq89dFj+/9y+/nZPpJXu/5Ove3uh8r1ZXtREIIDhcUsDI9nZUZGZwuKkIBujk7M8rTk1GengTbVTqS/bZnLjahi9GhO1+E7nwR+rji8hZrxUbBc6QPzp1d5AuyJNUCg9nMyaIiS8jNy2N/fj5HCwsxlL5H8LC2pqOTE52cnOjo5MT/UlLYlZtLSvfucqVYSarAbPynh/afEPtPkC07Zi6+cpadYq2UBldr1M5W5NkLNhpy2WzKJ99ecE+oF5PCA9A63FzjeklOCTM2RhNy1kTHLBsUAdZeNjhFOeHY1hkbXxmCoXH1+N6OGmyPr9SgjAMWl32iKIqvEKJsQ80RwPHS//8K/KQoyudYFrcKA/6uzUKv14gWIziRfoIHfn6At/98m1d7vMpDUQ9ho/6nJ1JRFNo5OdHOyYn3mzThZGGhJQSnp/PS+fO8dP48HRwdy0NwuH217gjWoJiKTOguWEKu7kIR+oRiMAMqsAu0w7WXFrum9th42JC2IoW0JckUnSrA635f1PZyVW1Jqi4mIYguC7mlPbmHCgooNlveiLuo1XRwcmJKQIAl7Do7E2R76RvibKORVRkZHCssJMpRbhcvNX7CJDDmGzGV98xagqypQk+tMc+IubCS9XfUYOVsjZWLFbY+tlg1d0DtYlV+rKy3VmWnQlEUoouKeDcmhp/S0rBXqXg+IICXAgNxs7a+pa/BxtWGx0eE03b/fgJK9PyqaoLheCFZWzLJ2pyJtacNjlFOOEY5Y+svQ7DU+MgeX+kSN9PjqyiKPRAPNBFC5JYeW4BltWcBxABPlAVhRVGmYRn2bAReEEJsuNY16mqOr1mYWX16Ne/veJ+DyQcJdA7klR6v8Fi7x9BYVz237VxRET9nZLAyPZ2/8y37bkc6ODDKw4PRnp60cnBo1C8qxnxjecjVnS+iJFkPAhS1gm2wHfZN7bFrao8mxB6V7aXr7AmzIHtrJpnr07FytsLnQX80TW/fRgNJullCCC4UF1/Sk3ugoICC0t0M7FUq2lfoye3k5ERTjeaavbiJej0Be/bwaZMmTJVbpEiNlDALMtelk7cvB1OB6cqJWSqwcrIqDbGlw4ydrS/73AqVg/q6Xu/P63S8FxPDgtRU7FQqnvH359+BgXhU83SvbTk59D18mPHe3vzYogWmAhOFx/IpOJJP0blCMIO1hzWObZxxjHLCNtCuUb9fuZzs8W3YqsoyMvhKl7iVxa1qUl0vbiWE4LdzvzF9x3R2xe/C28Gbqd2n8mTHJ3G0uXZvR3xxcXkI3pmbiwDCNZrynuD2jo4N/kXFkGMoH7asO1+EIc2yWr5io2AXYo+mqQZNE3vsgjWorK9vQfniOB0pCxIxZBpw6++B290eKOqG/TxJUk0RQpCg15f34pZ9ZBstO9rZKgptHR3pWBZynZ1pYW+P+ib/9rT6+28CbG3ZGBVVnV+GJNULZoOZ1EVJFBzJx6G1I7a+dpfNo7VG7ahGUd36a1KMTsf7sbHMS0nBWqXiaT8/Xg4KwrsG1zf5T0wM78TE8L/mzZng61t+3FRgpOB4AQVH8iiKtoRgKzdrHKOccIpyxjao8YdgGXwbNhl8pesmg2/VhBBsj93O+zveZ8uFLbhp3Hi+y/M82/lZtJoqV2Yvl6LXsyojg5UZGWzNzsYEhNjZMdLDg1GennR1dq73c+aEEBgzDRSV9ugWny/CkGnZIkFlp8IuVIOmqT2apg7YBdihWN3812MuNpH2Syr5f+diF6LB50E/rN3lwleSlFpSUt6LWxZ200q3KrFSFFo7OPwTcp2caOXggI2q+nYxfP7sWb5PTia7Rw/s1HI6gtR4mHQmkuckoDtfhMe9Xmj7uNfIdeKKi/kgNpY5KSmosey5+0pQEL61sECmSQj6HTnC33l57O/QgZYOV+Y8U6GJguP5/4RgE1hprXCMsvQE2wVpqiX41zcy+DZsDTr4qtXqDmFhYbqyz1evXn2uefPmlW683Llz5+YzZsyI79WrV1HtVVg1g8GAl5dX1Pjx4zO+/vrratk3qybJ4Hv9/kr4i+k7prMmeg1ONk480/kZXuz6Ip4Ontd9jkyDgV9Le4I3Z2dTIgR+NjaMKA3BPV1csKrGN6o3SwiBIa0E3fkiis5bgq4x19KLpHJQo2libwm6TTTY+tvVyAth/sFc0panAOA52gfnDi7Vfo2bZRaCfJMJvdmMp7V1g2oNN+YbyViThi66EKdOLmh7u6F2lMs/1DdZBkN5D25ZyE3QWzYbUIAIe/vyXtyOTk60cXBAU8NhdG1GBkOPH+f3qCj6aq+v4U+S6jtjjoHE7+MpSdPjPc6vRl5rEvV6PoiN5YfkZAQw2deX14KD8a/lHSGS9Hra7t+Pt40Nf7dvX+XfDFORicIT+RQczqfoTCHCJLBytcKxjWVOsF1I4wnBMvhWTVGUDsOGDctatWrVRfgn67Rt27Zw69at5672uN27d2vi4+NtxowZk1vZ7du3b7efO3eu+7x58yrdzSc/P181dOjQJrGxsbZqtZq777475//+7/+uyFYNenErW1tb8+nTp09W1/kMBgPWt7g4gNFoxMrq+p66n3/+2SU0NFT/66+/ar/66qtE1S2GmOqoX6oeXQK68Ou4XzmScoQPdn7ARzs/4ou9X/BEhyeY2n0q/s7+1zyHu7U1j/r68qivL7lGI+syM1mRns7clBS+TkrCw9qa4R4ejPLwoK9WW629NVURZkFJsv6focsXiizzmwC1kxpNMwc0TTRomjpg421TKy92Tu1dsAvRkLIgidSFSRSdLsRzlDdqu1t7c28SgjyjkVyjkVyTyfLvDX6eb/pnMZMmdnYMdndnsJsbd7q61nj4uFnCJMjdlU3mhnTMBjOaUHuyf88kZ3sWLt21aPu4Y+Vc718iGqU8o5GDl4XcC8XF5beHaTT0dHEpn5fbztERx+t8TapOvV1dsVIUNmdny+ArNQolqXoSv43DpDPj/3gQ9s2rN/sk6/V8FBfHd0lJmICJPj68HhxMUB3t/uBna8uPLVow6NgxXjx3jm+bN7/qfdX2apw7ueLcyRWTzkThyQIKDueRuzuHnO3ZqJ0tIdiprTN2oY0nBEtX0mg05jNnzmgKCgoUR0dH8csvvzh7e3sbrvW4/fv32+/fv9+hsuBrMBjo1atX0bU6L1966aXUoUOH5hcXFys9evQIX7ZsmfP999+fd7211/seX3t7+3ZFRUWHKh7bsWOH/ZQpUwKLiopUWq3WuGjRopjg4GBD586dm0dGRhYdOnTIoaCgQP39999f7NOnT9GUKVP8kpOTrePi4mzc3NyM/fv3z9u/f7/Djz/+GAfQp0+fZi+99FLqkCFD8h944IGgI0eOOBQXF6uGDh2a/d///jcJwN/fv/W4ceMytm7d6tyvX7/cNWvWaE+ePHkK4NixY7Zjx45tcuLEiVOX1z98+PDQIUOG5MyePdtz+vTpiX369CkMCgpqfeTIkZMeHh4mgKCgoMhdu3adVqvVPProo8GJiYk2AJ9//nnc3XffXXh5/TNmzEgcP358qE6nUwF8+eWXcf379y80mUw88sgjQXv37nUKDAzUm81mJkyYkPnoo49mX+05u7xe2eN7805nnOajnR+x8OhC1Co1E6Im8Modr9BE2+SGz1VoMrEhM5OVGRmszcykwGTC1cqKoe7ujPL05G6ttloDlTAJ9AnFloWozhWhu1iEWWdZ4dVKa106bNnyYe1Rtz2awiTI2pxB1qYMrNyssR/nTaGf1Q2H1VyjkTyTqXyRn6rYKAouVlaWD7X6n/9f9jnA1pwcfs/ORmc2Y6dS0dfVtTwIh2qqXhCttuguFJG2MoWSJD324Q54jvLGxssWfYqe7C0Z5B/MQ7FScO7qiravO9ausrGtphSZTBy+bK/cM0VF5WvoBNvaXtKT28HREdd61PjZ69Ahikwm9nfsWNelXJeE1as5PWMGuuRkNL6+tJg6lYBhw+q6LKke0F0sIumHeBS1gt/jgdgFVt/f69SSEj6Ji+P/kpIwmM1M8PHhjeBgQurJa8Ir58/zSXw8SyMiuN/L64Yeay62hOD8I/kUnSpAGARqJ3X5wliapvYNLgQ3ph7fb7/F7d138U9JwcbHh5K33iLxySe5pX197e3t2z322GNpHTp0KHr00UezR4wYERIREVG8e/dux61bt57Ly8tTTZw4MejUqVMak8mkTJs2LWn06NG5oaGhkcXFxSpvb2/DSy+9lHzq1ClNxXzzxBNPZHz22WfeW7duPZebm6uaOHFi0NGjR+0BXn/99aQJEybkVKzj0UcfDYyMjNS99NJLlzwfDbrHV6/Xq1q0aBEBEBgYqF+7du2F5557LmjdunXn/Pz8jLNnz9ZOnTrVf/ny5TEARUVFqkOHDp3esGGD4+TJk0PPnj17AuDo0aP2f/3112lHR0cxc+bMq07W+PzzzxO9vb1NRqOR7t27N//rr780Xbp00QHY2dmZDxw4cAbgzz//dN69e7eme/fuuu+++85j/PjxmZefq6CgQNm9e7fTggULYnNyctQLFy5069evX+Hdd9+ds2jRItfnn38+848//nAICAgoCQwMNA4dOjR0ypQpqQMGDCg4e/aszYABA8IuXLhwRf35+fmqHTt2RNvb24tjx47Zjhs3rsnx48dP/fjjj9r4+HibM2fOnEhMTLSKjIyMnDBhQqZer1eqes6k6tHCowXzhs/j7d5v88muT5h7eC5zDs1hfOvxvHbHa7T0bHnd53JQqxnt5cVoLy+KTSY2Z2ezMj2dXzMzWZCaioNKxT2lIXiwm9sN9/aYjWb0scX/bC90sQhRYnmrbdnOwLl06LI91m7V+ybbJASFJhOFpaGz7KPi55WF1Ut6ZZ2NhN4B0/c74/V1PDNbFDA7rAhzJa+tdirVFWHV38bmquG1ss9tb6CnfUpgIMUmE9tyc1mfmcm6zEzWZ1leY1rY2zPYzY1Bbm70dHW9ofNWB2O+kYy1aeT/nYuVqxU+j/jjGOVU3pBh62OLz4P+uA3wJHtLBrm7ssnbnYNzFxe0d3lU+8/C7WxPbi5vxcSUz/MH8LGxoZOTE+O9vMrn5nrW4OI21aGfVss7MTFkGgy416NAXpmE1as5Om0aJp1l9pQuKYmj06YByPB7mys4nk/Kj4lYuVrjPzkQa4/q+b3LKCnh0/h4ZiUmUmw285C3N2+GhNC0ngTeMu+HhrI9N5fHz5yho5MTTW6gPpWdGqf2Lji1d8GsN1t6go/kkfd3Drm7slE7qnFobekJ1jS1lwtU1qJvv8XtxRcJLi5GBZCcjM2LLxIMcKvh96GHHsp6++23fceMGZNz6tQp+4kTJ2bu3r3bEeD111/37dOnT97y5ctjMjIy1B07dmx577335r322mtJFTsep0yZoqmYb9auXetUdv5XX33V19nZ2RQdHX0SID09/ZLenoyMDPXmzZtd//3vf6feSN3X/W75sdOnA48XFlbrfiKRDg5Fc1u0qHQcd5nLhzrv27fP7uzZs5q+ffuGA5jNZjw9Pct7LsePH58FMGjQoIKCggJVRkaGGmDgwIE5jo6OV+/eLjV//ny3efPmeRiNRiU9Pd36yJEjdmXB9+GHH84uu9+ECRMyZs+e7dG5c+f41atXa/ft23dFb++yZctcu3btmu/k5GR+8MEHs9u2betnNBrjx48fn/Xuu+/6Pf/885mLFi1yGzVqVBbArl27nM+ePVv+16agoECdnZ2turz+kpISZeLEicEnT57UqFQqYmNjbQF27NjhOHLkyGy1Wk1QUJCxa9eu+QBHjx61reo5k6pXqDaUb4Z8w5u932TG7hl8d+A7Fh5dyOiI0bze83Xa+rS9ofPZqdUM9fBgqIcHBrOZrTk5rExP55eMDJalp2OnUjFAq2W0pydD3N0r7Q0y680Ux+rKhy4Xx+oQRsuvg42vLc6dXS3zdJtosHKxPF4IQZHZTFZJSZUhtdLPzeZLPq94H13pXqHXw16lwsXKCucKQTTQzs4STL2s2NNKTfc/jLx0yoknCt3IG+mKo5vtJcG1toaHV2SnVjPAzY0Bbm58GRbG2aIi1mdlsT4zk68TE/k8IQEHlYp+Wi2D3d0Z5OZGYA0OdRMmQe7ubDLXp2MuMaPt647b3R5XbCNVxsbTBu9xfrgN8CBrSya5f+WQuzcH506WAGzjWb/DWH12OD+fNy5eZF1WFl7W1rwcFEQXZ2c6OTnhV8vz+6pDf62Wt2Ni+CM7m/tusKeotp2eMaM89JYx6XScnjFDBt/bWO7ubNJWpGAbaIff44FYVcMaB1kGA5/FxzMzMZFCk4nxXl68FRJCuH393JbPWqViccuWtDtwgDEnT7KrXbubeu1U2apwaueMUztnSwg+VUDB0XzyD+SStycHtYMlBDtGOWEf5iBDcA179138y0JvmeJiVO++i/+tBt8uXbroEhISbGfPnu3Wr1+/S4Yu//nnn84bN250nTlzpg+AXq9Xzp07V+kbh6vls+3btzsvWbLkQtnnnp6e5cPzDAYDI0eObDJ58uTUiIiIStd9upp63+N7OSGE0qxZM93hw4dPV3b75UMwyz53cHAof7dtZWUlzBXefOv1ehXA6dOnbWbNmuV94MCBU56enqZRo0aFFBcXl//AODk5lT/okUceyf7444/9lixZkt+6desiHx+fK8ZLLlmyxO3AgQOO/v7+rQFyc3PVa9eudbr33nvzJ06caJuUlGT122+/uU6fPj2p9Gtj//79pyr7AahY//Tp0729vLwMK1euvGg2m9FoNB3KHn8zz5lUM/yc/Ph8wOe8dsdrfLH3C2btm8Xyk8sZEj6EaT2n0TWg6w2f01ql4m43N+52c+P/wsPZmZvLyvR0fk5PZ3VmJtaKQj+tltHO7jRPU6OKKcYuzoB9shGVGcwKZHooxEfAOR847WkizTqfQlMOBUYTBaf+Ca6FJtMVWxZWxV6lwlGtLv9wUKtxUqvxtbEp//yS2yvc3+Gyx5WFXevreOEV4YL8fbkoK1Nw/j4T7zG+OLapX28uwuzted7enucDAig0mdianc36rCzWZWayOtMyWKS1gwOD3dwY7O5ON2fn6/rar4cupoj0FSnoE/VowuzxGuWDjff1BSxrNxu87/fF7W4Psv/IJG9vDnl/5+LU3hm3/h7XfR4JThcW8lZMDMvT03G1suKD0FCeCwjAoZ7OAb9enZyccFGr2dwAgq8uOfmGjkuNmxCCrI0ZZG3MwL6lA76PBFy1MfB65RgMfJ6QwBcJCRSYTNzv6cnbISGVrphc34RoNMxp3pxRJ07w2oULfNas2S2dT2WrwqmtM05tnTGXmCk6XUDBkXzyD+WRtzcHlb0ax9aOOEY5W0LwLez+IFUuJYVKw+bVjt+ogQMH5rz99tuBmzZtOpOWllaeKYUQrFix4lxUVJS+4v137tx5xS9CxXxTkRDiqtPqxo8fH9KkSZPit956K+1Ga77u4Hutntna0qZNm+KsrCyrLVu2OPTr169Qr9crx44ds+3YsWMxwOLFi7VDhw7N37hxo6OTk5PJ3d39ikDatGnTktmzZ9ubTCYuXrxoffToUQeA7OxstUajMbu5uZni4+Ot/vzzT5fevXvnV1aHvb296N27d+6UKVOCZs2aFXP57VlZWar9+/c7JiYmHtVoNALgyy+/dP/pp5/chg8fnj9o0KCcp59+OrBZs2a6stB8xx135H388cde7733XipYVj/r3r277vJz5+bmqgMCAkrUajWzZs1yN5XOUezZs2fBggUL3J955pnMpKQkq7/++stp3LhxWdd6zqSa5engyfS7pvPvHv9m1t+z+GLvF3Sb0427Qu9iWs9p3Bly503NmVUrCr1dXent6soXzZrxd14eKzMyWJeUTvBSBa8iKwyK4Jirgf1NDPztUcJBNwNGW+Wf4GlW42i0BE53a+srgmuVn1cIrvZqdZ1twaQoCs6dXbELtSdlQSLJ/0vEuVshnsO8b/lNTE1wUKsZ4uHBEA8PhBCcKipifelw6M8SEvg4Ph4XtZq73dwY7ObGQDc3fG6iJ9BYYCRzbRp5f+Vi5WKFz8P+OLZ1uqmfNWtXa7xG+uDWz4PsrZnk7s4m/2AejlFOuPX3wNavbhZmaQgu6nT8JyaGBamp2KvVvBEczEsBAfVqnu6tsFKp6KPVsjk7u8o3KvWBxtcXXVJSpcel24swCdJWpJC3Nwenzi543+97S72PuUYjXyYk8Hl8PLkmE6M9PXk7OJhIR8dqrLrmjfT05F9+fnyekEAfV1eGeHhUy3lVNirLnN82zpgNZorOFFJwOI+CI/nk/ZWLSqPCIdIJpygnNM0dUFnVv9fuhsjHh5Lk5CtDro8PN9RLejVPPfVUhouLi6lz5866isOU+/Tpk/fZZ595z5s3L06lUrFr1y5Njx49dM7OzqaCgoLr+ubeeeedeZ9//rnX3Llz48Ey1NnT09P03HPP+eXl5amXLFkSczM1N7geXzs7O7FkyZLzzz33XFB+fr7aZDIpTz31VGpZiNNqtaZ27dq1KFvcqrJz9O/fv+Drr7/WN2/evFXz5s11ERERRQDdunXTRUZGFoWFhbUKCgrSd+jQoaCqWh5++OGsDRs2aEeOHHnFamILFy7Udu/ePb8s9AKMHTs255133gnQ6XRxDzzwQFbv3r1bzpw5M6bs9u+//z5+0qRJQeHh4REmk0np0qVLfvfu3eMuP/cLL7yQNmrUqKarVq3S3nHHHfkajcYMll7oLVu2OIWHh7cKDQ0tjoqKKnR1dTVd6zmTaoernStv9HqDF7q+wHf7v2PGnhn0/bEv3QO7M63nNAY1G3TTbxpVikJXFxe6urjw8nFHcoqyyB7lilVLe9pprOlZGlwdVKp6sT1STbDxtCHwuRAyf0sn+49MdOeL8HnIH7uA+hvKFEUhwsGBCAcHpgYFkWc0siU7uzwIL09PB6C9o2P5AlmdnZ1RV/FzIswVhjXrrz2s+UZYOVvhOcwb7V3u5GzLIndHNgWH83Fo7Yhbf49qXQymoUvS65keG8vs5GRUwAsBAbwaFHTJnN3UglRUiuqGtkCrj/pptazKyOC8TkezejqUE6DF1KmXzPEFUGs0tJg6tQ6rkmqbucRMyoJECo8XoO3vjvsgz5t+7c03GvkqMZEZ8fFkG40M9/DgnZAQohpY4K1oRtOm7MrL45HTpznSsSMB1TwNR2WtwjHSCcdIJ8zG0hB8JJ/C4/nk78tFZWcJwY5RTtg3d0Bl3Tjfs9SGt94iseIcXwA7O8xvvUW1bK/atGlTw5tvvnlFr+tHH32UNHny5KAWLVpECCGUgIAA/datW88NGjQof8aMGb4tWrSIeOmll6ocavPhhx8mP/roo0FhYWGtVCqVeP3115PuuOOOwq+++so3NDS0uFWrVhEAkydPTpsyZcp1L/ZV71d1rs/eeust79zcXPWXX355ZRNyHcnNzVW5uLiYU1JS1J06dWq5a9eu00FBQcbrfbxc1bn2FBuLmXtoLh/v+pi43Dja+bRjWs9pjGg5ApVyc3/o9UnFxH12EefOrniPuX17MYqiC0n5KQlzgQn3IZ649nJrcKtKCiE4UlBQPjd4T14eZsDdyooBpUOiB2i1eFQIUroYHekrU9AnFKNpZo/X6Osf1nwzTIUmcnZkkbMtC3OxGfuWDrjd7Ykm5PYNwBklJXxcupiNUQgm+fryRiX7c646vYpHVj2CrdqWX8f9elNTH+qKMAmK43XYeNui1qiJLiqi+d9/801YGE/6X3sbt7okV3W+vZkKjST9kEBxrA7Pkd643uF2U+cpNJn4OjGRT+LiyDQaGeLuzjshIXRwcrr2gxuA6KIi2u/fT3snJ/6IiqqVBnNhFBSdLaTgSB4Fx/IxF5lx7aXFc4RPjV/7cnJV54atqiwjg+9N6t+/f9PY2Fjbbdu2Rfv6+l53sKxpnTt3bp6Xl6c2GAzK888/n/Lcc89dsdp0VWTwrX0Gk4GFRxfy4c4POZt1lgjPCF674zXGRo7FSnX9gzKEWZDwVSyG9BKCX2uK2qFhzx28VaYCI6lLkyk8XoB9Cwe8x/k16H1pswwGNpf2Bm/IyiLdYEABujg7M8JOyz0HVNgcLELtYumVvdlhzTfDpDORuzOb7G1ZmAtNaMIdcL/bA03T+tv7V91yjUY+j4/nvwkJFJpMPOjtzdshIVesjmo0G3n999f5dPendPTrSE5xDgl5CSwcsZBREaPqqPprM5eYKYoupOBoPoUnCjAXmXC5Q4vXKB+EEITs3UtHJydWRkbWdamSVClDloHE7+IwZhnwftAPpyjnGz5HkcnEt0lJfBQXR7rBwEA3N/4TEkJn5xs/V323MCWFh06f5o3gYN4LDa3VawuTJQRba63rZC2JxhR8b0cy+ErXTQbfumMym1h+cjnTd0zneNpxmmib8GqPV3k46mFsra79hz93bzZpS1PwHueLc2fXmi+4ARBCkLs7h4zVqahsVXiP88MhouEOQStjFoID+flsyMhE91ceIw9Z4WBUWBFWTGIPDf183Omv1db6PFKz3kzurmyyt2ZiKjChaWqPW38PNOH29Xru560oMpmYlZjIx3FxZBmNjPLw4N3QUCIqWcwmOT+ZsSvHsj12O091fIr/Dvgv+SX5DFsyjD3xe/i0/6dM6Tal3jxXJp1lf87CY/kUnipAlAjLXLxWTugTi1HUCkEvWd4QTzx9mp8zMsjo0aPKofiSVBf0ScUkfhePKDHjNynwhhvlik0mvktO5qO4OFJKSuin1fKfkBC6u7jUUMX1w6OnTzM/JYXNUVHcpdXWdTm1Rgbfhq1B7+MrSbcLtUrN2Mix3N/qftacWcP0HdOZvHYy725/l393/zeT2k/C3rryF2tjgZGMNWlomtrj1KlxvxDfCEVRcO2hRdPUsvBV0ux4XHtqcR/q1aDnDakUhdbZ1nj/AvoEG9RN7Dh4pw2n1LAxK5Pvs1JRA91dXMpXim7t4FDjgUplq0Lb1x2XO7Tk7skhe2smid/GYReswe1uD+xb1nwNtUVvNjM7KYnppW+EB7m58X5oKO2vMtRxW8w2xqwYQ35JPgtGLODBNg8CYGtly+8P/84jqx5h6uapXMi+wJeDvryh0R7VyZhvpPB4PgVH8yk6WwgmUDupce7kgkNrJ+ybWbYgyVibRvbWTMwGMyprFf21WuampLA/P58ujbD3S2q4is4VkjwnAZWtCv/ngrH1vf45q4UmE3OSk/k4Lo6kkhLudHVlaUQEvVxda67gemRWWBh78/J48NQpDnfsiHc931dckq5FBl9JqmdUiophLYZxb/N72XxhM9N3TOf5355n+o7pTOk6hac6PYWz7aVvLDPWpGEuNuM5yqfRBIvqZOtjS+ALIWSuTSNnezZF5ywLX9n6NrzteEwFRjLWpZP3Vw5qJyt8HvLDsZ0zTRSF0fhjNJv5Kz+/fIGs1y5e5LWLF/G3sSlfIOsurRYnq5r786+yUaHt7YZLd1fy/s4l+/cMkmbHYxtgh9vdHji0cmxwc67LGM1mfkxN5T8xMcTp9fR2cWF5RAR3XOWNsBCCT3Z9wut/vE6YWxhbHt5CpNelw4HtrOxYPGoxoa6hfLzrY2JzY1kyegmONrUzOsGQZaDgWD4FR/MovqgDAdbu1rj2csOxjRN2QZorvl92QXZghpIkPXbBmvLeoC3Z2TL4SvVG/qE8UhclYe1hjd8TQVhrr28UTEZJCV8lJjIrMZEso5E7XFxY2LIlfW6jXk+w7EKwLCKCzgcP8vCpU2xo06bOdnCQpOoghzpLl5BDneunHbE7mL5jOhvPb0Rrp+W5Ls/xXJfncNO4oTtfRMKsWLR93fEYWr/30awPCk8WkLo4CbPejMcwb1y6uzaIxgJhFuTtzSFjXTrmYhOuvdxwG+CB2q7qudyJej2/ZWWxITOTTdnZ5JtMWCsKvVxcGOTmRhORTkzSDtKL0ni+y/N4O3pXf+1GQd7+XLK3ZGDINGDjZ4tbfw8c2zg1mABsFoJlaWm8HRNDtE5HJycnpoeG0k+rverPT05xDhNWTWD1mdXcF3Efc+6dg5Nt1YvffH/ge55e9zRtvNuwdvxa/Jz8qv1rEUJQklpC4dF8Co7lo0+wLPBv42eLY2snHNs4YeNrW+XvhSHbQMy75ywLBPW0LBDUfv9+nNVq/mzXrtprlqQblbM9i/RVqdiFaPCbGHhd617E6HR8lpDAnORkdGYz97i54pC8hpz0nYxpNYb7Iu675u9wY/RdUhJPRkfzYWgorwYH13U5Ne5aQ50VRZkLDAHShBCRpcfeA4YBZiANmCCESCq97TVgImACnhNCbLzZ2mQ2uzY5x1e6bjL41m/7Evfxwc4PWHV6FY42jjzT/hkmHXwUlUFF8CtN6uW+tfWRMc9I6uIkik4X4hDpiPcYX9SO9XcATHGcjrQVKejji9E0tcdzlPcNDdcrP4/JyMKYQ/yUdIH9xWryrUv3aNQlQ9ZfOBae4vPODzEp6oEaaQwQJkH+wTyytmRgSCvBxtsGbX8PnNo639IemjVJCMHazEzeuHiRo4WFRDo48F5ICMM8PKp8jg6nHGb0stHE5sYyo/8Mnuvy3HU/p7+d+437lt+Hq50r68evp7V362r5OvRxxaU9u/kY0i3bONqFaHBs44RDaydsPK5/GKMQgotvn8W+uSM+D1jC+cvnz/NFQgJZPXrgWIMjCiSpKkIIMtdatrVzaO2Iz4P+qGyqfm08UlDAJ3FxLE1LQ6UoPODtzUCbXN5a/zBnM88S7BpMTE4MGisNoyJG8UjUI/QJ6YNadXssIimEYOzJk6xMT2d7u3aNfm7zdQTfXkAB8GOF4OsshMgr/f9zQIQQ4klFUSKAxUBnwA/YAoQLIUw3U5vMZtdWVZap9++SFUXpMHz48PLl5AwGA1qtNqpPnz7NquP89vb21900fddddzVt27Zti+q4riTdjE7+nfhlzC8cffIoQ8OHkrUtA3OaiV+CV5NYXC3bst0WrJyt8Hs8EI/h3hSdKiT204sURde/hhVToZHUZcnEfxGDMceyEqn/v4KuO/SahZnDKYf5Yu8XDF8yHL8ZXjy+sDNb/xiL16lXuT//FybYZ9PPuymagOEUhL/G5CxvPDYt4LXooxzOz6eqxtEbpagVnDu5EPxKE3we9geVQurCJGI/Ok/uXzkIU/Vdqzr8np1Nt4MHuff4cYrMZha1bMnhjh0Z7ln1vp9zDs6h6w9dKTYWs23CNp7v+vwNNSQMbDaQnY/uRAhBj7k92HR+003VX7YyatrPKcS8e474L2LI3pqJtdYaz9E+hL7TjMDnQ9D2cb+h0AuW+fN2gRr08f/sidtfq8UgBNtzc2+qXkm6VcIkSP0pmew/MnHp7orvhICrhl4hBFuzsxl45Aht9+/n18xMng8IILpzR5qkLufBRXegM+j4/eHfufDcBfZM3MPDUQ+z5swa+i/oT+iXoUz7fRrRmdG1/FXWPkVR+L55c4Lt7Bh78iRZBkNdl1SnhBDb4dItgcpCbykHoOwFbRiwRAihF0JcBM5hCcEN1s1ms927d2uWLl161VaT7du320+YMCGwqnP07NkzrHnz5hHNmjVrNX78+CCj8cY21qn3TbIajcZ85swZTUFBgeLo6Ch++eUXZ29v7xv6jTMYDFjf4uqmGRkZ6hMnTjjY29ubTp8+bdOiRYuSWzmf0WjESraISzeptXdr5veZT8xf54h2P8srca/y6szXeCTqEV6941WaujWt6xLrPUWloO3tVr7wVeK3cWj7uOM+yBPFqm57H4VZkPdXDhlrKwxrHnjtYc0ms4mjqUf5M+ZPtsVuY3vsdrKLswFoqm3KyJYjuTPkTnoH9ybQ5dLXFr3ZzPbsbD4+9QdbdSY+Ssrio6QsvK2tGeDmxgA3N/prtXhWw+ImikrBqZ0zjlFOFB7PJ2tTBmlLksnalIHbXe44dXZBZVV37bJ7cnOZdvEiW3NyCLS1ZXZ4OI/4+GB9jb0sdQYdz6x/hrmH53JX6F38NOonvBxubvpBlE8Ueyft5Z6f7mHwosF8N+Q7JrafeM3HmQ2WbYcKj+ZTcKIAc6EJxVrBvoUD7oOdcWjliNq+enqpbIPsKDxVgLnYhMpOzR0uLtgqCluysxns7l4t15Ck62XWm0mel0DR6ULcB3mi7e9eaYOTSQhWZWTwcVwc+/Lz8bK2ZnpoKE/5+ZGVH8f4n/qzJ2EP41uP5+vBX+Nq5wpA14CudA3oyhcDv2D16dXMPzKfj3Z9xAc7P6BbQDceiXqEMZFjyu/f2LhYWbEkIoIehw4x8cwZfm7VqkFME6pNiqJMBx4GcoE+pYf9gb0V7pZQeqzButlstn//fvv9+/c7jBkz5orWUYPBQK9evYp69epVVNU5Vq9efd7Nzc1sNpsZNGhQ07lz52onT56cfb211/seX4C77rord/ny5a4Aixcvdhs1alR5K8vWrVvt27Vr16Jly5YR7dq1a3HkyBFbgJkzZ7oPGjSoSd++fZv17NkzPDc3VzV69OiQ8PDwiPDw8Ih58+a5lp3j2Wef9W/evHlEVFRUi/j4+ErT6IIFC7T9+vXLGTFiRNb8+fPdAO65554mFVsuRo0aFTJv3jxXo9HIE088ERAZGdkyPDw84tNPP/UAWLt2rVOXLl3Chw4dGtq8efNWAP369WvaqlWrls2aNWs1Y8YMj7Jz/fe///UICQmJ7Ny5c/OxY8cGP/zww0EASUlJVgMGDGgaGRnZMjIysuWmTZvq5XLrUs1L/yUFRVG4+1+DOPfsOSZ3mMyCowsInxXOgz8/yJ8xf1JsLK7rMus9uwA7gqaE4tzVlew/MomfGUNJ+i21a92S4jgd8V/GkLYsBRsfG4JeCsVzuHeloddkNnEo+RD/3fNfhi0ZhsenHrT/vj1TNk3heNpxRrYcyYIRC4h7IY5zz53jh3t/4ME2D14RegFsVSr6u7uz5Y77ON+jDz0TZ8LpjzBlH2B1RhoPnDqF9+7ddDpwgDcuXGBHTg4Gs/mWvlZFpeDYxpnAl0LxmxSAlZOatOUpxE4/T872LMwlt3b+G3U4P58hR4/S/dAhThQW8mWzZkR37swkP79rht7zWefpPrc7cw/P5Y2eb7DxwY03HXrLBDgHsOPRHfRv2p9JayYx7fdpmMWVz4mp2ET+wVyS5ydw4c2zJP+QQMHRfBxaOOD7qD9N3gvH77FAnDu5VFvoBbAL0oCA4tI5whq1mp6urmzOvu73IJJULYz5RhK+jqUouhCvMb643X3lVIRik4nZSUm0/PtvRp84QZbBwDdhYcR07cprQUH8fOxHor6N4lTGKRaPWsyikYsqDbF2VnaMiRzD+gfWE/9iPJ/0+4Q8fR5PrnsSnxk+jF0xlt/O/YbJfFMjWeu1Ts7OfNykCasyMpiV2KhHmVkpirK/wsfk63mQEGKaECIQWAQ8U3q4staB2hvedPZbN372a81Pqg787Neas9+6Vcdpq8pmeXl5qvvuuy8kMjKyZcuWLSMWLlzoWlxcrHz44Yd+a9as0bZo0SJi9uzZ2ilTpviNGzcuuEePHmEjR44MXbt2rVNZr/HVcpubm5sZwGAwKAaDQbnRxpcG0eX40EMPZb399tu+Y8aMyTl16pT9xIkTM3fv3u0IEBUVVfz333+ftra2ZtWqVU4vv/xywMaNG88DHDx40PHo0aMnvL29TU899ZS/s7OzKTo6+iRAenq6GkCn06m6detW8NVXXyU++eSTAV999ZXnJ598knx5DcuXL3d76623kvz8/AyjR49u+uGHH6aMGTMma+nSpdoxY8bkFhcXK7t27XKeP39+7BdffOHh4uJiOn78+CmdTqd06tSpxdChQ/MAjh496nDo0KETZT3GixYtivH29jYVFBQo7dq1i3jwwQezi4uLVTNmzPA9ePDgSVdXV3P37t3DW7VqpQN44oknAqdMmZI6YMCAgrNnz9oMGDAg7MKFCydq5zsh1RcFx/IpPF6Ax1AvrLXWBBPMrMGzmNZzGp/v+Zxv9n/DomOLsFHb0MW/C72De9M7pDfdArrhYCPbSi6nslXhfb8vDi0cSF2aQtyMC3iN8sGpk0uttWibCk1krk8jd08Oakc13g/44dTB+ZLrV+zR/TP2T7bHbienOAew9OiOajnqqj26NyLENYRt41cy/8h8Xtz4IjqDnqd7f4xXwD1sys7hw7g4psfF4axWc5dWa+kR1moJ0Whu6nqKouDQygn7CEeKogvJ2pRB+i+pZG3JQNvHHZfu2hqdv366sJC3Y2JYlp6O1sqKD0NDeTYgAAf19YXEVadXMWHVBFSKinXj1zE4bHC11eZs68yacWv417p/8cHOD7iYc5H/Dfsf6mI1hccLKDiahy66CGESqJ3UOLV3xrFN6bZDNTxywS7QMuReH1eMfTPL35V+Wi2vXrhAsl6Pr23DWzVdanhKMkpI+i4OY64R38cCcGx16eJTuUYj3yQm8mViIiklJbR3dGRpRASjPD1RKwrphemMXzuZVadX0Te0L/OGzbvuv59+Tn78u8e/mdp9KgeSDzD/8Hx+Ov4TS08sxdfRl4faPMQjbR8hwjOiJr70OvFCQAB/5OQw9fx5eri4XHULtwbOKIToeAuP/wlYB7yNpYe34g9UAJB0C+e+fme/dePAi8GYiy0voMXJNhx40bI6WdiTWVU99Fqqymavv/66b58+ffKWL18ek5GRoe7YsWPLe++9N++1115L2r9/v8OPP/4YBzBlyhTN0aNH7f/666/Tjo6OYu3ateU/TK+++qpvZbkN4I477gg7evSoQ+/evXMfffTRG2ppve7gm7o4KVCfor+xHb+vwdbHtsh7nF/8te7XpUsXXUJCgu3s2bPd+vXrd0n3eFZWlnrMmDGhMTExdoqiCIPBUP5K37Nnzzxvb28TwPbt252XLFlyoew2T09PE4C1tbUYO3ZsLkCHDh0Kt2zZcsU+DPHx8VaxsbG2d999d4FKpcLKykrs27fPbvTo0bkvv/xykE6nU1auXOnSuXPnfEdHR7Flyxbn06dP2//6669agPz8fPXJkyftbGxsRJs2bQorDpP++OOPvdetW+cKkJKSYn3ixAm7pKQk6y5duuSX1T5ixIjs6OhoO4Bdu3Y5nz17tvzdZUFBgTo7O1ul1Wprt2tEqjNmvZn0X1Kw8bXFtfelDXe+Tr58evenvNHrDXbE7WBbzDa2xW7jw50f8v6O97FSWdHJr1N5EO4e2P2KrZFuZ45tnLEN0pC6KInUxckUnirA635f1JqaW8BEmAV5f+eSsTYNc5EJ155a3AZ6otaoLUE3pfKg28ytGaNbjrYE3ZDeBDgHVGtdiqIwoe0EBjYbyL/W/4v/++M52vvOY869cwhp3YPfc3LYmJXFb1lZ/JJhWWejuUbDADc3Brq50dvVFfvrDI4Vr+nQ3BGH5o4UnbME4Ixf08j+PRPXO91wuUN7zeHeNyJGp+M/sbH8mJKCvVrNG8HBvBQQgOt1To0xmo1M+30an+z+hI5+HVl+33JCXEOqrb4yViorvh3yLZF2kezb+jebDm2gRVFzEGDlZo1LTy2OrZ2wC7ly26GapHa0wsrNmuK4S+f5voplW6OHfHxqrRbp9lQcryPp+3iEAP+ng9GE/NP4lqTX80VCAt8mJZFvMtFfq2Vhy5b0df1nJf/1Z9fz2OrHyC7O5rO7P+OFri+gUm68kU1RFDr6daSjX0dm3D2DdWfXMe/wPD7b8xmf7P6ETn6deCTqEcZGjsXdvmFPA1AUhf81b07b/fsZc/IkBzp0wFlO3UNRlDAhxNnST+8FTpf+/1fgJ0VRPseyuFUY8HetFHXsXf/y0FvGXKzi2Lv+txp8q8pmf/75p/PGjRtdZ86c6QOg1+uVc+fOVTpPauDAgTmOjo5X9IBfLbcB7Ny582xRUZEyYsSIJmvWrHEeMWJE3uWPv5oG85M6cODAnLfffjtw06ZNZ9LS0srrfuWVV/x79+6dv3nz5vNnzpyx6du3b/Oy2+zt7cvDoBCi0p4bKysroSodwmZlZYXRaLziTvPnz3fLy8tTBwYGtgZL2FywYIHbzJkzk7p27Zr/888/Oy9dulQ7bty4rNJrKZ999lncqFGjLvlGrF271qliTWvXrnXatm2b0/79+087OTmZO3fu3Fyn06mqWkxGCMH+/ftPVfZDIt0esjZlYMw2EvCs/1VXwnWxc2FI+BCGhA8BIF+fz674XeVBeMaeGXy06yNUior2vu0tQTi4Nz2Dezba+UnXy9rVGv+ngsj+I5PMDekUx+rwedAfTZNqbfcDLG/a0lemUBxbjF2oBveRXpxWn2bB4Z/4M8YSdHP1lteTmg66V+Pj6MPK+1ey8uRK/rX+X3T8viOv9HiFN3u/yShPT4QQnC4qKg/B3ycnMzMxEVtFoaerKwNLe4NbOTjcUO+5fTMH7Js5oLtYRNbmDDLXpZO9NRPXnm649nK7pSG7SXo902NjmZ2cjApLD8arQUE3NH85pSCFsSvGsi12G092eJIvBn6BrVX193CWpOopKN12aGB8PwbSj7Pqsyx2Wcq4+x4gpGXTOp1nZxdoR3H8P1Mq2jo64mFtLYOvVOMKTxeQ/L8E1A5WBDwZiI2X5ffvTFERn8bFsSA1FaMQ3OfpyctBQZf0TBYZipi6aSrf7P+G1l6t2fzQ5mpZPR3A1sqWkS1HMrLlSNIK0/jp2E/MOzyPZzY8w4sbX+Te5vfySNQjDGw2EGv1ra0/U1c8bGxYHBHBnYcP82R0NItatryt5vsqirIYuBPwUBQlAUvP7mBFUZpj2c4oFngSQAhxQlGUZcBJwAj862ZXdL5hxSmVv6hd7fgNulo2E0KwYsWKc1FRUfqK99+5c+cVQw4dHBwq7bi7Wm4rY29vL4YMGZLzyy+/uNZI8L2entma9NRTT2W4uLiYOnfurKvYFZ6Xl6cOCAgoAfjuu+88rvb4O++8M+/zzz/3mjt3bjxYuswrth5UZcWKFW6//PLL2X79+hUCnD592ubuu+8OnzlzZtLYsWOz5syZ43Hs2DGH5cuXxwD0798/95tvvvEcMmRIvq2trTh69KhtSEjIFZO+c3Jy1C4uLiYnJyfzoUOH7I4cOeIA0LNnz8LXXnstMD09Xe3q6mpavXq1tmXLljqAO+64I+/jjz/2eu+991LBskJa9+7ddZefW2qc9MnFZP+ZiXMXlxsKYk62TgxsNpCBzQYCUFhSyJ6EPeVB+Ku/v+KzPZ+hoBDlE1UehHsF92rwrdM3Q1EpuPXzwD7MgZSFiSTMisWtv4dl3lg1bLtjKjSRuSGN3N05mDWCI52PslD8xPaFlwbd+yLuq/WgezWjIkbRJ7QPL216iQ92fsDKUyuZc+8cegT1oKWDAy0dHHghMBCdycSO3Fx+y8piY1YWU8+fZyrgb2NTvkhWP60Wt+vsVdWE2uM/OYjiOB1ZmzPI2phBzrYsXO7Qou3tdkPbUGWUlPBxfDyzEhMxCsEkX1/eCA7G/waH5G6L2cbYlWPJLc7lx+E/8lDUQzf0+KoIIdDHV9h2KK1026FgO9yHeOHYxok0XRYzl8ziq3Vf86vTr3QL7FZt179RdkEaCo7kYywwYuVohUpRuKt0nu+13rhI0s3K25dL6pIkbHxs8Z8ciJWLNXtzc/k4Pp7VGRnYqlRM9PXlpcBAml42BWNf4j4e/OVBzmaeZWq3qbzf9/0aabQC8HLw4oWuL/BC1xc4nHKY+Yfns+jYIlaeWomXgxcPtH6ACW0n0Ma7TY1cvyb1dHXlPyEhvBkTw11aLRN9feu6pFojhBhXyeE5Vdx/OjC95iq6CjufEoqTrwy5dj7VspDJ1bJZnz598j777DPvefPmxalUKnbt2qXp0aOHztnZ2VRQUHBdQyoqy202NjYiJydHHRwcbDAYDPz2228uPXr0yL+RmhtMj2/Tpk0Nb775Ztrlx1955ZWUSZMmhc6cOdOnZ8+eV038H374YfKjjz4aFBYW1kqlUonXX3896ZFHHsm51nXPnDljk5SUZNO3b9/yvU5atGhR4ujoaPrjjz8cRowYkffkk0+G9uvXL8fOzk4AvPjiixkxMTG2rVu3bimEUNzc3Azr168/f/m5R40alfv99997hoeHRzRt2rQ4KiqqECA0NNTw4osvJnfq1Kmll5eXITw8XOfi4mIC+P777+MnTZoUFB4eHmEymZQuXbrkd+/ePe66nkSpQRNmQdryFFR2ajyG3NqiOQ42DvRr0o9+TfoBltVo/0r8qzwIf3fgO77860sAIr0iLwnC3o7et/y1NBR2wRqCXgolbWUqWZsyKIouxOchP6zdbq6x1Gg0cvL3E6i2grXeimWaFXxq9Rn50fn1LuhWxk3jxv+G/Y9xkeOYvGYyPf/Xk2c6P8MHd32Ao40jYFng6G43N+52swzDjy8uZmNWFhuzs/k5I4O5KSmogM7OzgwonR/c2dkZ9TUCkl2QBr+JgegTi8nanEH275nkbM/CpYcWly6uKDYqFBWgVlBUiuX/KgVFrZBnNvLfhAQ+T0ig0GTiQW9v3g4JockNzkkWQvDp7k95/ffXaerWlM0PbSbSK/ImnsnLzmsW6C4UUXjM0rNrzDaCCjRN7XHtqcUx0gkr138aCnrQg72T9jJo0SD6zO/DghELuK/Vfbdcx82wDSqd5xtfjFVLy89AP62WpenpnCwqopWDXFNAqj5CCLL/yCJzbRqaMHt8JvizSZfLx4fi2J6bi9bKimnBwTzr74/XZSM4jGYjH+74kHe3v4uvoy+/P/w7fUL7XOVK1a+tT1vaDmzLJ/0/YcO5Dcw/Mp9Zf8/iv3v/S1uftkyImsD41uPxdPCstZpu1WvBwWzNyeHZs2fp6uwsf9/rm9ZvJV4yxxdAZWem9VvVsjLZ1bLZRx99lDR58uSgFi1aRAghlICAAP3WrVvPDRo0KH/GjBm+LVq0iHjppZeuWE+pospyW9++fQvuueeeZiUlJYrZbFZ69OiR9+9//zv9RmpWqhpWKzdJrju5ubkqFxcXs8FgYMCAAc0mTJiQ8fDDD+fU9HWvtumzoihzgSFAWoXNut2ApUAIEAPcL4TILr3tNWAiYAKeE0JsLD3eAZgHaID1wPPiOjYKdXBwEIWF9W+f1dqU+1cOaUuS8Rrji0tX1xq9lt6oZ3/SfrbFWoLwrrhdFBosz38Ljxb0CupF7xBLGPZ3btCr8l+3vAO5pK9IAcDrPh+c2l91K7pyJrOJI6lH+DPmT86eiKZfdF/aGFpzQH2Q//nMJyg8uF4H3aoUlBTw+u+vM+vvWQS6BPL9kO8Z0GxAlY8xms38nZ9vCcJZWfydn48AtFZW9NNqLcOi3dyuqwdWn6Ine3MG+Yfyrmt9TBMCoQK1WoVarVhCcXlQtvTyX3pMgdLjilrBiJET6SdILkrGy8mLtn5tsbayriRol/57lXOV3afsmD6hmMITBZgKTChWlm2HHFs7WbYdcqi6bTqjKIPhS4azK34Xn/T7hKndp9Z6D6u52MT516NxG+CB+wDLG/bY4mJC9u7lv02b8kLgzS+yJkkVCbMgY3UqOduzsW/rxJ93qfk4OYFjhYUE2NoyJSCAx319caxkvun5rPM89MtDlW5TVJcyizJZfHwx84/MZ3/SfqxUVgwOG8yEqAncE34PNupqGZFao5L1etru34+HtTX7OnS44bUd6iNFUYqEEPUyxd9wNjv7rRvH3vWnOMUGO58SWr+VeKvze+u7q2UZkMG33po8eXLA9u3bnfV6vdK7d++8uXPnxquusZ1Gdagi+PYCCoAfKwTfT4AsIcRHiqK8CmiFEK8oihIBLMayQbcfsAUIF0KYFEX5G3gey55m64GZQogN16rrdg++pkIjMR9ewMbLhoBngmt1ARsAg8nAweSD5UF4Z9xO8vSWARZNtU3LF8vqHdybYNfgWq2tNhkyS0hZmERxjA6nTi54jfRGVWGxJZPZxOGUw+WLUe2I3YHQCV4ofpZxJWMpttaT2jWdVn0jCXBtWEH3anbF7WLSmkmczjjNI1GP8PmAz3HTXN9uCZkGA1uys8vnByeXWEZftbK3Lw/BPV1csKvijVRJegnFF4sQZsAsEGaBwSjYm5PLn1nZFBnMtLTT0NfFFR8rG4RZgMnyJtpyf8r/tdwmLjkXJsgvzudk6kmMJiOhzqF4a7wufZzp8nP9c42y/1+Nyk6FfYSjJey2dLzh1auLjcVMWDWBpSeW8mSHJ/lq8FdYqWp3MFfsR+exdrfB7/F/Qm74X38RrtGwtk3DG8Ip1T9mo5nURUkUHM7nYntrJjdNJ7ZETyt7e14OCmKslxc2lbxHEkIw99Bcnv/teaxUVnxzzzeMa13ZKNW6dyLtBPOPzGfB0QWkFKTgrnFnfOvxPBL1CO1929fraQObsrIYcPQok3x9md28+bUfUM81quB7G5LBV7puVf6wKEoIsLZC8D0D3CmESFYUxRf4UwjRvLS3FyHEh6X32wi8g6VXeKsQokXp8XGlj3/iWnXd7sE3dUkSeftyCXopFFs/u7oupzzglQXhHbE7yC62rCgf7BJcHoJ7B/emibZJvX7BvhYhBLn6XFILUkkrTCMtPw3Hv+wJOR5EniaPRU2XcFB1iLTCNBLzEykoKQAgXBvO03ZP0f9iX6z11rj00OI+2LNGV4iuK8XGYt7f/j4f7fwID3sPvh78NaMiRt3QOYQQHC8sLA/BO3JzKRECjUrFna6u5VsmNbe3v+rPk9Fs5sfUVP4TE0OcXk9vFxemN2lCD5dr985fzdxDc/nX+n/hpnFj2ehl9AjqcVPnsQTtS8OwMAvUGvUtbztkFmam/T6Nj3Z9xKBmg1g6eilOtrW3xUjKoiSKzhQQ+p+w8u/Nv6KjmZ+SQtYdd1QaSCTpepl0JuJ+iMN4oZiZrQuZFVrAHa4uvBIYyGB3d1RX+XuQXpjO5NJtivqE9GH+8Pm3tM1bbTGajWw+v5l5R+ax+vRq9CY9kV6RPBL1CA+0fgBfp/o5l/a1Cxf4KC6On1q2ZJx3w54SJYNvwyaDr3TdbjD45gghXCvcni2E0CqKMgvYK4RYWHp8DrABS/D9SAjRr/R4T+AVIcSQa9V1Owdf3YUiEr6KxbWPG5731s8XE7Mwcyz1WHkQ3h67nYwiy58Ofyd/eof0Lh8e3dy9eZ0HYb1RbwmxlXykFqZeccxgvmJtOjoaO/B50Qw8zO6s9lnDodAjeDt50zWgKz1t7oDfzBTH6LAL0eA5yge7gLpvsKhph1MO89jqxziUcoiRLUcya9Csm36TVmgysS0np3yRrGidZQ2/YFvb8kWy7tJqcbGywiwEy9PTeeviRaJ1Ojo5OTE9NJR+Wu1N/6zpDDqeWf8Mcw/P5a7Qu/hp1E94Odza3PqaNvvAbJ5a9xSRXpGsG7+u1qYh5OzIIv3nVELeaoa11jIX+Zf0dEaeOMG2tm3p5epaK3VIjc+F1HxSZifgmiV4tV0eSlsHXgkKovs1GrMqblP04V0f3vQ2RXUtW5fNshPLmHdkHnsT9qJSVAxsNpAJURMY2nwodlb153XFYDZz5+HDHC0s5FCHDjSzr/6dEGqLDL4N260E3wutW7fOVqlUcuuc24DZbFaOHTumjYqKalLZ7TcQfL8G9lwWfNcDccCHlwXfl4UQQ69yvcnAZAAbG5sOer2+srs1asIkiPvsImadieBXm97wMMi6IoTgZPpJtsduLw/DKQWW+bHeDt70Cu5VPjw6wjPilt+QmIWZbF32dQfZspWTL2dnZYe3gzdeDl6VflS8zcPeA5VeRdqyZAqO5KNpZo/nSB9yd2eTuysbtb0a96FeOHdyqfWh6XXJaDby2e7PePvPt9FYa/j87s+Z0HbCLTd2xOh0bMzO5resLH7PzibfZEINdHNxIc9o5GhhIZEODrwfGsq97u63dL3zWecZvXw0h1MOM63nNP5z539QqxpGT/3Gcxu5b/l9ONs6s278OqJ8omr8msWxOuK/iMH3UX8c21j2Bc8xGHDftYvXg4N5LzS0xmu4XeQW5+Jid/MjGBqKIwUFzDkax8i1ZlwNCmvuVjG6exAtr7F40uXbFC0auajatimqa2cyzpQPhU7IS8DVzpWxrcYyoe0EOvt3rvMGZYC44mLa7t9PqJ0du9u3x7aBjvao58FXZrMqXDPLXCP4/urj4xPh6emZK5/gxs1sNivp6ekuKSkpJ6Oiou6t7D5yqHPty96aScavafg+FoBj69obuljdhBCczTpbvmr0tthtJOQlAOCucb8kCLfxboNKUaEz6K47yKYXpWM0G6+4roKCh71HlQG24oejjeMNv3kQQpD3dy7pP6cgSgQo4NK9dFjzLew129BFZ0Yz6ddJ7IjbQf8m/fluyHeEaqsnABnMZvbm5ZX3BpcIwWtBQYzx8rrqsMfrtfr0ah5Z9QgqRcWCEQu4J/yeaqm5Nh1JOcI9P91Drj6XFfetuOaiY7fKbDBz/tUzaO90x2PoP73i3Q4eBGBP+/Y1ev3bxRd7v+DFjS/S2b8zE9tNZGzkWJxtneu6rGojhODPnBw+josj9XwB3//lio1ahXaiH0FNrx32K25TNKXbFN7v+3696hGtLiaziT8u/sH8I/P5+dTP6Iw6mrs3Z0LbCTzY5sE6XyhxVXo6I06c4Hl/f74IC6vTWm5WPQ++MptdxXVlmaqC74EDB7ysrKx+ACKBhtlsI10vM3DcaDRO6tChwxVLk0OlwfdTILPC4lZuQoiXFUVpBfzEP4tb/Q6ElS5utQ94FvgLSy/wV0KI9dcq7nYMvoZsA7Efnce+mQO+kwLqRWtudRFCcDHn4iVBOCYnBgAnG0vAzy+pfGs2B2uHfwKsozde9lfpnXX0xl3jXms9dSVpenJ2ZOPc2QW7wBvbJqexMgsz3+3/jpe3vIxZmPnwrg/5V6d/1cveU6PZyLTfp/HJ7k/o4NuBFfevIMQ1pK7LummJeYkMWTyEY6nH+L97/o/JHSbX6PXiPruISqMi4Ol/Frd76+JFpsfGktmjB67XuW+zVLklx5cwbuU4egX3IrMokxPpJ9BYabiv1X1MbDeRnkE9G+xrhEkIfklP55P4ePbl5zMi3Z7pfzth42JN4JNB2HhUvbLx5dsUzR8+v1a3KapLefo8lp9Yzvwj89kRtwMFhf5N+/NI1CMMbzEce+u6GW78/NmzzExMZFVkJMM8POqkhltRn4OvzGZVunaWuY6dZCQJRVEWA3cCHkAq8DawClgGBGEZxnyfECKr9P7TgMcAI/BC2crNiqJ05J/tjDYAz8rtjCqXNDeBotMFBL/a5Kb3jW1I4nLj2Bazjb0Je7FR21wRYr0cvPC098TBpl6+FklViMuN48m1T7Lh3Aa6BXRjzr1zaOnZsq7LKpdSkMLYFWPZFruNJzo8wRcDv2gUPUX5+nzGrBjDhnMbeLXHq0y/a3qNzXNMXZZMwaE8mkwPLx/avz0nh96HD/Nzq1aM8Gw4e5PWN1subGHwosF0C+zGxgc3Yqu2ZV/SPuYcnMPi44vJL7HsA/5Y28d4pO0j+Dn51XXJ16XYZOLH1FRmxMdzVqejqZ0dn+f40HKTDttAO/wmBWLlVPUK5fV1m6K6cD7rPD8e+ZH5R+YTmxuLs60z90fcz7jW4+gZ1BNrde01PunNZrofPMjF4mIOd+xIkF3D+ntan4OvdGtk8JUahNst+BacyCf5hwTc7/HErV/Day2VGo6vpuzn/f8LIF3vhadtGm88ncCzn3es9usIIVh0bBHP//Y8BSUFvNnrTV7p8UqtvhmrzPbY7YxZMYbc4ly+G/IdD0U9VKf1VDej2ciz65/l2wPfMqbVGOYNn1cjoT53bw5pS5MJfq0JNl6WfZhLzGbcdu7kYR8f/i88vNqveTs4lHyIXvN6EeIawo5Hd1wR6gpLCll5aiVzDs1he+x21IqaQWGDmNhuIveE3VPnv1+VyTEY+DYpiS8SEkg1GOjg6MgrgYH0OaQie2MG9i0c8J0QUOWaFmXbFL2w8QXUirpeb1NU28zCzPbY7cw/Mp/lJ5ZTaCjE2daZgc0GMjR8KIOaDcLd3r3G6zhbVET7Awdo4+DAn23bYt2A5vvK4Nt4yeArNQi3U/A1l5iJ/fgCKmuFoKlNbnmrE0m6mq+m7OffX7RCL/4Zmm2r6Pj0hRM1En4B0grTeG7Dcyw9sZQ23m2Ye+9cOvh1qJFrVUUIwYzdM3jt99doom3CyvtXNppFcC5X9rW+vOVlegT2YNXYVXjYV2+Dmj6pmLhPL+L9gB/OHf+Zjznk6FGidTqiu3Sp1uvdDi5kX6D7nO7YWtmy+7Hd11yl+2zmWeYemsv8I/NJLkjGy8GLh9s8zMT2E2nh0aKWqr66RL2eLxIS+C4piXyTibu1Wl4OCqKPswvpK1PJ25ODUycXvMf4oqiv/rrXULcpqguFJYVsubCFNdFrWHd2HSkFKagUFd0DuzMkbAhDmw+lpUfLGhsmvzg1lfGnTvFaUBAfNKl0raF6SQbfxksGX6lBuJ2Cb8a6NLK3ZOL/ryDsm8m/u1LN8bZLIU3vc8VxL9sUUouvPF6dVp9ezVPrniK1MJWp3abyzp3voLGunbnRucW5TFg9gVWnVzGq5SjmDpvbqBYJuprlJ5bz0C8PEegSyPrx6wlzr76FZ4RJcP61M7h0dcVz5D8/O18mJPDCuXPEdO1KcAMb7liX0grT6DG3B1m6LHY+uvOGpgYYzUZ+O/cbcw7NYW30WoxmI90Du/NY28cYEzkGRxvHGqz8SgVGI/+JjeXLhARMQnC/lxcvBwbSzskJc4mZlAWJFB4vQNvPHffBnlWGsMayTVFdMAszB5IOsDZ6LWui13Ao5RAAoa6hDA0fypDwIfQO6Y2NunqnVk06fZq5KSlsbNOG/m5u1XrumiKDb+Mlg6/UINwuwVefoiduxgWc2rvgM75hzNOSGi6VYkZUsjaGghmzqPk3kznFOfx707/54dAPhLmFMXvobHqH9K7Rax5JOcKoZaOIzY3lk36f8ELXFxrsokA3Y3f8boYtGYYQgtVjV9MjqEe1nTt+ZgwICHw+pPzYicJCIvftY3Z4OJP85N+061FQUkDf+X05nnac3x/+nW6B3W76XKkFqSw4uoA5h+ZwOuM0DtYOjGk1hontJ9ItoFuN/+yvzsjg2bNnidfreczHh2nBwTTRWBq4TIUmkn6IpzhWh+cIb1x7Xj0UXb5N0cKRC2nj3aZGa2/sEvMSWRu9lrVn17LlwhaKjcU42Thxd9O7LUOiwwZVy97lRSYTnQ4cIMNg4EjHjvjY2lZD9TVLBt/GSwZfqUG4HYKvEILEr+PQJxcT/FpTrByrXtRDql8SVq/m9IwZ6JKT0fj60mLqVAKGDavrsqpUlz2+Ff1+4Xcmr53MhewLPNnhST7u/3GN9MD+79D/eHr907hp3Fg2elm1hr6G5HzWeQYtGkRcbhzzh89nTOSYajlv+qpUcndn0/TD5uVDVYUQBOzZwx0uLixt1apartOYGUwGhi4eypYLW/hlzC8MbV7pNvc3TAjBnoQ9zDk4h6UnllJoKKSFRwsea/sYD0c9jLejd7Vcp0xscTHPnT3Lr5mZtHZw4JvwcHq4/DME3pBtIOm7OAwZBrwf9MOp7dV/32+XbYrqUpGhiD8u/sGaM2tYe3YtSflJKCh0DejKkPAhDA0fSqRX5E03lJwoLKTTgQN0d3ZmY1QU6nre2CiDb+Mlg6/UINwOwTdvXw6pPyXjdZ8PLt21dV2OdAMSVq/m6LRpmHS68mNqjYY206fX6/BbF3N8r6awpJC3tr7FF399gZ+TH98N+Y7BYYOr5dw6g45nNzzLnENz6Bval8WjFldLT0ZDllmUyfClw9kZt5OP7vqIl3u8fMu9f/kHc0lZkETQ1FBs/f8JJo+cOsW6zEzSevS45X2WGzMhBI+seoQFRxfww9AfmNh+Yo1cp6CkgGUnljHn0Bx2x+/GSmXFkPAhTGw3kYHNBmKluvlGV4PZzBcJCbwTEwPAf0JCeD4g4JKFjfRJxSR+H4/Qm/GdGHDVKT0VtynycfThx+E/3jbbFNUlIQSHUg6VD4nen7QfgGCXYIaED2FI+BDuDLnzhhsffkhK4vHoaN4PDWVacPC1H1CHZPBtvGTwlRqExh58TYUmYj86j7W7DQHPBZdvByI1DFt69kSXlHTFcY2fH/127KiDiq5fba3qfL3+SviLx359jJPpJ3mg9QN8MfCLW1qI6UL2BUYtG8XhlMNM6zmN/9z5n3q5j3BdKDYW8+jqR1lyfAmT20/m63u+vqXQU5JeQuwH5/G63weXbv803i1MSeGh06c50KED7Z2cqqP0RumVza/wye5PeK/Pe7zR641aueap9FP87/D/mH9kPmmFafg6+vJI1CM81u6xG54Dvis3lyejozleWMgwd3dmhoVdsY1N0blCkuckoNiq8J8ciK1f5eGp4jZF4yLH8fXgr9FqZINwXUjOT2bd2XWsjV7L5gubKTIU4WDtQP+m/RkaPpTBYYPxcbz2CCEhBONPnWJZWhp/tm1LT1fXmi/+Jsng23jJ4Cs1CI09+KYuSybvrxyCplzaUyI1DGuaNYPK/pYqCkPPnav9gho4vVHPhzs/5IMdH+Bi58JXg75iTKsxN9wj+euZX3n4l4dRFIUFIxYwJHxIDVXccJmFmTf/eJMPdn7AgKYDWHbfspseZi6E4MIb0Ti2ccZ7jG/58WS9Hr89e/ioSRNeCQqqrtIblS/2fsGLG1/k6Y5PM2vwrFqfd24wGVh3dh1zD81l/dn1mISJnkE9mdhuIqMjRle5f3qmwcCrFy7wQ3Iygba2fBUWxjCPKxur8g/nkbowCWsPa/yeCMJae+VWS3KbovpNZ9DxZ8yfrIlew9rotcTnxQPQ2b8zQ8IsvcFtfdpe9ec3z2ik/f796IXgcMeOuFvXv+22QAbfxkwGX6lBaMzBVxejI+HLGFx7u+E5vHrnWUm1oyH3+NZnx1KPMfHXiexL2se9ze/l/wb/3zW3dAHLEMk3/niDj3d9THvf9qy4bwWh2tBaqLjh+uHgDzy59klaebVi3fh1BDgH3NR5Er+Jw1RoJGjqpVuXtN63D29ra7a0bVsN1TYuS44vYdzKcYxsOZJlo5fV+YiEpPwkfjzyI3MPzeVs1lmcbJwYFzmOie0n0smvU3moEULwY2oqU8+fJ9tgYEpgIG8FB+NodeWogbx9OaQuTsYuWIPfpEDUDld+jXKbooZFCMHR1KPlQ6L/TvwbgcDfyb98XnDf0L5XrNZ/ID+fbgcPMsDNjV8jb37ecE2SwbfxksFXahAaa/AVJkHc5xcxF5oIfrUJKjs5BLMhaqhzfBsCk9nEF3u/4M2tb2KttmZG/xlMaj/pqm+WUgpSGLdyHH/G/MkTHZ7gi4FfyIVwrtOm85sYvWw0TrZOrBu/jrY+bW/4HBnr0sj+I5OmHzZHZfPPvM4p587xf4mJZN9xBxq1/DtX5vcLvzNo0SC6BXZj44Mb69XPqhCCHXE7mHtoLstPLqfIUEQrz1ZMbDeRzmH3MS0+nW25uXR3duab8HDaOFa+TVLRuUISv41D08Qev0mBl/xclKm4TdEHfT/gxW4vym2KGpjUglTWn13P2rNr2XR+EwUlBWisNPRr0o+h4UO5J/we/JwsK7uXbXP236ZNeSGw/jVuyODbeMngKzUIjTX4Zm/LImNVKj4T/HGKavz7iDZmDXFV54bkXNY5Hl/zOH/G/EmfkD7MHjqbpm5NL7nPjtgdjFkxhpziHL4d8i0PRz1cR9U2XMdSjzH4p8HkFOewbPQyBoUNuqHHFxzLJ3luAgHPB6MJsS8/viEzk8HHjrGpAe3lWdMOJR+i97zeBLsGs+PRHbjaudZ1SVeVp89jyfElzD68gP1WzSFwDNaYeMpNxYzWfbFWVz43vCRNT/yXMVg5WRHwfAhqzaWNHnKbosZJb9SzLXYba86sYU30GmJzYwHo4NuBIeFDuCfsHt7LsuO3rCx2t2tHR+f69f5HBt/GSwZfqUFojMHXkGMg9qMLaJpo8Hs8sF4O95Gk+kQIwQ8Hf2Dq5qkYTAbe7/s+z3d5HpWi4rM9n/Hqlldpom3CyvtX0tq7dV2X22Al5Scx5KchHE09yteDv+aJjk9c92ONOQYu/uecZV/WXv8E3EKTCe3OnbwQEMAnTZtWcYbbw8Xsi3Sb0w0btQ27J+6+6aHltWlDZib/OnuWi8XFRJjiSDn6H7LyLhDgHMCEqAk82u5Rmmj/GeJuKjQR/2UM5iITgS+EYO1hc8n5yrYpis6M5qVuL8ltihopIQQn0k+UD4neE78HgcDbpRkFbb7AyVrDgQ4d8LN3ufbJaokMvo2XDL5Sg9AYg2/yvAQKTxYQ/HKTK94QSJJ0dYl5iTy17inWRK+hs39nfBx9+PXMr4xqOYq5w+bWyB7At5uCkgLGrBjD+rPrebn7y3zY78PrHnp64e2z2IfZ4/PgpfOx7zx0iFyTiUMd627V8PogvTCdHnN7kFGUwa7HdtHSs2Vdl1SlRL2eF86dY0V6Oi3s7fkmLIw7tVpKTCWsObOGOYfmsPH8RszCTJ+QPkxsN5ERYSPImpNOcYwO/6eD0DT5p/f/8m2K5g+fT9/QvnX4FUq1Kb0wnQ3nNrA2ei1rU2PRtfoAVeZOBpT8zdDSBbLqem63DL6Nlwy+UoPQ2IJv4akCkr6Px32wJ279b36rFkm6XQkhWHZiGc9ueJYsXRaf9v+UF7q+IEdOVCOj2chzG57jm/3fcF/EfcwfPv+KhWoqkzQnnpK0EkJeu7Rnd3psLG9cvEha9+542tyejX0FJQX0nd+XY2nH+P3h3+ke2L2uS7oqo9nM10lJvHHxIkYheDM4mKmBgdiormwASchLYN7hecw9NJeL2ReZof+Ee4uHUHSPnjZ3RZX/XsptiqSKSkwlPHV0J3NzVXgkzCfj/DwA2vq0ZUjYEO5vdX+djN6RwbfxksFXahAaU/A1l5iJ++QCqBWC/h2Kykou4CFJNytbl01GUcYN7zkqXR8hBJ/v+Zypm6fSLaAbq8euxtPBs8rHZG3KIHNDOk0+CL9kTuffeXl0OXiQxS1bMtb79lvB3mAycO+Se9l0fhO/jPmFe5vfW9clXdXfeXk8GR3NoYICBrq58XVYGE001270MAszB1fsx2W3E99qvudz2y+I8o5iYruJ2KhtmLp5qtymSLqEWQgGHj3KjtxcloS6Eh23kTXRa9gVv4s3e73JO3e+U+s1yeDbeMngKzUIjSn4Zq5PI2tzJv5PB2EfJv+uSpJU/604uYKHfnkIfyd/1j+wnnD38Kvet/B0AUnfxV/xN84kBB67djHSw4M5LVrURtn1hhCCCasn8OORH5k9dDaT2k+q65IqlWMwMO3iRb5JSsLXxoYvmzVjlKfndY+kyD+SR8q8RBzbOWN3nz1Lji9hzqE5HEg+AECfkD7MGz6PIBe5n7P0j9SSEqL27cPN2pp9HTrgoFaTpcvCLMx42Nf+qDgZfBsvGXylBqGxBN+SND2xn1zAqa3zFfPfJEmS6rO9CXsZungoZmFm1ZhV9AzuWen9TIVGLrxxFvchnrjddemb1lHHj7MvP5/Yrl1vq2Hpr255lY93fcy7d77Lm73frOtyriCEYElaGi+eO0e6wcAz/v68FxqKcyV78l5NcZyOhFmx2Prb4f90ECrrf0YzHUk5QlxuHPeE3yO3KZIqtSUri7uPHmWCjw9z67hhTAbfxkv+9ZGkWiKEIG1FCiobFR7Dbr9hfpIkNWxdA7qyd+JePOw96LegH7MPzKayxnO1gxXW7tbo44qvuK2/Vku8Xs/ZCnteN3Zf7v2Sj3d9zJMdnuSNXm/UdTlXOFtUxICjRxl/6hSBdnbs69CBL8PCbij0GrINJP0Qj9rJCt/HAi4JvQBRPlEMbT5Uhl7pqvq5ufF6UBD/S0lhUWpqXZcjNVLyL5Ak1ZL8g3nozhbhfo8XVk7X/4ZCkiSpvmjq1pQ9E/fQM6gnk9dOZsjiISTlJ11xP9sgDcXxV4bbsj18N2dn13it9cHS40t5ceOLjGw5klmDZ9WrXm692cy7MTG03rePv/LymBUWxt727Wnv5HRD5zEXm0j6IR5hEPhNCpSvb9JNeyckhDtcXHgyOprooqK6LkdqhGTwlaRaYNKZyFiVim2QHS7dXOu6HEmSpJvmpnFj00ObmDlwJlsvbqXV/7Vi4dGFl/T+2gXaYcw2Ysw3XvLYJnZ2hNjZsTkrq7bLrnV/XPyDh1c9zB1Bd7Bo5CLUKvW1H1RLfs/Ops2+fbwdE8MIT09Od+7Mv/z9Ud9gMBdmQfKCJEpS9Pg84o+tr20NVSzdDqxUKn5q2RIbRWHMyZMUm0x1XZLUyMjgK0m1IHNdOqZCE16jfVBU9afFX5Ik6WaoFBXPdnmWI08eIcIzgod+eYiRy0aSWmAZomgXZFkBWB93aa+voij012rZmpOD0Wyu9bpry+GUwwxfMpwwtzBWj12NnZVdXZcEWBYReuDkSfodOYJJCDa2acPiiAh8bW8usGasTqXoZAGeI31waOFYzdVKt6NAOzvmtWjB4YIC3oyJqetypEZGBl9JqmHFsTpyd2fjeocWu8BrbwchSZLUUIS5h7F9wnY+7f8pG85uoNX/tWL5ieXYBtiBAsXxlc/zzTOZ2JefXwcV17yL2RcZtGgQrnau/Pbgb/Vin1qzEHybmEjzv/5iRXo6bwcHc7xTJ+4uHXp+M3J2ZZOzPRvXXlpce9T91yg1HkM9PPg6LIxn/OUioFL1ksFXkmqQMFsWtFI7WeE2uOq9LyVJkhoitUrN1O5TOfjEQZpom3D/ivsZv2Y8Kk81xXFXzvPtq9Wi0Djn+aYXpjNg4QD0Rj2/PfgbAc4BdV0Sh/Pz6X7wIE+dPUsHJyeOdurEO6Gh2Klvfuh14ekC0n9OwT7CUS7WKNWIp/39CbarHyMlpMZDBl9JqkG5O7PRJxTjOdwbtV39md8lSZJU3SI8I9g9cTfT+07n51M/s6ZgLXkXc69Y+dnd2pr2jo6NLvgWlBRwz0/3EJ8Xz5pxa4jwjKjTevKNRqacO0eHAwe4WFzMwpYt2RIVRXN7+1s6rz5ZT8r8RGx8bPF9yE9O35EkqcGQwVeSaogx10Dm+nTsmzvg2PbGVsmUJElqiKxUVrze83X2T95PslMyVsVWPLfkObJ1l4bc/m5u7M3LI99ovMqZGhaDycD9y+/nQPIBlo5eSo+gHnVWixCCn9PTafn333yRkMBkPz9Od+7MA97et7yqtDHfSNIP8SjWCn6TAlHJBl3pNqQoylxFUdIURTle4diniqKcVhTlqKIovyiK4lrhttcURTmnKMoZRVEG1EnREiCDryTVmPTVaQiTwHOUT73awkKSJKmmtfFuwxtj3gTgwonzRH4TyYazG8pv76/VYhSCbTk5dVRh9RFC8Piax9lwbgPf3vMt9za/t85quajTMfTYMUadOIGHtTW727Xjm/BwtNbWt3xuc4mZ5DkJmPKN+E0KxFp76+eUpAZqHjDwsmObgUghRBsgGngNQFGUCGAs0Kr0Mf+nKIpsMaojMvhK1+VGWrcURQlRFEWnKMrh0o9vKzymg6Iox0pbvmYqjTQRFp4poOBQHtp+7th42tR1OZIkSbXOIdAR1PBxxEdo7bQM/mkwk36dRJ4+j+7OzmhUqkYx3Pn1319n/pH5/OfO//B4h8frpIYSs5mPYmNptW8ff+bk8HnTpuzv0IGuLi7Vcn4hBKlLkimO1eHzoF/5qt2SdDsSQmwHsi47tkkIUTaEZS9QNsF/GLBECKEXQlwEzgGda61Y6RIy+ErXax7X2bpV6rwQom3px5MVjn8DTAbCSj8uP2eDZzaYSV+RgrWnDdq73Ou6HEmSpDqhslJh62eHa7YLByYf4JUer/C/w/+j9Tet2RX7Jz1dXBp88J3510w+2vURT3R4gjd7vVknNezIyaHd/v28dvEig9zcONW5My8GBmKlqr63eFm/ZVBwKA/3ezxxbONcbeeVpHrKSlGU/RU+Jt/g4x8Dyoa4+APxFW5LKD0m1QEZfKXrcoOtW5VSFMUXcBZC7BGW1U5+BIbXQLl1Kvv3TAwZBrxG+aCykr9ikiTdvuyC7NDHF2OjsuGjfh+x67Fd2FnZ0W9BP/JT/uRUUREJxVduedQQLDuxjBd+e4HhLYbz9eCva31KS0ZJCY+dPk2vw4cpNJlYExnJyshIAqt5Jdy8A7lkbcrAubOLbMyVbhdGIUTHCh/fX+8DFUWZBhiBRWWHKrmbqOSYVAvku3KpulRs3QIIVRTlkKIo2xRF6Vl6zB9LS1eZKlu9FEWZXNbaZmwgC6CUpJeQvSUTx3bO2Dd3qOtyJEmS6pRtoAaz3owhvQSArgFdOfTEIV7s+iJ7jn0FwP+d+6suS7wpWy9u5aFfHqJHUA9+GvkTalXtTdkzC8Hc5GSa//03C1JTeTUoiJOdOzPEw6Par6W7UETa4mQ0zezxus9XrlchSVVQFOURYAjwgPhnOfsEILDC3QKApNquTbKQwVe6ZZW0biUDQUKIdsAU4CdFUZy5wVYvIcT3Za1tVlZW1V12tRNCkL4iBcVawXOYV12XI0mSVOfsgiy9jxX387W3tufzAZ+zdfQc1IZcPjyxiSkbp6AzXLnnb310OOUww5YMI8wtjF/H/orGuvbmu54oLKT34cNMPHOGCAcHDnfsyIdNmmB/C3vyXo0ho4TkuQlYuVnjOyEAxUqGXkm6GkVRBgKvAPcKIYoq3PQrMFZRFFtFUUKxTPP7uy5qlGTwlW5RZa1bpRP4M0v/fwA4D4RjafWqOBy6UbV6FRzOpyi6EPfBnli5yNUuJUmSbLxtUWwUiuOuHM58Z0hvRvqGovHsyX/3/pe237Vlb8LeOqjy+sXkxDBo0SBc7FzY8MAGtBptrV17b24ubffv51RhIXObN2db27a0cqiZkUUmnYnE2fEIAX6PB6J2kIvQSlIZRVEWA3uA5oqiJCiKMhGYBTgBmysu7CqEOAEsA04CvwH/EkKY6qj0254MvtJNu1rrlqIonmVLtSuK0gRL69YFIUQykK8oStfS1ZwfBlbXQenVzqQzkf5LCrYBdrj0qL03QpIkSfWZolKwC9Sgj6+8N3eQuyc6lR3fj9lCsbGYHnN78OqWV9Eb9bVc6bWlF6YzYOEA9EY9Gx/cSKBL4LUfVI0+iovDRa3mVOfOPOrri6qGhh0LkyB5XiKGzBJ8H/WXOxNI0mWEEOOEEL5CCGshRIAQYo4QopkQIrCyhV2FENOFEE2FEM2FEBuqOrdUs2Twla7LjbRuAb2Ao4qiHAFWAE8KIcoWxnoK+AHLcu7nuXRecIOVuSEdU4EJr/t8UFRyOJgkSVIZ20A79Il6hPHKmS39tZaGwnyHcI49dYzH2j7Gx7s+psP3HTiQdKC2S72qwpJChiweQlxuHGvGrSHCM6JWr3+uqIhfMzN5yt8fT5uaC6JCCNJWpqCLLsT7fl/sm8m1KiRJajxk8JWuy420bgkhVgohWgkhooQQ7YUQayqcZ78QIrK05euZCpP/G6zieB25O7Nx6aGVextKkiRdxi5IgzAK9MlXDncOsLOjhb09m7OzcbZ1Zva9s1k/fj3Zxdl0+aELb299mxJTSR1U/Q+DycD9K+5nf9J+loxaQo+gHrVew8zERKwUhaf9/Gr0Ojnbssjbk4P2LnecO7vW6LUkSZJqmwy+knQLhFmQtjwFtaMa98GedV2OJElSvWMXaFngSh9f+bZF/bRatuXkoDebARgUNojjTx1nfOvxvLv9Xbr80IWjqUdrrd6KhBA8vuZx1p9dzzf3fMOwFsNqvYYcg4G5ycmM8/LC19a2xq5TcDyfjF/TcGzjJF/PJElqlGTwlaRbkLs7G318MZ7DvVFr5OIfkiRJl7Nyt0bloL5kZeeK+mu16Mxmdufmlh/TarT8OOJHVo1ZRVJ+Eh2/78j07dMxmmt3a7tpf0xj/pH5vNP7HSZ3mFyr1y4zOzmZQrOZFwMCrn3nm1ScUEzKgkRsA+3wfsBPTtmRJKlRksFXkm6SMc9I5rp0NGH2OLZzrutyGoWE1avZ0rMna5o1Y0vPniSsbhRrn0nSbU1RFOwC7Si+So/vna6uqIEt2dlX3DasxTBOPH2CES1H8MbWN+g+pzun0k/VcMUWX/31FR/u/JDJ7SfzVu+3auWalzOazXyVmEgfV1faOjnVzDVyDCT/EI/aXo3fYwGobORbQ0mSGif5102SblLGr6kIg8BrtA9KDa2ueTtJWL2ao9OmoUtKAiHQJSVxdNo0GX4lqRGwC7SjJEWPucR8xW3OVlZ0dXZmcyXBF8DD3oOlo5eydPRSLmRfoN137ZixewYmc83tCLL8xHKe/+15hjUfxtf3fF1nf+NXZmQQr9fXWG+vWW8maU4CpmIzfpMC5VZ8kiQ1ajL4StJNKIouJP9AHtq73LHxqrk5V7eT0zNmYNJdOhTSpNNxesaMOqpIkqTqYhukATPoE64+z3d/fj5ZBsNVz3F/q/s58fQJBoUN4t+b/02veb04m3m22mvdenErD/7yIN0Du7N41GKsVFbVfo3rIYTg8/h4wjQa7nF3r/7zmwUpixLRJxbj+5Aftv521X4NSZKk+kQGX0m6QWajmbQVKVh7WKO9q/rfjNyudMnJN3RckqSGo2yBq6sNd+7v5oYAtubkVHkeb0dvfr7/ZxaMWMDJ9JNEfRvFzL9mYhZX9iTfjCMpRxi+dDjN3Jrx67hf/7+9O4+TrCzv/v+5qrq7qrpn62H2XmZGQQggAzISNEBQmAf0EQfXoK2SiLTiEiAhTyRjovklnbggoBg0HVQ0NrhBGIxbBoKCCo4sMywCsszWMz0bs/VavV2/P85p6Gm6eqq6q7q27/v1qtepuuucU1f39NSpq+7rvm8Slfmbqf/+Q4dY39nJ5fX1OVmz94X/3k33Y13MW72QmhNyU0YtIlJIlPiKZOjA/+5jYE8/89+xSGOhsiixeHFG7SLFrNzGs1fMrqRidgXJFBNcnTZzJjOjUdbt2zfu86OZGe876X08ftnjnL3sbC7/2eWc8+1z2LR/05Ri3HxgM29qexOzYrP4WdPPmJuYO6XzTdV17e3UVlTw54sWZf3cBx/Yz/579jH7T2qZc1Zt1s8vIlKI9KldJAP9e/vZt24vM1bMpOa4GfkOp6Qcd9VVRBOH965EEwmOu+qqPEUkkhvlOp491ph6gqvKSIQ3zJmTcpzveOpm1fHj9/6Ymy64iYd2PMRJXzuJf3/w35nM8vB7e/Zy3nfOo3ewl581/YyG2Q0ZnyObNvf2cvuePTQvXkxNNLsrBvT8oZvdP9hJ9XE1zH/bQs1RISJlQ4mvSJrcnT237cSixvwLF+Y7nJJTv3o1J7W0kFiyBMxILFnCSS0t1K+e/nUzRXKpXMezxxsSDOzpZ6h3/Empzq2t5fm+Pp7vHb9XeDxmxiWvuYTHP/o4p9efzkd+/BHObzufbQe3pX2O7v5u3nLLW9h6cCs/es+POGHBCWkfmys3bN9OxIyP19Vl9bz9u5J03NxO1fwqFn2gDosq6RWR8qHEVyRNXRs76Xmqm7lvmk/FHM18mQv1q1dz7n33ccGzz3Luffcp6ZWSVK7j2WONwTjf5NYU43xrg5Lb8ZY1OpLG2Y38z/v+hxvffCO/3vprTvzqidy84eYj9v4ODA3w7h++m9/t+B23vuNWzmg8I+PXzrZDg4Pc1NHBu+bPpz6evQmnhroG2XHTNixqLGlu0NrzIlJ2lPiKpGG4b4g9d+wiVhdjzhkaDyVSCNraYNkyiESCbVtbviNKT7mOZ483BEMZ+raN36N7bHU19bFYRuXOo5kZl732Mh697FFOXnQyf7H2L3jrd99KR+f4Xyi4Ox/+7w/zk2d+wo1vvpELj7twUq+bbd/o6ODQ0FBWlzAaHhxmxzfbGTwwyOJL6qmcW5W1c4uIFAslviJpeOGnexk6NMiCdy1WaZhIAWhrg+Zm2LIF3INtc3NxJL/lOp49Wh2lcl4lfSl6fM2MVbW13L1/P0OTGKc74hW1r+Cei+/huvOu467n7+KEG0/glsdueVnv76f+91N8c8M3+fSffpoPr/zwpF8vm4bc+fL27ZwxezavnTUrK+d0d3Z/byd9z/ey8D2LSSyrzsp5RUSKjRJfkSNIbu/jwH37mP26OcSX5m9pCxF5yZo10NNzeFtPT9Be6Mp5PHusMUEyRY8vBON89w8O8nBn55ReJ2IRrjj9CjZ+ZCPHzjuWptubeOcP3snu7t0AfGX9V/iXX/0Ll77mUj79p5+e0mtl09q9e9nU15fV3t79d71A54MHmfumecx8zeysnVdEpNjYZGY/FJluNTU13t3dPe2v68NO+5c3M/DCAEuvfiXRao2JEikEkUjQ0zuWGQxnZ0lXyYH9v3iBvWt3s/wzR1Mx++VzJezu72fhb37DvyxfztVLl2blNYeGh/ji/V/k7+/5e2bFZvHBkz/IF37zBS449gJue/dtVEQqsvI62XDmI4+wPZnkmT/+Y6JZmG2585FD7Pz2dmaeOouFTUs0g7NIGsysx91r8h2HZJ96fEUmcOiBA/Rt6WPeWxcq6ZXStKkN7lgGt0SC7aYiqBUGGhsza5fCEG8cGec7frnzgqoqVtTUTHqc73iikSj/70/+Hw83P8zS2Uv5/G8+z+saXsd33/Hdgkp6f3foEL86eJC/rKvLStLbt6WXXbfuIL48wYKLFuct6S23NatFpHAp8S0zZlZjZsrg0jDYOcje/95N4uhqZq7MzlgrkYKyqQ3WN0PPFsCD7frmokh+W1qgesxQxerqoF0KV6wuDgbJranLnVfNncuvDx6kZ2j8ZY8m64QFJ3D/Jffzg3f9gJ+89yckKgtr6Mp17e3MjEb5YBYmORvYN8COm7ZRMauCxR+sJ1KRn4975bpmtYgUJiW+Jc7MImb2XjP7sZntBp4COszsCTP7gpkdk+8YC9XeO3cz3D/MgncuUnmYlKaNa2BozEDZoZ6gvcA1NUFrKyxdGpQ3L10aPG5qyndkMpFILELVoljKHl8Ixvn2u3PvgQNZf/3KaCXvPP6dzI4X1ljX9r4+frBnD5cuXsysiqn1Qg/1DbHjpm34oLPk0gYqZuSvV7tc16wWkcJUODU+kiv3AHcBVwOPu/swgJnNBd4AfNbM/svdv5PHGAtSYnmCqoVVVC2M5TsUkdzo2ZpZe4FpalKiW4zijXG6HuvC3cf9UvHM2bOpMuOu/fs5/6ij8hDh9PvK9u0Mu/OJuropnceHnJ3f2k7/riR1zY15v36V65rVIlKYlPiWvnPdfWBso7vvA24DbjOzl88wIsx+vdbrlRJX3RiWOY/TLpIjsYYEh357kMEXBqic9/L1ZKujUc6YPTur43wLWffQEK0dHbx9/nyWJaZWfr3njl30PNXNgnctovrY/M/Nk1i8mNp5T/NH5+4nMWeQ3gMVPHlXLfv3Hpvv0NLSvnYtT11zDb0dHSQWL+a4q64qi9nXRUqVSp1L3HhJ72T2EZEStKIFomMGykarg3aRHIk3xoHUE1wBrKqt5dHubnb1909XWHnzrZ072T84OOUljA7cu4+Dv9rPnLPnFswXt6dc/lpWrN5Lde0gZlBdO8iK1Xs55fLX5ju0I9L4ZJHSo8S3jJjZ3+Y7BhEpIMub4LRWqF4KWLA9rTVoF8mR2OI4FjX6Jpjg6tzaIHG7q8R7fYfdub69ndNmzuR1syY/iWL377vYc8cuak6cwbwLFmQxwqk5quJ2KqoOX3esoso5quL2PEWUPo1PFik9KnUuYWb2/dEPgZOBz+UnGhEpSMublOjKtLIKo6ouRnKCHt9TZs5kbkUFd+3fT9PChdMY3fT68Qsv8ExvL989/vhJT6KY3NHHzm9vJ7YkxqL31WGRApqMsYjnEdD4ZJHSox7f0nbI3d8d3t5FMMmVpEHrDoqI5E68MUHftl582Md9PmrGObW1rNu3D/fx9ykF17W30xCL8Y558yZ1/OChQXbctA2LR1j8oQYisQL7WJdqvoAimEcgkWJZqVTtIlL4CuwdUrJs7EC9wl+jpABoXI+ISG7FG+N4v9O/K/UY3nNra9ne389TPT0p9ylmGzo7uefAAT5RV0dFJPOPY8P9w+z4+jaGuodYckk9lXMKb57KX3W30J08fB6B7mQ1v+ou/HkEjrvqKqJjJhuLJhIcd9VVeYpIRKZKiW8Jc/dNAGY2L3y8b7LnMrNvmNluM3t8VNtnzGy7mW0Ib28e9dzVZvasmT1tZueNaj/VzB4Ln/uyFeACuRrXIyKSW/HGIKFIbks9zndVOM63VGd3vr69nZpIhEsn0YPow86uW3aQ3NbHovfVEW+Y2mzQufK+NU1celMrm/csZXjY2LxnKZfe1Mr71hT+8Ir61as5qaWFxJIlYEZiyRJOamnRrM4iRcxKuYRIAmZ2p7u/dYrnOAvoAr7t7ieGbZ8Butz9mjH7Hg/cCpwGLCEosX6Vuw+Z2XrgcuAB4CfAl939p0d6/ZqaGu/u7p7Kj5C2Hx19NIz3/8KMC559dlpiEBEpZT7sPP93f2DmytkseOeilPsd/cADHF9Tw52vfvU0Rpd7HckkSx94gA8vWcINxxyT8fF7f7Kb/eteYN5bF1D7hsJd6zgSSXk5ZXh4+uMRSYeZ9bh7XtYDM7OPA23uXprf+OWZenzLw5R7Vd39XiDdHuPVwHfdPRn2Oj8LnGZmi4FZ7n6/B9+4fBu4cKqxZVti8WJ+0XkBl2y9l9XPP8MlW+/lF50XaFyPiEiWWMSINcTpm6DHF2DV3Ln84sABBkosS7pxxw4G3bm8ri7jYw/97gD7173ArNPnMOfsuTmILnsaUwzlTdUuIiwCfmdm3zez8wuxMrKYKfEtD7ns1v+4mT0alkKPLBxYB2wbtU972FYX3h/bXlCefO11/Nvef2XPYB1OhD2Ddfzb3n/lyddel+/QRERKRrwhTv/2JD6Y+hJ1bm0tnUND/PbQoWmMLLd6h4b42o4dvPWoozi6uvrIB4w+9rkedn2vg8Qx1Sx456JJzwQ9XVpaYOyPWF0dtIvIy7n7p4BjgK8Dfw48Y2b/YmavzGtgJUKJb3nI1ZXxq8ArCZZJ6gC+OMHr+QTt4zKzZjN70MweHBwcnGKo6fvi7StJ+uHjpZKe4Iu3r5y2GERESl2sMYEPOckdqZc1euOcOUQorXG+39m1i70DA1zZ0JDRcQMHBtjxjXYqj6pi8Z/XY9HCTnoBmpqgtRWWLg3Km5cuDR43Ff4QX5G8Casid4a3QaAW+KGZfT6vgZUAJb7l4epcnNTdd7n7kLsPA/9BMKYXgp7c0Vf0emBH2F4/Tnuq87e6+0p3X1lRMX1LTm9NsbxgqnYREclcvDEOQN8E6/nWVlaycuZM7iqRxNfdua69nVNmzOCs2bMzOrZz/UGGe4IZnKPV0RxFmH1NTbB5czCmd/NmJb0iEzGzvzSzh4DPA78GXu3ulwGnAu/Ia3AlQIlvGXD3x83sXWY2E8DMPmVmt5vZa6Zy3nDM7oi3ASMzPt8JXGRmMTNbTlCysd7dO4BOMzs9HLPwAaDg1gjSmCQRkdyrqK0kWhMlufUI43xra/ntoUMcnMbKn1z5+b59PNnTw5X19RmXKXduPER8eYKqBbEcRSci6Uix0sm7zOwJMxs2s5Vj9h93pZMU5gFvd/fz3P0H7j4AEHYyvSXrP0yZUeJbPv7e3TvN7AzgPOBbBKXKaTGzW4H7gWPNrN3MLgE+Hy5N9CjwBuBKAHd/Avg+8HvgZ8DH3H0oPNVlwE0EE149BxxxRufppjFJIiK5Z2bEGuMT9vhCMM53CPjFgQPTElcuXdfezuKqKv5swYKMjuvfnaR/R5IZK2blKDIRycDNwPlj2h4H3g7cO7oxXOnkIuCE8JgbzSxlyYa7/4O7bzGzBWbWOHILn3syiz9DWZq++lHJt5HE8/8CX3X3teFyRGlx9/eM0/z1CfZvAV6WKrr7g8CJ6b5uPoyUYa1ZE5Q3NzYGSa/Ks0REsivekGDfU3sZTg4TiY3/XfzrZs+mOhJh3b59rJ43b5ojzJ4nurv5n/37aVm+nKpIZv0OXRs6AZixYmYuQhORDLj7vWa2bEzbk8B4lRwvrnQCbDKzZwmGBt4/3rnN7ALgWoLlQHcDS4EnCRJnmSL1+JaP7Wb278C7gZ+YWQz9+6ekMUkiIrkXa4yDQ7I9da9vLBLhT+fMKfpxvte3t5OIRPjwkiUZHztS5lw5pzIHkYlIDqVa6SSVfwZOB/7g7suBcwjG+koWKPEpH+8Gfg6c7+4HgLnA3+Q1IhERKWvxxmAG/SOu51tby9O9vWzrm7gsulDt7u/nP3fu5AMLF3JUZWbJq8qcRaZdxciqIuGteQrnymhFE2DA3V8AImYWcfd7CFZPkSxQqXOZcPce4PZRjzsIliASERHJi4qZFVTMqaBv65HH+UKwrNEHFy+ecN9C9LUdO0i6c0V9/ZF3HkNlziLTbtDds7WGZaqVTlI5YGYzgPuANjPbTbCkkWSBenxLmJl9xMz+w8wuMrP/NrPL8h2TiIjIaLHGBMkj9PieWFPDoqqqolzPNzk8zI3bt/PmuXM5rqYm4+NV5ixS1MZd6WSC/VcDPcAVBBPEPgdckOsgy4V6fEvbG4E/A+5z9zPM7Gv5DkhERGS0eEOc7kc7GeoeIloz/mSnZsa5tbX8fN8+ht2JZLgUUD7dumsXuwYGuHISvb0jZc7zLlyYg8hEZDLClU7OBuaZWTvwaWAfcAMwH/ixmW0IlyR6wsxGVjoZ5PCVTsZTCRwf3r/D3Q/m6ucoR0p8S9sL7u5m9rnwcTKv0YiIiIwxepxvzXEzUu63qraW7+zaxaNdXZw8szjKft2d69rbeXVNDeeE5dqZGClznqkyZ5GCkWKlE4D/SrH/uCudjGZmVUArcCGwiWBs8FIz+y/gI+7eP+mA5UUqdS5tXwJw9x+Fj2+fYF8RmYpNbXDHMrglEmw3teU7IpGiEGuIA5A8wjjfc0aN8y0W/3vgAI92d3NFff14y5wcUeeGoMy5QmXOIqXuUwS9vQ3ufoq7nww0EnRS/n0+AyslSnxLmLs/NebxL/MVi0hJ29QG65uhZwvgwXZ9s5JfkTREE1Eq51cdcWbnuliM46uriyrxvW7bNhZUVvLeBQsyPrZ/d5L+Ds3mLFIm3g5c6u6dIw3h/Y8Cb8tbVCVGiW+ZMLOVZvZfZvawmT1qZo+Z2aP5jkukJGxcA0M9h7cN9QTtInJE8cb4EWd2hqDc+b6DB+kbmmiIXGF4uqeHH+/bx0fr6ohHxx+7PBGVOYuUleFwBZbDuHsXEy9/JBnQGN/y0Uawbu9jwHCeYxEpLT1bM2sXkcPEGhJ0PnSIwQMDE5b1rpo7ly9t386vDx2a1JjZ6fSl9nZiZly2ZMmkjleZs0hZcTOrZfx1f/W5PUvU41s+9rj7ne6+yd23jNzyHZRk3w1/9SAL4zuJ2DAL4zu54a8ezHdIpa+6MbN2ETlMvDEY59u3beJe37Nmz6bCjHX79k1HWJO2b2CAm3fupGnhQhZUVWV8/EiZ88yTVeYsUiZmAw+luKnsI0vU41s+Pm1mNwF3M2p2Z3fXhFcl5Ia/epC/uf4Ekh7Mkro7uYi/uX428CCfuDZba7HLWL/qbuGU/mZqYi9VKXUnq3nEWzgjj3GJFItYXRwi0Le1lxmvTv0Zb2ZFBa+bNYt1+/fz2WmML1P/vmMHvcPDXDGJJYzgpTLnGSfp865IOXD3ZfmOoRyox7d8/AVwMnA+wULYFwBvyWdAkn3/fGP9i0nviKQn+OcbJ/fhS9LzvjVNXHpTK5v3LGV42Ni8ZymX3tTK+9Y05Ts0kaIQqYpQtSh2xJmdIRjn+0hXF3v7C3N1j/7hYb6yfTvn1tby6hmpl2eaiMqcRUSyTz2+5WOFu78630FIbu1Jjj9zaKp2yY6tW2HLliZu/c3hie4kVi8RKVvxxgRdjx7C3Sdc+mdVbS3/sHkz/3vgAO+exGzJufaDPXvY0d/PTcceO6nj+3cFZc7z37Ywy5GJiJQ39fiWjwfM7Ph8ByG5NT+2O6P2QtPWBsuWQSQSbNuKZDWgxhRDeVO1S5Zo7eSSEm+IM9wzzMDegQn3WzlzJrOj0YJc1sjduW7bNo6rrua8uXMndY7OjYcAlTmLiGSbEt/ycQawwcye1nJGpetTH20nZoevhRmzXj710fY8RZS+tjZoboYtW8A92DY3F0fy29IC1dWHt1VXB+2SI1o7ueTEGoNhGskjrOdbEYnwhtpa1u3bh3thrfLxq4MHeairiyvq64lMsuSja0OnypxFypCZRczs8XzHUcqU+JY4e6le7HzgGOD/8NL43gvG7CNF7hPXruQLVzzBgthOjGEWxHbyhSueKIqJrdasgZ4xK9j19ATtha6pCVpbYenSoLx56dLgcZOG+OaO1k4uObHFMazS0l7Pd0syyXO9EyfJ0+3a9nbmVlTw/oWTK1MeKXPWbM4i5cfdh4GNZqZ6sRzRGN/Sd4+Z3QasdfcXFxU1syrgDDP7/4B7gJvzFJ9k2SeuXcknrh15tCi8Fb6tKZa8TdVeaJqalOhOK62dXHIsasSWxOnbeuRkdlW4hu+6/fs5emy5RZ4819vL2r17ubqxkepodFLnUJmzSNlbDDxhZuuB7pFGd39r/kIqHUp8S9/5wAeBW81sOXAAiANR4H+A69x9Q96iK1Sb2oKeo56twVqsK1pgubKaXGpsDMqbx2sXeZnqxrDMeZx2KVrxxjgHf3sAH3IsmroY6ehEgsZYjHX793NZXd00Rpjal9vbqTDjY1OIR2XOItC+di1PXXMNvR0dJBYv5rirrqJ+9ep8hzVd/jHfAZQyJb4lzt37gBuBG82sEpgH9Lr7gbwGVshGxg6OlFGOjB0EJb851NISjOkdXe6scbKS0oqWw/+fAkSrg3YpWrHGBH7ffvp3JYktiafcz8xYVVvLD/fsYXB4mIpIfkduHRwc5Bs7d3LRggUsicUmdQ7N5iwSJL2PrlnDUDiMoXfHDh4NxzyVQ/Lr7r/MdwylTGN8y4i7D7h7h5LeI9DYwbzQOFnJyPImOK0VqpcCFmxPa9WXU0Uu3hgku33b0hjnO3cuB4eGeKirK9dhHdFNHR10DQ1xZf3k10xXmbMIPHXNNS8mvSOGent56ppr8hTR9DKz083sd2bWZWb9ZjZkZofyHVepUI+vyFgaO5g3GicrGVnepES3xFTOqyISj5Dc2gt/PGfCfc+ZEzy/bt8+/nhW/iaDGhwe5svt7fzp7NmcMnPySavKnEWgt6Mjo/YS9BXgIuAHwErgAwST00oWqMdXZKxUYwQ1dlBEJKcsYsQa4mnN7DyvqopTZszI+3q+t+/dy9ZkkisbGiZ9Ds3mLBJILF6cUXspcvdngai7D7n7N4Gz8xxSyVDiKzLWipZgrOBoGjsoIjIt4g0Jkh19DA8OH3HfVbW13H/oEF2Dg9MQ2fiua2/n6ESCtxx11KTPoTJnkcBxV11FNJE4rC2aSHDcVVflKaJp1xOuvLLBzD5vZlcCNfkOqlQo8S0TZvafZnapmR03yeO/YWa7Ry+sbWbfM7MN4W2zmW0I25eZWe+o57426phTzewxM3vWzL5ckGsIa+ygiEjexBrjMAT925NH3HdVbS0D7tx78OA0RPZyDxw8yAOHDnF5XR3RKVzOVOYsEqhfvZqTWlpILFkCZiSWLOGklpaymNgq9H6C/OzjBMsZNQDvyGtEJURjfMvHN4EzgBvM7BXABuBed/9SmsffTDDu4NsjDe7+ZyP3zeyLwOhPHs+5+8njnOerQDPwAPATguWWfpruDzFtNHZQRCQv4o1Bb0/ftl7iSxMT7nvG7NnEIxHW7d/Pm6fQ4zpZ17W3M6eigj9fNPn10jWbs8jh6levLqdE9zDuvsXMEsBid9fSRlmmHt8y4e7/C7QAfw/cRDBg/rIMjr8X2Dfec2Gv7buBWyc6h5ktBma5+/3u7gRJ9IXpxiAiIqWvYk4F0RnRtMb5xqNRzpg9m3X7xr085dSWvj5+uGcPly5ezIyKyfcjdG48BKYyZ5EXbWqDO5bBLZFgu6kt3xFNGzO7gKBz6mfh45PN7M68BlVClPiWCTO7G/g18GfA08Br3X1SZc/jOBPY5e7PjGpbbmaPmNkvzezMsK0OaB+1T3vYJiIiAgRr9MYaE8HMzmlYVVvLEz097EgeuTQ6m25ob8eAT9RN7TLWtaGT+DKVOYsAQZK7vhl6tgAebNc3l1Py+xngNOAAgLtvAJblLZoSo8S3fDwK9AMnAicBJ4alFNnwHg7v7e0AGt39FOCvgFvMbBYw3gAoT3VSM2s2swfN7MHBPE5cIiIi0yveEKd/dz/DfUNH3HdVbS0Ad0/j7M6dg4P8R0cH71qwgIZ4fNLn0WzOImNsXANDPYe3DfUE7eVh0N3zM2lBGVDiWybc/Up3Pwt4G/ACwZjfA1M9r5lVAG8HvjfqtZLu/kJ4/yHgOeBVBD289aMOrwd2TBBzq7uvdPeVFVMoIxMRkeISb0yAQ1/7kcudV8yYwbzKymld1uibO3dyaGiIK+vrj7zzBFTmLDJGz9bM2kuEmf3EzJYDj5vZe4GomR1jZjcAv8lzeCVDiW+ZMLOPm9n3CMYNXAh8A3hTFk59LvCUu79Ywmxm880sGt5/BcHC28+7ewfQaWanh+OCPwCszUIMUirKeFyPiLwk1hj0oia3HTnxjZhxzpw53LV/P8H0ERPIwnvMkDtfam/n9bNmcdqsqfXUqsxZZIzqxszaS8fNwM+BzQTVmUngFoKJYy/PW1QlRolv+UgA1wLHufs57v6P4YRXaTGzW4H7gWPNrN3MLgmfuoiXT2p1FvComW0Efgh8xN1HZh65jGByrWcJeoILb0ZnyQ+N6xGRUMWMCipqK+lLd5zv3Ll09PfzRHd36p2y9B5z5969PN/XN+XeXpU5i4xjRQtEqw9vi1YH7SXM3b8PnALMAP4vQSXld4H9wMfyGFpJUf1omXD3L5jZCuAj4dK597n7xgyOf0+K9j8fp+024LYU+z9I8E2WyOEmGtejpaVEyk68MZ7WzM7w0jjfu/bv58QZM8bfKUvvMde1t7M0FuPCefPSPmY8L5Y5r1CZs8iLRv4vblwTlDdXNwZJb3l8DhggWLs3RpAAH6GERTKlxLdMmNlfEqyfe3vY9B0za3X3G/IYlshLynRcj4iML9aQoGtjJ4Ndg1TMmPjjSmM8zqsSCdbt388VDQ3j75SF95iHOju57+BBrn3lK6mITK1o7sUy59kqcxY5zPKmckl0X2Rm5xNUZt4JvMbde45wiEyCSp3Lx4eAP3b3f3D3fwBOBy7Nc0wiLynfcT0iMo54BuN8Ac6treWXBw7QPzw8/g5ZeI+5bts2ZkajXLJ4cdrHjEdlziIyxhrgXe7+SSW9uaPEt3wYMHpdiCHGX15IJD/KdFyPSLFpX7uWu848kx8dfTR3nXkm7WtzM0dhrCEORvrjfGtr6R4e5v5Dh8bfYYrvMduTSb63Zw+XLF7MrCmuNKAyZxEZzd3PdPcn8h1HqVOpc/n4JvBbM/uv8PGFwNfzF47IGOU9rkekKLSvXcuja9Yw1Bsko707dvDommB9zfrVq7P6WtF4lMr5VSTTHOf7htpaogTjfP90zpyX7zDF95ivbN/OsDt/WVeX3g8wAZU5i4hMPzvi1P9SMszsVOBPCHp673X3R/IcUtpqamq8e6LZOkVEJOfuOvNMene8fPn1xJIlnHvffVl/vZ1tO+h5uovl/3gM4cSME3r9ww8z7M4Dp56a1Ti6h4ZouP9+3jBnDredOLX5Gft3Jdny2eeZ/7aFzDlrbpYiFJFsMbMed6/JdxySfSp1LiPu/pC7f9ndv1RMSa+IiBSG3o6OjNqnKt4QZ6hziMEDg2ntf25tLb/r7GT/wEBW4/j2zp3sHxzkr1JNnJWBzg0qcxYpZmb2DTPbbWaPj2qba2brzOyZcFs76rmrzexZM3vazM7LT9QCSnxLnpl1mtmh8Pay+/mOT0REikcixaROqdqnKtaYACC5Lf1xvsPAPQcOZC2GYXeub2/ntTNn8vpZU5+MqmtjJ/HlKnMWKWI3A+ePafskcLe7HwPcHT7GzI4HLgJOCI+50cyi0xeqjKbEt/Sd6O6zwtvMsffzHZyIiBSP4666imgicVhbNJHguKuuysnrxepiECHt9XxPnzWLGdEod+3fn7UYfrpvH3/o7eXK+vq0yq0n8uJszit0+RUpVu5+L7BvTPNq4Fvh/W8RzKUz0v5dd0+6+ybgWeC06YhTXk6Jb+kbmcwKM7stn4GIiEhxq1+9mpNaWkgsWQJmJJYs4aSWlqxPbDUiUhkhtjiW9szOlZEIZ8+Zw7osJr7XbttGfSzGO+fPn/K5VOYsUrIWunsHQLhdELbXAdtG7dcetkkeaFbn0jf66+lX5C0KEREpCfWrV+cs0R1PrDFB1yOH8GHHIkfucT23tpb/fuEFNvf2smxM73SmNnZ18b8HDvDZV7yCysjU+wpU5ixSFCrM7MFRj1vdvXWS5xrvTUszC+eJenxLn6e4LyIiUvDijXGG+4YZ2Nuf1v6raoM5ZbLR63t9ezvVkQjNWRjDrDJnkaIx6O4rR93SSXp3mdligHC7O2xvB0bPilcPvHxqfJkWSnxL34qRyayAkzS5lYiIFJN4Q9Br27ctvXG+f1RdzZKqqimP892ZTHLLrl38xaJF1FZOvYdWZc4iJe1O4OLw/sXA2lHtF5lZzMyWA8cA6/MQn6BS55Ln7po5TkREilbVohhWaSS39sKps4+4v5mxKix3HnYnMskJqb66YwcD7lxeXz+p48dSmbNIaTCzW4GzgXlm1g58Gvgs8H0zuwTYCrwLwN2fMLPvA78HBoGPuftQXgIXJb4iIiJSuCxqxOrjac/sDME432/t2sUjXV2cOjPzHtbeoSFu3LGDtxx1FMdUV2d8/FgjZc7z37ZwyucSkfxy9/ekeOqcFPu3AC25i0jSpVJnERERKWjxhgTJ7X34UHpTVZw7Ms5339gVR9LTtmsXewcGuDJLvb0qcxZJX1sbLFsGkUiwbWvLd0RSKpT4ioiISEGLNcbxAad/ZzKt/RfFYry6pmZS43zdnevb2zl5xgzOnjMn4+PHozJnkfS0tUFzM2zZAu7BtrlZya9khxJfERERKWjxxpEJrtJbzxeC2Z1/dfAgvUOZDadbt38/T/T0cGV9PTbJ8cGjaTZnkfStWQM9PYe39fQE7SJTpcRXREREClrlvEoiiUjG43yT7tx38GBGr3VdezuLqqq4aMGCTMMcl8qcRdK3dWtm7SKZUOIrUmo2tcEdy+CWSLDdpPogESluZkasIRHM7Jyms+bMocoso/V8f9/dzc/27eNjS5ZQFcnORySVOYukr7Exs3aRTCjxFSklm9pgfTP0bAE82K5vVvIrIkUv3hgn2ZFkeGA4rf1rolFeP3t2RuN8r29vJx6J8JElSyYb5mFeLHM+WWXOIuloaYGxE6lXVwftIlOlxFeklGxcA0NjBscM9QTtIiJFLN4Qh2FIbk9vgisIxvlu6Opid3//Effd29/Pf+7axQcWLmReVdVUQn3Ri2XOJ6nMWSQdTU3Q2gpLl4JZsG1tDdpFpkqJr0gp6UkxCCZVu4hIkYiFE1xlUu48sqzR3Wn0+n5txw76hoe5IktLGAF0bVCZs0immppg82YYHg62SnolW5T4ipSS6hSDYFK1i4gUiYrZFURnRunblv4EV6fOnEltRcURx/kmh4f5yvbtnD93Ln9UUzPVUIGwzHmnypxFRAqFEl+RUrKiBaJjBsdEq4N2EZEiZmbEGxP0ZdDjGzXjjXPmcNf+/bh7yv2+u3s3uwYGuDKLvb0qcxYRKSxKfEVKyfImOK0VqpcCFmxPaw3aRUSKXKwxzsDufoZ601+bd9XcuWxLJvlD7/gJs7tz3bZtnFBdzaqwNDobVOYsIlJYlPhKWsyswczuMbMnzewJM7s8bJ9rZuvM7JlwWzvqmKvN7Fkze9rMzhvVfqqZPRY+92Uzs3z8TCVreRNcuBneOxxslfSKSImIN4TjfNszW88XYN2+feM+/4sDB9jY3c2VDQ1k63KkMmcRkcKjxFfSNQj8tbv/EXA68DEzOx74JHC3ux8D3B0+JnzuIuAE4HzgRjOLhuf6KtAMHBPezp/OH0RERIpTvCEOkFG58ysTCZbH4ynH+V7X3s78ykqaFizISoygMmcRkUKkxFfS4u4d7v5weL8TeBKoA1YD3wp3+xZwYXh/NfBdd0+6+ybgWeA0M1sMzHL3+z0YcPXtUceIiIikFJ1RQcXcSpJb0+/xhWBZo3sOHGBw+PA1gP/Q08OPXniBy5YsIR6Npjg6c10bOkm8olplziIiBUSJr2TMzJYBpwC/BRa6ewcEyTEw8pV5HbBt1GHtYVtdeH9s+3iv02xmD5rZg4ODg1n9GUREpDjFG+P0bUu/xxeCxLdzaIj1nZ2HtX+pvZ0qMz5aN+5laFKSO4My5xkr1NsrIlJIlPhKRsxsBnAbcIW7H5po13HafIL2lze6t7r7SndfWVFRkXmwIiJScuKNCQb3DzLYmf4Xom+orcXgsHLnfQMD3LxzJ+9duJCFVVVZi69LZc4iIgVJia+kzcwqCZLeNne/PWzeFZYvE253h+3tQMOow+uBHWF7/TjtIiIiRxQLx/kmMxjne1RlJafOnHnYBFf/0dFBz/BwVpcwAujamIMy501tcMcyuCUSbDe1Ze/cIiJlQomvpCWcefnrwJPufu2op+4ELg7vXwysHdV+kZnFzGw5wSRW68Ny6E4zOz085wdGHSMiIjKheH0cDPq2ZT7O94FDhzg0OMjA8DA3tLdzzpw5nDRjRtZiy0mZ86Y2WN8MPVsAD7brm5X8iohkSImvpOtPgPcDbzSzDeHtzcBngVVm9gywKnyMuz8BfB/4PfAz4GPuPrLw4mXATQQTXj0H/HRafxIRESlakXiUqgVVGc3sDEHiOwT88sABfrBnD9v7+7myoeGIx2UiJ2XOG9fAUM/hbUM9QbuIiKRNAyclLe7+K8YfnwtwTopjWoCWcdofBE7MXnQiIlJOYo0Jep7swt3TXnv39bNnk4hEWLd/P/cfOsSxiQRvmjs3q3HlpMy5Z2tm7SIiMi71+IqIiEhRiTfGGeoaYnB/+hNcxSIRzpo9m5t37uTBzk4ur68nkmbSnI6czeZc3ZhZu4iIjEuJr4iIiBSVeEMCIPNy57lz6RwaYm5FBR9YtCirMeVsNucVLQwMxQ9rGhiKw4qXFVSJiMgElPiKiIhIUamqi0EUkhlOcPV/amsB+PCSJdREo1mNKSdlzsANNxzLh752I5v3LGV42Ni8Zykf+tqN3HDDsVl9HRGRUmfu4y6hKlJQampqvLu7O99hiIhIgdj6xU1E4hHqP7Y0o+N+vm8fZ82eTSKLiW9yZ5Ktn3ue+W9fyJwzsztueGF8J7uTL++dXhDbya6+7PZaiwiYWY+71+Q7Dsk+9fiKiIhI0Yk3xkm29+HDmX2Bf97cuVlNeiGHZc7AnuSCjNpFRGR8SnxFREQkbW1tsGwZRCLBti1Py8nGGhMM9w0zsKc/PwGMkqsyZ4D5sd0ZtYuIyPiU+IqIiEha2tqguRm2bAH3YNvcnJ/kN94YTPjUtzWzcb7Z9uJszidnv7cX4FMfbSdmh0/iFbNePvXR9py8nohIqVLiKyIiImlZswZ6eg5v6+kJ2qdb1cIYVmX0bctsZudse6nMeVZOzv+Ja1fyhSueYEFsJ8YwC2I7+cIVT/CJa1fm5PVEREqVJreSoqDJrURE8i8SCXp6xzKD4eHpj2fbDZthCBquWDb9Lx7a8rnnidZEqf94ZpNsiUhh0uRWpUs9viIiItOsUMbJZqqxMbP2XIs3Jkju6MOH8vMlfq7LnEVEJHuU+IqIiEyjQhonm6mWFqiuPrytujpoz4d4QxwfcJIdyby8fq7LnEVEJHuU+IqIiEyjQhonm6mmJmhthaVLg/LmpUuDx01N+Ykn1pgAILk1P+N8uzYcCmZznlWRl9cXEZH0KfEVERGZRlu3ZtZeaJqaYPPmYEzv5s35S3oBKo+qJFIdpW/b9M/snNyZpH9Xv8qcRcqQmV1uZo+b2RNmdkXYNtfM1pnZM+G2Ns9hyhhKfEVERKZRYyO85/VtbLp+GUPfibDp+mW85/VteRsnW8zMjHhDnL489PiqzFmkPJnZicClwGnACuAtZnYM8Engbnc/Brg7fCwFRLU5IiIi0+g7LW2c0t9MTSyod142fwv/8aFmHqkCyGP3aZGKNcbpufsFhvuHiVRN3/f5KnMWKVt/BDzg7j0AZvZL4G3AauDscJ9vAb8A/jYP8UkK6vEVERGZRmfUrHkx6R1RE+vhjJoiGORbgOINCRiG5PbpK3dWmbNIWXscOMvMjjKzauDNQAOw0N07AMLtgjzGKOPQ15QiIiLTqSfFYN5U7TKheGMcgL6tfSSWVx9h7+xQmbNISaswswdHPW5199aRB+7+pJl9DlgHdAEbgcFpjlEmQT2+IiIi06k6xWDeVO2FZlMb3LEMbokE2035XYepYnYl0dkV0zqzs8qcRUraoLuvHHVrHbuDu3/d3V/j7mcB+4BngF1mthgg3O6e3rDlSJT4ioiITKcVLRAd0zMZrQ7aC92mNljfDD1bAA+265vznvzGG+LTNrNzskNlziLlzswWhNtG4O3ArcCdwMXhLhcDa/MTnaSixFdERGQ6LW+C01qheilgwfa01qC90G1cA0NjFiEe6gna8yjemGBgTz9DvUM5f62ujSpzFhFuM7PfAz8CPubu+4HPAqvM7BlgVfhYCohqdERERKbb8qbiSHTHKtDxybGGYJxvcmsf1cfW5PS1VOYsIu5+5jhtLwDn5CEcSZN6fEVERCQ9BTo+Od6QAKBvW27H+arMWYpF+9q13HXmmfzo6KO568wzaV+rqlsRJb4iIiKSngIdnxytiVI5r5K+rbkd56syZykG7WvX8uiaNfTu2AHu9O7YwaNr1ij5lbKnxFdERETSU8Djk2MNCZI57vFVmbMUg6euuYah3sP/Lwz19vLUNdfkKSKRwqB3bkmLmTUA3wYWAcMEa5p9ycy+AFwA9APPAX/h7gfMbBnwJPB0eIoH3P0j4blOBW4GEsBPgMvd3afxxxERkckq0PHJ8cY4XY8cYvDQYE4S05Ey5/ln1Gb93CLZ1NvRkVG7SLlQj6+kaxD4a3f/I+B04GNmdjzB4t0nuvtJwB+Aq0cd85y7nxzePjKq/atAM3BMeDt/Wn4CEREpWS+O883Rer4qc5ZikVi8mF90XsAlW+9l9fPPcMnWe/lF5wUkFi/Od2gieaXEV9Li7h3u/nB4v5OgN7fO3f/H3QfD3R4A6ic6T7ig9yx3vz/s5f02cGHuIhcRkXIQq4+DQTJH6/mqzFmKxZOvvY5/2/uv7Bmsw4mwZ7COf9v7rzz52uvyHZpIXinxlYyFZcynAL8d89QHgZ+OerzczB4xs1+a2ci073VA+6h92sM2ERGRSYvEIlQtiuWkx1ezOUsx+eLtK0l64rC2pCf44u0r8xSRSGHQ15aSETObAdwGXOHuh0a1ryEoh24LmzqARnd/IRzTe4eZnQDYOKcdd3yvmTUTlERTVVWVvR9CRERKUrwhTtcTXbg7ZuNdbiZHZc5STLamWFY7VbtIuVCPr6TNzCoJkt42d799VPvFwFuAppFJqtw9GS7kjbs/RDDx1asIenhHl0PXAzvGez13b3X3le6+sqJC39GIiMjEYo0JhruHGNw3kNXzqsxZikljimW1U7WLlAslvpIWC746/zrwpLtfO6r9fOBvgbe6e8+o9vlmFg3vv4JgEqvn3b0D6DSz08NzfgDQwnIiIjJl8YY4QFbX81WZsxSblhaoHrPcdnV10C5SzpT4Srr+BHg/8EYz2xDe3gx8BZgJrAvbvhbufxbwqJltBH4IfMTd94XPXQbcBDxL0BM8elywiIjIpMSWxLGo0ZfF9XxV5izFpqkJWlth6VIwC7atrUG7SDkzLZ8qxaCmpsa7u7vzHYaIiBS4rddtIlIZof7jS7Nyvi2ffY7ojIqsnU9ECpuZ9bh7Tb7jkOxTj6+IiIiUjHhjgr72Pnx46l/sq8xZRKR0KPEVERGRkhFviOPJYfp390/5XCpzFhEpHUp8RUREpGTEGoP1S5NZWM+3a8MhEq/UbM4iIqVAia+IiIiUjKoFVVgsQt+2qc3s/GKZ8wqVOYuIlAIlviIiIlIyLGLE6+P0TbHHV2XOIiKlRYmviIiIlJRYY5z+7Ul8cPITXKnMWUSktCjxFRERkZISb0jgQ06yY3LlzipzFhEpPUp8RUREpKTEG+MA9G2dXOKrMmcRkdKjxFdERERKSsXcSiI1UZLbJjfOV2XOIiKlR4mviIiIlBQzI94Qn1SPr8qcpSRsaoM7lsEtkWC7qS3fEYnknRJfERERKTnxxgT9O5MMJ4czOq5rg8qcpchtaoP1zdCzBfBgu75Zya+UPSW+IiIiUnJiDXFwSLZn1uvbtVFlzlLkNq6BoZ7D24Z6gnaRMqbEV0REREpOvDEBQF8G43xV5iwloWdrZu0iZUKJr4iIiJScilkVVMypyGicr8qcpSRUN2bWLlImlPiKiIhISYo1JDKa2VllzlISVrRAtPrwtmh10C5SxpT4ioiISEmKN8YZ2DvAUPfQEfd9scz5ZPX2SpFb3gSntUL1UsCC7WmtQbtIGdNXmiIiIlKS4g0vjfOtOW7GhPu+VOas8b1SApY3KdEVGUM9viIiIlKSYo1xAJLbJh7n6+4vlTnPVJ+AiEgpUuIrIiIiJSmaiFI5v4q+rROP8+3fqTJnEZFSp8RXRERESla8IU7fEXp8uzZ0qsxZRKTEKfEVERGRkhVrTDB0cJDBgwPjPq8yZxHJlJldaWZPmNnjZnarmcXNbK6ZrTOzZ8Jtbb7jlMMp8RUREZGSFW8IxvmmWs9XZc6SSlsbLFsGkUiwbWvLd0RSCMysDvhLYKW7nwhEgYuATwJ3u/sxwN3hYykgSnxFRESkZMXq4xAJZnYej8qcZTxtbdDcDFu2gHuwbW5W8isvqgASZlYBVAM7gNXAt8LnvwVcmJ/QJBUlviIiIlKyIlURqhbFSI7T46syZ0llzRro6Tm8racnaJfy5u7bgWuArUAHcNDd/wdY6O4d4T4dwIL8RSnjUeIraTGzBjO7x8yeDMc0XB62f8bMtpvZhvD25lHHXG1mz5rZ02Z23qj2U83ssfC5L5uZ5eNnEhGR8jAywZW7H9auMmdJZevWzNqlpFSY2YOjbs2jnwzH7q4GlgNLgBoze18+ApXM6OtNSdcg8Nfu/rCZzQQeMrN14XPXufs1o3c2s+MJxjucQPCmcJeZvcrdh4CvAs3AA8BPgPOBn07TzyEiImUm3pjg0G8PMvDCAFXzql5sV5mzpNLYGJQ3j9cuJW/Q3VdO8Py5wCZ33wNgZrcDrwd2mdlid+8ws8XA7mmIVTKgHl9Ji7t3uPvD4f1O4EmgboJDVgPfdfeku28CngVOC98IZrn7/R589f5tNAZCRERyKBZOcJUctZ6vu9O5QWXOMr6WFqiuPrytujpol7K3FTjdzKrDqsVzCD4X3wlcHO5zMbA2T/FJCkp8JWNmtgw4Bfht2PRxM3vUzL4xaur2OmDbqMPaw7a68P7YdhERkZyILYljFXbYer79O5MM7FaZs4yvqQlaW2HpUjALtq2tQbuUN3f/LfBD4GHgMYJ8qhX4LLDKzJ4BVoWPpYDoK07JiJnNAG4DrnD3Q2b2VeCfAA+3XwQ+CIw3btcnaB/vtZoJSqKpqqoabxcREZEjsqgRq4vTN6rHV2XOciRNTUp0ZXzu/mng02OakwS9v1Kg1OMraTOzSoKkt83dbwdw913uPuTuw8B/AKeFu7cDDaMOryeY6r09vD+2/WXcvdXdV7r7yooKfUcjIiKTF2uMk2zvw4ddZc4iImVIia+kJRzD8HXgSXe/dlT74lG7vQ14PLx/J3CRmcXMbDlwDLA+nN6908xOD8/5ATQGQkREcizekMD7nf5dSZU5i4iUIX3NKen6E+D9wGNmtiFs+zvgPWZ2MkG58mbgwwDu/oSZfR/4PcGM0B8LZ3QGuAy4GUgQzOasGZ1FRCSn4o3BBFd9W/sY3DegMmcRkTJjY9e0EylENTU13t3dne8wRESkSPmw8/yaPzDz1Fn0PNNDxawK6j+2NN9hiUiBMbMed6/JdxySfSp1FhERkZJnEeMnHXM55UPzeMXfvYLX/VM9bW35jkoK2qY2uGMZ3BIJtpv0ByNSzFTqLCIiIiWvrQ3+9rvz6E0Giwu074rS3Bw8p5l75WU2tcH6ZhjqCR73bAkeAyzXH4xIMVKpsxQFlTqLiMhULFsGW7a8vH3pUti8ebqjkYJ3x7Ig2R2reilcuHm6o5FppFLn0qVSZxERESl5W7dm1i5lrifFH0aqdhEpeEp8RUREpOQ1NmbWLmWuOsUfRqp2ESl4SnxFRESk5LW0QHX14W3V1UG7yMusaIHomD+YaHXQLiJFSYmviIiIlLymJmhtDcb0mgXb1lZNbCUpLG+C01qDMb1YsD2tVRNbiRQxTW4lRUGTW4mIiIhIrmlyq9KlHl8REREREREpaUp8RUREREREpKQp8RUREREREZGSpsRXRERERERESpoSXxERERERESlpSnxFRERERESkpCnxFRERERERkZKmxFdERERERERKmrl7vmMQOSIzGwZ68/DSFcBgHl43GxR7fhRr7MUaNyj2fFHs069Y4wbFni+KPXMJd1fnYAlS4isyATN70N1X5juOyVDs+VGssRdr3KDY80WxT79ijRsUe74odpGX6NsMERERERERKWlKfEVERERERKSkKfEVmVhrvgOYAsWeH8Uae7HGDYo9XxT79CvWuEGx54tiFwlpjK+IiIiIiIiUNPX4ioiIiIiISElT4itlxcwazOweM3vSzJ4ws8vD9rlmts7Mngm3taOOudrMnjWzp83svLBtppltGHXba2bXF0PsYft7zOwxM3vUzH5mZvOKKPY/C+N+wsw+n8u4JxO7mR0V7t9lZl8Zc65Tw9/7s2b2ZTOzIom7xcy2mVlXruLNRexmVm1mPzazp8LzfLZYYg+f+5mZbQzP8zUzixZL7KPOeaeZPZ7LuLMdu5n9InzfGXl/X1AkcVeZWauZ/SH8m39HruLOZuxWBNfTI/zeC/p6eoTYC/16usrMHgp/vw+Z2RtHnWvarqdSQtxdN93K5gYsBl4T3p8J/AE4Hvg88Mmw/ZPA58L7xwMbgRiwHHgOiI5z3oeAs4ohdoJ18XYD88L9Pg98pkhiPwrYCswP9/sWcE6BxV4DnAF8BPjKmHOtB14HGPBT4E1FEvfp4fm6cvm7znbsQDXwhvB+FXBfLn/nOfi9zwq3BtwGXFQssYfPvx24BXi8WP5mwud+Aawspr/18Ll/BP45vB8hfI8vhtjHnLcQr6ep3mOK4XqaKvZiuJ6eAiwJ758IbB91rmm7nupWOjf1+EpZcfcOd384vN8JPAnUAasJ3vQJtxeG91cD33X3pLtvAp4FTht9TjM7BlhA8KG6GGK38FYTfkM6C9hRJLG/AviDu+8J97sLyGmvRqaxu3u3u/8K6Bt9HjNbTJDI3O/uDnybl37ego07fO4Bd+/IVazjvF5WYnf3Hne/J7zfDzwM1BdD7OFzh8K7FQSJe04n5chm7GY2A/gr4J9zGfOIbMY+nbIc9weBfw33G3b3vUUUO1C419MJYi/46+kEsRfD9fQRdx/5fT4BxM0sNt3XUykdSnylbJnZMoJvE38LLBz5YB9uR0rb6oBtow5rD9tGew/wvfDNd1pMJXZ3HwAuAx4juEAfD3x9eiKf8u/9WeA4M1tmZhUEF7qG6Yk87dhTqSP4OUaM97eUE1OMO6+yFbuZzQEuAO7OfpQpX3MZU4zdzH5O0KPUCfwwN5GO+7rLmFrs/wR8EejJVYypZOlv5pth2e3fT1cJ5VTiDv++Af7JzB42sx+Y2cIchjv29ZeRnfeYQr2ejqtIrqepFNv19B3AI+6eJI/XUyluSnylLIW9EbcBV4zqVRl313Haxl6QLwJuzVZsRzLV2M2skuBCfQqwBHgUuDrrgY4X0BRjd/f9BLF/j6BHYDMwmO04xw0o/dhTnmKctpx/uMtC3HmTrdjDD3W3Al929+ezFd8RXjMrsbv7eQTlgTHgjUfYPSumGruZnQwc7e7/le3Y0njtbPzem9z91cCZ4e392YovlSzEXUFQzfBrd38NcD9wTRZDTCnL7zGFej1NdXwxXE/HVUzXUzM7Afgc8OGRpnF20zI1ckRKfKXshBeq24A2d789bN4Vls6MlKTuDtvbOfwb0HpGlTGZ2Qqgwt0fynngZC32kwHc/bnwW/XvA68vkthx9x+5+x+7++uAp4FnCiz2VNo5vMz2sL+lXMhS3HmR5dhbgWfc/fqsBzqObP/e3b0PuJOgHDCnshT764BTzWwz8CvgVWb2i9xE/JJs/d7dfXu47SQYo3zaxEdMTZbifoGgd33ky4YfAK/JQbiHyebfeoFfT1M5GQr+eppSMVxPzaye4O/6A+7+XNg87ddTKQ1KfKWshCVrXweedPdrRz11J3BxeP9iYO2o9ovCMSXLgWMIJlQY8R6m6dvpLMa+HTjezOaH+60iGGdTDLFj4QyrFsz6+FHgpgKLfVxh+VanmZ0envMDRzpmKrIVdz5kM3Yz+2dgNnBFlsNM9XpZid3MZoz6IFgBvBl4KvsRH/aa2fpb/6q7L3H3ZQST6vzB3c/OfsQvyeLvvcLCWXnDD+hvAXI2K3UWf+cO/Ag4O2w6B/h9VoMdIwfvMYV8PU2lGK6nE52roK+nYQn/j4Gr3f3XIztP9/VUSogXwAxbuuk2XTeCD2FOUI60Iby9mWB2w7sJvu28G5g76pg1BLMKP82YWQOB54Hjii12gtkdnwzP9SPgqCKK/VaCD3S/J8ez3E4h9s3APqCL4Jvp48P2lQQfop8DvgJYkcT9+fDxcLj9TDH8zgl6ATz8Wx85z4eKJPaFwO/C8zwB3EDQG1bwsY855zKmZ1bnbP3eawhmFR75vX+JcWbyL7S4w/alwL3hue4GGovhdz7quUK/nqb6vRfD9TRV7AV9PQU+BXSP2ncDsCB8btqup7qVzs3cVRIvIiIiIiIipUulziIiIiIiIlLSlPiKiIiIiIhISVPiKyIiIiIiIiVNia+IiIiIiIiUNCW+IiIiIiIiUtKU+IqIiBQRC/zKzN40qu3dZvazfMYlIiJSyLSckYiISJExsxOBHwCnAFGC9S3Pd/fnJnGuqLsPZTdCERGRwqLEV0REpAiZ2eeBbqAm3C4FXg1UAJ9x97Vmtgz4z3AfgI+7+2/M7Gzg00AHcLK7Hz+90YuIiEwvJb4iIiJFyMxqgIeBfuC/gSfc/TtmNgdYT9Ab7MCwu/eZ2THAre6+Mkx8fwyc6O6b8hG/iIjIdKrIdwAiIiKSOXfvNrPvAV3Au4ELzOyq8Ok40AjsAL5iZicDQ8CrRp1ivZJeEREpF0p8RUREitdweDPgHe7+9OgnzewzwC5gBcGEln2jnu6ephhFRETyTrM6i4iIFL+fA58wMwMws1PC9tlAh7sPA+8nmAhLRESk7CjxFRERKX7/BFQCj5rZ4+FjgBuBi83sAYIyZ/XyiohIWdLkViIiIiIiIlLS1OMrIiIiIiIiJU2Jr4iIiIiIiJQ0Jb4iIiIiIiJS0pT4ioiIiIiISElT4isiIiIiIiIlTYmviIiIiIiIlDQlviIiIiIiIlLSlPiKiIiIiIhISfv/AQHNDr5neq9sAAAAAElFTkSuQmCC\n", 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\n", 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yAFFfpKldu3bO4sWLf8o9de3adf/333+/GGDZsmW1X3755bwizZw5c+LffffdUhdpSuLTTz9d3qxZs+zyuG2Rg5GWmsr8pCQy1q0D58hYt475SUkq1IhIlZSSAmPGwKpV4Jw/HzNGhRqRam4icHqhtulAL+dcb2ApcDuAmfUALgJ6BvZ5wsz0A6yIRJ1ij+4UreLj4/ulp6d/n5SU1OaXX36p061btx7nnnvu1meffbb53r17Y7p161bv5ptvXn/hhRfuuOqqq9ouWrQoLjs725KSktZdcskl23fv3m0XXXRRh6VLl9bp3Lnz3r1799qB7rNNmzZHzpkzZ9HOnTtjRowY0XngwIG758yZU69ly5b7P/jgg+X16tVzCxcurH3ttde23bp1a406derkPP3006v69eu3tyKeE6l+Fo8fT3ZGRlBbdkYGi8ePJyExMUJRiYiUj6QkSE8PbktP9+2jR0cmJhGJLOfcZ2bWvlDbhwWufg2cF7icCExxzu0DVpjZcmAg8FVx97F36xqWvnhTUFvj7ifSvP855GTuZfnLtxbZp2nv02naewRZ6dv55Y1xRfqbHZVIkx4nsX/nJla+lVykv8WgC2nU+Tj2blnN6mkPFuk/7PhLadBhAOkbl5E2/fEi/a2HXUO9hF7sTlvAuk+eKtKfMPwG4lt2ZueKOWz44oUi/W1H3Eydpm3ZvuxLNn3zcpH+9mcnUatBC7b+NJNfvyv64+ARo/5JjfhGbJk/jS3z3y/S3+nC+4ipWYfNc6eybdHHRfq7XPIIABu/nsKO5cF/npgatel00f0ArP/8eXatnBvUXyOuIUecexcAaz+ewJ61C4P6a9ZvTofEvwOwZvpjZGxcHtRfu8nhtDtjLACr3hvPvq1rgvrjWnbi8OF/BGBF6r/I3LU5qL9um560OXEMAL+8fgdZGTuC+uu370+rwZcBsHzKLeRk7Qvqb9jpWFoecxFAkdcd6LVXlV57xSl5kebKKw9nwYIiU4IOSa9e6Tz77JriNtm3b19Mt27degAcfvjh+6ZPn/5zbl9ycvLaBx98sOXHH3+8HKBly5aZc+bMqfv888+vBrjhhhvanHjiiTtfffXVlb/++mvsgAEDup999tk7H3rooeZxcXE5S5cu/embb76JO/7443uUJuzVq1fXefHFF3857rjjVp1xxhlHPP/8843/8Ic/bL366qvbTZgwYdWRRx65b+bMmXWvu+66tl9//fXS0j8xIgeWsX59qdpFRCqz1atL1y4iAlwJ5H7Ta4Mv2uRKC7QVYWZjgDEAXdo0Ls/4RESKMOfCH7xp3rx5K/v06fMrELEiTe6omVBt77zzTv2CRZpHH320acEiTa9evbrv27cvJjY21gHs2LEj9t133112yy23tLnxxhs3nX322bsAevTo0f3JJ59cNXTo0KDf6AYOHNh1/Pjxa4YOHZpecCTNqaee2mXVqlULAJKSkg7LzMy0pKSkjS1btuzbvn37vJEz+/fvt19++SW4hFaMefPmNevTp0/7km5fXQ0YMMDNmTMn0mFE3IwhQ/xUp0LiWrfmlFmzIhCRSOVmZnOdcwMiHUd5qey5s317P8WpsHbtYOXKio5GRHJFOncGRtK845zrVag9CRgAjHLOOTP7D/CVc+7FQP8zwHvOudeLu/3KnjtFJDoVlztLPpLmAMWUaOSc47XXXlvep0+ffYX7zA44wymsWrVq5VW2YmNjXUZGRkx2djb169fPWrx48U8HfcMipdBt7FjmJyUFTXmKjYuj29ixEYxKRKR8JCf7NWgKTnmKj/ftIiIFmdnlwJnAyS7/F+k04PACmyUARX/tEhGJsKhfOLg4DRs2zN69e3fegl8NGjTI3r17d95jOvHEE3c++OCDLXNycgD44osv4gAGDx68+8UXX2wC8O2339ZZunTpIY8QatKkSU5CQsL+Z599tjFATk4OX331Vdyh3q5IOAmJifROTiaudWswI651a3onJ2s9GhGpkkaPhgkT/MgZM38+YYLWoxGRYGZ2OnArcLZzruAo+beAi8ystpl1ADoDsyMRo4hIcSrlwsG5Bg4cmFGjRg3XtWvXHr/97W9/vfbaa7eMHz++Vbdu3XrcfPPN6++99951Y8aMadutW7cezjlLSEjY9/HHHy8fO3bsposuuqhDly5devTs2TP9yCOP3FMW8bz00ku/XHPNNe3uu+++VllZWTZy5Mitxx57bMaB9xQ5OAmJiSrKiEi1MXq0ijIiks/MXgKGAc3MLA0Yhz+aU21gemDk/NfOuWudcwvN7BXgJyALuN45pyO3ikjUKfmaNFLutCZNyWhusIiUh0ivq1DelDtFpDwod4qIlF5xubNST3cSEREREREREakqVKQREREREREREYkCKtKIiIiIiIiIiEQBFWlERERERERERKKAijQiIiIiIiIiIlFARRoRERERERERkSgQ9UUaM+t/zjnndMi9npmZSePGjfuceOKJncri9uPj4/sdaJsXX3yxUZcuXXp069atR69evbp/8MEH9XL7zj///PZNmjTp07lz554Hup133nmn/vTp0+seaswiIiIiIiIiUvVEfZEmLi4uZ8mSJXG7d+82gDfffLNBy5YtM0tzG5mZpdq8iLPOOmvn4sWLf1q8ePFPzzzzzMprr722XW7flVde+etbb721rCS3M3PmzPqzZs2qd+AtRURERERERKS6ifoiDcDJJ5+849VXX20E8NJLLzU599xzt+b2ffzxx/H9+vXr1r179x79+vXrNm/evNoAjz76aNMRI0YccdJJJ3UaMmRIlx07dsScd9557bt06dKjS5cuPSZOnNgo9zb++Mc/tunatWuPPn36dFuzZk2NwvffsGHDnJgY/1Tt2rUrxszy+kaMGLG7efPmWYX3+de//tWiY8eOPbt06dLjzDPPPGLJkiW1nn/++eZPPvlky27duvV4//33VawRERERERERkTxFChLFWf3wiq6F2+odWX9rk1Oabc7ZlxOT9sSqzoX7G/Rv+GujoU22ZO3MqrHumTUdC/a1/XOHJSW530svvXTruHHjWl144YXbFy1aFH/VVVdt+fLLL+sB9OnTZ+/s2bMX16xZk6lTp9a/5ZZbEj744IOfAb777rt68+fPX9iyZcvs6667rk2DBg2yly5d+hPA5s2bYwEyMjJijj322N2PPfbY2muvvTbhsccea37//fevLxzD888/32jcuHFttm7dWvP1118/4MiZRx999LBVq1b9GBcX53799dfYZs2aZV922WWb69Wrl33XXXdtLMnjFhEREREREZHqo1KMpBk0aFBGWlpa7aeeeqrJKaecsqNg39atW2PPOOOMjp07d+55yy23HL506dI6uX1DhgzZ2bJly2yAzz77rMGf//znTbl9zZs3zwaoWbOmu+iii3YA9O/ff8+qVatqhYrhsssu275ixYqFU6ZMWX7HHXe0OVDMXbt2zRg5cmSHJ554oknNmjXdwT1yEREREREREakuSjWSpriRLzG1Y3KK66/RoEZWSUfOhHL66advHzdu3OEffvjhkk2bNuXFfeutt7Y54YQTdk2fPv3nJUuW1DrppJPyRvvEx8fn5F52zlFwmlJeXDVquNypTDVq1CArK6voRgWMGDFi99VXX117/fr1NVq1alVkmlOujz/+eNm0adPqT506tdH999/fetmyZQtK94jlYEydOpV3332XTZs2cf3113PqqadGOiQRqWBpqaksHj+ejPXriWvVim5jx5KQmBjpsKKacqeISOkpd4pIeagUI2kArrvuul9vvvnmdQMHDswo2L5z587YhISE/QD/+9//moXbf9iwYTsfeuihFrnXc6c7lcSCBQtq5+T4es/nn38en5mZaS1btgxboMnOzubnn3+uddZZZ+164okn0nbt2hW7Y8eO2Pr162fv2rWrxPcrpXfOOefw1FNPMXHiRF5++eVDvr3333+frl270qlTJ+69996w21155ZW0aNGCXr16HVI7wCOPPEKvXr3o2bMn//73vwFYsmQJffv2zTs1aNAgry/cPiLVUVpqKvOTkshYtw6cI2PdOuYnJZGWmhrp0KJatOXO9u3bc+SRR9K3b18GDBgAwJo1azjxxBPp3r07PXv25JFHHjngfR4odxaXi0VEDiRSuTPUdnv37mXgwIH06dOHnj17Mm7cuLztt2/fznnnnUe3bt3o3r07X331VV5fuM+QxcWi3ClSzpxzYU8//PDDSufcnEie4uLisgu3vf3220uGDRu23Tk3Z/r06YvatWu3t1+/frtvvPHGda1bt97nnJvzyCOPrLj00ks35e6zffv270aOHPlrp06dMrp06ZI+ceLE5YVv/9lnn/151KhRvxa+v7/97W9pHTt2zOjatWt6nz59dr///vuLc/vOPPPMLc2aNdsfGxub06JFi/0PPfTQyr1798496qijdnXu3Dm9U6dOGbfffnuac27OvHnzfuzcuXN6165d06dNm7a48P0Enu9i/yY6Ofr37+9CycnJcdnZ2c455/7yl7+4uXPnhtyupLKystwRRxzhfv75Z7dv3z7Xu3dvt3DhwpDbfvrpp27u3LmuZ8+eh9T+448/up49e7o9e/a4zMxMd/LJJ7ulS5cWiatly5Zu5cqVJd5HpLqYPniwe+uII4qcpg8efMB9gTkuCnJceZ0qU+5s166d27x5c1DbunXr8mLbuXOn69y5c97tluQ+C+fO4u5fREpOubNic2e47XJyctyuXbucc87t37/fDRw40H311VfOOecuu+wy99RTTznnnNu3b5/btm2bcy78Z8gDxaLcKXLoisudpZruFAnp6enfF24788wzd5155pm7AE455ZQ9K1euzJtK9Mgjj6wDuPHGG7cAW3LbGzZsmPPGG2+sLO72r7jiim1XXHHFtsLbJCcnb0hOTt4QKr633357Raj2uXPnFpna1bt37325CxdL2Vi5ciUjRozgxBNP5KuvvmLq1Kk88cQTjBgxgqOOOuqQbnv27Nl06tSJI444AoCLLrqI1NRUevToUWTboUOHsnLlykNuX7RoEccccwzx8fEAnHDCCbz55pvccsstedt89NFHdOzYkXbt2pV4H5HqImN9kXXfi22vrqI9d4bSqlUrWrVqBUD9+vXp3r07a9eupUePHiW6z8K5s7T3LyISDbmzuO3q1fMHj83MzCQzMxMzY+fOnXz22WdMnDgRgFq1alGrll+CM9xnyCFDhhQbi3KnSPmqNNOdRMJZsmQJl112Gd9//z2pqanMmDGD1157jSeffDLk9kOGDAka/p57mjFjRtB2a9eu5fDDD8+7npCQwNq1a8v1sfTq1YvPPvuMLVu2kJ6eznvvvceaNWuCtpkyZQoXX3xxqfYRqS7iAl/iS9penUVz7jQzTj31VPr378+ECROK9K9cuZLvv/+eQYMGlfg+C+dOEZGDEencWdx22dnZ9O3blxYtWjB8+HAGDRrEL7/8QvPmzbniiivo168fV199NXv27AHCf4aMxGdgEckX9SNpRA6kXbt2HHPMMQDceOON3HjjjcVuP2vWrBLdrh+FFizU4tNlqXv37tx6660MHz6cevXq0adPH2rUyP833b9/P2+99Rb/93//V+J9RKqTbmPHMj8pieyM/OXLYuPi6DZ2bASjik7RnDu/+OILWrduzaZNmxg+fDjdunVj6NChAOzevZtzzz2Xf//73zRo0KBE9xkqd4qIHIxI587itouNjeWHH35g+/btjBw5kgULFpCVlcV3333HY489xqBBg7jpppu49957ufvuu8N+hozEZ2ARyaeRNFLp1a1bt1Tbl/QXjYSEhKARKWlpabRu3bpMYi7OVVddxXfffcdnn31GkyZN6Ny5c17ftGnTOOqoo2jZsmWJ9xGpThISE+mdnExc69ZgRlzr1vROTtbRnUKI5tyZu32LFi0YOXIks2fPBvwQ/nPPPZfRo0czatSoEt9nuNwpIlJakc6dJdmuUaNGDBs2jPfff5+EhAQSEhLyRh6ed955fPfdd3nbhvoMGanPwCLi6ed2qXZK+ovG0UcfzbJly1ixYgVt2rRhypQpTJ48uZyjg02bNtGiRQtWr17NG2+8EbQC/0svvRRyuH5x+4hUNwmJiSrKlIOKyp179uwhJyeH+vXrs2fPHj788EPuuOMOnHNcddVVdO/enb/85S+lus9wuVNEpLyVde4Mt93mzZupWbMmjRo1IiMjgxkzZnDrrbdy2GGHcfjhh7NkyRK6du3KRx99FLTOTajPkPXr14/IZ2AR8TSSRiSMGjVq8Pjjj3PaaafRvXt3LrjgAnr27JnXf8YZZ7Bu3ToALr74Yo499liWLFlCQkICzzzzzEG1A5x77rn06NGDs846i//85z80btwYgPT0dKZPnx706/GB9hERqWiHmjs3btzI4MGD6dOnDwMHDuQ3v/kNp59+Ol988QUvvPACM2fOzPsl+r333jvgfRaXO4vLxSIiFamkuTPcduvXr+fEE0+kd+/eHH300QwfPpwzzzwTgMcee4zRo0fTu3dvfvjhB/72t7/l3W6oz5AHikW5U6R8Wag5h7nmzZu3sk+fPr9WYDzV2rx585r16dOnfaTjiHYDBgxwc+bMiXQYIlLFmNlc59yASMdRXpQ7RaQ8KHeKiJRecbmzUoykef755xuZWf/vv/++zsHsf+GFF7abO3duHYA2bdocuX79+iLTvIYMGdK5a9euPTp16tTzt7/9bdusrCwAMjIy7De/+c0Rbdu27dW7d+9uS5YsqQWwZMmSWk8++WST3P0fffTRppdddlnbg3qAIiJSrZnZs2a2ycwWFGh7wMwWm9l8M3vTzBoV6LvdzJab2RIzOy0iQYuIiIhImasURZopU6Y0Oeqoo3a/8MILTQ68dbCsrCxefvnlVf37999b3Hapqak/L1my5KelS5cu3LJlS81nn322McAjjzzSrGHDhlmrV69ecMMNN2z8y1/+kgCwbNmy2i+//HKp45HIW7FiBYMGDaJz585ceOGF7N+/P+R2kyZNonPnznTu3JlJkybltT/++ON06tQJM+PXX/MHmqWmptK7d2/69u3LgAED+Pzzzw851pkzZ3LUUUfRq1cvLr/8cnKLh9u2bWPkyJH07t2bgQMHsmDBglLtv2PHDs466yz69OlDz549ee655w45VhE5JBOB0wu1TQd6Oed6A0uB2wHMrAdwEdAzsM8TZhZbcaF64XJkQfv27ePCCy+kU6dODBo0iJUrV+b1nX766TRq1ChvOH4u5xxJSUl06dKF7t278+ijjx5yrOHuK1w+/+STT2jYsGHetKq77ror5O0WXBC0devWnHPOOQA88MADee29evUiNjaWrVu3HvLjEJHK51A/dxa3/yeffELfvn3p2bMnJ5xwwiHHGu5zY0pKCr1796Z3794cd9xxzJs3L+T+H330EUcddRR9+/Zl8ODBLF++/JBjEqmOon66044dO2I6d+7ca8aMGUsSExM7rVixYiHAO++8U//OO+9s3bhx46xffvmlzqBBg3a98MILq2NjY4mPj+83ZsyYjTNnzmzwwAMPpP3jH/9oM378+DVDhw5Nb9OmzZFz5sxZ1KpVq6xQ97dv3z4bMWJEx4svvnjLNddcs23w4MGd77zzznWnnHLKnszMTFq0aNFny5Yt8/r169ftl19+qdOmTZv9F1988a+NGzfOfueddxplZGTErF69uvaIESO2P/nkk2mleaya7lQyhzrs9IILLmDUqFFcdNFFXHvttfTp04frrrsuaJutW7cyYMAA5syZg5nRv39/5s6dS+PGjfn+++9p3Lgxw4YNY86cOTRr1gzwh4WtW7cuZsb8+fO54IILWLx4cYlimjhxIitXruTOO+/Ma8vJyaFdu3Z89NFHdOnShTvuuIN27dpx1VVX8de//pV69eoxbtw4Fi9ezPXXX89HH30UdJvF7X/PPfewY8cO7rvvPjZv3kzXrl3ZsGEDtWrVOujnVaSyi/SQfTNrD7zjnOsVom8kcJ5zbrSZ3Q7gnPu/QN8HwJ3OuWJXDO91REv3xl0XBbU17n4izfufQ07mXpa/fGuRfZr2Pp2mvUeQlb6dX94Yl9e+ffdezr1jCp9MnUST7idwVL++vHL76TSsGzzg9a3lNVm+YTf/Tv4b/73j90yf+zP/vmEEAF8tXEOdjoN5YepMXnnmYdKmPw7A65/9xDc/pXHvmOEknDSG9FotiN+/iXWfPFUkvoThNxDfsjM7V8xhwxcvcGny6/zfmOEkNPeH5m474mbqNG1L6qRHWT9vOi9/vID/3Xx2/uNodzYtDu/I0OOP4ZW/n02T+nEAfLMojWff+47pX3xPjfhGbJk/jS3z3y9y/50uvI+YmnXYPHcql1w7lpP7H8E5g7vn9Xe55BHefvtt7vvnbTz7p1OC9o2pUZtOF90PwPrPn2fXyrlB/TXiGnLEub44tPbjCexZuzCov2b95nRI/DsAa6Y/RsbG4C9DtZscTrsz/KHnV703nn1b1wT1x7XsxOHD/wjAitR/kblrc1B/3TY9aXPiGAB+ef0OsjJ2BPXXb9+fVoMvA2D5lFvIydoX1N+w07G0PMa/3pa+eBOFHexrL1ezoxJp0uMk9u/cxMq3kov0txh0IY06H8feLatZPe3BIv2HHX8pDToMIH3jsrzXXkGth11DvYRe7E5bUKLXXmG5r73ty75k0zcvF+lvf3YStRq0YOtPM/n1u9Qi/UeM+meJX3vbFn1cpL/LJY8AsPHrKexYHpwayvq11/bUGzXdqRiH+rkz3P7bt2/nuOOO4/3336dt27Z5CwCXRGk/d3755Zd0796dxo0bM23aNO68806++eabIrfbpUsXUlNT6d69O0888QSzZ89m4sSJB/3ciVRlZTbdafFz13YtfNrwZUpzgOz96TGh+jd9+3pTgMzdW2oU7ivJfaakpDQaNmzYjt69e+9r1KhR9ueffx6f2/fjjz/WfeSRR9YsWbJk4cqVK2s///zzjQEyMjJievXqlTF//vzFp5122u6SPr7Bgwd3bt68eZ+6detmX3HFFdsANm7cWKtDhw77AWrWrEm9evWyN27cWCM5OXntgAEDdi9evPincePGbQL46aef4qdOnfrLokWLFr711luNly9fXrOk9y2l949//INHHnkk73pSUtIBf3F1zjFz5kzOO+88AC6//HKmTp1aZLsPPviA4cOH06RJExo3bszw4cN5/33/Ialfv360b9++yD716tXDzAB/dJLcy99++y29e/dm79697Nmzh549e4Yd+VLQli1bqF27Nl26dAFg+PDhvP766wD89NNPnHzyyQB069aNlStXsnHjxhLvb2bs2rUL5xy7d++mSZMm1Kihg72JRLErgWmBy22Agt+40wJtRZjZGDObY2ZzMvdnAvDv175i0gc/5G2TlJTEY4//p1TBfP7jKo7v1ZbGjRrQuHFjTj7xBGbNX1Vku2kfzeLyyy8H4LSBnfhq4Rpyfxw6tufh1AtxKNuXPvqR60cOJCbG59DcLx3/ev5THn/TfymYNX8Vo//1Gjk5OSWK94TjBlA3rmgRum+fI0Pm89LavSeDr39K45T+RxTpe+mllxg5/LhDvg8RiaxIfO4sbv/JkyczatQo2rb1qy3k5sry+Nx53HHH5R2U4phjjiEtLfTv0GbGzp07AT9qW4ftFjk4Uf+t7JVXXmly0003bQI499xzt77wwgtNBg8enA5w5JFH7unRo8d+gAsuuGDrrFmz6l1xxRXbYmNj+d3vfrettPf1+eefL0tPT7eRI0ce8fbbbzcYOXLkzlAjjcws5PCjwYMH72zatGk2QKdOnfb+/PPPtTt16pRZ2jikZK666ipGjRrFTTfdRE5ODlOmTMk76kcokydPpkWLFjRq1CivIJGQkMDatWuLbLt27VoOP/zwvOvhtivszTff5Pbbb2fTpk28++67gD9U4tlnn83f//53MjIyuOSSS+jVq8gP5UU0a9aMzMxM5syZw4ABA3jttddYs8Z/L+vTpw9vvPEGgwcPZvbs2axatYq0tDRatmxZov1vuOEGzj77bFq3bs2uXbt4+eWXiYmpFLMfRaodM0sCsoCU3KYQm4V8X3LOTQAmgP81uMslj3DL4JWMGjWK5Bce8bnzgpuZOXMmiSEPW/4pkye3o0ePHnm/zAPkbBhPr1Z7adLjJADaHdGZnLjedLlkbNDeG+/txeGHH06dpgn0uPwxmtz1Hk1H3JE3AnHdJ58AbxPfsnPe7a+96UVm7+3C7f9+k+YpS3n00Ufp3LkXT079kqOPPpqRbc7h/ruv5b33PqNeq44ANOgwgAYdBhD39DyOGDmuSOGlUefjOHz4furOGx/0OHLF1KxDp/PvCYpr/pPn0v/YE2jdujXjx4+nZ4j9cs1amcnwEWdy1DVPBrWnp6fz/vvv8/jy5TRpEn6GdKvBl+WNSgkld0RLOLkjYsLJHVETTu6oiHByR1WEkzsqI5xQz3mumJp1iu2vEd+o2P5aDVoU21+nadti+wu+9kKpl9Cr2P7c1144jTofR6PO4Yt0TXqclPd/FErT3iNo2ntE2P7m/c+hef9zwva3POaivBFNoZTNa+/GYrepKiLxuXPLli1h91+6dCmZmZkMGzaMXbt2cdNNN3HZZZcV/dx5Ri96LT8T5q+G+LbQp+jIMyj+c2NBzzzzDCNGhH5NPv3005xxxhnExcXRoEEDvv766/BPqIiEVaoiTbcrnlwSri+2VnxOcf016zXNKq4/lA0bNsR+/fXXDZYuXRp3ww03kJ2dbWbm/vvf/6YBeSMVcuVer1WrVs7BjgqIj493Z5555vY333yz0ciRI3cedthh+1esWFGrY8eOmZmZmezevTu2RYsW2aH2rVWrVt6H5NjYWJeZmRnqg3SVZmbPAmcCm3KH7JvZ3UAikANsAn7nnFsX6LsduArIBm50zn1Q0vtq3749TZs25fvvv2fjxo3069ePdu3a8cMPP4TdZ/PmzUXaCr+OAMIU5w4Y08iRIxk5ciSfffYZ//jHP5gxYwYAd9xxB0cffTR16tTJ+9Vly5YteaNhtm7dyv79+/N+HXnhhRc48sgjmTJlCn/+85/Zt28fp556at6b9G233cZNN91E3759OfLII+nXr1+RkTBmFnb/Dz74gL59+zJz5kx+/vlnhg8fzpAhQ2jQoMEBH6OIVBwzuxyfU092+YkpDTi8wGYJwLqS3ubB5M7CSpojDyaX7tu3jzp16jBnzhzeeOMNrrzySmbNmkV8fDxPPfUUQ4cO5eGHH6ZjR1+gee655/J+3V6+fDlnnHEGtWrVokOHDrz55pslfkwFHXXUUaxatYp69erx3nvvcc4557Bs2bKw27/00ktcffXVRdrffvttjj/++GILNCJSOUTic2dxOTQrK4u5c+fy0UcfkZGRwbHHHssxxxyTN1Xp6KOPpo7t4dFb10F6Blt2wcm3rwK7lK37m7A/p0aJP3fm+vjjj3nmmWfCrrv48MMP89577zFo0CAeeOAB/vKXv/D000+HfX5EJLSoHknzwgsvNB41atSWyZMn542hPvroo7t++OGH9cBPd1q8eHGtzp0773/ttdeaXH311UUzYQns2LEjZvv27bHt2rXLzMzM5P333294/PHH7wL4zW9+s/3ZZ59tesopp+x57rnnGh977LG7YmJiaNiwYfbu3bsrfKHGSmAi8DjwfIG2B5xz/wAwsxuBO4BrCy1+2RqYYWZdnHMhi2ChXH311UycOJENGzZw5ZVXsmvXLoYMGRJy28mTJ9O9e3e2b99OVlYWNWrUIC0tLeRQzISEBD755JO862lpaQwbNqykYTF06FB+/vlnfv31V5o1a8bWrVvZvXs3mZmZ7N27l7p169K0adO8N/ZQc4MBjj32WGbNmgXAhx9+yNKlSwFo0KBB3mK/zjk6dOhAhw4disQRbv/nnnuO2267DTOjU6dOdOjQgcWLFzNw4MASP0YRKV9mdjpwK3CCcy69QNdbwGQzewifOzsDs0tz26XNnbt27eL3v/89AHfddVeJc2RCQgJr1qwhISGBrKwsduzYccCCRUJCAueeey7gC99XXHFFXt+PP/5I06ZNWbcuvyZ1xRVX5G0zbNgwJk6ceMhTmAoWrM844wz+8Ic/5OXzwrZs2cLs2bNDFoSmTJnCxRdffEixiEj0qOjPnc2aNQu7f0JCAs2aNaNu3brUrVuXoUOHMm/ePLp06ZL/uXP/GvZmZFK3DjStDz/8H4Bj4tewssm1Jf7cCTB//nyuvvpqpk2bRtOmTYs8hs2bNzNv3jwGDRoEwIUXXsjppxdeD19ESiKq5ze8+uqrTUeNGhU0bSkxMXFb7lGe+vbtu/vmm29O6NKlS8+2bdvuu/TSS7cfzP3s3Lkz5je/+U2nLl269OjevXvPZs2aZf71r3/dDHDTTTf9um3bthpt27bt9dhjjx02fvz4NICBAwdm1KhRw3Xt2rXHP//5z5Kt0lUNOOc+A7YWattZ4Gpd8oflJwJTnHP7nHMrgOVAqaoEI0eO5P333+fbb7/ltNNOo379+vzwww8hTz169MDMOPHEE3nttdcAv5J+qCH+p512Gh9++CHbtm1j27ZtfPjhh5x2WvFHuV2+fHneLx7fffcd+/fvz3sTGzNmDHfffTejR4/m1luLLpAYzqZNmwD/y/J9993HtddeC8D27dvzVvd/+umnGTp0aMhRMOH2b9u2bd5Cwxs3bmTJkiUccUTRtRREpGKY2UvAV0BXM0szs6vwBe/6wHQz+8HMngRwzi0EXgF+At4Hri9NcRtKnzsHDRqUd/3ss88ucY48++yz845S8tprr3HSSScdcCTNOeecw8yZMwH49NNP89ZHWLVqFQ8++CDff/8906ZNC7loZVnZsGFDXj6fPXs2OTk5Ib+UALz66quceeaZ1KkTvGjyjh07+PTTT8NMIxORyqiiP3cWt39iYiKzZs0iKyuL9PR0vvnmG7p39wuX533uPDaTW6eEeCD7toR8fOE+N65evZpRo0bxwgsv5OXkwho3bsyOHTvyCjvTp0/Pi0dESsk5F/b0ww8/rHTOzYnG09tvv71k2LBh2yMdR1meAs93sX+TynAC2gMLCrUl4xe6XAA0D7Q9DlxSYJtn8EcvCXWbY4A5wJy2bdu6gn7/+9+7W2+91ZXUzz//7I4++mjXsWNHd95557m9e/c655z79ttv3VVXXZW33TPPPOM6duzoOnbs6J599tm89kceecS1adPGxcbGulatWuXtc++997oePXq4Pn36uGOOOcbNmjXLOefcpEmT3MiRI51zzmVlZbmBAwe6jz76KCim5557zo0bN65IrGPHjnXdunVzXbp0cQ8//HBe+5dffuk6derkunbt6kaOHOm2bt2a1zdixAi3du3aYvdfu3atGz58uOvVq5fr2bOne+GFF0r8/IlUVcAcFwU5tLxO/fv3D3q8pc2dhYXLkf/4xz9camqqc865jIwMd95557mOHTu6o48+2v3888952w0ePNg1a9bM1alTx7Vp08a9//77zjnntm3b5s444wzXq1cvd8wxx7gffvjB5eTkuJNPPjnvdufMmeN69erlMjIygmI64YQT3IoVK4rEGu6+wuXzxx57zPXo0cP17t3bDRo0yH3xxRd5t1Uwx+be57Rp04rc53PPPecuvPDCUj2nIpWRcmfxDvVzZ7j9nXPu/vvvd927d3c9e/bM+5wX9LnztbZuYEfcR3/DuZT803N/bFqqz51XXXWVa9SokevTp4/r06ePK/icFMyJb7zxhuvVq5fr3bu3O+GEE4JyvogEKy53Rv0huMN555136j/44IMtP/744+UH3rpyqCqH4D7AYWRvB+o458aZ2X+Ar5xzLwb6ngHec869XtztFzwUYk5ODkcddRSvvvoqnTt3LuuHIiLVSKQPwV3elDtFpDwod0axFSkwewxkF5gxGxsPAydAh9GRi0tEyu4Q3NHkzDPP3FWVCjTVyGTg3MDlQ1r88qeffqJTp06cfPLJleONUkQkCih3ioiUXqXMnR1G+4JMfDvA/Hl5FmhWpMDU9jA5xp+vSDnQHiISwoEWDs7JycmxmJiY8MNtpEzk5OQY/uhHVY6ZdXbO5R4W42xgceDyIS1+2aNHD3755ZcyjVVEpKpT7hQRKb1Kmzs7jK6YUTOFR+2kr/LXc2MQkRI70EiaBZs3b24YKCBIOcnJybHNmzc3xK/XUqmFWfzyXjNbYGbzgVOBm6BsFr8UEREREZEIm5cUPK0K/PV5SZGJR6QSK3YkTVZW1tUbNmx4esOGDb2oxFOjKoEcYEFWVtbVkQ7kUDnnQh1r9Jlitk/GLyosIiIiIiKVUfrq0rWLSFjFFmn69++/CT89RURERERERKSo+LZ+ilOodhEpFY2OERERERERkYPXJ9kfOaqg2HjfLiKloiKNiIiIiIiIHLyKPpKUSBV2oKM7iYiIiIiIiBSvoo4kJVLFaSSNiIiIiIiIiEgUUJFGRERERERERCQKqEgjIiIiIiIiIhIFVKQREREREREREYkCKtKIiIiIiIiIiEQBFWlERKTq2L0brrkG6taFH36IdDQiIiIiIqWiIo2IiFRumZlwxx1gBvXrw9NPQ3o67NoV6chEREREREpFRRqRCEhLTWXGkCG83akTM4YMIS01NdIhiVQuzsETT/jCTK1acPfd+X1//KMv0gwZErn4JKqlpED79hAT489TUiIdkYiIiIhXI9IBiFQ3aampzE9KIjsjA4CMdeuYn5QEQEJiYiRDE4l+b74Jo0YVbT//fPjvf6Fp04qPSSqVlBQYM8bX8QBWrfLXAUaPjlxcIiIiIqCRNCIVbvH48XkFmlzZGRksHj8+QhGJRLnPP4dmzfyomYIFmsGDYcUKP6rmlVdUoJESSUrKL9DkSk/37SJSuZjZs2a2ycwWFGg738wWmlmOmQ0otP3tZrbczJaY2WkVH7GIyIGpSCNSwTLWry9Vu0i1tGgRHHmkL8wMGQJbtvj2jh3h++99YWbWLD9XRaQUVq8uXbuIRLWJwOmF2hYAo4DPCjaaWQ/gIqBnYJ8nzCy2AmIUESkVFWlEKlhcq1alahepNtatg1NP9YWZHj1gQeCH0bp1Yfp0X5hZvhz69o1omFK5tW1bunYRiV7Ouc+ArYXaFjnnloTYPBGY4pzb55xbASwHBlZAmCIipaIijUgJldViv93GjiU2Li6oLTYujm5jx5ZFmCKVy44dcNllvjDTpo0vxuRKSfGFmd274ZRTIhejVCnJyRAfH9wWH+/bRaRKawOsKXA9LdBWhJmNMbM5ZjZn8+bNFRKciEguFWlESiB3sd+MdevAubzFfg+mUJOQmEjv5GTiWrcGM+Jat6Z3crIWDZbqY98+uPVWX5hp1AheeCG/78EHITvbF2d++9uIhShV1+jRMGECtGvnX4Lt2vnrWjRYpMqzEG0u1IbOuQnOuQHOuQHNmzcv57BERILp6E4iJVDcYr8HU1xJSExUUUaql5wceOQR+MtfivaNHesPoV2nTsXHJdXS6NEqyohUQ2nA4QWuJwDrIhSLiEhYGkkjUgJa7FfkIE2Z4ocrxMYGF2hGj4Zt2/yImQceUIFGRETK21vARWZW28w6AJ2B2RGOSUSkCI2kESmBuFat/FSnEO0iUsjHH0NiIuzaFdx+8skwcSIkJEQkLBERqVrM7CVgGNDMzNKAcfiFhB8DmgPvmtkPzrnTnHMLzewV4CcgC7jeOZcdodBFRMJSkUakBLqNHcv8pKSgKU9a7FekgPnz4fzzYenS4PYePeDll6FXr8jEJSIiVZZz7uIwXW+G2T4Z0DLhIhLVVKQRKYHc9WMWjx9Pxvr1xLVqRbexY7WujFRvq1fDpZfCZ58FtzduDFOnwtChEQlLRERERKSyUpFGpIS02K8IsHUrXHcdvPJK0b5XX4Xzzqv4mEREREREqggtHCwiIsXLyIA//ckvANy0aXCB5rHH/JGbnFOBRkRERETkEKlIIyIiRWVnw333+cJMfLw/fHauv/0N9u3zhZkbbvDbiIiISNlYkQJT28PkGH++IiXSEYlIBVKRRkREPOdg0iRfdKlRA267Lb/vyithxw6/TXIy1KoVuThFyllKCrRvDzEx/jxF349EpKKsSIHZYyB9FeD8+ewxKtSIVCMq0oiIVHcffAC1a/tvpL/7XX77iBGwbp0vzDzzDDRoELEQRSpKSgqMGQOrVvmX/qpV/roKNSJSIeYlQXZ6cFt2um8XkWpBRRoRkepo7lxo186Pmjn9dNi/37f37QuLF/tvp++9B61aRTRMkYqWlATphb4fpaf7dhGRcpe+unTtIlLlqEgjIlJd/PILHHOML8wMGOAPoQ1w2GHw5Ze+MPP999C1a2TjFImg1WG+B4VrFxEpU/FtS9cuIlWOijQiIlXZ5s1wzjm+MNOxI3zzTX5faqovzKxfD8ceG7EQRaJJ2zDfg8K1i4iUqT7JEBsf3BYb79tFpFpQkUZEpKrZsweuu84XZlq08MWYXP/7X/4hs88+O3IxSqVSnRbSTU72BzQrKD7et4uIlLsOo2HgBIhvB5g/HzjBt4tItVAj0gFI9DGzY4FLgCFAKyADWAC8C7zonNsRwfBEJJSsLLjnHhg3rmjfP//pD5tdQym/PFXV3Jm7kG7uOi25C+kCjK6C3xlyH1NSkp/i1LatL9BUxccqEg2qau48JB1GqygjUo1pJI0EMbNpwNXAB8Dp+DfLHsDfgTpAqpnp53eRaOAcPPWUHzFTs2Zwgebaa2H3br/NHXeoQFPOqnLurI4L6Y4eDStX+kFnK1eqQCNSXqpy7hQROVj61C6FXeqc+7VQ227gu8DpQTNrVvFhiUiet98OPVUpMdEXbZo3r/iYpMrmTi2kKyLlqMrmThGRg6WRNBIkxBvlQW0jImXs66/94bDNggs0gwbB8uV+xMzUqSrQREhVzp1aSFdEyktVzp0iIgdLRRopMTP7MdIxiFQrS5dCv36+MHPssbBhg29v2xa+/dYXZr7+2h+1SSLKzA43sylmNsvM/mZmNQv0TS3B/s+a2SYzW1Cg7XwzW2hmOWY2oND2t5vZcjNbYmanlemDKUQL6YpIeTGzbmY2zczeNbOOZjbRzLab2Wwz6x7p+KSQFSkwtT1MjvHnK6rwKvIiEaTpThLEzEaF6wIOq8hYRKqlDRvgyith2rTg9lq1/FGaTj89MnHJgTwLvA58DVwFfGpmZznntgDtSrD/ROBx4PkCbQuAUcD/Cm5oZj2Ai4CeQGtghpl1cc5lH+qDCEUL6YpIOZoAPADUA2YCtwJXAGfic+LJkQtNgqxIgdljIDuwSFn6Kn8dtMixSBlTkUYKexlIAVyIvjoVHItI9bBrF/zpT/Dss0X7Jk6Eyy7zo2kkmjV3zj0ZuPxHM7sE+Cyw4GWofBrEOfeZmbUv1LYIwIr+7ROBKc65fcAKM1sODAS+OrSHEN7o0SrKiEi5qO+cexvAzO52zk0JtL9tZv+MYFxS2Lyk/AJNrux0364ijUiZUpFGCpsPjHfOLSjcYWanRCAekapp/35/aOx77ina93//B3/9K8TGVnxccrBqmlkd59xeAOfci2a2AX/EkrplfF9t8CN2cqUF2oowszHAGIC2WkRGRKJPwTe6hwr11arIQOQA0sOsFh+uXUQOmtakkcL+BOwM0zeyAuMQqXqcg8ce86NiatcOLtDcdJM/rrFzcNttKtBUPk8Dgwo2OOdmAOfjpy2VpVDDqkKO1nHOTXDODXDODWiuRaVFJPr8x8zqATjnnshtNLNOwIyIRSVFxYcp9IdrF5GDpiKNBHHOzXLOhSyJO+fmHGj/MItfPmBmi81svpm9aWaNCvRV2OKXIhHz2mu+MBMTAzfemN9+wQWwZYsvzPz73xAXF7EQ5dA45x52zn0aov1759zwMr67NODwAtcTgHVlfB8iIuXOOfc/59zuEO3LnXN/ikBIEk6fZIgttIp8bLxvF5EypSKNlLWJQOGVTacDvZxzvYGlwO1QZPHL04EnzEzDB6RqmDULmjTxxZnzz89vHzoUVq70hZmXX/bbiJTOW8BFZlbbzDoAnYHZEY5JREQKq0pHQ+owGgZOgPh2gPnzgRO0Ho1IOdCaNFKmwix++WGBq18D5wUuH9Til3u3rmHpizcFtTXufiLN+59DTuZelr98a5F9mvY+naa9R5CVvp1f3hhXpL/ZUYk06XES+3duYuVbRX8RaDHoQhp1Po69W1azetqDRfoPO/5SGnQYQPrGZaRNf7xIf+th11AvoRe70xaw7pOnivQnDL+B+Jad2bliDhu+eKFIf9sRN1OnaVu2L/uSTd+8XKS//dlJ1GrQgq0/zeTX71KL9B8x6p/UiG/ElvnT2DL//SL9nS68j5iaddg8dyrbFn1cpL/LJY8AsPHrKexYHvznialRm04X3Q/A+s+fZ9fKuUH9NeIacsS5dwGw9uMJ7Fm7MKi/Zv3mdEj8OwBrpj9GxsblQf21mxxOuzPGArDqvfHs27omqD+uZScOH/5HAFak/ovMXZuD+uu26UmbE/3RB355/Q6yMnYE9ddv359Wgy8DYPmUW8jJ2hfU37DTsbQ85iKAIq87KPTae/aP8NNC2BNYWG9UW5p+V4umuxuQlfIcvyx5xbfPeghm+Yt67UXPay+SzOwlYBjQzMzSgHHAVuAxoDnwrpn94Jw7zTm30MxeAX4CsoDry+vITiIicpCq4tGQOoyuvLGLlAXn4Ouv4fnn/Sm9wGLamZlQo2zKKyrSSEW7En8EKTjIxS+7tGlcnvGJlM62bXDyyTDrE7jsyPz22Fjo1Qtu/D/oPQLSt8OSCMUoUc85d3GYrjfDbJ8MaIy5iEi00tGQRCq3HTv8kgXPPw+ffVb8thdcUKbrSZpzBzwyqFRDZnYPcL9zbnvgemPgZufc30uwb3vgHedcr0LtScAAYJRzzpnZf4CvnHMvBvqfAd5zzr1e3O0PGDDAzZlzwOVxRMrP9u1w/fUweXLRvsmT4eJw37clmpnZXOfcgEO8jYPOneVNuVNEyoNyZxiTYwi9prvBb3MONSwRKUvz5uWPjvn11+K37d0bLrvMf95v3fqg77K43Kk1aSScEblvlADOuW3AGQd7Y2Z2OXAmMNrlVwa1+KVUHvv2wdixfo2Zxo2DCzQPPQTZ2X4IpAo01V2Z5k4RkWqi6uVOHQ1JJPqkp8NLL8GIEf4zfe6pb1//eb5wgeaii+C99/xUJuf8ad48uPnmQyrQHIimO0k4sWZWO7BeDGYWB9Q+mBsys9OBW4ETnHMFx32+BUw2s4eA1mjxS4k2OTnw8MO+OFPYX/8Kd9/tD6Utkq/McqeISDVS9XJnn+TgNWlAR0MSqUjLluWPjlkd8uDF+Y44wo+OueQS6NixYuIrhoo0Es6LwEdm9hx+rOaVwKQD7RRm8cvb8W+0080M4Gvn3LVa/FKi1uTJMDrEfPFLLoHHHoNGjSo8JKk0Dip3iohUc1Uvd+auOzMvCdJX+xE0fZK1Ho1IWcvMhGnTfDHm9WJXzfDOPNMXZM46C+rUKf/4DoKKNBKSc+5+M/sROBkw4G7n3Acl2C/UXI9nitlei19KdPjoIzj77OBV2gFOOQUmToQ2Ide0FglysLlTRKQ6q7K5U0dDEilbaWmQkuILMj/9VPy2hx3mizGXXuoP5lGJqEgjYTnnpgHTIh2HSLn54Qc47zz4+efg9p494ZVXoEePiIQllZtyp4hI6Sl3ikie7Gz45JP86UoHctJJviAzahTUr1/u4ZU3LRwsQczs88D5LjPbWeC0y8x2Rjo+kUO2ciUMHuwXCevXL79A06QJfPqpXxBswQIVaKRUlDvDS0mB9u0hJsafp6QU3y4i1Ydyp4iwebNfTuDoo/MX8q1Rw49mL1ygadAAbrgBZs/2a0fmLub70Udw+eVVokADGkkjhTjnBgfOq8YrXARgyxa49lp47bWifa+9BueeW/ExSZWi3BlaSgqMGZM/i3DVKn/9iy9g0qSi7RB6OSgRqZqUO0WqEefg66/zR8cUXmKgsIED/eiYCy+EZs0qJsYooZE0UoSZxZjZgkjHIXJIMjLgxht9Nb5Zs+ACzeOP51ffVaCRMqLcWVRSUtHPYOnpMGFC6PakpIqLTUSig3KnlMqKFJjaHibH+PMVGoYZlXbuhGefhRNOyB8dExMDxx0HTz4Z/CEgJgZ+9zuYOdNPc8odHfPNN3D99dWuQAMaSSMhOOdyzGyembV1zh3geGUiUSQ7G+67L/Q3vb//Hf7xD6hVq+LjkmpBubOocEe8zA5zHL8DHSFTRKoe5U4psRUpwYc1T1/lr4MWaI6kH3/0I2MmTfJTl4rTq5cfHfPb3+qgHMVQkUbCaQUsNLPZwJ7cRufc2ZELSSQE5/zRl668smjfVVfBww9XmfmpUikodxbQtq2fylRYbGzoQk3btuUfk4hEJeVOObB5SfkFmlzZ6b5dRZryl5EBb73lCzLvvXfg7S+4wBdkTj0VatYs//iqEBVpJJx/RjqAaJeWmsri8ePJWL+euFat6DZ2LAmJiZEOq/qYNg3OOqvoN70zzoBnnvGH3ROpeMqdBSQnB69JA37Ec3a2P3cuvz0+3m8vItWScqccWHqYgVbh2uXgLV8OL7zgCzIrVxa/bfv2ftHeSy+Fjh0rIroqT0UaCecM59ytBRvM7D7g0wjFE1XSUlOZn5REdkYGABnr1jE/MMVGhZpy9O23/tB6aWnB7UcdBS+9BF26RCYukXzKnQXkLgKclORH1BQszDiXf71dO1+g0aLBItWWcqccWHxbP8UpVLscnMxMeP99X4wJdYCNws44w4+OOftsiIsr//iqKS0cLOEMD9E2osKjiFKLx4/PK9Dkys7IYPH48RGKqAr7+We/uruZP88t0LRqBV995b/hzZ2rAo1EC+XOQkaP9j/CtWsXPHIG8gs0K1eqQCNSzSl3yoH1SYbY+OC22HjfLge2di3cfz/07Jm/mG+tWr7gUrhA06IFjB0L8+blL+TrHLz7rj/akgo05UojaSSImV0H/AE4wszmF+iqD3wZmaiiT8b69aVql1LatAmuvhrefrto31tv+WlOIlFEufPAwi0KrMWCRaov5c4SWpHi111JX+1HjfRJrp5rsOQ+Zj0XxcvJgU8+yT/UdeFfSAobNsyPjjn3XGjQoCIirDrK6X9TRRopbDIwDfg/4LYC7bucc1sjE1L0iWvViox160K2y0HavRtuvtkfm7ewp57yiwCbVXxcIiWj3HkA4RYR1mLBItWacueB6IhGwTqMrp6PO5wtW2DKFF+MmT27+G3r1fPFmMsuyx+lLgevHP83Nd1JgjjndjjnVjrnLgYOB05yzq0CYsysQ4TDixotTjyxSGKLjYuj29ixEYqoksrMhHHj/HNZv35wgeauu3y/c35Ujd5IJIopdx5YcrJfHLggLRYsUr0pd5ZAcUc0kurDOfjmG7j+ev+ZOXe6UrNmcMMNRQs0AwbAo4/60em5U5V27YL//AcGDdLn6rJQjv+bGkkjIZnZOGAA0BV4DqgFvAgcH8m4okFaaippb7wRPHTQjIRRo7RocEk4B//7H1x3XdG+P/zBz5WtW7fi4xIpA8qd4RVcRHj1aj+CRosFiwgodxZLRzSqfnbt8mvEPP+8n7Z0ILmjY4YNg9jY8o5OcpXj/6aKNBLOSKAf8B2Ac26dmdWPbEjRIdSiwTjHpo8/jkxAlUVqKpxzTtH2kSN90aZ58woPSaQcKHcWY/RoFWVEJCTlznB0RKOqbcGC/LVjNm4sftsePXwxZvRoSEiomPgkvHL831SRRsLZ75xzZuYAzExDGwK0aHApfPmlL8xs3hzcfswxkJICRxwRkbBEypFyp4hI6Sl3htMnOXjdC9ARjSqjvXv9wS+ef94fIelAzjvPF2ROPx1q1iz/+KT0yvF/U0UaCecVM/sf0MjMrgGuBJ6KcExRQYsGH8Dixf7QfPPnB7e3b++HbvbvH5GwRCqIcqeISOkpd4ajIxpVPr/8Ai+84Asyv/xS/Lbt2/tizCWXQOfOFRKelJFy/N9UkUZCcs6NN7PhwE78/OA7nHPTIxxWVOg2dizzk5KCpjxV+0WDly3zxZddu4Lba9f205xOOy0ycYlUsCqVOzds8AsO9u4d6UhEpIqrUrmzPOiIRtEpMxM+/NAXY1555cDbn366L8gkJhZdSV8qp3L631SRRsIKvDnqDbKQ3MWBF48fT8b69cS1akW3sWOr36LBmzdDly6wfXvRvkmT4NJLtXK8VEtVJneec44/kgT4o7DlHolNRKQcVJncKVXTunV+qv7zz/t1ZIrTrFn+Yr59+lRMfFKlqEgjQcxsF+BCdQHOOdeggkOKSgmJidWvKAOQkQFDh8KcOUX7zjwT3nwTaiitSPVTJXPn00/DkUf6y//8pz8BrFmjBQtFpExUydwplVtODnz2mS/GTJrkrxdn6FBfjDnvPGjYsGJilCpP36aksI+Aw4A3gCnOOR3fr7rLyfGjYiZPLtrXrRvMng31dQAGqfaqXu7s1Qucg23b4Kyz4IsvfPvhh/vzyZPh4osjF5+IVAVVL3dK5bFlC7z8si/I5I4cDSc+Pn90zDHHaGSplKuYSAcg0cU5dw5wGrAZeMrMPjWzP5hZk8hGJhXuzjv9G1BsbHCBJjYW1q71X94WLVKBRoQqnjsbN4bPP/cF2+HD89t/+1ufI8x8PhARKaVDzZ1m9qyZbTKzBQXampjZdDNbFjhvXKDvdjNbbmZLzEwL5lUXzvkfFW+4ARo0yH/vatYMrr++aIFmwAB49FF/SGzn/GnPHvjvf+HYY1WgkXKnIo0U4Zzb4Zx7DhgBPAncBfwuokFJxXj++fw3rtypDbnmzfNvUllZ0Lp1ZOITiWJVPnea+QUSnYMXXwzui4nx/YsWRSY2Eam0DjF3TgROL9R2G/CRc64zfqTObQBm1gO4COgZ2OcJM4s91Pglyuza5acpnXxy/mfamBgYNAj+85+iB7m45BL/3paVlV+Q+fZb+OMfoUWLyDwGqfZUpJEizOw4M3sM+A44HhjpnHsowmHJQUhLTWXGkCG83akTM4YMIS01tehGM2fmv4ldfnlwX+4XMud0hBeRA6hWuXP0aJ8Xvv8+uL1HD59LbrklMnGJSKVzKLnTOfcZsLVQcyIwKXB5EnBOgfYpzrl9zrkVwHJg4CGGL5G0cCHceiu0apX/WbZBA/jd7/zn24K6dYN77oFVq/I/2zrnD5U9fLgfKS4SJbQmjQQxs5XAdmAKMAbICrQfBeCc+y5SsUnppKWmBh0qPGPdOuYnJQGQ0KmTX28ilGeegSuvrKgwRaqEaps7+/b1H3Kzs4MXDX/gAX8CP01KQ8NFJIRyyp0tnXPrA/uvN7Pc4RBtgK8LbJcWaAsV15hAPLRt2/YgQpAytXs3jB9fdJR3OKNG+bVjRoyAWrXKNzaRcqAijRS2Er/K/mnAqfjV9XM54KQIxCQHYfH48XkFGoDaWVmcvHAhseecU3Tjv/8d7r674oITqXpWUp1zZ2xs/ro0l1/up07migkM2p07F446quJjE5FotpKKy52hqsUhF9Ryzk0AJgAMGDBAi25VpO++g7Fj4eOPD7xt27a+GHPJJdC1a/nHJlJBVKSRIM65YZGOQcpGxvr1xObkMHjtWhpkZhbd4MILISVFwztFyoByZwGTJvnTt9/CwAIzCfr39+cjRsB770UmNhGJKuWUOzeaWavAKJpWwKZAexpweIHtEoB15XD/UhL798MTT8DNNx/4MNe5br0VbrsNGjUq19BEIk1r0kgQMxt8gP4GZhZmnoxEhawsGDmSs37+mTNWrgwq0GyvVYuZxx7rf/GeMkUFGpEyotwZwtFH+1xTuEg8bZqOCiUiQLnlzreA3EX2LgdSC7RfZGa1zawD0BmYXcrbloOxbBmce25+7jeD2rXhz38OXaDp1g3efdf3FVw/5t57VaCRakEjaaSwc83sfuB9YC7+kIh1gE7AiUA74ObIhVc5paWmsnj8eDLWryeuVSu6jR1LQmJi2d2Bc/7Xhdw1IArINGNm27bsj40lNi6O3rfeWnb3KyK5lDvDqVEjvxjTpAls25bflzsVasUKaN++wkMTkYg7pNxpZi8Bw4BmZpYGjAPuBV4xs6uA1cD5AM65hWb2CvATfu2b651z2eX0uKqnnBy/EO/NN8OWLSXb5/e/hzvvhMMOK9fQRCoTFWkkiHPuz2bWGDgP/6bWCsgAFgH/c859Hsn4KqNiF/A91ELNBRfAq6+G7lu0iLQlS1g8fjz7y6s4JCKAcmeJbQ0chOWNN/yvqrk6dPDn99wDt99e8XGJSEQcau50zl0cpuvkMNsnA8kHH7HkWbsW/vEPeO65km1/2GHw0EN+un2MJnOIFMechhpLJTNgwAA3Z86cSIdRYjOGDCFjXdEpz3GtW3PKrFmlv8F77oFAkaeITz+FoUNLf5sigpnNdc4NiHQc5SUqc+fevRAXF7pPn09EKgXlzirOOX+AiXvuKfk+F17otz/iiPKLS6SSKy53qowpUs4y1q8vVXtIb76ZP4e3cIHmuuvy5+qqQCMilUmdOvn564wzgvtyc97atZGJTUSkulmzBlq0CF47JiYmfIGmTh34z3/8IsAF146ZMkUFGpFDoCKNSDmLa9WqVO15fvgh/w1y1Kjgvv79898In3iibAIVEYmkd9/1OW3mzOD2hASfBx9+ODJxiYhURf/7X3Axxswf0nrz5vD7pKYGF2MyMuAPf4CaNSsubpFqQEUaqVbSUlOZMWQIb3fqxIwhQ0hLTT3wToeo29ixxBYazh8bF0e3sWOLbrxhQ/4bZb9+Rfuzs/2bYnUedisiVduJJ/o8t3dvcPtf/pKfH0VEpGS2bfOfKQsXZK69Nvw+Awb4/QoWZJyDs8+uuLhFqjEVaSQkM5tjZtcHFnOrEnIX8M1Ytw6cy1vAt7wLNQmJifROTiaudWswI651a3onJ+cv4Lt3b/4bZqjRNbt25b85aqE1kahWFXNnxNSunZ/7TjwxuC83Z27cGJnYRKRMKXeWkbfeKlqMadLEj84OZ8KEosWYb7/Voa5FIkjf+CSci4DWwLdmNsXMTjOr3D9fLh4/Pu8IS7myMzJYPH58ud93QmIip8yaxVnLl3PKrFkknH02xMf7N89Qi2auWpX/RlmvXrnHJyJlpsrlzqgwc6bPhx98ENx+2GE+j/73v5GJS0TKinJnaezZA6eeWrQgU9wRPFu39mvOFC7IXHNNxcUtIiWiIo2E5Jxb7pxLAroAk4FngdVm9k8zaxLZ6A5OmSzge6hy31BjYvw83oK+/DL/DbNt24qLSUTKTFXMnVHl1FN9jkxPD27/wx98bq1bNzJxicghUe4sRsGDR+Se6tWD6dPD73PnnZCTE1yMWbvWr/ElIlFPRRoJy8x6Aw8CDwCvA+cBO4GZxe0XrQ56Ad9DlZSU/6Za+A31hRfy3zyPPbZ84xCRClHVcmdUiovLz50DB+a3p6fn59tff41cfCJSatU+d2Znw5gxRQsyhQ8eUdiCBUVHx4wbp/W7RCoxFWkkJDObCzwMfAv0ds7d6Jz7xjn3IPBLZKM7OKVawPdQTZ6c/+Za+LCFt96a/yZ6ySVlf98iEjEHmzvN7Fkz22RmCwq0NTGz6Wa2LHDeuEDf7Wa23MyWmNlp5fmYot433/h8+tZbwe3Nm/sc/NxzkYlLREqsKn7uLNaiRUWLMTVqwFNPhd+ne3fIzCxakOnZs+LiFpEKoSKNhHO+c+5k59xk59y+gh3OuQOU9KPTARfwPVRff53/Rjt6dHDfySfnv5nee2/Z3J+IRKODzZ0TgdMLtd0GfOSc6wx8FLiOmfXAr9/QM7DPE2YWW0bxV15nneVz7K5dwe1XXunzcsuWkYlLREqiyn3uBHxOeucd6No1uCDTo0fx+82aVbQY89NPvpCzIgWmtofJMf58RUpFPBIRqUA1Ih2ARCfn3C9m9hv8l4A6BdrvilxUhy4hMbHsijIAixf7XzZCiY+H3bs13FSkGjnY3Omc+8zM2hdqTgSGBS5PAj4Bbg20Twl8kVlhZsuBgcBXZfAQKr969fwXGoBevWDhQn9506b8fLx1KzTWQWREokWV+tz53//6dbJK4je/gVdfDX0QiVBWpMDsMZAdWJcrfZW/DtBhdPj9RKRS0UgaCcnMngQuBP4IGHA+0C6iQUWL7dvzfwkJVaDJyPBfEPbsUYFGpJop49zZ0jm3HiBw3iLQ3gZYU2C7tEBbqHjGBA5tO2fz5s0HGUYllrtWw6uvBrc3aeLz8xtvRCYuEQlSpT53hirQnHIKfPdd0dEx77xT8gINwLyk/AJNrux03y4iVYaKNBLOcc65y4Btzrl/AscCh0c4psjJyckvzIT69fXnn/PfcOvUKdovItVFReTOUNVfF2pD59wE59wA59yA5s2bl3EYlch55/n8vGNHcPu55/q8nqQvOCIRVnU+d+7Zk/+DXe5p+nTo1+/Qbzt9denaRaRSUpFGwsk9PnS6mbUGMoEOB9opzOKX55vZQjPLMbMBhbaP7sUvBw3yH+BjQyz3MGNG/pvvEUdUfGwiEo0OKneGsdHMWgEEzjcF2tMI/vKSAKw7yPuoXho0yM/bgwfnt99zT34RPiMj/P4iUl7KMndGVnx8+f1gF9+2dO0iUimpSCPhvGNmjfCHQfwOWAm8VIL9JlJ08csFwCjgs4KNUbv45R//mD9qZvbs4L7XX8//gH/yyZGJT0Si2cHmzlDeAi4PXL4cSC3QfpGZ1TazDkBnYHaI/aU4uQtzfvNNftv27f4LlpmfmiAiFaUsc2fV1ScZYuOD22LjfbuIVBkq0khIzrm7nXPbnXOv4+cEd3PO3VGC/T4DthZqW+ScWxJi87zFL51zK4DcxS8r3oQJ+YWZxx8P7vvXv/ILM6Mq7wEGRKT8HWzuNLOX8Av/djWzNDO7CrgXGG5my4Dhges45xYCrwA/Ae8D1zvnssvnEVUDAwf6/L57d/DaEP37+/eEuyrfuqUilc3B5s5qp8NoGDgB4tsB5s8HTtCiwSJVjI7uJEWYWVPgt0C3QNMiYHI53FUb4OsC14td/BIYA9C2bRkN6VyyBLp1C9137rnw2mtlcz8iUi0cSu50zl0cpivkkD3nXDKgn07LUt26kB5YkPPmm+Ghh/zlceP8qWVLWLUKateOXIwiVVAFfu6sGjqMVlFGpIrTSBoJYmbd8dOT+gNLgWXA0cACMwtT0Tj4uwvRVr6LX+7cCZ07+19HCxdoWrXyCwQ7pwKNiJRKBedOKW8PPujfCz7/PL9t40a/zoQZzJ8fudhEqhDlThGRolSkkcLuBm5yzv3OOfeIc+7fzrnL8YdELOtfbStm8cvMTLj9dv/BumFDWL48v2/kSN/vHKxbp0Nmi8jBqsjcKRXl+OP9+8POncHvD336+Ov33nvQN52SAu3bQ0yMP09JOeRoRSoj5U4RkUJUpJHCjnTOvVK4MTBHuFcZ31fFLH7Ztm3wB+kbboBdu/wH7zfegBqa9Scih6wic6dUtPr180daXn99fnvuDwDt28P+/SW+uZQUGDPGz55yzp+PGaNCjVRLyp0iIoWoSCOF7TnIPiD04pdmNtLM0oBjgXfN7AOowMUv33rLF2a2bvWfhh97DOrVK/O7EZFq7ZByp1Qijz/u30s+/ji/LXetGjP46acD3kRSUv7yN7nS0327SDWj3CkiUoiGEEhhLczsLyHaDTjgYjDFLH75Zpjty3/xy6OP9icRkfJzSLlTKqFhw3yxZscOaNQov71nT3/+4IPwl1AvCVi9OvRNhmsXqcKUO0VECtFIGinsKaB+iFM94OkIxiUiEs2UO6urhg19scY5uPrq/Pabb/Yja7p2haysoF3CHaSwrA5eKFKJKHeKiBSikTQSxDn3z0jHICJS2Sh3CgBPPeVPM2bA8OG+belSqFnTX16yBLp0ITnZr0FTcMpTfDwka5lUqWaUO0VEitJIGhEREZGydMopfmTN1q3B7V27ghmjtz3OhAnQrp0fbNOuHUyYAKNHRyZcERERiR4q0oiIiIiUh8aN86dCXXJJfvsf/8joS4yVDfuQk5nNypUq0IiIiIinIo2IiIhIeXvhBV+see+9/Lb586FGDTjySNi4MXKxiYhUBytSYGp7mBzjz1ekRDoikZC0Jo2EZGaNgMuA9hR4nTjnboxQSCIiUU+5Uw5oxAhfrNmyBZo1820LFsBhh/nL06f76VIi1Yhyp5S7FSkwewxkBxYDS1/lrwN00FBGiS4aSSPhvId/o/wRmFvgJCGkpaYyY8gQ3u7UiRlDhpCWmhrpkEQkMpQ7pWSaNvXFmpwceOih/Pbhw/1CNX/7m+8TqR6UO6V8zUvKL9Dkyk737SJRRiNpJJw6zrm/RDqIyiAtNZX5SUlkZ2QAkLFuHfOTfMJPSEyMZGgiUvGUO6V0zODPf/anb7+FgQN9+//9nz/16wcffADNm0c2TpHypdwp5St9denaRSJII2kknBfM7Boza2VmTXJPkQ4qGi0ePz6vQJMrOyODxePHRygiEYkg5U45eEcf7UfXbN8OJ57o277/Hlq08MWcTz6JZHQi5Um5U8pXfNvStYtEkIo0Es5+4AHgK/KHnM6JaERRKmP9+lK1i0iVptwph65hQ5g50093uu++/PYTT/TFmnHjfDFHpOpQ7pTy1ScZYuOD22LjfbtIlFGRRsL5C9DJOdfeOdchcDoi0kFFo7hWrUrVLiJVmnKnlB0zuOUWX5D56qv89rvugpgYGDTIL0AsUvkpd0r56jAaBk6A+HaA+fOBE7RosEQlFWkknIVA+gG3ErqNHUtsXFxQW2xcHN3Gjo1QRCISQcqdUj6OOcYXa7ZuhSFDfNvs2f4IUWbw+eeRjU/k0Ch3SvnrMBrOWQm/zfHnKtBIlNLCwRJONvCDmX0M7Mtt1KEQi8pdHHjx+PFkrF9PXKtWdBs7VosGi1RPyp1Svho3hs8+8wWbe+6Bv//dt+cWbu6+G5KSfOFGpPJQ7hQRCVCRRsKZGjhJCSQkJqooIyKg3CkVxcwXY5KS/Cia3CLNP/7hT8cfD2+/7Ys6ItFvKsqdIiKAijQShnNukpnVAroEmpY45zIjGZOISLRT7pSIGDzYj6zZsgV+8xv45hv44gtoEjg4zldf+elSIlFKuVNEJJ/WpJGQzGwYsAz4D/AEsNTMhkYyJhGRaKfcKRHVtCl8/bU/KtS4cfntxx7rR97cd5+OCiVRSblTRCSfijQSzoPAqc65E5xzQ4HTgIcjHJNEobTUVGYMGcLbnToxY8gQ0lJTIx2SSCQpd0rkmcGdd/qCzMcf57ffdps/KtSJJ8KOHRELTyQE5U4RkQAVaSScms65JblXnHNLgZoRjEeiUFpqKvOTkshYtw6cI2PdOuYnJalQI9WZcqdEl2HDfLFm0yY46ijf9skn0KiRL+Z8+20EgxPJo9wpIhKgIo2EM8fMnjGzYYHTU8DcSAcl0WXx+PFkZ2QEtWVnZLB4/PgIRSQSccqdEp2aN4e5cyE7G/72t/z2gQN9seahhzQVSiJJuVNEJEBFGgnnOmAhcCNwE/ATcG1EI5Kok7F+fanaRaoB5U6JbjExkJzsCzLTp+e333yz7zv1VNi1K3LxSXWl3CkiEqCjO0lIzrl9ZvY4MB1waJV9CSGuVSs/1SlEu0h1pNwplcopp/hizcaNMHw4/PijL9w0aOD7587NnyIlUo6UO0VE8mkkjYRUYJX9x9Eq+xJGt7FjiY2LC2qLjYuj29ixEYpIJLKUO6WipKRA+/Z+8Ev79v76QWvZEubP91Oh/vrX/Pb+/f1UqMceO8RoRYqn3Ckikk9FGglHq+zLASUkJtI7OZm41q3BjLjWremdnExCYmKkQxOJFOVOKXcpKTBmDKxa5QfCrFrlrx9SoQZ8xef++/2Nvv9+fvuNN/pizZlnwu7dh3gnIiEpd4qIBGi6k4RTZJV9M9Mq+1JEQmKiijIi+ZQ7pdwlJUF6enBberpvHz26jO7ktNN8sWb9ejjpJFi8GN59F+rXh9hY+O476N27jO5MRLlTRCSXRtJIOFplX0Sk9JQ7pdytXl269kPSqhUsWgRZWfCnP/m27Gzo08ePrnnyyXK4U6mGlDtFRAJUpJFwtMq+iEjpKXdKuWvbtnTtZSI2Fh5+2I+uefvt/PbrrvPFmnPOKTq8R6TklDtFRAJUpJGQnHP7nHMPOedGOedGOuceds7ti3RcIiLRrLrkzjJdtFZKLTkZ4uOD2+LjfXuFOPNMX6xZswY6dvRtqalQty7UqQMLF1ZQIFJVVJfcKSJSElqTRoKY2Y/4Qx+G5JzTBHQRkUKqU+7MXbQ2d9BE7qK1UIbroUixcp/npCQ/xaltW1+gqfDnPyEBli/Pnwr1n//Avn3Qq5fvf/ppuOqqCg5KKpPyzJ1mdhNwDWDAU865f5tZE+BloD2wErjAObftYO+jwqxIgXlJkL4a4ttCn2TooIQrUlWZc2HzolRDZtauuH7n3KqKiiWcAQMGuDlz5kQ6DBGpYsxsrnNuwEHuW21yZ/v2vjBTWLt2sHLlId+8VHZTp8LIkcFt558PkyZBXFxEQpLyFY2508x6AVOAgcB+4H38lKprgK3OuXvN7DagsXPu1uJuK+KfO1ekwOwxkF1gOmFsPAycoEKNSCVWXO7USBoJEurN0MyaAVucKnoiIiFVp9xZoYvWSuVzzjn5xwUfOtS/MF591Z/q14fZs6Fbt0hHKVGiHHNnd+Br51x64DY/BUYCicCwwDaTgE+AYos0+zftJ+3x4DDr9a1Po8FNyNmfw7oJa4rs02BgQxoMbET27izWT1xbpL/h8Y2p368Bmdsy2Ziyrkh/o2FNqNerPvs37WPTpBqQ80RQf5NW/yN+XhL7ap3L5jc3Ftm/6W+aE9chnowV6Wx5d3OR/uYjW1K7TR3Sl+xh6/Rfi/S3uOAwarWoze4Fu9j+ydYi/S1Ht6Zm45rs+n4nO74oOhCp1e/aEFuvBjtnb2fn7B1F+luPOZyYWjFs/3wru3/YVaQ/4QZfu9v28Rb2LNwd1Gc1jTa/9wtwbflwMxlLg9fCiqkbS+srEgD49Z1N7F2ZEdRfo1ENDrukDQCb39zAvrXBs+pqNq9FywtbAbDx5fVkbt4f1F+7TW2ajzwMgA0vriVre1ZQf532cTQ7swUA655LI2dPdlB/XJd4mp7aHIC1/1uNywx+mdftWY/GJzYFKPK6gwp+7b2yoUh/k+HNiO9al31r9+q1d4ivveJoTRoJYmbHmNknZvaGmfUzswXAAmCjmZ0e6fhERKJRdcqdEVm0Viqfdu18oWb/frjmGt+2axd07+4XGn7++cjGJ1GhHHPnAmComTU1s3jgDOBwoKVzbj1A4LxFmLjGmNkcM5uTmZl5CGGUgZy9odvTVRkXqao03UmCmNkc4G9AQ2ACMMI597WZdQNecs71i2iARMGwUxGpkg5xyH61yZ2F16QBv2jthAkHXhMlJSUK1lGRyHntNT/1qaCLL4bnnoPatSMTkxyyaM2dZnYVcD2wG3+0qAzgCudcowLbbHPONS7udiL+uXNqe0gPMesrvh2cs7KioxGRMlJc7tRIGimshnPuQ+fcq8AG59zXAM65xRGOS0QkmlWb3Dl6tC/ItGvnB0S0a1fyAs2YMX5wRe5smDFjdGSoauW88/wf/5dfoJWfTsBLL/kjQjVtCsuWRTY+iYRyy53OuWecc0c554YCW4Fl+BE6rQAC55sO9X7KXZ9kvwZNQbHxvl1EqiQVaaSwnAKXMwr1adiViEho1Sp3jh7tFwnOyfHnJRkNk5QUPPoG/PWkpPKIUKJahw6wbp0/EtQVV/i2rVuhSxdf+XvppcjGJxWp3HKnmbUInLcFRgEvAW8Blwc2uRxIPZT7KLUVKX5kzOQYf76iBFXqDqP9IsHx7QDz51o0WKRK03QnCWJm2cAe/OEK44Dcj9QG1HHO1YxUbLkiPuxURKqkQxyyr9x5ADExfhBFYWa+2CPV3JQpfupTQZdf7odp1aoVmZikRKI1d5rZLKApkAn8xTn3kZk1BV4B2gKrgfOdc0VXJy2gzHKnjtIkIgVoupOUmHMu1jnXwDlX3zlXI3A593rEv2SIiEQj5c4D04LDUqyLLvJVvGXLoFkz3zZpkl+r5rDD/BQpqXLKM3c654Y453o45/o45z4KtG1xzp3snOscOC+2QFOm5iUFF2jAX5+n4YQiEkxFGqnW0lJTmTFkCG936sSMIUNIS63YUa8iIgdiZjeZ2QIzW2hmfwq0NTGz6Wa2LHBe7MKX0SA52S8wXFB8vG8XydOpE2zeDHv35s+j27gROnb0w65efTWy8YkcrHBHY9JRmkSkEBVppNpKS01lflISGevWgXNkrFvH/KQkFWpEJGqYWS/gGmAg0Ac408w6A7cBHznnOgMfBa5HtYNdcFiqqdq14cUX/eiagofrvuAC/wK6+mqI9KGRRUojPsywwXDtIlJt1Yh0ACKRsnj8eLIzgteoy87IYPH48SQkJkYoKhGRIN2Br51z6QBm9ikwEkgEhgW2mQR8Atxa3A3t37SftMeDD+Nar299Gg1uQs7+HNZNWFNknwYDG9JgYCOyd2exfuLaIv0Nj29M/X4NyNyWycaUdUX6Gw1rQr1e9dm/aR+bXtnACcDnY/P7mwxoBtRl39q9bH5zY5H9m/6mOXEd4slYkc6WdzcX6W8+siW129Qhfcketk7/tUh/iwsOo1aL2uxesIvtnxSd1dBydGtqNq7Jru93suOLbUX6W/2uDbH1arBz9nZ2zt5RpL/1mMOJqRXD9s+3svuHXUX6E25oB8C2j7ewZ+HuoD6rabT5vf9ytuXDzWQsDZ4GEVM3ltZXJADw6zub2Lsy+P2qRqMaHHZJGwA2v7mBfWv3BfXXbF6Llhf6IyhtfHk9mZv3B/XXblOb5iMPA2DDi2vJ2p4V1F+nfRzNzmwBwLrn0sjZkx3UH9clnqanNgdg7f9W4zKDFxyq27MejU9sClDkdQelfO3tGAqPrfQrTX/3HWRn0XDWFOrXqkVm535sHBM4QlQBhV97hTUZ3oz4rnrtlcVrT0qoT3LoNWl0lCYRKUQjaaTayli/vlTtIiIRsAAYamZNzSweOAM4HGjpnFsPEDhvEWpnMxtjZnPMbE6mRh1IZRcfD4MHw5ChcOxxvm39evjma/j0E/i1aLFEJGroKE0iUkI6upNUOmW1yv6MIUP8VKdC4lq35pRZsw759kWkcjmUI5SUJzO7Crge2A38hD9M7RXOuUYFttnmnCt2XZpIH91JpFw8+yxcdVVw23XXwaOPQg0NGK8I0Zo7y4pyp4iUBx3dSSqMmT1rZpvMbEGBtrALXJrZ7Wa23MyWmNlpFRlrt7FjiY2LC2qLjYuj29ixYfYQEal4zrlnnHNHOeeGAluBZcBGM2sFEDjfFMkYRSLmyiv9ujULF+avTP3f/0LNmnDEEbCm6FQqERGRaKYijZS1icDphdpCLnBpZj2Ai4CegX2eMLPYigo0ITGR3snJxLVuDWbEtW5N7+RkrUcjIlHFzFoEztsCo4CXgLeAywObXA5oxXOp3nr0gD17/GnkSN+2YoU/xrsZvP12ZOMTEREpIY0DlTLlnPvMzNoXag63wGUiMMU5tw9YYWbL8Ucw+apCgsUXalSUEZEo97qZNQUygeudc9vM7F7glcBUqNXA+RGNUCRaxMfDG2/4y//7H1x7rb989tn+/I9/hIcfhtgK+01IRESkVDSSRipCuAUu2wAFxyGnBdqKKLj45ebNRY+yICJSVTnnhjjnejjn+jjnPgq0bXHOneyc6xw4L3r4GJHq7ve/91Oh5s/3058AHnvMr1XTtSuEWJdOREQk0lSkkUiyEG0hV7J2zk1wzg1wzg1o3rx5OYclIiIiVcaRR8L+/bB7N5x1lm9buhTatPFTod5/P7LxiYiIFKAijVSEcAtcpuEPJZsrAdDPWiIiIlL26taFt97yo2sefzy/fcQIX6wZOxZyciIXn4iICCrSSMUIt8DlW8BFZlbbzDoAnYHZEYhPREREqpPrr/fFmu++y2978EG/Vk2vXrBhQ+RiExGRak1FGilTZvYSfuHfrmaWFljU8l5guJktA4YHruOcWwi8AvwEvI9fEDM7MpGLiIhItdOvny/W7NwJp53m2xYuhFat/Oia6dMjG5+IiFQ7KtJImXLOXeyca+Wcq+mcS3DOPVPcApfOuWTnXEfnXFfn3LRIxi4iIiLVVP36fm2anBx/9Kdcp57qizW33aapUCIiUiFUpBERERERAV+Q+dOf/Oiab7/Nb7/vPj8Vql8/2LQp7O4iIiKHSkUaERERCZKSAu3bQ0yMP09JiXREIhEwYIAv1mzfDief7Nt++AFatvTFnE8+iWBwIiJSValIIyIiInlSUmDMGFi1yn8/XbXKX1ehRqqthg1hxgw/3en++/PbTzzRF2vuuMP/s4iIiJQBFWlEREQkT1ISpKcHt6Wn+3aRas0M/vpXX5D56qv89rvv9sPOBg6ELVsiF5+IiFQJKtKIiIhIntWrS9cuUi0dc4wv1mzdCkOG+LZvv4VmzXwxZ9asyMYnIiKVloo0IiIikqdt29K1i1RrjRvDZ5/5qVDJyfntQ4f6Ys3dd2sqlIiIlIqKNCIiIpInORni44Pb4uODv3+KSCFm8Le/+YLM55/nt99xh58KNXgwbNsWufhERKTSUJFGRERE8oweDRMmQLt2/ntnu3b++ujRkY5MpJI4/nhfrNmyBY491rd98QU0aeL/qQquZyMiIlKIijQiIiISZPRoWLnSz+BYuVIFGpGD0qQJfPml/0caNy6//bjjfLHm3ns1FUpERIpQkUZEREREpLyYwZ13+oLMJ5/kt99+u58KNWwYbN8emdhERCTqqEgjIiIiIlIRTjjBF2s2bYL+/X3bp5/6BYjNYPbsyMYnIiIRpyKNiIiIiEhFat4c5syB7GxISspvHzTIF2sefFBToUREqikVaUREREREIiEmBv71L1+QmTEjv33sWN83fDjs3Bm5+EREpMKpSCMiIiIiEmknn+yLNRs2QO/evm3GDGjY0I+u+e67yMYnIiIVQkUaEREREZFo0bIlzJvnp0Ldckt+e//+vljz6KORi01ERMqdijQiIiIiItEmJgbuu8+Prnn//fz2m27yxZozzoDduyMXn4iIlAsVaUREREREotlpp/lizbp10L27b5s2DerX98WcefMiG5+IiJQZFWlERERERCqDVq3gp58gKwv+/Gff5hz07etH1/z3vxENr9pbkQJT28PkGH++IiXSEYlIJaQijYiIiIhIZRIbCw895As077yT3/6HP/hizTnnQHp6xMKrllakwOwxkL4KcP589hgVakSk1FSkERERERGprH7zG1+sSUuDzp19W2oq1K0LderAggWRja+6mJcE2YUKY9npvl1EpBRUpBERERERqezatIGlSyEzE264wbft2wdHHulH1zz9dGTjq+rSV5euXUQkDBVpRERERESqiho14LHH/OiaqVPz26+5xhdrzjsPMjIiFl6VFd+2dO0iImGoSCMiIiIiUhUlJvpizapV0K6db3v9dYiPh3r1YNGiyMZXlfRJhtj44LbYeN8uIlIKKtKIiIiIiFRlbdvCypWwfz/8/ve+bc8e6NHDj66ZNCmi4VUJHUbDwAkQ3w4wfz5wgm8XESkFFWlERERERKqDmjXhySf96JrXXstv/93vfLHmyisjFlqV0GE0nLMSfpvjz1WgEZGDoCKNiIiIiEh1c+65vljzyy9+0WGA556DH3+MbFwiItWcijQiElFpqanMGDKEtzt1YsaQIaSlpkY6JBERkeqjQwd/+O59++Drr6Fnz0hHJCJSrdWIdAAiUn2lpaYyPymJ7MBRJjLWrWN+UhIACYmJkQxNRESkeqlVCwYNinQUIiLVnkbSiEjELB4/Pq9Akys7I4PF48dHKCIREREREZHIUZFGRCImY/36UrWLiIiIiIhUZSrSiEjExLVqVap2ERERERGRqkxFGhGJmG5jxxIbFxfUFhsXR7exYyMUkYiIiIiISORo4WARiZjcxYEXjx9Pxvr1xLVqRbexY7VosIiIiIiIVEsq0ohIRCUkJqooIyIiIiIigqY7iYiIiIhIFWNmfzazhWa2wMxeMrM6ZtbEzKab2bLAeeNIxykiUpiKNCIiIiIiUmWYWRvgRmCAc64XEAtcBNwGfOSc6wx8FLguIhJVVKQREREREZGqpgYQZ2Y1gHhgHZAITAr0TwLOiUxoIiLhqUgjIiISxarrkP2UFGjfHmJi/HlKSqQjEpHKwjm3FhgPrAbWAzuccx8CLZ1z6wPbrAdahNrfzMaY2Rwzm7N58+aKCltEBFCRRkREJGpV1yH7KSkwZgysWgXO+fMxY1SoEZGSCRSuE4EOQGugrpldUtL9nXMTnHMDnHMDmjdvXl5hioiEpCKNiIhIdKt2Q/aTkiA9PbgtPd23i4iUwCnACufcZudcJvAGcByw0cxaAQTON0UwRhGRkFSkERERiVLVdcj+6tWlaxcRKWQ1cIyZxZuZAScDi4C3gMsD21wOpEYoPhGRsFSkERERiVLVdch+27alaxcRKcg59w3wGvAd8CP+O88E4F5guJktA4YHrouIRBUVaaTCmNlNgYUvF5rZnwJtVX7xSxGRQ1Ath+wnJ0N8fHBbfLxvFxEpCefcOOdcN+dcL+fcpc65fc65Lc65k51znQPnWyMdp4hIYSrSSIUws17ANcBAoA9wppl1poovfikicoiq5ZD90aNhwgRo1w7M/PmECb5dREREpCqrEekApNroDnztnEsHMLNPgZH4YfzDAttMAj4Bbi3uhvZv2k/a46uC2ur1rU+jwU3I2Z/DuglriuzTYGBDGgxsRPbuLNZPXFukv+HxjanfrwGZ2zLZmLKuSH+jYU2o16s++zftY9MrG4r0NxnejPiuddm3di+b39xYpL/pb5oT1yGejBXpbHm36LoQzUe2pHabOqQv2cPW6b8W6W9xwWHUalGb3Qt2sf2Toj/6tBzdmpqNa7Lr+53s+GJbkf5Wv2tDbL0a7Jy9nZ2zdxTpbz3mcGJqxbD9863s/mFXkf6EG9oBsO3jLexZuDuoz2oabX7v5yBs+XAzGUuDV/uMqRtL6ysSAPj1nU3sXZkR1F+jUQ0Ou6QNAJvf3MC+tfuC+ms2r0XLC1sBsPHl9WRu3h/UX7tNbZqPPAyADS+uJWt7VlB/nfZxNDvTL9ex7rk0cvZkB/XHdYmn6al+Gsja/63GZbqg/ro969H4xKYARV53oNdeVXrtRSPn3DdmljtkPwv4Hj9kvx7wipldhS/knB+5KMvH6NEqyoiIiEj1oyKNVJQFQLKZNQUygDOAORRa/NLMwi5+CYwB6HZYt4qJWEQkCjjnxgHjCjXvw4+qEREREZEqxJxzB95KpAwEfvG9HtgN/IQv1lzhnGtUYJttzrli16UZMGCAmzNnTnmGKiLVkJnNdc4NiHQc5UW5U0TKg3KniEjpFZc7tSaNVBjn3DPOuaOcc0OBrcAyqvjilyIiIiIiIiIlpSKNVJjcqUxm1hYYBbxEFV/8UkRERERERKSktCaNVKTXA2vSZALXO+e2mdm9VPHFL0VERERERERKQkUaqTDOuSEh2ragxS9FRERERERENN1JRERERERERCQaqEgjVVpaaiozhgzh7U6dmDFkCGmpWvJGREREpLCUFGjfHmJi/HlKSqQjkoOyIgWmtofJMf58hf6QIpWNpjtJlZWWmsr8pCSyMzIAyFi3jvlJSQAkJCZGMjQRERGRqJGSAmPGQHq6v75qlb8OMHp05OKSUlqRArPHQHbgD5m+yl8H6KA/pEhloZE0UmUtHj8+r0CTKzsjg8Xjx0coIhEREZHok5SUX6DJlZ7u26USmZeUX6DJlZ3u20Wk0lCRRqqsjPXrS9UuIiIiUh2tXl26dolS6WH+YOHaRSQqqUgjVVZcq1alahcRERGpjtq2LV27RKn4MH+wcO0iEpVUpJEqq9vYscTGxQW1xcbF0W3s2AhFJCIiIhJ9kpMhPj64LT7et0sl0icZYgv9IWPjfbuIVBoq0kiVlZCYSO/kZOJatwYz4lq3pndyshYNFhERESlg9GiYMAHatQMzfz5hghYNrnQ6jIaBEyC+HWD+fOAELRosUsno6E5SpSUkJqooIyIiInIAo0erKFMldBitooxIJaeRNCIiIiIiIiIiUUBFGhERERERERGRKKAijYiIiIiIiIhIFFCRRkREREREREQkCqhIIyIiIiIiIiISBVSkERERERERERGJAirSiIiIiIiIiIhEAXPORToGkVIxs83AqgjcdTPg1wjcb3GiMSZQXKURjTFBdMZV3jG1c841L8fbjyjlziDRGBNEZ1zRGBNEZ1zRGBModx4S5c4g0RgTRGdc0RgTRGdc0RgTRDB3qkgjUkJmNsc5NyDScRQUjTGB4iqNaIwJojOuaIxJDiwa/27RGBNEZ1zRGBNEZ1zRGBNEb1xSvGj8u0VjTBCdcUVjTBCdcUVjTBDZuDTdSUREREREREQkCqhIIyIiIiIiIiISBVSkESm5CZEOIIRojAkUV2lEY0wQnXFFY0xyYNH4d4vGmCA644rGmCA644rGmCB645LiRePfLRpjguiMKxpjguiMKxpjggjGpTVpRERERERERESigEbSiIiIiIiIiIhEARVpRERERERERESigIo0IgFm9mczW2hmC8zsJTOrY2ZNzGy6mS0LnDcusP3tZrbczJaY2WllGMezZrbJzBYUaCt1HGbW38x+DPQ9amZWxjE9YGaLzWy+mb1pZo0qMqZwcRXoG2tmzsyaVWRc4WIysz8G7nehmd1fkTGFi8vM+prZ12b2g5nNMbOBFRmXmR1uZh+b2aLA83JToD2ir3cpHeXOUsek3FmKmJQ7Q8ak3FkFREPujMa8WUxcEc2d0Zg3i4tLuTNkTJUndzrndNKp2p+ANsAKIC5w/RXgd8D9wG2BttuA+wKXewDzgNpAB+BnILaMYhkKHAUsKNBW6jiA2cCxgAHTgBFlHNOpQI3A5fsqOqZwcQXaDwc+AFYBzaLguToRmAHUDlxvEQ3PFfBh7u0CZwCfVPBz1Qo4KnC5PrA0cN8Rfb3rVKq/oXJn6WNS7iz5c6XcGTom5c5KfiJKcmeY13fEX0dh4opo7gwVU6A9YnmzmOdKuTN0TJUmd2okjUi+GkCcmdUA4oF1QCIwKdA/CTgncDkRmOKc2+ecWwEsBwZSBpxznwFbCzWXKg4zawU0cM595Xwmeb7APmUSk3PuQ+dcVuDq10BCRcYULq6Ah4FbgIIro0fsuQKuA+51zu0LbLOpImMqJi4HNAhcboh/zVdYXM659c657wKXdwGL8B9cI/p6l1JT7ixFTMqdpYpJuTN0TMqdVUPEc2c05s1wcUU6d0Zj3iwmLuXO0DFVmtypIo0I4JxbC4wHVgPrgR3OuQ+Bls659YFt1gMtAru0AdYUuIm0QFt5KW0cbQKXKyq+K/FV5IjHZGZnA2udc/MKdUUyri7AEDP7xsw+NbOjoyAmgD8BD5jZGvzr//ZIxWVm7YF+wDdE/+tdApQ7D5lyZ/GUOw9AubNyivLcWRleR1GRO6M0b4Jy5wFFe+5UkUYECMw9TMQPZWsN1DWzS4rbJUSbC9FW3sLFUWHxmVkSkAWkRDomM4sHkoA7QnVHKi78r2WNgWOAvwKvBOauRvrvdx3wZ+fc4cCfgWcC7RUal5nVA14H/uSc21ncphUZlxyYcuchBKDcWRLKncVQ7qy8KmnujIrXUbTkzijOm6DcWazKkDtVpBHxTgFWOOc2O+cygTeA44CNgSFtBM5zhwum4eeg5kogf8heeShtHGnkDwMtt/jM7HLgTGB0YLhfpGPqiP/AM8/MVgbu4zszOyzCcaUBbzhvNpADNItwTACX41/rAK+SP3S6wuIys5r4N8oU51xuLFH5epeQlDsPgnJniSl3hqHcWelFc+6M2tdRlOXOaM2boNwZVmXJnSrSiHirgWPMLD5QaT4ZP0/xLXxCIXCeGrj8FnCRmdU2sw5AZ/wCUuWlVHEEhurtMrNjAo/nsgL7lAkzOx24FTjbOZdeKNaIxOSc+9E518I519451x6fRI9yzm2IZFzAVOAkADPrAtQCfo1wTODfUE4IXD4JWBa4XCFxBW7jGWCRc+6hAl1R93qXsJQ7S0m5s1SmotxZhHJnlRDNuTMqX0fRljujOG+CcmdIlSp3ujJchVgnnSrzCfgnsBhYALyAX8m7KfARPol8BDQpsH0SfpXvJZThit7AS/j5yZn4hH/VwcQBDAg8lp+BxwEr45iW4+dp/hA4PVmRMYWLq1D/SgIr7Uf4uaoFvBi4j++Ak6LhuQIGA3PxK9d/A/Sv4OdqMH546PwCr6MzIv1616nUf0flztLFpNxZ8udKuTN0TMqdVeBEFOTOMK/viL+OwsQV0dwZKqZC/Sup4LxZzHOl3Bk6pkqTOy1wJyIiIiIiIiIiEkGa7iQiIiIiIiIiEgVUpBERERERERERiQIq0oiIiIiIiIiIRAEVaUREREREREREooCKNCIiIiIiIiIiUUBFGhERERERERGRKKAijYiIiIiIiIhIFFCRRkSqLTPrbmZPmtlrZnbdQex/hJk9Y2avlUd8IiLRSLlTRKT0lDulpFSkEZFyZ2bZZvZDgVN7M9tdDvcTZ2afmllsSbZ3zi1yzl0LXAAMKO39Oed+cc5dVSiGWmb2mZnVKO3tiYgUpNwpIlJ6yp1S2emPKSIVIcM517dgg5mVx/1cCbzhnMsu6Q5mdjZwG//fzt2DyFWFcRh//gQ1GlPFykrUwsIocf1CEjBoYWGhVUCxsBBiEySIEAXbIAZEEVRIYZG0SRQVEaJhgwoWUdmIn2AqC0UUJJoP3NdizpLL7OxmZ3Uzd+T5wcC9597zzpkp3gPvPefCq8vcsxnYO/xdVfXz8L1VdS7JUWAHcHCl45CkEcydkjQ+c6emmitpJE1ckt1JTrbPU63tmSS72vFLST5sx/clObBEqEeBt9oTk2+S7G8xDya5P8nHSb5PcudCh6p6u6ruaX1JsiHJu0m+bH13VNVcVT049Fk0UXYcWYgnSWvF3ClJ4zN3qu8s0ki6FK7sLDk93L2QZAZ4HLgLuBt4IskWYBbY1m67Hbg6yWXAVuD48BckuRy4vqpOtaYbgZeBW4CbgEda36eBZ1ufe5O8kuQN4L3W7wHgp6q6tapuBt5f6kcl2ZTkdWBLkj2dSyeBO1bwv0jScsydkjQ+c6emmtudJF0Ki5addmwFDlfVaYAkhxhMkq8BM0k2AmeBEwwmzW3ArhFxrgF+75z/WFVzLeZXwNGqqiRzwHUAVXUMODYUZw7Yl+QF4J2qWjQxL6iqX4GdI9r/TnIuycaq+mOp/pJ0EeZOSRqfuVNTzZU0kiZt5CbhqjoPnGLwtOMTBk8xtgM3AF+P6PIXsL5zfrZzPN85n2eZAnVVfQfMMJg09yZ5fiU/YoQrgDOr7CtJF2PulKTxmTvVexZpJE3aLPBQkquSbAAe5sKy0lkGy0RnW9tO4IuqquEgVfUbsC7J+uFr40hyLfBnVR0A9gG3rSLGJuCXNuFL0lowd0rS+Myd6j23O0maqKo6keRN4LPWtL+qPm/Hx4HngE+r6nSSM4zYF9zxAYNlrD/8iyFtBl5MMg+cB55cRYztXNhrLEn/OXOnJI3P3KlpkBGFQUmaSu3Fb7ur6rEJj+MQsKeqvp3kOCRpJcydkjQ+c6fWitudJP1vtCchHyVZN6kxtLf9H3GilDQtzJ2SND5zp9aKK2kkSZIkSZJ6wJU0kiRJkiRJPWCRRpIkSZIkqQcs0kiSJEmSJPWARRpJkiRJkqQesEgjSZIkSZLUAxZpJEmSJEmSesAijSRJkiRJUg/8A+BO/8FGJ/HaAAAAAElFTkSuQmCC\n", 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "fraseryears=years[:-1]\n", "fig,ax=plt.subplots(1,1,figsize=(12,5))\n", "p1=ax.plot(years,fraserjan, '-',color='green',label='January Average')\n", "p2=ax.plot(years,fraserfeb, '-',color='c',label='February Average')\n", "p3=ax.plot(years,frasermar, '-',color='orchid',label='March Average')\n", "ax.set_ylabel('Flow (m$^3$s$^{-1}$)')\n", "ax.set_xlabel('Year')\n", "ax.set_title('Fraser River Flow by Year')\n", "ax.set_xticks([2007,2008,2009,2010,2011,2012,2013,2014,2015,2016,2017,2018,2019,2020])\n", "ax.legend(handles=[p1[0],p2[0],p3[0]],bbox_to_anchor=(-0.25, 1.0), loc='upper left')\n", "ax.invert_yaxis()\n", "\n", "ax1=ax.twinx()\n", "p4=ax1.plot(years,yearday1, 'o',color='firebrick',label='Metric1')\n", "p5=ax1.plot(years,yearday2, 'o',color='b',label='Metric2')\n", "p6=ax1.plot(years,yearday3, 'o',color='orange',label='Metric3')\n", "ax1.set_ylabel('Year Day')\n", "ax1.legend(handles=[p4[0],p5[0],p6[0]],bbox_to_anchor=(1.05, 1.0), loc='upper left')\n", "\n", "# JAN\n", "fig2,ax2=plt.subplots(1,3,figsize=(17,5))\n", "ax2[0].plot(fraserjan,yearday1,'o',color='firebrick')\n", "ax2[0].set_xlabel('Flow (m$^3$s$^{-1}$)')\n", "ax2[0].set_ylabel('Bloom Day (Metric 1)')\n", "y,r2,m,b=bloomdrivers.reg_r2(fraserjan,yearday1)\n", "ax2[0].plot(fraserjan, y, 'r', label='Fitted line')\n", "ax2[0].text(0.1, 0.85, '$\\mathregular{r^2}$ = %f'%r2, transform=ax.transAxes)\n", "ax2[0].text(0.1,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "\n", "ax2[1].plot(fraserjan,yearday2,'o',color='b')\n", "ax2[1].set_xlabel('Flow (m$^3$s$^{-1}$)')\n", "ax2[1].set_ylabel('Bloom Day (Metric 2)')\n", "y,r2,m,b=bloomdrivers.reg_r2(fraserjan,yearday2)\n", "ax2[1].plot(fraserjan, y, 'r', label='Fitted line')\n", "ax2[1].text(0.6, 0.85, '$\\mathregular{r^2}$ = %f'%r2, transform=ax.transAxes)\n", "ax2[1].text(0.6,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "\n", "ax2[2].plot(fraserjan,yearday3,'o',color='orange')\n", "ax2[2].set_xlabel('Flow (m$^3$s$^{-1}$)')\n", "ax2[2].set_ylabel('Bloom Day (Metric 3)')\n", "ax2[1].set_title('Bloom Date vs. January Average Fraser River Flow')\n", "y,r2,m,b=bloomdrivers.reg_r2(fraserjan,yearday3)\n", "ax2[2].plot(fraserjan, y, 'r', label='Fitted line')\n", "ax2[2].text(1.1, 0.85, '$\\mathregular{r^2}$ = %f'%r2, transform=ax.transAxes)\n", "ax2[2].text(1.1,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "\n", "# FEB\n", "fig3,ax3=plt.subplots(1,3,figsize=(17,5))\n", "ax3[0].plot(fraserfeb,yearday1,'o',color='firebrick')\n", "ax3[0].set_xlabel('Flow (m$^3$s$^{-1}$)')\n", "ax3[0].set_ylabel('Bloom Day (Metric 1)')\n", "y,r2,m,b=bloomdrivers.reg_r2(fraserfeb,yearday1)\n", "ax3[0].plot(fraserfeb, y, 'r', label='Fitted line')\n", "ax3[0].text(0.1, 0.85, '$\\mathregular{r^2}$ = %f'%r2, transform=ax.transAxes)\n", "ax3[0].text(0.1,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "\n", "\n", "ax3[1].plot(fraserfeb,yearday2,'o',color='b')\n", "ax3[1].set_xlabel('Flow (m$^3$s$^{-1}$)')\n", "ax3[1].set_ylabel('Bloom Day (Metric 2)')\n", "y,r2,m,b=bloomdrivers.reg_r2(fraserfeb,yearday2)\n", "ax3[1].plot(fraserfeb, y, 'r', label='Fitted line')\n", "ax3[1].text(0.6, 0.85, '$\\mathregular{r^2}$ = %f'%r2, transform=ax.transAxes)\n", "ax3[1].text(0.6,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "\n", "ax3[2].plot(fraserfeb,yearday3,'o',color='orange')\n", "ax3[2].set_xlabel('Flow (m$^3$s$^{-1}$)')\n", "ax3[2].set_ylabel('Bloom Day (Metric 3)')\n", "ax3[1].set_title('Bloom Date vs. February Average Fraser River Flow')\n", "y,r2,m,b=bloomdrivers.reg_r2(fraserfeb,yearday3)\n", "ax3[2].plot(fraserfeb, y, 'r', label='Fitted line')\n", "ax3[2].text(1.1, 0.85, '$\\mathregular{r^2}$ = %f'%r2, transform=ax.transAxes)\n", "ax3[2].text(1.1,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "\n", "# MAR\n", "fig4,ax4=plt.subplots(1,3,figsize=(17,5))\n", "ax4[0].plot(frasermar,yearday1,'o',color='firebrick')\n", "ax4[0].set_xlabel('Flow (m$^3$s$^{-1}$)')\n", "ax4[0].set_ylabel('Bloom Day (Metric 1)')\n", "y,r2,m,b=bloomdrivers.reg_r2(frasermar,yearday1)\n", "ax4[0].plot(frasermar, y, 'r', label='Fitted line')\n", "ax4[0].text(0.1, 0.85, '$\\mathregular{r^2}$ = %f'%r2, transform=ax.transAxes)\n", "ax4[0].text(0.1,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "\n", "ax4[1].plot(frasermar,yearday2,'o',color='b')\n", "ax4[1].set_xlabel('Flow (m$^3$s$^{-1}$)')\n", "ax4[1].set_ylabel('Bloom Day (Metric 2)')\n", "y,r2,m,b=bloomdrivers.reg_r2(frasermar,yearday2)\n", "ax4[1].plot(frasermar, y, 'r', label='Fitted line')\n", "ax4[1].text(0.6, 0.85, '$\\mathregular{r^2}$ = %f'%r2, transform=ax.transAxes)\n", "ax4[1].text(0.6,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "\n", "ax4[2].plot(frasermar,yearday3,'o',color='orange')\n", "ax4[2].set_xlabel('Flow (m$^3$s$^{-1}$)')\n", "ax4[2].set_ylabel('Bloom Day (Metric 3)')\n", "ax4[1].set_title('Bloom Date vs. March Average Fraser River Flow')\n", "y,r2,m,b=bloomdrivers.reg_r2(frasermar,yearday3)\n", "ax4[2].plot(frasermar, y, 'r', label='Fitted line')\n", "ax4[2].text(1.1, 0.85, '$\\mathregular{r^2}$ = %f'%r2, transform=ax.transAxes)\n", "ax4[2].text(1.1,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "\n", "# Jan month lines\n", "ax2[0].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax2[0].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "#ax2[0].axhline(y=151, color='lime', linestyle='--',label='May 31st')\n", "ax2[0].legend(bbox_to_anchor=(-0.25, 1.0))\n", "ax2[1].axhline(y=90, color='orchid', linestyle='--')\n", "ax2[2].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax2[1].axhline(y=120, color='peru', linestyle='--')\n", "ax2[2].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "# Feb month lines\n", "ax3[0].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax3[0].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "#ax3[0].axhline(y=151, color='lime', linestyle='--',label='May 31st')\n", "ax3[0].legend(bbox_to_anchor=(-0.25, 1.0))\n", "ax3[1].axhline(y=90, color='orchid', linestyle='--')\n", "ax3[2].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax3[1].axhline(y=120, color='peru', linestyle='--')\n", "ax3[2].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "# March month lines\n", "ax4[0].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax4[0].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "#ax4[0].axhline(y=151, color='lime', linestyle='--',label='May 31st'https://open.spotify.com/track/5la5PTcDm8oQuzHX9ssVZf)\n", "ax4[0].legend(bbox_to_anchor=(-0.25, 1.0))\n", "ax4[1].axhline(y=90, color='orchid', linestyle='--')\n", "ax4[2].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax4[1].axhline(y=120, color='peru', linestyle='--')\n", "ax4[2].axhline(y=120, color='peru', linestyle='--',label='April 30th')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Monthly average surface zooplankton concentration (January-March)" ] }, { "cell_type": "code", "execution_count": 29, "metadata": { "jupyter": { "source_hidden": true } }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 29, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", 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\n", 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\n", 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "fig,ax=plt.subplots(1,1,figsize=(12,5))\n", "p1=ax.plot(years,zoojan, '-',color='green',label='January Average')\n", "p2=ax.plot(years,zoofeb, '-',color='c',label='February Average')\n", "p3=ax.plot(years,zoomar, '-',color='orchid',label='March Average')\n", "ax.set_ylabel('Zooplankon Concentration ($\\mu$M N)')\n", "ax.set_xlabel('Year')\n", "ax.set_title('Surface Zooplankon Concentration by Year')\n", "ax.set_xticks([2007,2008,2009,2010,2011,2012,2013,2014,2015,2016,2017,2018,2019,2020])\n", "ax.legend(handles=[p1[0],p2[0],p3[0]],bbox_to_anchor=(-0.25, 1.0), loc='upper left')\n", "ax.invert_yaxis()\n", "\n", "ax1=ax.twinx()\n", "p4=ax1.plot(years,yearday1, 'o',color='firebrick',label='Metric1')\n", "p5=ax1.plot(years,yearday2, 'o',color='b',label='Metric2')\n", "p6=ax1.plot(years,yearday3, 'o',color='orange',label='Metric3')\n", "ax1.set_ylabel('Year Day')\n", "ax1.legend(handles=[p4[0],p5[0],p6[0]],bbox_to_anchor=(1.05, 1.0), loc='upper left')\n", "\n", "fig2,ax2=plt.subplots(1,3,figsize=(17,5))\n", "ax2[0].plot(zoojan,yearday1,'o',color='firebrick')\n", "ax2[0].set_xlabel('Concentration ($\\mu$M N)')\n", "ax2[0].set_ylabel('Bloom Day (Metric 1)')\n", "ax2[1].plot(zoojan,yearday2,'o',color='b')\n", "ax2[1].set_xlabel('Concentration ($\\mu$M N)')\n", "ax2[1].set_ylabel('Bloom Day (Metric 2)')\n", "ax2[2].plot(zoojan,yearday3,'o',color='orange')\n", "ax2[2].set_xlabel('Concentration ($\\mu$M N)')\n", "ax2[2].set_ylabel('Bloom Day (Metric 3)')\n", "ax2[1].set_title('Bloom Date vs. January Average Surface Zooplankon Concentration')\n", "\n", "\n", "fig3,ax3=plt.subplots(1,3,figsize=(17,5))\n", "ax3[0].plot(zoofeb,yearday1,'o',color='firebrick')\n", "ax3[0].set_xlabel('Concentration ($\\mu$M N)')\n", "ax3[0].set_ylabel('Bloom Day (Metric 1)')\n", "ax3[1].plot(zoofeb,yearday2,'o',color='b')\n", "ax3[1].set_xlabel('Concentration ($\\mu$M N)')\n", "ax3[1].set_ylabel('Bloom Day (Metric 2)')\n", "ax3[2].plot(zoofeb,yearday3,'o',color='orange')\n", "ax3[2].set_xlabel('Concentration ($\\mu$M N)')\n", "ax3[2].set_ylabel('Bloom Day (Metric 3)')\n", "ax3[1].set_title('Bloom Date vs. February Average Surface Zooplankon Concentration')\n", "\n", "\n", "fig4,ax4=plt.subplots(1,3,figsize=(17,5))\n", "ax4[0].plot(zoomar,yearday1,'o',color='firebrick')\n", "ax4[0].set_xlabel('Concentration ($\\mu$M N)')\n", "ax4[0].set_ylabel('Bloom Day (Metric 1)')\n", "ax4[1].plot(zoomar,yearday2,'o',color='b')\n", "ax4[1].set_xlabel('Concentration ($\\mu$M N)')\n", "ax4[1].set_ylabel('Bloom Day (Metric 2)')\n", "ax4[2].plot(zoomar,yearday3,'o',color='orange')\n", "ax4[2].set_xlabel('Concentration ($\\mu$M N)')\n", "ax4[2].set_ylabel('Bloom Day (Metric 3)')\n", "ax4[1].set_title('Bloom Date vs. March Average Surface Zooplankon Concentration')\n", "\n", "\n", "# Jan month lines\n", "ax2[0].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax2[0].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "#ax2[0].axhline(y=151, color='lime', linestyle='--',label='May 31st')\n", "ax2[0].legend(bbox_to_anchor=(-0.25, 1.0))\n", "ax2[1].axhline(y=90, color='orchid', linestyle='--')\n", "ax2[2].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax2[1].axhline(y=120, color='peru', linestyle='--')\n", "ax2[2].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "# Feb month lines\n", "ax3[0].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax3[0].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "#ax3[0].axhline(y=151, color='lime', linestyle='--',label='May 31st')\n", "ax3[0].legend(bbox_to_anchor=(-0.25, 1.0))\n", "ax3[1].axhline(y=90, color='orchid', linestyle='--')\n", "ax3[2].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax3[1].axhline(y=120, color='peru', linestyle='--')\n", "ax3[2].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "# March month lines\n", "ax4[0].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax4[0].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "#ax4[0].axhline(y=151, color='lime', linestyle='--',label='May 31st')\n", "ax4[0].legend(bbox_to_anchor=(-0.25, 1.0))\n", "ax4[1].axhline(y=90, color='orchid', linestyle='--')\n", "ax4[2].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax4[1].axhline(y=120, color='peru', linestyle='--')\n", "ax4[2].axhline(y=120, color='peru', linestyle='--',label='April 30th')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Monthly average surface mesozooplankton concentration (January-March)" ] }, { "cell_type": "code", "execution_count": 30, "metadata": { "jupyter": { "source_hidden": true } }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 30, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", 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Wlpek9pikkST1RddFxDayBMMistoELS4VnFL6LfD/gF+QzVp4KVkRUlJKT5N96/wJsmn8nwROSSk91Y3j3BIRz5NdqeaNwFtTShfl23+IrM7Nn8g+ALyMrG5Mo9+RXf74iYhoHNP5ZKcp3ZVPyb+FPUWIWyg4BWg8WVHXRtPz527Lt/+9/MMdEXFDRHymnf1q/Fb534AvRMRzZB/GrmrneYUuBe4nq/VwE3Blwbjbe21aH1RWJPXefHx3tLZMRLyKrJ7E/6TsqluNt2vJXtvG05wuI6vrc1mzVZxNdvrIQ2QzF35O09Mumvs88ErgWbLTd35ZMN4dwOlkH+i2kCWXricvkJtSWga8n6zI6DP5+M4psp0tZEmZv+a/GzeSnd7W+OG56OvdCUWPd8quIvVGst+nzWRJoVl5d6fetwXrTCm7WtXmVvoeI7vs82fIPog/RvbBuiK/fYJshsNmssTLv+VPvYjstbgdWE02e+PDed87yD6Ir489V3j6TH6c3gycRDbj43tkNYtW5M/7MNnv2d/J6sFclm+n0Z/JfueeIotXb8njT3NF3yudkVK6mayI7rURcXQHxteZdX+dLMnzWfa87h8CrskX+RJZPajlZHHv3rytIxbmz/k/suP232R1gNo61u2Nt47sNf9DZKdKvarIou299l8mSz5tiYiFzZ9M9t6ZQvaeuxq4ID8OktRp0fQUWUmSpNbl3xDfnvZcbarsRMRFwPqU0mfbXbgMRcSfyYrB/rjUY1HXRXYZ8vellFo7HVOSpBYsWCVJktqV1+N4G9m35GUpIqaQzUx5RYmH0mH5qVIryWZZzCe7rPKNJR2UJEkqGZM0kiSpI9aRXaHk3FIPpDUR8UXg38mubLO61OPphMPIThsaRnZlm7fktW8kSdIA5OlOkiRJkiRJZcDCwZIkSZIkSWXAJI0kSZIkSVIZsCaN+pwxY8akKVOmlHoYkvqZe+6556mU0thSj6OnGDsl9QRjpyR1Xlux0ySN+pwpU6awbFnZXlxEUh8VEWtLPYaeZOyU1BOMnZLUeW3FTk93kiRJkiRJKgMmaSRJkiRJksqASRpJkiRJkqQy0GZNmnvuuefAwYMH/y8wExM6PWk38MCuXbved/TRR28s9WAkSZIkSVLvazNJM3jw4P89+OCDDx87duwzFRUVqbcGNdDs3r07Nm3adMQTTzzxv8CbSz0eSZIkSZLU+9qbHTNz7NixW03Q9KyKioo0duzYZ8lmLEmSJEmSpAGovSRNhQma3pG/zp5SJkmSJEnSAFX2SYGIOPrUU0+d2vh4586dHHDAAbOOP/74ad2x/qqqqle0t8xPf/rTkYceeugRM2bMOGLmzJmH/+Y3vxnW2PfWt751yqhRo2ZNnz79yPbWc/311w+/+eab9+vqmNVxtUuXcsvcuVw3bRq3zJ1L7dKlpR6SJEka4GpqYMoUqKjI7mtqSj2ivikiLoqIjRHxQEHb1yJiRUQsj4irI2JkQd+nI2JVRKyMiDeUZNCS1I6yT9JUVlbuXrlyZeW2bdsC4Oqrr97/oIMO2tmZdezc2anFW3jTm960dcWKFQ+tWLHioR/96EdrPvCBD0xu7HvPe97z1LXXXvtoR9bzu9/9bvgdd9wxrP0l1R1qly5leXU19evXQ0rUr1/P8upqEzWSJKlkampgwQJYuxZSyu4XLDBRs5cuBk5s1nYzMDOldBTwCPBpgIg4AjgTODJ/zvciYlDvDVWSOqbNwsHl4nWve92zP/vZz0aee+65z1x++eWjzjjjjM1//OMfhwHceuutVR//+McnvfDCCxX77rvv7osvvnj1rFmztn/7298efcMNN4zYvn17RV1dXcVvfvObVe9973snLV++vArgM5/5zPpzzjlnC8CHP/zhCTfddNOIfffdd/f111+/6pBDDtlVuP0RI0bsbvz5ueeeq4iIF/tOOumkbStXrhzSfMxf+tKXDvzxj388dtCgQenQQw994cILL6y95JJLxlZUVKSrrrpq9De/+c11J5544raeecUEsGLxYhrq65u0NdTXs2LxYibOm1eiUUmSpIGsuhrq6pq21dVl7fPnl2ZMfVVK6faImNKs7aaCh3cBb8l/ngdckVLaDqyOiFXAHOBPbW3jhc2P8chPP9qk7YDDj2fs0aeye+cLrLry/BbPGX3UiYw+6iR21W3h77+8oEX/mFfOY9QR/8yOrRtZc+2iFv0H/uPbGTn91bzw9DrW3XBhi/6DX/Mu9p86m7onH6X25u+26B9/3PsZNnEm22ofYP1tP2zRP/GED1F10HS2rl7GE3+4tEX/pJM+wb6jJ7Hl0T+y8c9Xtuif8uZqhux/IJsf+h1P3dvyy8+XnP55BleN5OnlN/D08htb9E97+39Tsc++bLrnGp55+NYW/Ye+81sAPHnXFTy7qunhqRg8lGlnfhWADXdewnNr7mnSP7hyBC854wsAPH7rEp5//MEm/fsMH8vUeZ8F4LGbv0P9k6ua9A8ddQiT37gQgLW/Xsz2zY816a88aBqHnPBhAFYv/RI7n9vUpH+/CUcy4fgFAPz9F//Jrvpnm/QPn3I04449G4BVV3yS3bu2N+kfMe0YDnrVmQAt3nfge68/vffaUvYzaQDe9a53bb7yyisPqKuri4cffrjqmGOOeb6xb9asWS/cfffdKx5++OGHLrjggsc/+clPTmzsu/fee4ddfvnlq++6665HPvWpT43bf//9Gx555JGHHnnkkYdOPvnk5wDq6+srjjnmmG0rV6586Jhjjtn2ne98Z2xrY7jkkktGTp069cgzzjhj+pIlS9a0N+Zvf/vbBz/wwAMPPfLIIw9dfPHFaw877LAdZ5999qYPfOADT65YseIhEzQ9r37Dhk61S5Ik9bR16zrXri55D3BD/vMEoPATd23e1kJELIiIZRGxbOeOrs3Il6TOipSK1wW+//7718yaNeupxsfrvrH6sObLDHvZ8M2jXj9m0+7tuytqv7d2evP+/Y8e8dTIfxr19K6tuwav/9FjLy3sm/TvU1e2N8CqqqpX1NXV/WXmzJmHv//979/46KOP7nviiSduvfDCCw+69dZbV61atWqfD37wg5PWrFmzb0SknTt3xurVqx/89re/Pfr2228f/vOf/3wNwJFHHnn4FVdc8feXvexlTdKVQ4YMeeULL7xwb0VFBT/84Q8PuOWWW/a/8sor1xYbzw033DDsi1/84vg//vGPjzS2rVy5csgpp5wy/dFHH30xXTZ37tzp++23X8Ob3/zmLfPnz98yYsSI3R//+MfHDxs2rOELX/jCk62t+/777x8za9asKe29JgPd7Nmz07Jly9pd7pa5c7NTnZqpHD+e199xR08MTVIfFhH3pJRml3ocPaWjsVNSz5oyJTvFqbnJk2HNmt4eTdeVOnbmM2muTynNbNZeDcwGTk8ppYj4H+BPKaWf5v0/An6dUvpFW+s3dkrqCW3Fzj4xkwbgxBNP3HLBBRcccvbZZ28ubD///PMnvPa1r33u0UcfffC6665btWPHjhf3qaqq6sXTlFJKFJ6m1Gjw4MGpoqKi8Wd27drVcqECJ5100ra1a9cO3bBhQ5unit16662PnnfeeZvuueee/WbNmnVEV+viqPNmLFzIoMrKJm2DKiuZsXBhiUYkSZIGukWLoKqqaVtVVdau7hER7wZOAeanPd9I1wKHFCw2EWj5bZ4klVinatK0NfOlYmjF7rb6B+8/eFdHZs4U88EPfvCpESNGNMyZM6f++uuvH97YvnXr1kETJ07cAfCDH/xgTLHnH3fccVu//vWvH3jRRRc9BrBp06ZBY8eObejIth944IGhRxxxxPaKigruvPPOqp07d8ZBBx20q9jyDQ0N/O1vfxvypje96bl/+Zd/2TZ+/PhRzz777KDhw4c3bN261QJlvaSx7syKxYup37CBynHjmLFwofVoJElSyTTWnamuzk5xmjQpS9BYj6Z7RMSJwPnAa1NKhdV/rgUui4ivA+OB6cDdJRiiJLWpz8ykeelLX7rz//2//7exefv555//xOc+97mJr3zlK2c0NBTPuXz5y1/esGXLlkHTp08/8rDDDjvi17/+9fCiCzdz+eWXH3DooYceOWPGjCM+9KEPTbr00kv/3jj75k1vetPUY489dsbq1auHHnTQQUd94xvfGLNr164466yzph566KFHzJw584h//dd/fXLMmDENZ5xxxpZf/epXI2fMmHHEjTfe6FWeesHEefN4/R138KZVq3j9HXeYoJEkSSU3f352atPu3dm9CZq9ExGXkxX+PSwiaiPivcB3geHAzRFxX0R8HyCl9CBwFfAQcCNwXkqpQ1/YSlJv6lRNGvUsa9J0jOcGS+oJpa6r0NOMnZJ6grFTkjqvX9SkkSRJkiRJ6s9M0kiSJEmSJJUBkzSSJEmSJEllwCSNJEmSJElSGTBJI0mSJEmSVAZM0kiSJEmSJJWBPpGkueSSS0ZGxNF/+ctf9t2b57/97W+ffM899+wLMGHChJdt2LBhcPNl5s6dO/2www47Ytq0aUeeddZZk3bt2gVAfX19nHzyyS+ZNGnSzKOOOmrGypUrhwCsXLlyyPe///1Rjc//9re/Pfrss8+etFc7KEmSJEmSBrw+kaS54oorRr3yla/cdumll45qf+mmdu3axZVXXrn26KOPfqGt5ZYuXfq3lStXPvTII488+PTTT+9z0UUXHQDwrW99a8yIESN2rVu37oEPfehDT3784x+fCPDoo48OvfLKKzs9HkmSJEmSpNaUfZLm2WefrVi2bNmwH//4x2uuvvrqAxrbr7/++uGzZ88+7IQTTnjpS1/60iPPOuusSQ0NDQBUVVW94mMf+9j4o446asZvf/vbYXPmzDns9ttvr2prO6NGjdoNsHPnzti5c2dERON2Rr7nPe95GuDcc8995o9//OPw3bt3U11dPWHZsmXDZsyYccTnP//5AwGeeOKJfebOnTt98uTJMz/wgQ9M7JlXRJIkSZIk9Udln6SpqakZedxxxz171FFHbR85cmTDnXfe+WKy5a9//et+3/rWtx5buXLlg2vWrBl6ySWXHABQX19fMXPmzPrly5eveMMb3rCto9s69thjp48dO3bWfvvt13Duuec+A/Dkk08OmTp16g6AffbZh2HDhjU8+eSTgxctWvT47Nmzt61YseKhCy64YCPAQw89VHXNNdf8/eGHH37w2muvPWDVqlX7dO+rIUmSJEmS+qsWtVnasuLHHzisedvIw+ZuPvjV8zc17KireLTm49Ob94+aecJTB/7DGU/v3Pb04L/9rPqlhX0zzv3+yva2edVVV4366Ec/uhHgjDPO2HzppZeOOvbYY+sAXvaylz1/xBFH7AB429vetvmOO+4Ydu655z4zaNAgzjnnnGc6s28Ad95556N1dXVx2mmnveS6667b/7TTTtuaUmqxXES0bASOPfbYraNHj24AmDZt2gt/+9vfhk6bNm1nZ8chSZIkSZIGnrKeSfPEE08Muuuuu/Y/77zzJk+YMOFl3/3udw++9tprD9i9ezcAjackNWp8PGTIkN2DB3cq//SiqqqqdMopp2y5+uqrRwIcfPDBO1avXj0EYOfOnWzbtm3QgQce2NDac4cMGfJi8mbQoEFp586d0dpykiRJkiRJzXUqk9HWzJdBQ6p2t9W/z7DRuzoyc6bQpZdeesDpp5/+9GWXXba2se0f/uEfDrvpppuGQXa604oVK4ZMnz59x89//vNR73vf+zZ1Zv2Nnn322YotW7YMmjx58s6dO3dy4403jnjNa17zHMDJJ5+85aKLLhr9+te//vkf//jHBxxzzDHPVVRUMGLEiIZt27YN2pvtSVJztUuXsmLxYuo3bKBy3DhmLFzIxHnzSj0sSZIkSb2orGfS/OxnPxt9+umnNzltad68ec80XuXp5S9/+bZPfOITEw899NAjJ02atP1d73rXlr3ZztatWytOPvnkaYceeugRhx9++JFjxozZ+R//8R+bAD760Y8+9cwzzwyeNGnSzO985zsHL168uBZgzpw59YMHD06HHXbYi4WDJWlv1C5dyvLqaurXr4eUqF+/nuXV1dQuXVrqoUmSJEnqRdFazZVG999//5pZs2Y91Yvj6bDrr79++IUXXnjQrbfeuqrUY+ku999//5hZs2ZNKfU4yt3s2bPTsmXLSj0MqdvcMndulqBppnL8eF5/xx0lGNHAFBH3pJRml3ocPcXYKaknGDslqfPaip1lPZNGkgaC+g0bOtUuSZIkqX/qs0maU0455bn+NItG0sBVOW5cp9olSZIk9U99NkkjSf3FjIULGVRZ2aRtUGUlMxYuLNGIJEmSJJVCe1d32r179+6oqKgoXrhG3WL37t0B7C71OCT1vsarOHl1J0mSJGlgay9J88CmTZuOGDt27LMmanrO7t27Y9OmTSOAB0o9FkmlMXHePJMykiRJ0gDXZpJm165d73viiSf+94knnpiJp0b1pN3AA7t27XpfqQciSZIkSZJKo80kzdFHH70ReHMvjUWSpAEpIi4CTgE2ppRm5m1fA94E7AD+BpybUtqS930aeC/QAHwkpfSbUoxbkiRJ3cvZMZIkld7FwInN2m4GZqaUjgIeAT4NEBFHAGcCR+bP+V5EDOq9oUqSJKmnmKSRJKnEUkq3A5ubtd2UUtqVP7wLmJj/PA+4IqW0PaW0GlgFzOm1wUqSJKnHtFc4WJIkld57gCvznyeQJW0a1eZtbXph82M88tOPNmk74PDjGXv0qeze+QKrrjy/xXNGH3Uio486iV11W/j7Ly9o0T/mlfMYdcQ/s2PrRtZcu6hF/4H/+HZGTn81Lzy9jnU3XNii/+DXvIv9p86m7slHqb35uy36xx/3foZNnMm22gdYf9sPW/RPPOFDVB00na2rl/HEHy5t0T/ppE+w7+hJbHn0j2z885Ut+qe8uZoh+x/I5od+x1P3Lm3R/5LTP8/gqpE8vfwGnl5+Y4v+aW//byr22ZdN91zDMw/f2qL/0Hd+C4An77qCZ1f9qUlfxeChTDvzqwBsuPMSnltzT5P+wZUjeMkZXwDg8VuX8PzjDzbp32f4WKbO+ywAj938HeqfXNWkf+ioQ5j8xoUArP31YrZvfqxJf+VB0zjkhA8DsHrpl9j53KYm/ftNOJIJxy8A4O+/+E921T/bpH/4lKMZd+zZAKy64pPs3rW9Sf+Iacdw0KvOBGjxvgPfe/3pvSdJ6l7OpJEkqYxFRDWwC6hpbGplsVavwBgRCyJiWUQs27ljZ08NUZIkSd0kUvLK2uo+RYpffpFsev5uYCNwTkppfd7X6eKXs2fPTsuWLeuhPZA0UEXEPSml2SXc/hTg+sbYmbe9G/gA8LqUUl3e9mmAlNKX88e/AT6XUvpTi5UWMHZK6gmljp09zdgplZHVNXB/NdStg6pJMGsRTJ1f6lHtlbZipzNp1N0upmXxy6+llI5KKb0cuB74T7D4pSS1JSJOBM4H3tyYoMldC5wZEUMjYiowHbi7FGOUJEnqFatr4O4FULcWSNn93Quy9n7GJI26VZHil1sLHu7Hnmn5Fr+UJCAiLgf+BBwWEbUR8V7gu8Bw4OaIuC8ivg+QUnoQuAp4CLgROC+l1FCioUuSJPW8+6uhoa5pW0Nd1t7PWDhYvSIiFgFnA88Cx+fNe1X8UpL6m5TSO1pp/lEbyy8CWlZLlSRJ6o/q1nWuvQ9zJo16RUqpOqV0CFnhyw/lzXtV/HLTpk2tLSJJkiRJ6o+qJnWuvQ8zSaPedhlwRv5zLXBIQd9EYH1rT0opLUkpzU4pzR47dmwPD1GSJEmSVDZmLYJBVU3bBlVl7f2MSRr1uIiYXvDwzcCK/GeLX0qSJEl91eoauGYKXFaR3ffDIq4qE1Pnw5wlUDUZiOx+zpI+e3WntliTRt0qL355HDAmImqBC4A3RsRhZJfgXkt2OVlSSg9GRGPxy11Y/FKSJEnqGxqvttNYzLXxajvQLz84qwxMnT8g3lsmadStLH4pSZIkDQBtXW1nAHyQlnqKpztJkiRJkjpnAF1tR+pNJmkkSZIkSZ0zgK62I/UmkzSSJEmSpM4ZQFfbkXqTSRpJkiRJUucMoKvtSL3JwsGSJEmSpM4bIFfbkXqTM2kkSZIkSZLKgEkaSZIkSZKkMmCSRpIkSZIkqQyYpJEkSZIkSSoDJmkkSZIkSZLKgEkaSZIkSZKkMmCSRpIkSZIkqQyYpJEk7bXapUu5Ze5crps2jVvmzqV26dJSD0ndoKYGpkyBiorsvqam1COSJEkaGEzSSJL2Su3SpSyvrqZ+/XpIifr161leXW2ipo+rqYEFC2DtWkgpu1+wwESNpPITERdFxMaIeKCg7a0R8WBE7I6I2c2W/3RErIqIlRHxht4fsSS1zySNJGmvrFi8mIb6+iZtDfX1rFi8uEQjUneoroa6uqZtdXVZuySVmYuBE5u1PQCcDtxe2BgRRwBnAkfmz/leRAzqhTFKUqeYpJEk7ZX6DRs61a6+Yd26zrVLUqmklG4HNjdreziltLKVxecBV6SUtqeUVgOrgDm9MExJ6hSTNJKkvVI5blyn2tU3TJrUuXZJ6iMmAI8VPK7N2ySprJikkaQCFsLtuBkLFzKosrJJ26DKSmYsXFiiEak7LFoEVVVN26qqsnZJ6sOilbbU6oIRCyJiWUQs27RpUw8PS5KaMkkjSTkL4XbOxHnzOGrRIirHj4cIKseP56hFi5g4b16ph6YumD8fliyByZMhIrtfsiRrl6Q+rBY4pODxRGB9awumlJaklGanlGaPHTu2VwYnSY0Gl3oAklQu2iqEa+KhdRPnzfO16YfmzzcpI6nfuRa4LCK+DowHpgN3l3ZIktSSSRpJylkIV5KkviMiLgeOA8ZERC1wAVkh4e8AY4FfRcR9KaU3pJQejIirgIeAXcB5KaWGEg1dkooySSNJucpx47JTnVpplyRJ5SWl9I4iXVcXWX4RYIUtSWXNmjSSlLMQriRJkqRSciaNJOUaa6usWLyY+g0bqBw3jhkLF1pzRZIkSVKvMEkjSQUshCtJkiSpVDzdSZIkSZKk3ra6Bq6ZApdVZPera0o9IpUBZ9JIkiRJktSbVtfA3QugoS57XLc2ewwwdX7pxqWScyaNJEka8GpqYMoUqKjI7mv8MlOS1JPur96ToGnUUJe1a0BzJo0kSRrQampgwQKoy/9XXrs2ewww3y8zJUk9oW5d59o1YDiTRpIkDWjV1XsSNI3q6rJ2SZJ6RNWkzrVrwDBJI0mSBrR1Rb60LNYuSVKXzVoEg6qatg2qyto1oJmkkSRJA9qkIl9aFmuXJKnLps6HOUugajIQ2f2cJRYNlkkatRQRx0TE/0TE8ojYFBHrIuLXEXFeRIwo9fgkqRwZO/uuRYugqtmXmVVVWbt6hoWa1cjYqQFt6nw4dQ2ctTu7N0EjTNKomYi4AXgf8BvgRGAccATwWWBfYGlEvLl0I5Sk8mPs7Nvmz4clS2DyZIjI7pcssWhwT2ks1Lx2LaS0p1CziZqBx9gpSS1FSqnUY1AZiYgxKaWnurpMT5o9e3ZatmxZqTYvqZ+KiHtSSrP38rnGTqmDpkzJEjPNTZ4Ma9b09mjUVcZOSeq8tmKnM2nUREf+CJbyD6UklSNjp9RxFmpWI2OnJLVkkkYdFhF/LfUYJKkcRcQhEXFFRNwREZ+JiH0K+q7pwPMvioiNEfFAQdtbI+LBiNgdEbObLf/piFgVESsj4g3dujNSD7NQsxpFxIyIuCEifhURL42IiyNiS0TcHRGHl3p8klQKJmnUREScXuR2BnBwqccnSWXqIuA24MNkNRV+HxGj877JHXj+xWT1GAo9AJwO3F7YGBFHAGcCR+bP+V5EDNrbgUu9zULNKrAE+B7wU+B3wI3AAcAXge+WcFx7Z3UNXDMFLqvI7ldbaElS5w0u9QBUdq4EaoDWihXt28tjkaS+YmxK6fv5zx+OiHcCt+cFL9st/pZSuj0ipjRrexggIpovPg+4IqW0HVgdEauAOcCfurYLUu9oLMhcXZ2d4jRpUpagsVDzgDQ8pXQdQER8MaV0Rd5+XUR8voTj6rzVNXD3Amioyx7Xrc0eg1fskdQpJmnU3HJgcUrpgeYdEfH6EoxHkvqCfSJi35TSCwAppZ9GxBNkVyzZr5u3NQG4q+Bxbd4m9Rnz55uUEQCFswC/3qxvSG8OpMvur96ToGnUUJe1m6SR1Ame7qTmPgZsLdJ3Wi+OQ5L6kv8F/rGwIaV0C/BWstOWulOLqTUUma0TEQsiYllELNu0aVM3D0OSuux/ImIYQErpe42NETENuKVko9obdUUqXxdrl6QiTNKoiZTSHSmlVv+apJTavf5gkeKXX4uIFRGxPCKujoiRBX0Wv5TU56WUvpFS+n0r7X9JKZ3QzZurBQ4peDwRWF9kXEtSSrNTSrPHjh3bzcOQpK5JKf0gpbStlfZVKaWPlWBIe6+qSOXrYu2SVIRJGnW3i2lZ/PJmYGZK6SjgEeDTYPFLSdpL1wJnRsTQiJgKTAfuLvGYJGlgm7UIBjWriD2oKmuXpE4wSaNulVK6HdjcrO2mlNKu/OFdZN/6QkHxy5TSaqCx+KUkDSgRcTlZ4d/DIqI2It4bEadFRC1wDPCriPgNQErpQeAq4CGyK6Gcl1JqKNXYJUlkdWfmLIGqyUBk93OWWI9G3csriA0IFg5Wb3sP2RWkYC+LX76w+TEe+elHm7QdcPjxjD36VHbvfIFVV57f4jmjjzqR0UedxK66Lfz9lxe06B/zynmMOuKf2bF1I2uubfmNx4H/+HZGTn81Lzy9jnU3XNii/+DXvIv9p86m7slHqb255RUjxx/3foZNnMm22gdYf9sPW/RPPOFDVB00na2rl/HEHy5t0T/ppE+w7+hJbHn0j2z885Ut+qe8uZoh+x/I5od+x1P3Lm3R/5LTP8/gqpE8vfwGnl5+Y4v+aW//byr22ZdN91zDMw/f2qL/0Hd+C4An77qCZ1c1vYBMxeChTDvzqwBsuPMSnltzT5P+wZUjeMkZXwDg8VuX8PzjDzbp32f4WKbO+ywAj938HeqfXNWkf+ioQ5j8xoUArP31YrZvfqxJf+VB0zjkhA8DsHrpl9j5XNO6G/tNOJIJx2dXV/j7L/6TXfXPNukfPuVoxh17NgCrrvgku3dtb9I/YtoxHPSqMwFavO/A915/eu+VUkrpHUW6ri6y/CLAr2clqZxMnW9SRj3HK4gNGM6kUasi4r+a1Y45ICK+1MV1VgO7yC7xDXtZ/HLnjp1dGYYk9ZieiJ2S1N8ZO6UOaOsKYupXIqVWPxNrgIuIv6SUXtGs7d6U0is78NwpwPUppZkFbe8GPgC8LqVUl7d9GiCl9OX88W+Az6WU/tRipQVmz56dli1rt4axJHVKRNyTUprdxXXsdezsacZOST3B2Cn1kssqaP377ICzdvf2aNRFbcVOZ9KomEERMbTxQURUAkPbWL6oiDgROB94c2OCJmfxS0n9TbfFTkkaQIydUnu8gtiAYU0aFfNT4LcR8WOylO17gJ+096S8+OVxwJi84OUFZFdzGgrcHBEAd6WUPpBSejAiGotf7sLil5L6vr2KnZI0wBk7pfbMWtS0Jg14BbF+yiSNWpVS+mpE/BV4HVntmC+mlH7Tgee1VvzyR20sb/FLSf3G3sZOSRrIjJ1SBzQWB76/GurWZTNoZi2yaHA/ZJJGRaWUbgBuKPU4JKkvMXZKUucZO6UO8ApiA4JJGjUREXemlI6NiOdoWpkqgJRS2r9EQ5OksmXslKTOM3ZKUksWDlYTKaVj8/vhKaX9C27D/UMpSa0zdqqc1dTAlClQUZHd19T0zW2o/zF2SlJLJmnUQkRURMQDpR6HJPUlxk6Vo5oaWLAA1q6FlLL7BQu6N4nSG9tQ/2XslKSmTNKohZTSbuD+iPB6bpLUQcZOlaPqaqira9pWV5e196VtqP8ydgKra+CaKXBZRXa/2gynNJBZk0bFjAMejIi7gecbG1NKby7dkCSp7Bk7VVbWretce7luQ/3ewI2dq2uaXla5bm32GCwQKw1QJmlUzOdLPQBJ6oOMnSorkyZlpx+11t6XtqF+b+DGzvur9yRoGjXUZe0maaQBydOdVMwbU0q/L7wBbyz1oCSpPbVLl3LL3LlcN20at8ydS+3Spb25eWOnysqiRVBV1bStqipr70vbUM8rcfHngRs764pMOSvWLqnfM0mjYk5ope2kXh+FJHVC7dKlLK+upn79ekiJ+vXrWV5d3ZuJGmOnysr8+bBkCUyeDBHZ/ZIlWXtf2oZ6VhkUfx64sbOqyJSzYu2S+j2TNGoiIj4YEX8FDouI5QW31cBfSz0+SWrLisWLaaivb9LWUF/PisWLe3S7xk6Vs/nzYc0a2L07u++J5ElvbEM9p1TFn42dwKxFMKjZVLRBVVm7pAHJmjRq7jLgBuDLwKcK2p9LKW0uzZAkqWPqN2zoVHs3MnZK6rNKWPzZ2NlYd+b+6uwUp6pJWYLGejTqSatrfM91hx56HZ1JoyZSSs+mlNaklN4BHAL8c0ppLVAREVNLPDxJalPluHGdau8uxk5JfVmxIs89XfzZ2JmbOh9OXQNn7c7u/bCsntR4RbG6tUDac0UxL/3eOT34OpqkUasi4gLgfODTedMQ4KelG5HUt5W4mO2AMWPhQgZVVjZpG1RZyYyFC3tl+8ZOSX1RqYs/GzulXtTWFcXUcT34OpqkUTGnAW8GngdIKa0Hhpd0RFIfVQbFbAeMifPmcdSiRVSOHw8RVI4fz1GLFjFx3rzeGoKxU1KfUwbFn42dUm/ximLdowdfR2vSqJgdKaUUEQkgIvYr9YCkvqqtYra9mDwYMCbOm1fK19XYKalPmj+/pAWfjZ1Sb6malJ+i00q7Oq4HX0dn0qiYqyLiB8DIiHg/cAvwwxKPSeqTSljMVr3P2ClJnWfslHqLVxTrHj34OjqTRq1KKS2OiBOArcBhwH+mlG4u8bCkPqly3LjsVKdW2tW/GDslqfOMnVIv8opi3aMHX0eTNCoq/+PoH0ipi2YsXMjy6uompzz1ZjFb9S5jpyR1nrFT6kVT55uU6Q499DqapFETEfEckFrrAlJKaf9eHpLU5zXWR1mxeDH1GzZQOW4cMxYutB5NP2LslKTOM3ZKUksmadTcb4GDgV8CV6SULPMtdYMSF7NVzzN2SlLnGTslqRkLB6uJlNKpwBuATcAPI+L3EfFvETGqtCOTpPJl7JSkzutq7IyIiyJiY0Q8UNA2KiJujohH8/sDCvo+HRGrImJlRLyhu/dHkrqDSRq1kFJ6NqX0Y+Ak4PvAF4BzSjooSSpzxk5J6rwuxs6LgRObtX0K+G1KaTrZTJ1PAUTEEcCZwJH5c74XEYO6On5J6m4madRCRLw6Ir4D3Au8BjgtpfT1Eg9LHVS7dCm3zJ3LddOmccvcudQuXVrqIUkDgrFTkjqvK7EzpXQ7sLlZ8zzgJ/nPPwFOLWi/IqW0PaW0GlgFzOni8CWp21mTRk1ExBpgC3AFsADYlbe/EiCldG+pxqb21S5d2uQqQvXr17O8uhrAeihSDzJ2SlLn9VDsPCiltCF//oaIODBvnwDcVbBcbd4mSWXFJI2aW0NWZf8NwL+QVddvlIB/LsGY1EErFi9ucplngIb6elYsXmySRupZazB2SlJnraH3Yme00tbalaWIiAVkSSMmTZrUjUOQpPaZpFETKaXjSj0G7b36DRs61S6pexg7Janzeih2PhkR4/JZNOOAjXl7LXBIwXITgfVFxrUEWAIwe/bsVhM5ktRTrEmjJiLi2Hb694+Imb01HnVO5bhxnWqX1D2MnZLUeT0UO68F3p3//G5gaUH7mRExNCKmAtOBuzu5bknqcc6kUXNnRMRXgRuBe8guibgvMA04HpgMfKJ0w1NbZixc2KQmDcCgykpmLFxYwlF1TO3SpaxYvJj6DRuoHDeOGQsXeoqW+hJjpyR1XpdiZ0RcDhwHjImIWuAC4CvAVRHxXmAd8FaAlNKDEXEV8BBZ7ZvzUkoNPbRfkrTXTNKoiZTSv0fEAcBbyP6ojQPqgYeBH6SU7izl+NS2xqRGX0t2WPBYfZ2xU5I6r6uxM6X0jiJdryuy/CJg0d6PWJJ6XqTkaZbqW2bPnp2WLVtW6mGoG90ydy7161ueFl45fjyvv+OOEoxIA1FE3JNSml3qcfQUY6eknmDslKTOayt2WpNGUslZ8FiSJEmSTNJIKgMWPJYkSZIkkzSSysCMhQsZVFnZpK0vFTy+Ze5crps2jVvmzqV26dL2nyRJkiRJrTBJo1ZFxLKIOC8v5ib1qInz5nHUokVUjh8PEVSOH89RixaVfdHgxoLH9evXQ0ovFjw2UTNwGTslqfOMnZK0h0kaFXMmMB74v4i4IiLeEBFR6kGp/5o4bx6vv+MO3rRqFa+/446yT9BAdhWtwsudAzTU17Ni8eISjUhlwNgpSZ1n7JSknEkatSqltCqlVA0cClwGXASsi4jPR8So0o5OKg8WPFZzxk5J6jxjpyTtYZJGRUXEUcCFwNeAXwBvAbYCvyvluKRyYcFjtcbYKUmdZ+yUpIxJGrUqIu4BvgH8H3BUSukjKaU/p5QuBP5e2tFJ5aEvFzxWz9jb2BkRF0XExoh4oKBtVETcHBGP5vcHFPR9OiJWRcTKiHhDT+6TJPU0/++UpD0Gl3oAKltvTSm1+kcxpXR6bw9GKkeNdXNWLF5M/YYNVI4bx4yFC/tEPR31mL2NnRcD3wUuKWj7FPDblNJXIuJT+ePzI+IIsvoNR5LVcLglIg5NKTV0xw5IUgn4f6ck5UzSqFUppb9HxMlkHwL2LWj/QulGJZWfifPmmZTRi/Y2dqaUbo+IKc2a5wHH5T//BLgNOD9vvyKltB1YHRGrgDnAn7phFySp1/l/p8rS6hq4vxrq1kHVJJi1CKbOL/WoNAB4upNaFRHfB94OfBgI4K3A5JIOSpLKXDfHzoNSShsA8vsD8/YJwGMFy9Xmba2NZ0F+adtlmzZt2sthSFLP8v9OlZ3VNXD3AqhbC6Ts/u4FWbvUw0zSqJhXp5TOBp5JKX0eOAY4pMRjkqRy1xuxs7XL0qbWFkwpLUkpzU4pzR47dmw3D0OSuo3/d6q83F8NDXVN2xrqsnaph5mkUTH1+X1dRIwHdgJT23tSkeKXb42IByNid0TMbra8xS8l9Sd7FTuLeDIixgHk9xvz9lqafniZCKzfy21IUjnoztgpdV3dus61S93IJI2KuT4iRpJdBvFeYA1weQeedzFwYrO2B4DTgdsLG5sVvzwR+F5EDOrKoCWpxPY2drbmWuDd+c/vBpYWtJ8ZEUMjYiowHbh7bwcsSWWgO2On1HVVkzrXLnUjCwerVSmlL+Y//iIirgf2TSk924HntSh+mVJ6GCCixQx9i19K6lf2NnZGxOVkRYLHREQtcAHwFeCqiHgvsI6sRgMppQcj4irgIWAXcJ5XdpLUl+1t7JR6zKxFWQ2awlOeBlVl7VIPM0mjFiJiNHAWMCNvehi4rAc2NQG4q+Bx0eKXklTuuhI7U0rvKNL1uiLLLwL8T1FSn9eL/3dKHdd4FSev7qQS8HQnNRERh5OdnnQ08AjwKPAPwAMRMaOt5+7N5lppa7X4pVcokVTOejl2SlK/YOxUWZs6H05dA2ftzu5N0KiXOJNGzX0R+GhK6arCxog4g+xb2zO6cVsdLn6ZUloCLAGYPXt2q4kcSSqh3oydktRfGDslqRln0qi5lzX/QwmQUvoFMLObt2XxS0n9RW/GzrJVUwNTpkBFRXZfU1PqEUkqc8ZOSWrGmTRq7vm97AOKFr/cDHwHGAv8KiLuSym9weKXkvqRLsXO/qCmBhYsgLq8xuLatdljgPnOEJfUugEfOyWpOZM0au7AiPh4K+1BlmRpUxvFL68usrzFLyX1B12Knf1BdfWeBE2jurqs3SSNpCIGfOyUpOZM0qi5HwLDi/T9b28ORJL6kAEfO9et61y7JGHslKQWTNKoiZTS50s9Bknqa4ydMGlSdopTa+2S1BpjpyS1ZOFgSZLUZYsWQVVV07aqqqxdkiRJHWOSRpIkddn8+bBkCUyeDBHZ/ZIl1qORJEnqDE93kiRJ3WL+fJMykiRJXWGSRq2KiJHA2cAUCt4nKaWPlGhIklT2jJ2S1HnGTrVpdQ3cXw1166BqEsxaBFP9RkD9l0kaFfNr4C7gr8DuEo9FkvoKY6ckdZ6xU61bXQN3L4CGuuxx3drsMZioUb9lkkbF7JtS+nipByEVql26lBWLF1O/YQOV48YxY+FCJs6bV+phSYWMnZLUecZOte7+6j0JmkYNdVm7SRr1UyZpVMylEfF+4Hpge2NjSmlz6Yakgax26VKWV1fTUF8PQP369SyvrgYwUaNyYuyUpM4zdqp1des61y71A17dScXsAL4G/Am4J78tK+mINKCtWLz4xQRNo4b6elYsXlyiEUmtMnZKUucZO9W6qkmda5f6AWfSqJiPA9NSSk+VeiASQP2GDZ1ql0rE2ClJnWfsVOtmLWpakwZgUFXWLvVTzqRRMQ8Cde0uJfWSynHjOtUulYixU5I6z9ip1k2dD3OWQNVkILL7OUusR6N+zZk0KqYBuC8ibqXpucFeClElMWPhwiY1aQAGVVYyY+HCEo5KasHYKUmdZ+xUcVPnm5TRgGKSRsVck9+kstBYHNirO6nMXYOxU5I66xqMnZIEmKRRESmln0TEEODQvGllSmlnKcckTZw3z6SMypqxU5I6z9gpSXuYpFGrIuI44CfAGiCAQyLi3Sml20s4LEkqa8ZOSeo8Y6ck7WGSRsVcCPxLSmklQEQcClwOHF3SUUlSeTN2SlLnGTslKefVnVTMPo1/KAFSSo8A+5RwPL2qdulSbpk7l+umTeOWuXOpXbq01EOS1DcM6NgpSXvJ2ClJOWfSqJhlEfEj4NL88XzgnhKOp9fULl3a5CpC9evXs7y6GsB6KJLaM2BjpyR1gbFTknLOpFExHwQeBD4CfBR4CPhASUfUS1YsXtzkMs8ADfX1rFi8uEQjktSHDNjYKUldYOyUpJwzadSqlNL2iPgucDOQGEBV9us3bOhUuyQ1GsixU5L2lrFTkvYwSaNWDeQq+5XjxlG/fn2r7ZLUloEcOyVpbxk7JWkPT3dSMY1V9l+bUvon4A3AN0o8pl4xY+FCBlVWNmkbVFnJjIULSzQiSX3IgI2dal9NDUyZAhUV2X1NTalHJJUNY6ck5ZxJo2JaVNmPiAFRZb+xOPCKxYup37CBynHjmLFwoUWDJXXEgI2daltNDSxYAHV12eO1a7PHAPPnl25cUpkwdkpSziSNihnQVfYnzptnUkbS3hjQsVPFVVfvSdA0qqvL2k3SSMZOSWpkkkbFfBA4j6zKfgC3A98r6YgkqfwZO9Wqdes61y4NMMZOScqZpFGrUkrbga/nN0lSBxg7VcykSdkpTq21SwOdsVOS9jBJoyYi4q9klz5sVUrpqF4cjiT1CcZOtWfRoqY1aQCqqrJ2lY+amuwUtHXrsgTaokWejtaTejJ2RsRHgfeTzcz5YUrpmxExCrgSmEJ2Jam3pZSe2dttSFJPMEmj5k4p9QAkqQ8ydqpNjR/0TQCUL4s7l0SPxM6ImEmWoJkD7ABujIhf5W2/TSl9JSI+BXwKOL8nxiCVzOoauL8a6tZB1SSYtQimGsT6EpM0aiKl1GIydkSMAZ5OKRX9pkOSBjJjpzpi/nw/7Jczizv3vh6MnYcDd6WU6vJ1/h44DZgHHJcv8xPgNkzSqD9ZXQN3L4CGPJjVrc0eg4maPsQkjZqIiFcBXwE2A18kq7I/BqiIiLNTSjeWcnySVI6MnVLfZ3Hn3teDsfMBYFFEjAbqgTcCy4CDUkobAFJKGyLiwPZWtGPjDmq/2zSXNOzlwxl57Ch279jN+iWPtXjO/nNGsP+ckTRs28WGix9v0T/iNQcw/BX7s/OZnTxZs75F/8jjRjFs5nB2bNzOxqueaNE/6oQxVB22H9sff4FNVz/Zon/0yWOpnFpF/eo6nv7Vphb9Y087iKET9qVu5fNsvvmpFv0Hvu1ghhw4lG0PPMeW2za36D9o/nj2OWAfnvvLVp79Q8uzxcadM4FBwwaz9e4tbL372Rb94xccQsWQCrbcuZlt9z3Xon/ihyYD8MytT/P8g9ua9MU+wYR/zYp5PX3TJuofaZpZrdhvEOPPnQjAU9dv5IU19U36B48czMHvnADApqufYPvj25v07zN2CAe9fRwAT165gZ2bdjTpHzphKGNPOxiAJ376OLu27GrSv++USsackr2t1v+4lt3PNzTprzy0itH/MhaAx3+wjrSzaS5yvyOHccDxowFavO+gA++9wbey//51NOwcyYa/fXNPx8ODYcxa33tl9N5ri0kaNfdd4DPACOB3wEkppbsiYgZwOeAHDUlqydgp9XEWdy6JHomdKaWHI+K/gZuBbcD9wK62n7VHRCwAFgDMOHjG3gxBKo0dLRMbAOx+oXfHoS4JZ2GrUETcl1J6ef7zwymlwwv6/pJSekXJBpebPXt2WrZsWamHIamfiYh7Ukqz9/K5xk6pB/RmId/mNWkgK+68ZImnO7WlL8TOiPgvoBb4KHBcPotmHHBbSumwtp5r7FSfcs2U7BSn5qomw6lrens0akNbsbOitwejsre74Of6Zn1m9CSpdcZOqZs1Jk3WroWU9hTyranpme3Nn58lZCZPhojs3gRNj+ux2Nl4KlNETAJOJ5uZcy3w7nyRdwNLu7INqezMWgSDqpq2DarK2nvS6posQXRZRXa/uocC9QDh6U5qblZEbCW7XGFl/jP5431LNyxJKmvGTqmblaKQr8Wde11Pxs5f5DVpdgLnpZSeiYivAFdFxHuBdcBbu7gNqbw0Fgfuzas7Way425mkURMppUGlHoMk9TXGTqn7Wci3/+vJ2JlSmttK29PA63pqm1JZmDq/d5Mj91fvSdA0aqjL2k3S7BVPd5IkqYxFxEcj4oGIeDAiPpa3jYqImyPi0fz+gBIPU+p2xQr2WshXkspIXZHMebF2tcskjST1Q7VLl3LL3LlcN20at8ydS+1ST7vviyJiJvB+YA4wCzglIqYDnwJ+m1KaDvw2fyz1K4sWZYV7C1VVZe2SpDJRVSRzXqxd7TJJI0n9TO3SpSyvrqZ+/XpIifr161leXW2ipm86HLgrpVSXUtoF/B44DZgH/CRf5ifAqaUZntRzLOQrSX1AqYoV92PWpJGkfmbF4sU01De9SEZDfT0rFi9m4rx5JRqV9tIDwKK8+GU98EZgGXBQSmkDQH4p2QPbW9GOjTuo/W7Ty3IOe/lwRh47it07drN+yWMtnrP/nBHsP2ckDdt2seHix1v0j3jNAQx/xf7sfGYnT9asb9E/8rhRDJs5nB0bt7Pxqida9I86YQxVh+3H9sdfYNPVT7boH33yWCqnVlG/uo6nf7WpRf/Y0w5i6IR9qVv5PJtvfqpF/4FvO5ghBw5l2wPPseW2zS36D5o/nn0O2Ifn/rKVZ//wTIv+cedMYNCwwWy9ewtb7362Rf/4BYdQMaSCLXduZtt9z7Xon/ihyQA8c+vTPP/gtiZ9sU8w4V+zbxmfvmkT9Y80PZ+/Yr9BjD93IgBPXb+RF9Y0/Z0ePHIwB79zAgCbrn6C7Y9vb9K/z9ghHPT2cQA8eeUGdm7a0aR/6IShjD3tYACe+Onj7Nqyq0n/vlMqGXNK9rZa/+Nadj/f0KS/8tAqRv/LWAAe/8E60s6mF+LZ78hhHHD8aIAW7zvo+HvvzHm7eO0zBe+9Z6D2u773yum9J2mAK0Wx4n7OJI0k9TP1GzZ0ql3lK6X0cET8N3AzsA24H9jV9rP2iIgFwAKAGQfP6JExSpKkAa63ixX3c5FSan8pqYMi4iLgFGBjSmlm3jYKuBKYAqwB3pZSeibv+zTwXqAB+EhK6TftbWP27Nlp2bJlPTJ+qT+4Ze7c7FSnZirHj+f1d9xRghH1DRFxT0ppdqnH0ZaI+C+gFvgocFw+i2YccFtK6bC2nmvslNQT+kLs7Apjp6Se0FbstCaNutvFwInN2lotcBkRRwBnAkfmz/leRHgZW6mLZixcyKDKyiZtgyormbFwYYlGpK5oPJUpIiYBpwOXA9cC784XeTdgwSFJkqR+wCSNulVK6Xag+cnXxQpczgOuSCltTymtBlaRXcFEUhdMnDePoxYtonL8eIigcvx4jlq0yHo0fdcvIuIh4DrgvHwm4leAEyLiUeCE/LEkSZL6OGvSqDcUK3A5AbirYLnavE1SF02cN8+kTD+RUprbStvTwOtKMBxJkiT1IGfSqJSilbZWiyRFxIKIWBYRyzZtanmVBUmSJEmS+jqTNOoNT+aFLcnvN+bttcAhBctNBFpWOwVSSktSSrNTSrPHjh3bo4OVJEmSJKkUTNKoNxQrcHktcGZEDI2IqcB04O4SjE+SJEmSpJKzJo26VURcDhwHjImIWuACsoKWV0XEe4F1wFsBUkoPRsRVwEPALrKCmA0lGbgkSZIkSSVmkkbdKqX0jiJdrRa4TCktAhb13IgkSZIkSeobPN1JkiRJkiSpDJikkSRJkiRJKgMmaSRJUr9TUwNTpkBFRXZfU1PqEUmSJLXPmjSSJKlfqamBBQugri57vHZt9hhg/vzSjUuSJKk9zqSRJEn9SnX1ngRNo7q6rF2SJKmcmaSRJEn9yrp1nWuXJEkqFyZpJElSvzJpUufaJUmSyoVJGkmS1K8sWgRVVU3bqqqydkmSpHJmkkaSJPUr8+fDkiUweTJEZPdLllg0WJIklT+v7iRJkvqd+fNNykiSpL7HmTSSJEmSJEllwCSNJEmSJElSGTBJI0mSJEmSVAZM0kiSJEmSJJUBkzSSJEmSJEllwCSNJEmSJElSGTBJI0mSJEmSVAZM0kiSJEmSJJUBkzSSJEmSJFhdA9dMgcsqsvvVNaUekTTgDC71ACRJkiRJJba6Bu5eAA112eO6tdljgKnzSzcuaYBxJo0kSZIkDXT3V+9J0DRqqMvaJfUakzSSJEmSNNDVretcu6QeYZJGkiRJkga6qkmda5fUI0zSSJIkSdJAN2sRDKpq2jaoKmuX1GtM0kiSJEnSQDd1PsxZAlWTgcju5yyxaLDUy7y6kyRJkiQpS8iYlJFKypk0kiRJkiRJZcAkjaROq126lFvmzuW6adO4Ze5capcuLfWQJEmSJKnP83QnSZ1Su3Qpy6uraaivB6B+/XqWV1cDMHHevFIOTZIkSZL6NGfSSOqUFYsXv5igadRQX8+KxYtLNCJJkiRJ6h9M0kjqlPoNGzrVLkmSJEnqGJM0kjqlcty4TrVLkiRJkjrGJI2kTpmxcCGDKiubtA2qrGTGwoUlGpEkSZIk9Q8WDpbUKY3FgVcsXkz9hg1UjhvHjIULLRosSZIkSV1kkkZSp02cN8+kjCRJKlsR8e/A+4AE/BU4F6gCrgSmAGuAt6WUninRECWpVZ7uJEmSJKnfiIgJwEeA2SmlmcAg4EzgU8BvU0rTgd/mjyWprJikkSRJktTfDAYqI2Iw2Qya9cA84Cd5/0+AU0szNEkqziSNJEllLCL+PSIejIgHIuLyiNg3IkZFxM0R8Wh+f0Cpx6neV1MDU6ZARUV2X1NT6hFJ5SGl9DiwGFgHbACeTSndBByUUtqQL7MBOLB0o5Sk1pmkkSSpTDllX8XU1MCCBbB2LaSU3S9YYKJGAsgT1/OAqcB4YL+IeGcnnr8gIpZFxLJNmzb11DAlqVUmaSRJKm9O2VcL1dVQV9e0ra4ua5fE64HVKaVNKaWdwC+BVwNPRsQ4gPx+Y2tPTiktSSnNTinNHjt2bK8NWpLAJI0kSWWrq1P2/Ta4/1q3rnPt0gCzDnhVRFRFRACvAx4GrgXenS/zbmBpicYnSUWZpJEkqUx1dcq+3wb3X5Mmda5dGkhSSn8Gfg7cS3b57QpgCfAV4ISIeBQ4IX8sSWXFJI16TUR8NC98+WBEfCxvs/ilJBXXpSn76r8WLYKqqqZtVVVZuyRIKV2QUpqRUpqZUnpXSml7SunplNLrUkrT8/vNpR6nJDVnkka9IiJmAu8H5gCzgFMiYjoWv5SktjhlX62aPx+WLIHJkyEiu1+yJGuXJEl91+BSD0ADxuHAXSmlOoCI+D1wGtk0/uPyZX4C3Aac39aKdmzcQe131zZpG/by4Yw8dhS7d+xm/ZLHWjxn/zkj2H/OSBq27WLDxY+36B/xmgMY/or92fnMTp6sWd+if+Rxoxg2czg7Nm5n41VPtOgfdcIYqg7bj+2Pv8Cmq59s0T/65LFUTq2ifnUdT/+qZV2IsacdxNAJ+1K38nk23/xUi/4D33YwQw4cyrYHnmPLbS2/9Dlo/nj2OWAfnvvLVp79wzMt+sedM4FBwwaz9e4tbL372Rb94xccQsWQCrbcuZlt9z3Xon/ihyYD8MytT/P8g9ua9MU+wYR/zebXP33TJuofaVrJsmK/QYw/dyIAT12/kRfW1DfpHzxyMAe/cwIAm65+gu2Pb2/Sv8/YIRz09nEAPHnlBnZu2tGkf+iEoYw97WAAnvjp4+zasqtJ/75TKhlzSlauY/2Pa9n9fEOT/spDqxj9L9lpII//YB1pZ2rSv9+Rwzjg+NEALd534HuvP733ylFK6c8R0ThlfxfwF7Ip+8OAqyLivWSJnLeWbpQqlfnzTcpIktTfmKRRb3kAWBQRo4F64I3AMpoVv4yIosUvgQUAMw6e0TsjlqQykFK6ALigWfN2slk1kiRJ6kcipdT+UlI3yL/xPQ/YBjxElqw5N6U0smCZZ1JKbdalmT17dlq2bFlPDlXSABQR96SUZpd6HD3F2CmpJxg7Janz2oqd1qRRr0kp/Sil9MqU0j8Bm4FHsfilJEmSJEmASRr1osZTmSJiEnA6cDkWv5QkSZIkCbAmjXrXL/KaNDuB81JKz0TEV7D4pSRJkiRJJmnUe1JKc1tpexqLX0qSJEmS5OlOkiRJkiRJ5cAkjVTmapcu5Za5c7lu2jRumTuX2qWW7ZEkCaCmBqZMgYqK7L6mptQjklT2VtfANVPgsorsfrWBQ+XF052kMla7dCnLq6tpqK8HoH79epZXVwMwcd68Ug5NkqSSqqmBBQugri57vHZt9hhg/vzSjUtSGVtdA3cvgIY8cNStzR4DTDVwqDw4k0YqYysWL34xQdOoob6eFYsXl2hEkiSVh+rqPQmaRnV1Wbskter+6j0JmkYNdVm7VCZM0khlrH7Dhk61S5I0UKxb17l2SaKuSIAo1i6VgEkaqYxVjhvXqXZJkgaKSZM61y5JVBUJEMXapRIwSSOVsRkLFzKosrJJ26DKSmYsXFiiEUmSVB4WLYKqqqZtVVVZuyS1atYiGNQscAyqytqlMmGSRipjE+fN46hFi6gcPx4iqBw/nqMWLbJosCRpwJs/H5YsgcmTISK7X7LEosGS2jB1PsxZAlWTgcju5yyxaLDKild3ksrcxHnzTMpIktSK+fNNykjqpKnzTcqorDmTRpIkSZIkqQyYpJEkSZIkSSoDJmkkSZIkSZLKgEkaSZIkSZKkMmCSRpIkSZIkqQyYpJEkSZIkSSoDJmkkSZIkSZLKgEkaSZIkSZKkMhAppVKPQeqUiNgErO3FTY4BnurF7bl9t18O2x6I25+cUhrbi9vrVb0cOwfae8ftu/2BvH1jZ/cZaO8dt+/2B/L2i8ZOkzRSOyJiWUppttt3+wNp225fXVHqY+f23b7bN3b2RaU+dm7f7bv98oidnu4kSZIkSZJUBkzSSJIkSZIklQGTNFL7lrh9tz8At+321RWlPnZu3+27ffVFpT52bt/tu/0yYE0aSZIkSZKkMuBMGkmSJEmSpDJgkkYDSkScGBErI2JVRHyqjeX+ISIaIuIt+ePDIuK+gtvWiPhY3ve5iHi8oO+Ne7v9iDguIp4tWNd/tvfciBgVETdHxKP5/QHdvf2IOCQibo2IhyPiwYj4aMFzemv/10TEX/P2Zb28/71y/AvGcF/+Ov++ved25/4X235vHf929r/Lx197ryPHLl/O2GnsNHZ2Y+zs4r4bN0usI8cvX67fxc4uxA3jpnHT/zlTSt68DYgbMAj4G/ASYAhwP3BEkeV+B/waeEuR/ifIrm0P8DlgYXdsHzgOuL4zzwW+Cnwq//lTwH/3wPbHAa/Mfx4OPFKw/R7f/7xvDTCmlfYe3/9ePP4jgYeASfnjA3v5+Bfbfm8d/1a33x3H39ve3zpy7AqWM3Y2bTd29s7xH0k/jJ1d2XZ3HHtvXbt15PgVLNevYmcXt23c7J1jP5J+GDe7uv3uOP7dcXMmjQaSOcCqlNLfU0o7gCuAea0s92HgF8DGIut5HfC3lNLaHtp+Z587D/hJ/vNPgFO7e/sppQ0ppXvzn58DHgYmdHDsXd5+O3p8/5vpyeN/FvDLlNI6gJTSxg48tzv3v9Xt9+LxL7b/beno/mvvGTuNncbO0sRO42bfNpBjp3HTuOn/nF1gkkYDyQTgsYLHtTT7pY+ICcBpwPfbWM+ZwOXN2j4UEcsj4qI2pr61u/3cMRFxf0TcEBFHduC5B6WUNkAW2IADe2D7L4qIKcArgD8XNPf0/gMk4KaIuCciFhS09+r+07PH/1DggIi4Ld/Pszvw3O7c/2Lbf1EPH/+2tt/V46+9Z+w0dho79277L9rL42/c7NsGcuw0bho3/Z+zC0zSaCCJVtpSs8ffBM5PKTW0uoKIIcCbgZ8VNP9/wEuBlwMbgAu7sP17yaY0zgK+A1zTiee2pyvbz1YQMYzs256PpZS25s29sf8Ar0kpvRI4CTgvIv6pyHaK6Y797+njPxg4GjgZeAPw/yLi0A4+tz1d2X62gp4//m1tv6vHX3vP2Ln3289WYOw0du7d8Tdu9m0DOXYaN7u2fePmAP+f0ySNBpJa4JCCxxOB9c2WmQ1cERFrgLcA34uIUwv6TwLuTSk92diQUnoypdSQUtoN/JBsit1ebT+ltDWltC3/+dfAPhExpp3nPhkR4wDy+2LT9bqyfSJiH7JgWZNS+mUv7z8ppfX5/Ubg6oLt9Mr+53r0+OfL3JhSej6l9BRwOzCrned22/63sf1eOf5tbb8bjr/2nrHT2Gns3Lvtd/X4Gzf7toEcO42bxk3/5+yK1EPFbrx5K7cbWcb078BU9hSROrKN5S+mWQE3snMaz23WNq7g538Hrtjb7QMHA5H/PAdYR5YNLvpc4Gs0LWL11R7YfgCXAN9sZb29sf/7AcPz9v2APwIn9tb+9+LxPxz4bb5sFfAAMLMXj3+x7ffW8S+2/S4ff297f+vIsWu2/MUYO42dxs4ux84ubtu4WeJbR45fs+Uvpp/Ezi5u27jZO8e+X8bNbth+WcTOkgcwb9568wa8kaxK+N+A6rztA8AHWln2Ygr+WOa/wE8DI5otdynwV2A5cG1hAOns9oEPAQ/mweQu4NVtPTdvH50HmUfz+1HdvX3gWLJpgsuB+/LbG3tr/8mqs9+f3x7s7f3vreOfP/4PsmrzD5BN8ey1419s+711/NvYfrccf297f+vIsStY9mKMncbOXjz++eN+GTu7sG3jZhncOnL8Cpa9mH4UO/d2293xe9PF7Rs3+3jc7OL2yyJ2NmbvJEmSJEmSVELWpJEkSZIkSSoDJmkkSZIkSZLKgEkaSZIkSZKkMmCSRpIkSZIkqQyYpJEkSZIkSSoDJmkkSZIkSZLKgEkaSZIkSZKkMmCSRlITEXFwRFwREX+LiIci4tcRcWgJxzMyIv6tO54XEX/spjFVRsTvI2JQB5ZNEXFpwePBEbEpIq4vsuyFBY8XRsTn8p+HRMTtETG4O/ZBUvcxbnZo3cZNSU0YOzu0bmPnAGSSRtKLIiKAq4HbUkovTSkdAXwGOKiEwxoJtPoHMzLF4liL56WUXt1NY3oP8MuUUkMHln0emBkRlfnjE4DHiyy7HTg9IsY070gp7QB+C7x9L8YrqYcYNzvMuCnpRcbODjN2DkAmaSQVOh7YmVL6fmNDSum+lNIdEfHxiHggv32ssT8ipkTEwxHxw4h4MCJuavzjEBFnR8TyiLi/MbMfEe+MiLsj4r6I+EHjNwNtrOcrwEvz5b9WsNz3gHuBQyLimoi4J3/egnxoTZ6Xb2Nbwbhb7E9b+9LMfGBpwbpui4jD8p9HR8QDzZa/ATg5//kdwOVFXv9dwBLg34v0X5NvW1L5MG4aNyV1nrHT2KliUkrevHnzRkoJ4CPAN1ppPxr4K7AfMAx4EHhF3jeFLNC/PH98FfBO4EhgJTAmbx8FHA5cB+yTt30POLud9UwBHigYyxRgN/CqgrZR+X0l8AAwuvnz8v5tbe1PsTE0W8cQ4IlmbbVARf7z8cDlhdsEjgJ+DuwL3AccB1zfyuu8DdgfWAOMABYCnyvoHwRsKvX7xJs3b3tuxk3jpjdv3jp/M3YaO70VvzmTRlJHHAtcnVJ6PqW0DfglMLegf3VK6b7853vI/vD8M/DzlNJTACmlzcDryP5Y/V9E3Jc/fkk762nN2pTSXQWPPxIR9wN3AYcA07uwP+2NYQywpfFBREwGHk8p7c6bjgKWFz4hpbQ8X887gF+3NbCU0lbgErJ/Xpr3NQA7ImJ4m3snqRwYN/cwbkrqKGPnHsbOAcpiQJIKPQi8pZX2aOd52wt+biD7diGA1Mp6fpJS+nQn1tOa519cYcRxwOuBY1JKdRFxG9m3B21pa3/aG0N9s/W/nKZ/II8GrmxlvdcCi8m+0Rjdzvi+STat9set9A0FXmjn+ZJ6j3HTuCmp84ydxk4V4UwaSYV+BwyNiPc3NkTEPwB/AU6NiKqI2A84DbijnXX9FnhbRIzO1zMqb3tLRBzY2JZ/K9CW54C2svgjgGfyP5YzgFd14Hm378X+AJBSegYYFBGNfzRnkf8BjYjpwDyyaa3NXQR8IaXUWl/zbWwmm/b63sL2/LXclFLa2ZGxSuoVxs12GDcltcLY2Q5j58BlkkbSi1JKieyPxwmRXQ7xQeBzwHrgYuBu4M/A/6aU/tLOuh4EFgG/z6eFfj2l9BDwWeCmiFgO3AyMa2c9TwN/yIutfa2VRW4EBufr+yLZ9NM2n5dSurez+9PMTWTTVyH7VqMi38f/BB4G3t3KftSmlL7ViW1cSDbNtdDxtDN1VVLvMm52mHFT0ouMnR1m7ByAIvv9kCR1VES8Avh4SuldEbGKrKDdc72w3V8Cn04prezpbUlSdzJuSlLnGTsHJmfSSFIn5d+A3BoRI4DdvfTHcghwjX8sJfVFxk1J6jxj58DkTBpJkiRJkqQy4EwaSZIkSZKkMmCSRpIkSZIkqQyYpJEkSZIkSSoDJmkkSZIkSZLKgEkaSZIkSZKkMmCSRpIkSZIkqQyYpJEkSZIkSSoDJmkkSZIkSZLKwP8P8hsiOEoLh80AAAAASUVORK5CYII=\n", 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\n", 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "fig,ax=plt.subplots(1,1,figsize=(12,5))\n", "p1=ax.plot(years,mesozoojan, '-',color='green',label='January Average')\n", "p2=ax.plot(years,mesozoofeb, '-',color='c',label='February Average')\n", "p3=ax.plot(years,mesozoomar, '-',color='orchid',label='March Average')\n", "ax.set_ylabel('Mesozooplankon Concentration ($\\mu$M N)')\n", "ax.set_xlabel('Year')\n", "ax.set_title('Surface Mesozooplankon Concentration by Year')\n", "ax.set_xticks([2007,2008,2009,2010,2011,2012,2013,2014,2015,2016,2017,2018,2019,2020])\n", "ax.legend(handles=[p1[0],p2[0],p3[0]],bbox_to_anchor=(-0.25, 1.0), loc='upper left')\n", "ax.invert_yaxis()\n", "\n", "ax1=ax.twinx()\n", "p4=ax1.plot(years,yearday1, 'o',color='firebrick',label='Metric1')\n", "p5=ax1.plot(years,yearday2, 'o',color='b',label='Metric2')\n", "p6=ax1.plot(years,yearday3, 'o',color='orange',label='Metric3')\n", "ax1.set_ylabel('Year Day')\n", "ax1.legend(handles=[p4[0],p5[0],p6[0]],bbox_to_anchor=(1.05, 1.0), loc='upper left')\n", "\n", "fig2,ax2=plt.subplots(1,3,figsize=(17,5))\n", "ax2[0].plot(mesozoojan,yearday1,'o',color='firebrick')\n", "ax2[0].set_xlabel('Concentration ($\\mu$M N)')\n", "ax2[0].set_ylabel('Bloom Day (Metric 1)')\n", "ax2[1].plot(mesozoojan,yearday2,'o',color='b')\n", "ax2[1].set_xlabel('Concentration ($\\mu$M N)')\n", "ax2[1].set_ylabel('Bloom Day (Metric 2)')\n", "ax2[2].plot(mesozoojan,yearday3,'o',color='orange')\n", "ax2[2].set_xlabel('Concentration ($\\mu$M N)')\n", "ax2[2].set_ylabel('Bloom Day (Metric 3)')\n", "ax2[1].set_title('Bloom Date vs. January Average Surface Mesozooplankon Concentration')\n", "\n", "\n", "fig3,ax3=plt.subplots(1,3,figsize=(17,5))\n", "ax3[0].plot(mesozoofeb,yearday1,'o',color='firebrick')\n", "ax3[0].set_xlabel('Concentration ($\\mu$M N)')\n", "ax3[0].set_ylabel('Bloom Day (Metric 1)')\n", "ax3[1].plot(mesozoofeb,yearday2,'o',color='b')\n", "ax3[1].set_xlabel('Concentration ($\\mu$M N)')\n", "ax3[1].set_ylabel('Bloom Day (Metric 2)')\n", "ax3[2].plot(mesozoofeb,yearday3,'o',color='orange')\n", "ax3[2].set_xlabel('Concentration ($\\mu$M N)')\n", "ax3[2].set_ylabel('Bloom Day (Metric 3)')\n", "ax3[1].set_title('Bloom Date vs. February Average Surface Mesozooplankon Concentration')\n", "\n", "\n", "fig4,ax4=plt.subplots(1,3,figsize=(17,5))\n", "ax4[0].plot(mesozoomar,yearday1,'o',color='firebrick')\n", "ax4[0].set_xlabel('Concentration ($\\mu$M N)')\n", "ax4[0].set_ylabel('Bloom Day (Metric 1)')\n", "ax4[1].plot(mesozoomar,yearday2,'o',color='b')\n", "ax4[1].set_xlabel('Concentration ($\\mu$M N)')\n", "ax4[1].set_ylabel('Bloom Day (Metric 2)')\n", "ax4[2].plot(mesozoomar,yearday3,'o',color='orange')\n", "ax4[2].set_xlabel('Concentration ($\\mu$M N)')\n", "ax4[2].set_ylabel('Bloom Day (Metric 3)')\n", "ax4[1].set_title('Bloom Date vs. March Average Surface Mesozooplankon Concentration')\n", "\n", "\n", "# Jan month lines\n", "ax2[0].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax2[0].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "#ax2[0].axhline(y=151, color='lime', linestyle='--',label='May 31st')\n", "ax2[0].legend(bbox_to_anchor=(-0.25, 1.0))\n", "ax2[1].axhline(y=90, color='orchid', linestyle='--')\n", "ax2[2].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax2[1].axhline(y=120, color='peru', linestyle='--')\n", "ax2[2].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "# Feb month lines\n", "ax3[0].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax3[0].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "#ax3[0].axhline(y=151, color='lime', linestyle='--',label='May 31st')\n", "ax3[0].legend(bbox_to_anchor=(-0.25, 1.0))\n", "ax3[1].axhline(y=90, color='orchid', linestyle='--')\n", "ax3[2].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax3[1].axhline(y=120, color='peru', linestyle='--')\n", "ax3[2].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "# March month lines\n", "ax4[0].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax4[0].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "#ax4[0].axhline(y=151, color='lime', linestyle='--',label='May 31st')\n", "ax4[0].legend(bbox_to_anchor=(-0.25, 1.0))\n", "ax4[1].axhline(y=90, color='orchid', linestyle='--')\n", "ax4[2].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax4[1].axhline(y=120, color='peru', linestyle='--')\n", "ax4[2].axhline(y=120, color='peru', linestyle='--',label='April 30th')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Monthly average surface microzooplankton concentration (January-March)" ] }, { "cell_type": "code", "execution_count": 31, "metadata": { "jupyter": { "source_hidden": true } }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 31, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", 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\n", 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\n", 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "fig,ax=plt.subplots(1,1,figsize=(12,5))\n", "p1=ax.plot(years,microzoojan, '-',color='green',label='January Average')\n", "p2=ax.plot(years,microzoofeb, '-',color='c',label='February Average')\n", "p3=ax.plot(years,microzoomar, '-',color='orchid',label='March Average')\n", "ax.set_ylabel('Microzooplankon Concentration ($\\mu$M N)')\n", "ax.set_xlabel('Year')\n", "ax.set_title('Surface Microzooplankon Concentration by Year')\n", "ax.set_xticks([2007,2008,2009,2010,2011,2012,2013,2014,2015,2016,2017,2018,2019,2020])\n", "ax.legend(handles=[p1[0],p2[0],p3[0]],bbox_to_anchor=(-0.25, 1.0), loc='upper left')\n", "ax.invert_yaxis()\n", "\n", "ax1=ax.twinx()\n", "p4=ax1.plot(years,yearday1, 'o',color='firebrick',label='Metric1')\n", "p5=ax1.plot(years,yearday2, 'o',color='b',label='Metric2')\n", "p6=ax1.plot(years,yearday3, 'o',color='orange',label='Metric3')\n", "ax1.set_ylabel('Year Day')\n", "ax1.legend(handles=[p4[0],p5[0],p6[0]],bbox_to_anchor=(1.05, 1.0), loc='upper left')\n", "\n", "fig2,ax2=plt.subplots(1,3,figsize=(17,5))\n", "ax2[0].plot(microzoojan,yearday1,'o',color='firebrick')\n", "ax2[0].set_xlabel('Concentration ($\\mu$M N)')\n", "ax2[0].set_ylabel('Bloom Day (Metric 1)')\n", "ax2[1].plot(microzoojan,yearday2,'o',color='b')\n", "ax2[1].set_xlabel('Concentration ($\\mu$M N)')\n", "ax2[1].set_ylabel('Bloom Day (Metric 2)')\n", "ax2[2].plot(microzoojan,yearday3,'o',color='orange')\n", "ax2[2].set_xlabel('Concentration ($\\mu$M N)')\n", "ax2[2].set_ylabel('Bloom Day (Metric 3)')\n", "ax2[1].set_title('Bloom Date vs. January Average Surface Microzooplankon Concentration')\n", "\n", "\n", "fig3,ax3=plt.subplots(1,3,figsize=(17,5))\n", "ax3[0].plot(microzoofeb,yearday1,'o',color='firebrick')\n", "ax3[0].set_xlabel('Concentration ($\\mu$M N)')\n", "ax3[0].set_ylabel('Bloom Day (Metric 1)')\n", "ax3[1].plot(microzoofeb,yearday2,'o',color='b')\n", "ax3[1].set_xlabel('Concentration ($\\mu$M N)')\n", "ax3[1].set_ylabel('Bloom Day (Metric 2)')\n", "ax3[2].plot(microzoofeb,yearday3,'o',color='orange')\n", "ax3[2].set_xlabel('Concentration ($\\mu$M N)')\n", "ax3[2].set_ylabel('Bloom Day (Metric 3)')\n", "ax3[1].set_title('Bloom Date vs. February Average Surface Microzooplankon Concentration')\n", "\n", "fig4,ax4=plt.subplots(1,3,figsize=(17,5))\n", "ax4[0].plot(microzoomar,yearday1,'o',color='firebrick')\n", "ax4[0].set_xlabel('Concentration ($\\mu$M N)')\n", "ax4[0].set_ylabel('Bloom Day (Metric 1)')\n", "ax4[1].plot(microzoomar,yearday2,'o',color='b')\n", "ax4[1].set_xlabel('Concentration ($\\mu$M N)')\n", "ax4[1].set_ylabel('Bloom Day (Metric 2)')\n", "ax4[2].plot(microzoomar,yearday3,'o',color='orange')\n", "ax4[2].set_xlabel('Concentration ($\\mu$M N)')\n", "ax4[2].set_ylabel('Bloom Day (Metric 3)')\n", "ax4[1].set_title('Bloom Date vs. March Average Surface Microzooplankon Concentration')\n", "\n", "\n", "# Jan month lines\n", "ax2[0].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax2[0].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "#ax2[0].axhline(y=151, color='lime', linestyle='--',label='May 31st')\n", "ax2[0].legend(bbox_to_anchor=(-0.25, 1.0))\n", "ax2[1].axhline(y=90, color='orchid', linestyle='--')\n", "ax2[2].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax2[1].axhline(y=120, color='peru', linestyle='--')\n", "ax2[2].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "# Feb month lines\n", "ax3[0].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax3[0].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "#ax3[0].axhline(y=151, color='lime', linestyle='--',label='May 31st')\n", "ax3[0].legend(bbox_to_anchor=(-0.25, 1.0))\n", "ax3[1].axhline(y=90, color='orchid', linestyle='--')\n", "ax3[2].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax3[1].axhline(y=120, color='peru', linestyle='--')\n", "ax3[2].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "# March month lines\n", "ax4[0].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax4[0].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "#ax4[0].axhline(y=151, color='lime', linestyle='--',label='May 31st')\n", "ax4[0].legend(bbox_to_anchor=(-0.25, 1.0))\n", "ax4[1].axhline(y=90, color='orchid', linestyle='--')\n", "ax4[2].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax4[1].axhline(y=120, color='peru', linestyle='--')\n", "ax4[2].axhline(y=120, color='peru', linestyle='--',label='April 30th')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Monthly average depth-integrated zooplankton concentration (January-March)" ] }, { "cell_type": "code", "execution_count": 32, "metadata": { "jupyter": { "source_hidden": true } }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 32, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", 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\n", 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\n", 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "fig,ax=plt.subplots(1,1,figsize=(12,5))\n", "p1=ax.plot(years,intzoojan, '-',color='green',label='January Average')\n", "p2=ax.plot(years,intzoofeb, '-',color='c',label='February Average')\n", "p3=ax.plot(years,intzoomar, '-',color='orchid',label='March Average')\n", "ax.set_ylabel('Zooplankon Concentration ($\\mu$M N)')\n", "ax.set_xlabel('Year')\n", "ax.set_title('Depth-integrated Zooplankon Concentration by Year')\n", "ax.set_xticks([2007,2008,2009,2010,2011,2012,2013,2014,2015,2016,2017,2018,2019,2020])\n", "ax.legend(handles=[p1[0],p2[0],p3[0]],bbox_to_anchor=(-0.25, 1.0), loc='upper left')\n", "ax.invert_yaxis()\n", "\n", "ax1=ax.twinx()\n", "p4=ax1.plot(years,yearday1, 'o',color='firebrick',label='Metric1')\n", "p5=ax1.plot(years,yearday2, 'o',color='b',label='Metric2')\n", "p6=ax1.plot(years,yearday3, 'o',color='orange',label='Metric3')\n", "ax1.set_ylabel('Year Day')\n", "ax1.legend(handles=[p4[0],p5[0],p6[0]],bbox_to_anchor=(1.05, 1.0), loc='upper left')\n", "\n", "fig2,ax2=plt.subplots(1,3,figsize=(17,5))\n", "ax2[0].plot(intzoojan,yearday1,'o',color='firebrick')\n", "ax2[0].set_xlabel('Concentration ($\\mu$M N)')\n", "ax2[0].set_ylabel('Bloom Day (Metric 1)')\n", "ax2[1].plot(intzoojan,yearday2,'o',color='b')\n", "ax2[1].set_xlabel('Concentration ($\\mu$M N)')\n", "ax2[1].set_ylabel('Bloom Day (Metric 2)')\n", "ax2[2].plot(intzoojan,yearday3,'o',color='orange')\n", "ax2[2].set_xlabel('Concentration ($\\mu$M N)')\n", "ax2[2].set_ylabel('Bloom Day (Metric 3)')\n", "ax2[1].set_title('Bloom Date vs. January Average Depth-integrated Zooplankon Concentration')\n", "\n", "\n", "fig3,ax3=plt.subplots(1,3,figsize=(17,5))\n", "ax3[0].plot(intzoofeb,yearday1,'o',color='firebrick')\n", "ax3[0].set_xlabel('Concentration ($\\mu$M N)')\n", "ax3[0].set_ylabel('Bloom Day (Metric 1)')\n", "ax3[1].plot(intzoofeb,yearday2,'o',color='b')\n", "ax3[1].set_xlabel('Concentration ($\\mu$M N)')\n", "ax3[1].set_ylabel('Bloom Day (Metric 2)')\n", "ax3[2].plot(intzoofeb,yearday3,'o',color='orange')\n", "ax3[2].set_xlabel('Concentration ($\\mu$M N)')\n", "ax3[2].set_ylabel('Bloom Day (Metric 3)')\n", "ax3[1].set_title('Bloom Date vs. February Average Depth-integrated Zooplankon Concentration')\n", "\n", "\n", "fig4,ax4=plt.subplots(1,3,figsize=(17,5))\n", "ax4[0].plot(intzoomar,yearday1,'o',color='firebrick')\n", "ax4[0].set_xlabel('Concentration ($\\mu$M N)')\n", "ax4[0].set_ylabel('Bloom Day (Metric 1)')\n", "ax4[1].plot(intzoomar,yearday2,'o',color='b')\n", "ax4[1].set_xlabel('Concentration ($\\mu$M N)')\n", "ax4[1].set_ylabel('Bloom Day (Metric 2)')\n", "ax4[2].plot(intzoomar,yearday3,'o',color='orange')\n", "ax4[2].set_xlabel('Concentration ($\\mu$M N)')\n", "ax4[2].set_ylabel('Bloom Day (Metric 3)')\n", "ax4[1].set_title('Bloom Date vs. March Average Depth-integrated Zooplankon Concentration')\n", "\n", "\n", "# Jan month lines\n", "ax2[0].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax2[0].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "#ax2[0].axhline(y=151, color='lime', linestyle='--',label='May 31st')\n", "ax2[0].legend(bbox_to_anchor=(-0.25, 1.0))\n", "ax2[1].axhline(y=90, color='orchid', linestyle='--')\n", "ax2[2].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax2[1].axhline(y=120, color='peru', linestyle='--')\n", "ax2[2].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "# Feb month lines\n", "ax3[0].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax3[0].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "#ax3[0].axhline(y=151, color='lime', linestyle='--',label='May 31st')\n", "ax3[0].legend(bbox_to_anchor=(-0.25, 1.0))\n", "ax3[1].axhline(y=90, color='orchid', linestyle='--')\n", "ax3[2].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax3[1].axhline(y=120, color='peru', linestyle='--')\n", "ax3[2].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "# March month lines\n", "ax4[0].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax4[0].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "#ax4[0].axhline(y=151, color='lime', linestyle='--',label='May 31st')\n", "ax4[0].legend(bbox_to_anchor=(-0.25, 1.0))\n", "ax4[1].axhline(y=90, color='orchid', linestyle='--')\n", "ax4[2].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax4[1].axhline(y=120, color='peru', linestyle='--')\n", "ax4[2].axhline(y=120, color='peru', linestyle='--',label='April 30th')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Monthly average depth-integrated mesozooplankton concentration (January-March)" ] }, { "cell_type": "code", "execution_count": 33, "metadata": { "jupyter": { "source_hidden": true } }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 33, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", 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\n", 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\n", 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "fig,ax=plt.subplots(1,1,figsize=(12,5))\n", "p1=ax.plot(years,intmesozoojan, '-',color='green',label='January Average')\n", "p2=ax.plot(years,intmesozoofeb, '-',color='c',label='February Average')\n", "p3=ax.plot(years,intmesozoomar, '-',color='orchid',label='March Average')\n", "ax.set_ylabel('Mesozooplankon Concentration ($\\mu$M N)')\n", "ax.set_xlabel('Year')\n", "ax.set_title('Depth-integrated Mesozooplankon Concentration by Year')\n", "ax.set_xticks([2007,2008,2009,2010,2011,2012,2013,2014,2015,2016,2017,2018,2019,2020])\n", "ax.legend(handles=[p1[0],p2[0],p3[0]],bbox_to_anchor=(-0.25, 1.0), loc='upper left')\n", "ax.invert_yaxis()\n", "\n", "ax1=ax.twinx()\n", "p4=ax1.plot(years,yearday1, 'o',color='firebrick',label='Metric1')\n", "p5=ax1.plot(years,yearday2, 'o',color='b',label='Metric2')\n", "p6=ax1.plot(years,yearday3, 'o',color='orange',label='Metric3')\n", "ax1.set_ylabel('Year Day')\n", "ax1.legend(handles=[p4[0],p5[0],p6[0]],bbox_to_anchor=(1.05, 1.0), loc='upper left')\n", "\n", "fig2,ax2=plt.subplots(1,3,figsize=(17,5))\n", "ax2[0].plot(intmesozoojan,yearday1,'o',color='firebrick')\n", "ax2[0].set_xlabel('Concentration ($\\mu$M N)')\n", "ax2[0].set_ylabel('Bloom Day (Metric 1)')\n", "ax2[1].plot(intmesozoojan,yearday2,'o',color='b')\n", "ax2[1].set_xlabel('Concentration ($\\mu$M N)')\n", "ax2[1].set_ylabel('Bloom Day (Metric 2)')\n", "ax2[2].plot(intmesozoojan,yearday3,'o',color='orange')\n", "ax2[2].set_xlabel('Concentration ($\\mu$M N)')\n", "ax2[2].set_ylabel('Bloom Day (Metric 3)')\n", "ax2[1].set_title('Bloom Date vs. January Average Depth-integrated Mesozooplankon Concentration')\n", "\n", "\n", "fig3,ax3=plt.subplots(1,3,figsize=(17,5))\n", "ax3[0].plot(intmesozoofeb,yearday1,'o',color='firebrick')\n", "ax3[0].set_xlabel('Concentration ($\\mu$M N)')\n", "ax3[0].set_ylabel('Bloom Day (Metric 1)')\n", "ax3[1].plot(intmesozoofeb,yearday2,'o',color='b')\n", "ax3[1].set_xlabel('Concentration ($\\mu$M N)')\n", "ax3[1].set_ylabel('Bloom Day (Metric 2)')\n", "ax3[2].plot(intmesozoofeb,yearday3,'o',color='orange')\n", "ax3[2].set_xlabel('Concentration ($\\mu$M N)')\n", "ax3[2].set_ylabel('Bloom Day (Metric 3)')\n", "ax3[1].set_title('Bloom Date vs. February Average Depth-integrated Mesozooplankon Concentration')\n", "\n", "\n", "fig4,ax4=plt.subplots(1,3,figsize=(17,5))\n", "ax4[0].plot(intmesozoomar,yearday1,'o',color='firebrick')\n", "ax4[0].set_xlabel('Concentration ($\\mu$M N)')\n", "ax4[0].set_ylabel('Bloom Day (Metric 1)')\n", "ax4[1].plot(intmesozoomar,yearday2,'o',color='b')\n", "ax4[1].set_xlabel('Concentration ($\\mu$M N)')\n", "ax4[1].set_ylabel('Bloom Day (Metric 2)')\n", "ax4[2].plot(intmesozoomar,yearday3,'o',color='orange')\n", "ax4[2].set_xlabel('Concentration ($\\mu$M N)')\n", "ax4[2].set_ylabel('Bloom Day (Metric 3)')\n", "ax4[1].set_title('Bloom Date vs. March Average Depth-integrated Mesozooplankon Concentration')\n", "\n", "\n", "# Jan month lines\n", "ax2[0].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax2[0].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "#ax2[0].axhline(y=151, color='lime', linestyle='--',label='May 31st')\n", "ax2[0].legend(bbox_to_anchor=(-0.25, 1.0))\n", "ax2[1].axhline(y=90, color='orchid', linestyle='--')\n", "ax2[2].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax2[1].axhline(y=120, color='peru', linestyle='--')\n", "ax2[2].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "# Feb month lines\n", "ax3[0].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax3[0].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "#ax3[0].axhline(y=151, color='lime', linestyle='--',label='May 31st')\n", "ax3[0].legend(bbox_to_anchor=(-0.25, 1.0))\n", "ax3[1].axhline(y=90, color='orchid', linestyle='--')\n", "ax3[2].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax3[1].axhline(y=120, color='peru', linestyle='--')\n", "ax3[2].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "# March month lines\n", "ax4[0].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax4[0].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "#ax4[0].axhline(y=151, color='lime', linestyle='--',label='May 31st')\n", "ax4[0].legend(bbox_to_anchor=(-0.25, 1.0))\n", "ax4[1].axhline(y=90, color='orchid', linestyle='--')\n", "ax4[2].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax4[1].axhline(y=120, color='peru', linestyle='--')\n", "ax4[2].axhline(y=120, color='peru', linestyle='--',label='April 30th')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Monthly average depth-integrated microzooplankton concentration (January-March)" ] }, { "cell_type": "code", "execution_count": 34, "metadata": { "jupyter": { "source_hidden": true } }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 34, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", 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\n", 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\n", 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "fig,ax=plt.subplots(1,1,figsize=(12,5))\n", "p1=ax.plot(years,intmicrozoojan, '-',color='green',label='January Average')\n", "p2=ax.plot(years,intmicrozoofeb, '-',color='c',label='February Average')\n", "p3=ax.plot(years,intmicrozoomar, '-',color='orchid',label='March Average')\n", "ax.set_ylabel('Microzooplankon Concentration ($\\mu$M N)')\n", "ax.set_xlabel('Year')\n", "ax.set_title('Depth-integrated Microzooplankon Concentration by Year')\n", "ax.set_xticks([2007,2008,2009,2010,2011,2012,2013,2014,2015,2016,2017,2018,2019,2020])\n", "ax.legend(handles=[p1[0],p2[0],p3[0]],bbox_to_anchor=(-0.25, 1.0), loc='upper left')\n", "ax.invert_yaxis()\n", "\n", "ax1=ax.twinx()\n", "p4=ax1.plot(years,yearday1, 'o',color='firebrick',label='Metric1')\n", "p5=ax1.plot(years,yearday2, 'o',color='b',label='Metric2')\n", "p6=ax1.plot(years,yearday3, 'o',color='orange',label='Metric3')\n", "ax1.set_ylabel('Year Day')\n", "ax1.legend(handles=[p4[0],p5[0],p6[0]],bbox_to_anchor=(1.05, 1.0), loc='upper left')\n", "\n", "fig2,ax2=plt.subplots(1,3,figsize=(17,5))\n", "ax2[0].plot(intmicrozoojan,yearday1,'o',color='firebrick')\n", "ax2[0].set_xlabel('Concentration ($\\mu$M N)')\n", "ax2[0].set_ylabel('Bloom Day (Metric 1)')\n", "ax2[1].plot(intmicrozoojan,yearday2,'o',color='b')\n", "ax2[1].set_xlabel('Concentration ($\\mu$M N)')\n", "ax2[1].set_ylabel('Bloom Day (Metric 2)')\n", "ax2[2].plot(intmicrozoojan,yearday3,'o',color='orange')\n", "ax2[2].set_xlabel('Concentration ($\\mu$M N)')\n", "ax2[2].set_ylabel('Bloom Day (Metric 3)')\n", "ax2[1].set_title('Bloom Date vs. January Average Depth-integrated Microzooplankon Concentration')\n", "\n", "\n", "fig3,ax3=plt.subplots(1,3,figsize=(17,5))\n", "ax3[0].plot(intmicrozoofeb,yearday1,'o',color='firebrick')\n", "ax3[0].set_xlabel('Concentration ($\\mu$M N)')\n", "ax3[0].set_ylabel('Bloom Day (Metric 1)')\n", "ax3[1].plot(intmicrozoofeb,yearday2,'o',color='b')\n", "ax3[1].set_xlabel('Concentration ($\\mu$M N)')\n", "ax3[1].set_ylabel('Bloom Day (Metric 2)')\n", "ax3[2].plot(intmicrozoofeb,yearday3,'o',color='orange')\n", "ax3[2].set_xlabel('Concentration ($\\mu$M N)')\n", "ax3[2].set_ylabel('Bloom Day (Metric 3)')\n", "ax3[1].set_title('Bloom Date vs. February Average Depth-integrated Microzooplankon Concentration')\n", "\n", "\n", "fig4,ax4=plt.subplots(1,3,figsize=(17,5))\n", "ax4[0].plot(intmicrozoomar,yearday1,'o',color='firebrick')\n", "ax4[0].set_xlabel('Concentration ($\\mu$M N)')\n", "ax4[0].set_ylabel('Bloom Day (Metric 1)')\n", "ax4[1].plot(intmicrozoomar,yearday2,'o',color='b')\n", "ax4[1].set_xlabel('Concentration ($\\mu$M N)')\n", "ax4[1].set_ylabel('Bloom Day (Metric 2)')\n", "ax4[2].plot(intmicrozoomar,yearday3,'o',color='orange')\n", "ax4[2].set_xlabel('Concentration ($\\mu$M N)')\n", "ax4[2].set_ylabel('Bloom Day (Metric 3)')\n", "ax4[1].set_title('Bloom Date vs. March Average Depth-integrated Microzooplankon Concentration')\n", "\n", "\n", "# Jan month lines\n", "ax2[0].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax2[0].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "#ax2[0].axhline(y=151, color='lime', linestyle='--',label='May 31st')\n", "ax2[0].legend(bbox_to_anchor=(-0.25, 1.0))\n", "ax2[1].axhline(y=90, color='orchid', linestyle='--')\n", "ax2[2].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax2[1].axhline(y=120, color='peru', linestyle='--')\n", "ax2[2].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "# Feb month lines\n", "ax3[0].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax3[0].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "#ax3[0].axhline(y=151, color='lime', linestyle='--',label='May 31st')\n", "ax3[0].legend(bbox_to_anchor=(-0.25, 1.0))\n", "ax3[1].axhline(y=90, color='orchid', linestyle='--')\n", "ax3[2].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax3[1].axhline(y=120, color='peru', linestyle='--')\n", "ax3[2].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "# March month lines\n", "ax4[0].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax4[0].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "#ax4[0].axhline(y=151, color='lime', linestyle='--',label='May 31st')\n", "ax4[0].legend(bbox_to_anchor=(-0.25, 1.0))\n", "ax4[1].axhline(y=90, color='orchid', linestyle='--')\n", "ax4[2].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax4[1].axhline(y=120, color='peru', linestyle='--')\n", "ax4[2].axhline(y=120, color='peru', linestyle='--',label='April 30th')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Mid-Depth Nitrate (30-90m)" ] }, { "cell_type": "code", "execution_count": 35, "metadata": { "jupyter": { "source_hidden": true } }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 35, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", 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\n", 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\n", 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fRfqLbmMesNfMbjezBN9z09/Mjgmz/T/iFSn/g/lqi5nZIDPz170pKR6X5ilgspkd7Yv73X2J8PKOsajqeN6KehH4s3nF5dvgxYIXyjg+EZESKYkjIiKx4i0zy8RLQEwBrnTOFftW3Dn3MV5tjlfxZhocga9WgnNuB14RzdvwPpz/ERjtnNtehePcbWb78a5kczZwkXPuGd/jL8G7Ys43eP8EDAACT4+Zi/dN/2Yz84/pdrzToL71TeufQwm1E5xz3wH78abuB/7D2MO3bqbv8f/jnPsUwMzeM+/0mlI55750zoX6RvkD3+OtwDt14ABFTkUK4XK8mRvL8GYr3VKWMRRxJTDbOfeT864Ittk5txl4BBhtZq18CaNv8K7sNCtgX9bjfdv+f3hJh/XAHwjz+cg3q+kmvGTNLrxv698M6H8Pr7DvJ3jHzF/M11+IuFzHMmC7zjn3sXNuZxmej0vxCu7uxEsghq2hU9ryZXx+puMlSjYDjfCeH/8sjSnAV75TXo4rw9iLmgacbYVX8GqB98/xHrzTbLoDZzrvinUA/8Wr6fMT3gy3d3xt4RztW3YfXvHdiUViygRgCN6xvhe40FffpNzMrANewviNsizvS4Tdha+WVhj34CUKdpvZ5DDLTMP7e9wALKF4Qfingb6+bbzhe9xz8ZKhq/FmVT2FNxsl1Di/Bk713X4xs53AVLwEXInxuDTOuZfxXkMz8I7RG0Cr8o4xhCp/3kKs/w+8BOlCvNfY91SuzpGISAFzZa9pKCIiIiJlZN5l4xcBDYvUv6gVzOxT4AXn3FPV+Bj/BLY65/5VXY9RE8zsQbwi6f+J9FhERCS2KYkjIiIiUkV8p928g3fq3PNAvnPu/IgOqprURBJHREREgul0KhEREZGq82u8U49+xqs59JvIDkdERERqE83EERERERERERGJAZqJIyIiIiIiIiISA5TEERERERERERGJAfUiPQCR8mrTpo1LTk6O9DBEpJaZP3/+dudc20iPo7oodopIdVDsFBEpv8rETiVxJOYkJyeTnp4e6WGISC1jZmsjPYbqpNgpItVBsVNEpPwqEzt1OpWIiIiIiIiISAxQEkdEREREREREJAYoiSMiIiIiIiIiEgNKrIkzf/78dvXq1XsK6I8SPtUpH1iUm5t73dFHH7010oMRERERERERkehTYhKnXr16Tx122GF92rZtuysuLs7V1KDqmvz8fNu2bVvfzZs3PwWcF+nxiIiIiIiIiEj0KW12Tf+2bdvuVQKnesXFxbm2bdvuwZvxJCIiIiIiIiJSTGlJnDglcGqG73nWKWsiIiIiIiIiElLUJw3i4+OP7t27d1//bfny5Q2OPPLI3gDLly9v8MQTT7TyL/v1118nzJo1q3l5H2Po0KG9Pv/888SS2k8++eTu27dvj6/MvohIbMuYPZs5w4fzVvfuzBk+nIzZsyM9JBGRiEpLg+RkiIvzfqalRXpEUpeY2TNmttXMFgW0PWBmy8xsoZm9bmYtAvr+ZGarzGy5mZ0RkUGLiFRS1CdxGjZsmL9s2bIl/luvXr0O/fDDD8sAVq5c2XDWrFkFSZz09PTEd955p9xJnLL47LPPVrVp0yavOrYtItEvY/ZsFqakkL1xIzhH9saNLExJUSJHROqstDSYNAnWrgXnvJ+TJimRIzXqOeDMIm0fAf2dcwOBFcCfAMysLzAB6Odb5z9mpi9oRSTmlFjYOFolJiYemZWV9UNKSkqnX375pVHv3r37XnDBBTufeeaZtgcOHIjr3bt3k9tuu23T+PHj91x77bVJS5cuTcjLy7OUlJSNl1122e7MzEybMGFCtxUrVjTq0aPHgQMHDlhpj9mpU6cB6enpS/fu3Rt31lln9Rg6dGhmenp6k/bt2x/64IMPVjVp0sQtXry44fXXX5+0c+fOeo0aNcp/6qmn1h555JEHauI5EZHqtSw1lbzs7KC2vOxslqWm0nnMmAiNSkQkclJSICsruC0ry2ufODEyY5K6xTn3uZklF2n7MODut8CFvt/HADOdcweB1Wa2ChgKfFPSYxzYuZ4VL9wc1NayzwjaHn0++TkHWDXr9mLrtB54Jq0HnkVu1m5+ee2uYv1tjhpDq76ncmjvVta8OaVYf7tjx9Oixwkc2LGOde89WKz/sBMvp1m3IWRtWUnGR48X6+94yq9o0rk/mRmL2Pjpk8X6O4+6kcT2Pdi7Op3NX00v1p901m00ap3E7pVfs/W7WcX6k89LoUGzduxcMpft3xf/MuvwcX+jXmILdix8jx0L3y/W3338fcTVb8S2+W+wa+knxfp7XvYIAFu+ncmeVcGHJ65eQ7pPuB+ATV9OY9+a+UH99RKac/gFdwOw4ZOp7N+wOKi/ftO2dBvzZwDWf/QY2VtWBfU3bNWFrmdPBmDtu6kc3Lk+qD+hfXe6jPodAKtn/4OcfduC+ht36kenEZMA+OXVO8nN3hPU3zT5aDoMuwKAVTP/SH7uwaD+5t2Pp/1xEwCKve5Ar73a9NqrjKhP4hw8eDCud+/efQG6dOly8KOPPvrZ3zdlypQNDz74YPtPPvlkFUD79u1z0tPTG0+bNm0dwI033thpxIgRe19++eU127dvjx8yZEif8847b+9DDz3UNiEhIX/FihVLvvvuu4QTTzyxb3nGtG7dukYvvPDCLyeccMLas88++/Bp06a1/O1vf7vzuuuu6zp16tS1AwYMODh37tzGv/nNb5K+/fbbFVX5fIhIZGRv2lSudhGR2m7duvK1i0TANYD/P8FOeEkdvwxfWzFmNgmYBNCzU8vqHJ+ISLmZc+HrFi9YsGDNoEGDtgNwzTVdWLSoWN2YSunfP4tnnllf0iL+WTeh2t5+++2mgUmcRx99tHVgEqd///59Dh48GBcfH+8A9uzZE//OO++s/OMf/9jppptu2nreeeftA+jbt2+fJ554Yu1JJ50U9H3S0KFDe6Wmpq4/6aSTsgJn4px++uk9165duwggJSXlsJycHEtJSdnSvn37wcnJyQUzbw4dOmS//PJLcAquBAsWLGgzaNCg5LIuX1cNGTLEpaenR3oYUsfMGT7cO5WqiISOHTntiy8iMCKpamY23zk3JNLjqC6KnVLVkpO9U6iK6toV1qyp6dFIpEQ6dvpm4rztnOtfpD0FGAKMc845M/s38I1z7gVf/9PAu865V0vavmKniFSHysTOqJ+JUxnOOV555ZVVgwYNOli0z6zUM6jCatCgQUHmKz4+3mVnZ8fl5eXRtGnT3GXLli2p8IZFJGr1njyZhSkpQadUxSck0Hvy5AiOSkQkcqZM8WrgBJ5SlZjotYtEkpldCYwGRrrCb6wzgC4Bi3UGin87IyIS5cqexCllxkwkNG/ePC8zM7OgIFmzZs3yMjMzC4o1jxgxYu+DDz7Y/rnnnlsXFxfHV199lXDiiSdmDxs2LPOFF15ode655+773//+12jFihWVnmHUqlWr/M6dOx965plnWl5zzTW78vPz+e677xKOP/747NLXFpFo5697syw1lexNm0jo0IHekyerHo6I1Fn+ujcpKd4pVElJXgJH9XAkkszsTOB24GTnXOAs+zeBGWb2ENAR6AHMi8AQRUQqJaZn4gwdOjS7Xr16rlevXn0vvfTS7ddff/2O1NTUDr179+572223bbr33ns3Tpo0Kal37959nXPWuXPng5988smqyZMnb50wYUK3nj179u3Xr1/WgAED9lfFeF588cVffvWrX3W97777OuTm5trYsWN3KokjUnt0HjNGSRsRkQATJyppI5FjZi8CpwBtzCwDuAvvalQNgY98M++/dc5d75xbbGYvAUuAXOAG55yuPCsiMafsNXGk2qkmTtno3GQRqQ6RrutQ3RQ7RaQ6KHaKiJRfZWJnXOmLiIiIiIiIiIhIpCmJIyIiIiIiIiISA5TEERERERERERGJAUriiIiIiIiIiIjEACVxRERERERERERigJI4IiIiIiIiIiIxIOqTOGZ29Pnnn9/Nfz8nJ4eWLVsOGjFiRPeq2H5iYuKRpS3zwgsvtOjZs2ff3r179+3fv3+fDz74oIm/76KLLkpu1arVoB49evQrbTtvv/12048++qhxZccsIiIiIiIiInVP1CdxEhIS8pcvX56QmZlpAK+//nqz9u3b55RnGzk55Vq8mHPPPXfvsmXLlixbtmzJ008/veb666/v6u+75pprtr/55psry7KduXPnNv3iiy+alL6kiIiIiIiIiEiwqE/iAIwcOXLPyy+/3ALgxRdfbHXBBRfs9Pd98skniUceeWTvPn369D3yyCN7L1iwoCHAo48+2vqss846/NRTT+0+fPjwnnv27Im78MILk3v27Nm3Z8+efZ977rkW/m387ne/69SrV6++gwYN6r1+/fp6RR+/efPm+XFx3lO1b9++ODMr6DvrrLMy27Ztm1t0nX/84x/tjjjiiH49e/bsO3r06MOXL1/eYNq0aW2feOKJ9r179+77/vvvK5kjIiIiIiIiImVWLGERjS6//PKdd911V4fx48fvXrp0aeK111674+uvv24CMGjQoAPz5s1bVr9+fd54442mf/zjHzt/8MEHPwN8//33TRYuXLi4ffv2eb/5zW86NWvWLG/FihVLALZt2xYPkJ2dHXf88cdnPvbYYxuuv/76zo899ljb+++/f1PRMUybNq3FXXfd1Wnnzp31X3311VJn3jz66KOHrV279qeEhAS3ffv2+DZt2uRdccUV25o0aZJ39913b6naZ0hEREREREREartyJXHWPby6V9G2JgOa7mx1Wptt+Qfz4zL+s7ZH0f5mRzff3uKkVjty9+bW2/j0+iMC+5Ju7ba8LI977LHHZmdkZDR88sknW5122ml7Avt27twZP378+G5r1qxpZGYuJyenYJrM8OHD97Zv3z4P4PPPP282c+bMX/x9bdu2zQOoX7++mzBhwh6Ao48+ev+cOXOahRrDFVdcsfuKK67Y/d577zW58847O5122mkrShpzr169sseOHdvtvPPO2z1x4sTdZdlPqbw33niDd955h61bt3LDDTdw+umnR3pIIiJRT7FTRKT8FDtFJBJi4nQqgDPPPHP3XXfd1eWKK67YGdh+++23dzr55JP3rVy5cvFbb7216tChQwX7lJiYmO//3TlH4GlQfvXq1XP+U6Xq1atHbm5u8YUCnHXWWZlr165tuGnTphITYJ988snKG264Ydv8+fMbDxo0qG9l6/JI2Zx//vk8+eSTPPfcc8yaNavS23v//ffp1asX3bt359577y3XcgcOHGDo0KEMGjSIfv36cddddxUs//DDD9OvXz/69+/PJZdcwoEDB0rsW758OYMHDy64NWvWjH/9618ArF+/nhEjRtCnTx/69evHI488Uun9FpG6paZjZ0lxq6R4B5CXl8eRRx7J6NGjC9oeeeQR+vfvT79+/YKWDbetkuKziEhZRdPnToDk5GQGDBjA4MGDGTJkSJm2G66vpM+q11xzDe3ataN///6V3mcRqQDnXNjbjz/+uMY5lx7JW0JCQp5zLn3VqlUL7r777nXOufS33npr+SmnnLLbOZd+2mmn7Xr22WdXOefSb7311o0dO3Y86JxLf+SRR1ZffvnlW/3b+c1vfrPp6quv3uK/v3Xr1h8Ct++cS3/mmWd+Hjdu3PaiY/jpp59+ysvLS3fOpX/xxRdL2rZte8h/3zmXvmzZsoXdu3fP9t/Pzc1NX7Zs2ULnXPqBAwfmt2rVKmfbtm0/3HnnnetvueWWjeH21fd8l3hMdHMcffTRLpT8/HyXl5fnnHPu97//vZs/f75b/8Yb7qNhw9ybRxzhPho2zK1/442Q64aSm5vrDj/8cPfzzz+7gwcPuoEDB7rFixeXebn8/Hy3b98+55xzhw4dckOHDnXffPONy8jIcMnJyS4rK8s559xFF13knn32WeecK7Ev8PHat2/v1qxZ45xzbuPGjW7+/PnOOef27t3revToEXKcIlIyIN1FQYyrrlt5YmdllCV2ljVuFY13zjn34IMPuksuucSdc845zjnnfvrpJ9evXz+3f/9+l5OT40aOHOlWrFhR4rbCxWcRKT/FzpqLnaUt17VrV7dt27YyLx+ur7TPo5999pmbP3++69evX6X2WaQuq0zsjJmZOEcccUTOX/7yl61F22+//fbNf/3rXzsfddRRvfPy8sKuf88992zavXt3fI8ePfr16tWr77vvvtu0rI/94osvtuzZs2e/3r17973xxhuTpk+f/ot/9s65557bbdiwYb1Xr17dsH379gMffvjhNrm5uXbppZd269mzZ9/+/fv3/fWvf72lTZs2eRdccMHud955p4UKG1edNWvW0KdPH377299y1FFHsX79em6//XbOOuss2q1fz8KUFLI3bgTnyN64kYUpKWTMnl2mbc+bN4/u3btz+OGH06BBAyZMmMDsEOuGW87MaNLEO8w5OTnk5OQUzAbLzc0lOzub3NxcsrKy6NixY8H2SuoD+PjjjzniiCPo2tW7SFqHDh046qijAGjatCl9+vRhw4YN5X8yRaTOKCl2+uNJRZUldpY1bhWNdxkZGbzzzjtcd911BcssXbqU4447jsTEROrVq8fJJ5/M66+/XuK2SorPIiLhRDp2lme5sixfUl9Jn0dPOukkWrVqVan9FZGKi/rCxllZWT8UbRs9evS+0aNH7wM47bTT9q9Zs2aRv++RRx7ZCHDTTTftAHb425s3b57/2muvrSlp+1dfffWuq6++elfRZaZMmbJ5ypQpm0ON76233lodqn3+/PnF6v0MHDjwoL+wslSd5cuX8+yzz/Kf//yHRx99lDlz5rBnzx4azpnDac4FLZuXnc1ZV1xBfLduxbaTmprKaaedVnB/w4YNdOnSpeB+586d+e6774qtV9JyeXl5HH300axatYobbriBY489FoDJkyeTlJREQkICp59+esE51J06dQrb5zdz5kwuueSSkM/FmjVr+OGHHwoeR0QknHCxc9WqVVx//fXFlh8+fDj79u0r1l7R2OlXUtwqGu9uueUW7r///qBx9O/fn5SUFHbs2EFCQgLvvvtu0GkE4bYVLj6LiJQk0rGzpOXMjNNPPx0z49e//jWTJk0qcflwfWX5PCoikRP1SRyR0nTt2pXjjjsOgJtuuombbroJgLe6dw+5/D/btuXcH38sdbuuSAIICPlNbUnLxcfH8+OPP7J7927Gjh3LokWL6NSpE7Nnz2b16tW0aNGCiy66iBdeeIHLLruMXbt2he0DOHToEG+++Sb33HNPscfMzMzkggsu4F//+hfNmoWszy0iUiBc7Azniy++KNN2yxo7oeS4VTTevf3227Rr146jjz6aTz/9tGC5Pn36cPvttzNq1CiaNGnCoEGDqFevXonbgtDxWfUdRKQ0kY6dJS331Vdf0bFjR7Zu3cqoUaPo3bt3icuH6yvt86iIRFbMnE4lEk7jxo1Dtid06BCy/f+2bQsqdOm/zZkzJ2i5zp07s379+oL7GRkZxU5tKutyLVq04JRTTuH9999nzpw5dOvWjbZt21K/fn3GjRvH119/DVBiH8B7773HUUcdRfv27YO2n5OTwwUXXMDEiRMZN25cyP0WEQkULnaGM3z48CqNnaXFraLx7quvvuLNN98kOTmZCRMmMHfu3IJ/KK699lq+//57Pv/8c1q1akWPHj1K3FagwPgsIlKaSMfOkpbz/2zXrh1jx45l3rx5JS4frq+0z6MiElmaiSO1Vu/Jk1mYkkJednZBW3xCAu9Nm0bnMWNKXf+YY45h5cqVrF69mk6dOjFz5kxmzJhR5uW2bdtG/fr1adGiBdnZ2cyZM4fbb7+dtm3b8u2335KVlUVCQgIff/xxwdT/pKSksH0AL774YrFTqZxzXHvttfTp04ff//73FX26RERKVNZvk8sSO8sSt4rGu3vuuadgJs2nn35KamoqL7zwAgBbt26lXbt2rFu3jtdee41vvvmmxG2Fi88iIlWtKmNnScvt37+f/Px8mjZtyv79+/nwww+58847S9xuuL7MzMwSP4+KSGRpJo7UWp3HjGHglCkkdOwIZiR07MjAKVPKlMAB75Lzjz/+OGeccQZ9+vTh4osvpl+/fgX9Z599Nhs3bgy73KZNmxgxYgQDBw7kmGOOYdSoUYwePZpjjz2WCy+8kKOOOooBAwaQn5/PpEmTAErsy8rK4qOPPir2jfVXX33F9OnTmTt3bsG3O++++24VPYsiIuVTltj5xRdflBi3wsW7cC644AL69u3Lueeey7///W9atmxZ4rbCxWcRkUip7OfOLVu2MGzYMAYNGsTQoUM555xzOPPMM0vcbri+kj6PAlxyySUcf/zxLF++nM6dO/P000/X+PMlUpdZqHMh/RYsWLBm0KBB22twPHXaggUL2gwaNCg50uOIdkOGDHHp6emRHoaI1DJmNt85V2u/alTsFJHqoNgpIlJ+lYmdmokjIiIiIiIiIhIDYiKJM23atBZmdvQPP/zQqCLrjx8/vuv8+fMbAXTq1GnApk2bitUCGj58eI9evXr17d69e79LL700KTc3F4Ds7Gw755xzDk9KSuo/cODA3suXL28AsHz58gZPPPFEK//6jz76aOsrrrgiqUI7KDXq2muvZdCgQQwcOJALL7yQzMzMkMutW7eO008/nT59+tC3b1/WrFkDwOOPP0737t0xM7ZvL5yo9umnn9K8efOCUwPuvvvuSo813GM98MADBY/Tv39/4uPj2blzZ7H1V69ezbHHHkuPHj0YP348hw4dKtf6IlIzzOwZM9tqZosC2h4ws2VmttDMXjezFgF9fzKzVWa23MzOqIkxzp07l6OOOor+/ftz5ZVX4n+fLCpc7AwXe2siHp155pm0aNGi2ClTV111Fd26dSt4/B8Drlz46aefMnjwYPr168fJJ58ccrvh1q+O9wMRiU1l/dwZLk6Fi727du1i7NixDBw4kKFDh7Jo0aJQmy2XcJ87Z8+ezcCBAxk8eDBDhgzhyy+/DLl+uJi4Z88ezj33XAYNGkS/fv149tlnKz1WkbosJpI4M2fObHXUUUdlTp8+vVXpSwfLzc1l1qxZa48++ugDJS03e/bsn5cvX75kxYoVi3fs2FH/mWeeaQnwyCOPtGnevHnuunXrFt14441bfv/733cGWLlyZcNZs2aVezwSeQ8//DALFixg4cKFJCUl8fjjj4dc7oorruAPf/gDS5cuZd68ebRr1w6AE088kTlz5tC1a9di6wwfPpwff/yRH3/8kTvvvLPMY3ruuef461//Wqw93GP94Q9/KHice+65h5NPPplWrYq/HG+//XZuvfVWVq5cScuWLQvOWS7r+iJSY54DzizS9hHQ3zk3EFgB/AnAzPoCE4B+vnX+Y2bx1Tm4/Px8rrzySmbOnMmiRYvo2rUrzz//fMhlw8XOcLG3MvEoXOws6g9/+APTp08P2ffAAw8UPP7gwYMB2L17N7/97W958803Wbx4MS+//HLYbYdaHyr+fiAitUtZP3eGilMlxd5//vOfDB48mIULFzJt2jRuvvnmMo+pvJ87R44cyYIFC/jxxx955plnuO6668JuO1RM/Pe//03fvn1ZsGABn376KbfddlvBF4siUn5Rn8TZs2dPXHp6epNnn312zeuvv15QqfDtt99uOmTIkF6jRo064ogjjuh36aWXJuXl5QGQmJh45C233NJx4MCBvT/++OMmQ4cO7fX5558nlvQ4rVq1ygfIycmxnJwcMzP/47S45pprdgBcffXVu77++uum+fn5pKSkdEpPT2/Su3fvvn/729/aAWzevLn+8OHDe3Tt2rX/9ddf37l6nhHx+8tf/sIjjzxScD8lJYVHH3201PWaNWsGeFdHyc7Oxn+sAy1ZsoTc3FxGjRoFQJMmTUhM9F5CRx55JMnJyWUe5//+9z8GDhzIgQMH2L9/P/369SvztyVleaxQV6wCb//mzp3LhRdeCMCVV17JG2+8Ueb1RaTmOOc+B3YWafvQOeef7vIt4H9fGQPMdM4ddM6tBlYBQ8v6WBWJnTt27KBhw4b07NkTgFGjRvHqq68WW66k2FmW2BsYjyoTO4saOXIkTZs2LfPyM2bMYNy4cSQleRNs/YkoEam7qvNzJ4SOUyXF3iVLljBy5EgAevfuzZo1a9iyZUu1fO5s0qRJwbj3798fdh/CMTP27duHc47MzExatWpFvXq6SLJIRUX9X09aWlqLU045Zc/AgQMPtmjRIu/LL79MHDZsWBbATz/91PiHH35Y1LNnz0MnnXRSj2nTprW8+uqrd2VnZ8f1798/+1//+tdG8IJuWQwbNqzHwoULG5988sl7rr766l0AW7ZsadCtW7dDAPXr16dJkyZ5W7ZsqTdlypQNDz74YPtPPvlkFXinUy1ZsiRxwYIFSxISEvK7d+/ef/LkyVu6d++eUy1PjHDttdcybtw4br75ZvLz85k5c2bBlU5CmTFjBn379gXg6quv5t1336Vv3748+OCDxZZdsWIFLVq0YNy4caxevZrTTjuNe++9l/j4kr/s/uabbxg0aBAdO3YkNTWVfv36ccwxx3Deeefx5z//mezsbC677DL69+9f6f0H76or77//fshvdXbs2EGLFi0K3iQ7d+7Mhg0byry+iESVa4BZvt874SV1/DJ8bSU6sHM9K164mRGt9vK7h//LWa1/oXmvk5k5cyZzPniXPl3bFlunXkIzZr32Fj26diB791ZevXsCAw5vz5PTP+PnJRnsXDKXVn1P5dDerax5cwqfpv9M/f0bOP2Y7mRs28PI00bxr/9OJ2f3Bta99yB/mvoRny1YwxGdWnH9kPPYuzqdZt2GkLVlJSvffph333yNW05qyooXFtEcOPOU4/jzn//M3m0ZnNmvOQ1+fJIVPxaO7+CejgDsXZ3O5q+Kz7RJOus2GrVOYvfKr1n/0WPs37CYFS8Ufludn3OAlJQU7kr5I8d0a87k8SfQoH49vnvzc3Jz8zj5pE/J3J/NteNGcFrX4m/nLj+PlJQU7vzTZIYe0bJg/fVLM/jqs48L3g/uuPxUOuRnBK0bV68h3SfcD8CmL6exb838Is99cw6/wDsNa8MnU9m/YXFQf/2mbek25s8ArP/oMbK3rArqb9iqC13PngzA2ndTObhzfVB/QvvudBn1OwBWz/4HOfu2BfU37tSPTiO8q9H88uqd5GbvCepvmnw0HYZdAcCqmX8kP/dgUH/z7sfT/rgJAEHPuV/LPiNoe/T55OccYNWs4pd3bz3wTFoPPIvcrN388tpdxfrbHDUm6LVXVLtjx9Oixwkc2LGOde8Vf58/7MTLC157GR8Vfw/seMqvaNK5P5kZi9j46ZPF+juPupHE9j3K9Nrb+t2sYv3J56XQoFk7di6Zy/bvZxfrP3zc36iX2IIdC99jx8L3i/V3H38fcfUbsW3+G+xa+kmx/p6XecmGLd/OZM+qb4L6qvq1V1dU5+fOcNq0aUNOTg7p6ekMGTKEV155hfXrvb/lQYMG8dprrzFs2DDmzZvH2rVrycjIqLbPna+//jp/+tOf2Lp1K++8807Y5VJSUrj77rsZOXIk9957Lw0bNuTGG2/kvPPOo2PHjuzbt49Zs2YRFxf1cwlEola5kjjLnr2+V9G2Fr2G7zzshInb8g5lxa1M+32Pov2t+o/a3u6YC3bkZO6o9/PLKUcE9vW++onlpT3mSy+91Ormm2/eCnDBBRfsnD59eit/EmfAgAH7+/btewjg4osv3vnFF180ufrqq3fFx8dz1VVX7SrPvgF8+eWXK7Oysmzs2LGHv/XWW83Gjh27N9TVu8ws5CW9hg0btrd169Z5AN27dz/w888/N1QSp/okJyfTunVrfvjhB7Zs2cKRRx5J165dg2oahPPss8+Sl5fH7373O2bNmsXVV18d1J+bm8sXX3zBDz/8QFJSEuPHj+e5557j2muvDbvNo446irVr19KkSRPeffddzj//fFauXAnAnXfeyTHHHEOjRo0KvrXZsWNHwTcoO3fu5NChQwUzZaZPn86AAQNK3Y+33nqLE088MeSpB2Feu2VeX0Sig5mlALlAmr8pxGIh35fMbBIwCaBnJ28ya+e2zWjRpBFL1mzl4K4fC2Ln7CmXFlu/9cAzad23L7lZu3nohjO5J+0LDuXmcWL/JOLjiw8jNz+f9OUbeeMfl9ChdVPumPETzz33HBPP92bm3DNpFHn5+fx92me8+91Kbji1cN1PfljNUT060KJJYfm7O275DSPGXkWDOMe0W726NLv2ZXPVva8DkJlXn5zcfF57aQY5+3dx//Wn06tLm5KeziB/vyuFpB792bzgA377u1uZ+vZ8bhx7LHl5+Sxes5XPvnmPHGvI0KMHccSNI+nWoWXQ+v/8x9107JLMhm9f4Xd/vLNg/X7JbZn78FUced3/49133+XqX1/L+/dcXOZxiUj0qc7PneGYGTNnzuTWW2/l4MGDnH766QVfzt1xxx3cfPPNDB48mAEDBnDkkUcW9FXH586xY8cyduxYPv/8c/7yl78wZ86cYsvcc889HHbYYRw6dIhJkyZx3333ceedd/LBBx8wePBg5s6dy88//8yoUaMYPnx4wSwlESmfqJ6Js3nz5vhvv/222YoVKxJuvPFG8vLyzMzc//t//y8Div9D6r/foEGD/IpO0UtMTHSjR4/e/frrr7cYO3bs3sMOO+zQ6tWrGxxxxBE5OTk5ZGZmxrdr1y4v1LoNGjQo+BAdHx/vcnJyyjfXsBYws2eA0cBW51x/X9vf8ab/5wNbgauccxt9fX8CrgXygJuccx+U5/Guu+46nnvuOTZv3sw111zDvn37GD58eMhlA78RAYiPj2f8+PE88MADxd5MO3fuzJFHHsnhhx8OwPnnn8+3335bYhIn8I3o7LPP5re//S3bt2+nTZs27Ny5k8zMTHJycjhw4ACNGzemdevWBW/8zz33HGvWrClTbYdAM2fODHsqVJs2bdi9eze5ubnUq1ePjIwMOnbsWOb1RSTyzOxKvJg60hVmZjOALgGLdQY2hlrfOTcVmAreZXL9387fVP8EPvn6azb/tJxrrrmG/QdyuDj1sxBb+IwZM7rSt29fxv/tJcb/zWv98MMP2fHUU7Tq62VhGjRrR8/LHmFn9285emEWI3//HAAXxU0viJ3+xwb4ddfPeOCBB/hTN+/Kmonte/DZhkZc94cp9Ly0MJm0efNmMjMzadiwIUkX3Evjxo0BWPqbqUDo2Pndd9/x61//GoC7m43kvPOSaNHjBLqMOkTjBalB4/DrMPhMbv57I1JTvf7+GffS/cABmrf1JjiNOO1M9iafSc+LLgr1NNP5+Iu4+e9tC9YPdPbZZ5Mf35BWZ/6FNm1CJ5g6DLuiYFZLKP4ZMeH4Z9SE45+RE45/VkU4/lkZ4fhndYQT6jn3i6vfqMT+eoktSuz3v/bCadQ6qcT+xPY9Suxv0rl/if3Nug2hWbfwV4ht0eMEWvQ4IWx/q76nFvwdhdJ64Fm0HnhW2P62R59P26PPD9vf/rgJBTOiQqma195NJS5Tm1TX586SHH/88XzxxReAF3tXrFgBeJ87/QWCnXN069aNbt26AVTb506Ak046iZ9//rngM26gDh06ANCwYUOuvvpqUlNTAS+Jdccdd2BmdO/enW7durFs2TKGDi3zmcC1z+o0WJACWesgMQkGTYFuEyM9KokR5cp0lDRzJr5BYn5J/fWbtM4ty8ybQNOnT285bty4HTNmzFjrbzvmmGN6ffjhh03AO51q2bJlDXr06HHolVdeaXXddddtC7+18Pbs2RO3e/fu+K5du+bk5OTw/vvvNz/xxBP3AZxzzjm7n3nmmdannXba/meffbbl8ccfvy8uLo7mzZvnZWZmVmshyRj1HPA4MC2g7QHn3F8AzOwm4E7g+iLFOTsCc8ysp3MuZJIslLFjx3LnnXeSk5PDjBkziI+PL/EbEeccP//8M927d8c5x1tvvUXv3r2LLXfMMcewa9cutm3bRtu2bZk7dy5DhoT/kAbePxvt27fHzJg3bx75+fm0bt0agEmTJvH3v/+d1atXc/vtt1fJ6Ut79uzhs88+44UXXgjZb2aMGDGCV155hQkTJvD8888zZsyYMq8vIpFlZmcCtwMnO+eyArreBGaY2UN4sbMHMK882y5v7ATYunUr7dq14+DBg9x3332kpKQUWyZc7Cwt9oaLRxWJnccee2yZvhkH2LRpEx06dMA5xxtvvFFwysGYMWO48cYbyc3N5dChQ3z33XfceuutZV6/pPcDEYld1fW5syThYu/u3btJTEykQYMGPPXUU5x00kkFXyhW9efOVatWccQRR2BmfP/99xw6dChkTAsXE5OSkvj4448ZPnw4W7ZsYfny5QVflNZJq9Ng3iTI8721Z6317oMSOVImUX0y4ssvv9x63LhxQadFjRkzZpf/KlWDBw/OvO222zr37NmzX1JS0sHLL798d0UeZ+/evXHnnHNO9549e/bt06dPvzZt2uT84Q9/2AZw8803b9+1a1e9pKSk/o899thhqampGQBDhw7NrlevnuvVq1dBYWMJW5xzb8DdxhRO+69UcU6ABg0aMGLECC6++OJS69X4xsKVV17JgAEDGDBgAJs2bSq4akh6enpBtf34+HhSU1MZOXIkAwYMwDnHr371KwAeffRROnfuTEZGBgMHDixY55VXXqF///4MGjSIm266iZkzZ2JmTJs2jXr16nHppZdyxx138L///Y+5c+eWaf/CPRZ45yaffvrpBd9M+5199tls3Oh9KX/ffffx0EMP0b17d3bs2BE0kyjc+iJS88zsReAboJeZZZjZtXgJ8abAR2b2o5k9AeCcWwy8BCwB3gduKE/yG8ofO8G74kifPn0YOHAg5557Lqee6s0eKEvsLCn2Quh4VJnYWdTw4cO56KKL+Pjjj+ncuTMffOBN+pw4cWLBmLZv386f/+zNSOnTpw9nnnlmwaV7r7vuuoJ/RgJjbLj1w70fiEhsq67PnRA+ToWLvUuXLqVfv3707t2b9957r6DocnV87nz11Vfp378/gwcP5oYbbmDWrFkFMa0sMfEvf/kLX3/9NQMGDGDkyJHcd999YWcm1gkLUgoTOH55WV67SBlYqLoZfgsWLFgzaNCg7TU4njJ7++23mwYWFq4NFixY0GbQoEHJkR5HZZlZMvC2/3QqX9sU4ApgDzDCObfNzB4HvnXOveBb5mngPefcKyVtf8iQIS49PR3wLr141FFH8fLLL9OjR7GSTCIiZWZm851zJU+5i2GKnSJSHRQ7RcppRhyhS9kZXJpf06ORCKlM7IzqmThSezjnUpxzXfAKc97oay5XcU4zSzez9G3bvLPmlixZQvfu3Rk5cqTeSEVEykixU0Sk/BQ7pcokJpWvXaSIqC5sXJLRo0fvGz169L5Ij0PKbQbwDnAXlSjOCdC3b19++eWXah2siEhto9gpIlJ+ip1SZQZNCa6JAxCf6LWLlIFm4ki1M7PAryvOA5b5fn8TmGBmDc2sGxUozikiIiIiEhNWp8Ebyd7pNG8ke/el7uk2EYZOhcSugHk/h05VUWMps9Jm4uTn5+dbXFxc+MI5UiXy8/MN7xLcMc1XnPMUoI2ZZeDNuDnbzHrh7d9a4HrwinOamb84Zy4VKM4pIiIiIhL1dEUiCdRtoo67VFhpSZxF27Zt69u2bds9SuRUn/z8fNu2bVtzYFGkx1JZzrlLQjQ/XcLyUwDNHRQRERGR2qukKxLpn3kRKYcSkzi5ubnXbd68+anNmzf3R6deVad8YFFubu51pS4pIiIiIiKxJWtd+dpFRMIoMYlz9NFHb8WrYSIiIiIiIiIVkZjknUIVql1EpBw0u0ZERERERKQ6DZriXYEokK5IJCIVoCSOiIiIiIhIddIViUSkipRW2FhEREREREQqS1ckEpEqoJk4IiIiIiIiIiIxQEkcEREREREREZEYoCSOiIiIiIiIiEgMUBJHRERERERERCQGKIkjIiIiIiIiIhIDlMQREREREREREYkBSuKIiIiIiIiIiMQAJXFERICM2bOZM3w4b3Xvzpzhw8mYPTvSQxIRqRXS0iA5GeLivJ9paZEekYiISOxSEkdE6ryM2bNZmJJC9saN4BzZGzeyMCVFiRwRkUpKS4NJk2DtWnDO+zlpkhI5UjXM7Bkz22pmiwLaLjKzxWaWb2ZDiiz/JzNbZWbLzeyMmh+xiEjlKYkjInXestRU8rKzg9rysrNZlpoaoRGJiNQOKSmQlRXclpXltYtUgeeAM4u0LQLGAZ8HNppZX2AC0M+3zn/MLL4GxigiUqWUxBGROi9706ZytYuISNmsW1e+dpHycM59Duws0rbUObc8xOJjgJnOuYPOudXAKmBoDQxTRKRKKYkjInVeQocO5WoXEZGySUoqX7tINeoErA+4n+FrExGJKUriiEid13vyZOITEoLa4hMS6D15coRGVD1UvFlEatqUKZCYGNyWmOi1i9QwC9HmQi5oNsnM0s0sfdu2bdU8LBGR8lESR0TqvM5jxjBwyhQSOnYEMxI6dmTglCl0HjMm0kOrMireLCKRMHEiTJ0KXbuCmfdz6lSvXaSGZQBdAu53BjaGWtA5N9U5N8Q5N6Rt27Y1MjgRkbKqF+kBiIhEg85jxtSqpE1RJRVvrs37LSKRN3GikjYSFd4EZpjZQ0BHoAcwL7JDEhEpPyVxRETqABVvFhGR2sbMXgROAdqYWQZwF16h48eAtsA7Zvajc+4M59xiM3sJWALkAjc45/IiNHQRkQpTEkdEpA5I6NDBO5UqRLuIiEgscs5dEqbr9TDLTwFUkUlEYppq4oiI1AF1pXiziIiIiEhtppk4IiJ1gL/uzbLUVLI3bSKhQwd6T56sejgiIiIiIjFESRwRkTqithdvFhERERGp7XQ6lYiIiIiIiIhUjdVp8EYyzIjzfq5Oi/SIahXNxBERERERERGRyludBvMmQV6Wdz9rrXcfoNvEyI2rFtFMHBERESm3tDRIToa4OO9nmr5kE4ldOTlw2WXeH/O2bZEejYjEsgUphQkcv7wsr12qhGbiiIiISLmkpcGkSZDl+4y2dq13H2CivmQTiR07dsCIEfDTT4VtubmRG4+IxL6sdeVrl3LTTBwREREpl5SUwgSOX1aW1y4iMWDJEjCDNm0KEzgTJsDBg9ChQ2THJiKxLTGpfO1SbkriiIiISLmsC/NlWrh2EYkSb7/tJW/69Stsu+ceyM+HF1+EBg0iNzYRqR0GTYH4xOC2+ESvXaqEkjgiIiJSLklhvkwL1y4iEeQc3H+/l7w599zC9tmzvb477vD6RESqQreJMHQqJHYFzPs5dKqKGlch1cSRYszseOAyYDjQAcgGFgHvAC845/ZEcHgiIlGpLsXOKVOCa+IAJCZ67SISWWlp3qmNG9fm8FLiVZyfNSN4gYULYcCAyAwuhLoUO0XqjG4TlbSpRpqJI0HM7D3gOuAD4Ey8N9O+wJ+BRsBsMzsvciMUEYk+dS12TpwIU6dC167eF/hdu3r3VdRYJLLS0uBv161nzVrjEA0KEjh7OvaBrVu9mTfRlcCpU7FTRKQqmHMu0mOQKGJmbZxz2yu7THUaMmSIS09Pj9TDi0gtZWbznXNDKriuYqeIRNYnn8CppwY1zeJiLmc6Hbs2YM2a6nlYxU4RkfKrTOzUTBwJUpY3yUi+kYqIRCPFThGJmIce8qbEBSRw3uYcjHwmMIscGkRt0XHFThGR8lMSR8rMzH6K9BhERKKRmXUxs5lm9oWZ/Z+Z1Q/oe6MM6z9jZlvNbFFA20VmttjM8s1sSJHl/2Rmq8xsuZmdUaU7IyLRzzmvSLEZ3HZbQfM/W9yP4TiXt4HCYsXRWnTczHqb2Xtm9o6ZHWFmz5nZbjObZ2Z9Ij0+EZFopMLGEsTMxoXrAg6rybGIiMSQZ4BXgW+Ba4HPzOxc59wOoGsZ1n8OeByYFtC2CBgH/DdwQTPrC0wA+gEdgTlm1tM5l1fZnRCRKHfgADRvDocOBbfPmQMjR9I1DRJjq+j4VOABoAkwF7gduBoYjRcTR0ZuaCIRtjoNFqRA1jpITPIu0a1iwYKSOFLcLCANCFUsqVENj0VEJFa0dc494fv9d2Z2GfC5ryBnqcXnnHOfm1lykbalAFb80r9jgJnOuYPAajNbBQwFvqncLohI1Fq3zqsgXtTatUHTbPzFxVNSvFWSkrwEThQXHW/qnHsLwMz+7pyb6Wt/y8z+FsFxiUTW6jSYNwnyfBnZrLXefVAiR5TEkWIWAqnOuUVFO8zstAiMR0QkFtQ3s0bOuQMAzrkXzGwz3hVXGlfxY3XCm/Hjl+FrE5HaZu5cGFlkMkqDBrBnDzQK/d3axIlRnbQpKj7g94eK9DWoyYGIRJUFKYUJHL+8LK9dSZw6TzVxpKhbgL1h+sbW4DhERGLJU8CxgQ3OuTnARXinRVWlYlNzCDPbx8wmmVm6maVv27atiochItUmNdWrdxOYwDn3XMjPh4MHwyZwYtC/zawJgHPuP/5GM+sOzInYqEQiLStMNfJw7VKnKIkjQZxzXzjnQkYH51yp11cMU5zzATNbZmYLzex1M2sR0KfinCIS85xzDzvnPgvR/oNzblQVP1wG0CXgfmdgY5hxTXXODXHODWnbtm0VD0NEqpRzcM45XvLmD38obE9N9frefNPrq0Wcc/91zmWGaF/lnLslAkMSiQ6JYaqRh2uXOkVJHKlqzwFnFmn7COjvnBsIrAD+BMWKc54J/MfM4hERkZK8CUwws4Zm1g3oAcyL8JhEpKKys6F+fYiLg3ffLWz/+GMveRNw9SkRqSMGTYH4xOC2+ESvXeo8JXGkSjnnPgd2Fmn70DmX67v7Ld63xhBQnNM5txrwF+cUEalTzOxFvMLEvcwsw8yuNbOxZpYBHA+8Y2YfADjnFgMvAUuA94EbdGUqkRi0dq03syYxEXJzg9udg1NPjdzYRCSyuk2EoVMhsStg3s+hU1UPpzqtToM3kmFGnPdzdVqkRxSWChtLTbsG7wpYUMHinAd2rmfFCzcHtbXsM4K2R59Pfs4BVs26vdg6rQeeSeuBZ5GbtZtfXrurWH+bo8bQqu+pHNq7lTVvFs9wtzt2PC16nMCBHetY996DxfoPO/FymnUbQtaWlWR89Hix/o6n/IomnfuTmbGIjZ8+Way/86gbSWzfg72r09n81fRi/Uln3Uaj1knsXvk1W7+bVaw/+bwUGjRrx84lc9n+/exi/YeP+xv1EluwY+F77Fj4frH+7uPvI65+I7bNf4NdSz8p1t/zskcA2PLtTPasCr4ATly9hnSfcD8Am76cxr4184P66yU05/AL7gZgwydT2b9hcVB//aZt6TbmzwCs/+gxsresCupv2KoLXc+eDMDad1M5uHN9UH9C++50GfU7AFbP/gc5+4LrfjTu1I9OI7xq/r+8eie52XuC+psmH02HYVcAsGrmH8nPPRjU37z78bQ/bgJAsdcd6LVXm157keScuyRM1+thlp8C6Os4kVj08cdwWpFrRSQkwM6dtanWjYhUVreJStrUlBi7Gphm4khIZvbPIrVrWprZPyq5zRQgF+8S5lDB4pw5h3IqMwwRkWpTHbFTRGqJ++/3Zt4EJnDGjPGKFWdl1ekEjmKniERUSVcDi0LmXMj/maWOM7MfnHNHFmn73jl3VBnWTQbeds71D2i7ErgeGOmcy/K1/QnAOXeP7/4HwF+dc98U22iAIUOGuPT0Umssi4iUi5nNd84NqeQ2Khw7q5tip0gEOAdnnw3vF5mJ+OCD8PvfR2ZMVUyxU0Ri3ow4Qs8lMLg0v1oesjKxU6dTSTjxZtbQOXcQwMwSgIYV2ZCZnQncDpzsT+D4vAnMMLOHgI6oOKeIxL4qi50iEsOys6FJE2+WTaBPPoFTTonIkKKcYqeIRE5ikncKVaj2KKQkjoTzAvCxmT2Ll5a8Bni+tJV8xTlPAdr4CnLehXc1qobAR+ZdGvNb59z1zrnFZuYvzpmLinOKSOyrUOwUkVpizRro1q14+7p10KVLjQ8nhih2ikjkDJoSXBMHovpqYEriSEjOufvN7CdgJF7tmr875z4ow3qhinM+XcLyKs4pIrVGRWOniMS4jz6C008PblOx4jJT7BSRiPIXL16QAlnrvBk4g6ZEZVFjUBJHSuCcew94L9LjEBGJJYqdInXIfffBHXcEt51/Prwe8sJyUgLFThGJqBi6GpiSOBLEzL50zg0zs30EV3cywDnnmkVoaCIiUUuxU6QOcQ7OPBM+/DC4/aGH4NZbIzOmGKXYKSJSfrrEuARxzg3z/WzqnGsWcGuqN1IRkdAUO0WiV1oaJCdDXJz3My2tYuv2TsryLhEeFxecwPnkEy+xowROuSl2ioiUn5I4UoyZxZnZokiPQ0Qklih2ikSftDSYNAnWrvXyLGvXevfLksjxr2trV5PvjGXrGwcvsH69t1FdbapSFDtFRMpHSRwpxjmXDywws+i8ppqISDi5ud435A88AJmZNfrQip0i0SclBbKygtuysrz20rz/+w/Zn2Ws5vCCtn00oWfSAS9507lzFY+2blLslEpZnQZvJMOMOO/n6nJMtROJUaqJI+F0ABab2Txgv7/ROXde5IYkIuKTnw/ffgszZ8KsWbB1a/Fl2reHK66o6ZEpdopEkXXrytcOwD33wP/9H9MDml7nfMbhFSu29VU2PCmk2Cnltzot+LLQWWu9+xAzBWpFKkJJHAnnb5EegIgIzsHHH8PcuV6y5pdfSl/nuONg4kS4/PLqH19xip0iUSQpyTuFKlR7EOe8S4TPmRPUfAsP8wi3lLyuVAXFTim/BSmFCRy/vCyvXUkcqcV0OpWEc7Zz7rPAG3B2pAclIrXY//7nXfHFrPAWFwejRnnfjBdN4AwYAP/4B6xY4f0D5rtl3HEHc2bN4q0ePZgzfDgZs2fX5F4odopEkSlTIDExuC0x0WsHvHOr/LEmMIHz2WekveB4MvGW8OvWMpUpAF0FFDul/LLCTKkL1y5SFbZuhf/8B046Kfjzan5+jQ1BSRwJZ1SItrNqfBQiUvssXw6XXBKcrDGDoUPhgw9Cr/O738GPP3pvkP6EzcKFXmGLHj0KFsuYPZuFKSlkb9wIzpG9cSMLU1JqMpGj2CkSRSZOhKlToWtXL8x07erdn3j8L15D4zDFik86Kfy6tfAL/soUgK4iip1SfolhpsWFaxcpj8xMmDEDzjsv+PNq+/Zwww3wxReFy/bs6QXPGqLTqSSImf0G+C1wuJktDOhqCnwdmVGJSEzasMH7yvr//b+yr9O9O/z973DRRRAfX+6HXJaaSl52dlBbXnY2y1JT6TxmTLm3V1aKnSLRa+LEgMTLBx94M/4CNW0K27ZBw4Ylr1uLlVQAujr3X7FTKmXQlOCaOADxiV67SFkdOAD//S/8+c9luyhGw4YwYYJ3GzkS6tev/jEWoSSOFDUDeA+4B7gjoH2fc25nZIYkIlFt1y548MHynWPQurWXrLnmmpD/OFVU9qZN5WqvQoqdItHsn/8sfkmqCy6AV16JzHiiTIUKQFeN2hU7V6d59Viy1nmzQQZNUW2W6uR/bvWcS1nk58PLL3vJmlWryrbOmDFesmb0aGjSpHh/hP7mlcSRIM65PcAe4BIzGwb0cM49a2ZtzKybc251hIcoIpGSne2dA/yXv3i/l0VcHNx9N9x0k/dtdzVL6NDBO5UqRHt1UuwUiULOweefwx//CPPmFbY/8ogXk6RAmQtAV7FaFTt1paTI6DZRz68U99lnXrLmyy/Lvs6113rrJCeXbfkI/s2rJo6EZGZ3AbcDf/I1NQBeiNyIRKpWxuzZzBk+nLe6d49E8dvolpsLzzwDnTsHnwOcmAiTJ4dP4Nx2G2zZElRkmLw879vvGkjgAPSePJn4hISgtviEBHpPnlwjj6/YKRIFcnPhpZfg2GPhlFO8ouiHH+59qHdOCZwQSi0AXc1qRews6UpJIlI9lizxTsEvWmfxlFPCJ3DOOQfS04M/rzoHTz1V9gQORPRvXjNxJJyxwJHA9wDOuY1mVjP/hYlUM3/xW3/tFH/xW6Ba66ZEHefgjTfgzjth0aKyr1febypqkP/4LUtNJXvTJhI6dKD35Mk1eVwVO0UiJTPTS0A//DCsWeMVPX/iCbjiCiiS3JVg/ro3KSneKVRJSV4CpwbrAcV+7NSVkkSqz6ZN3mmxjz9e9nWOPtq7iukZZ3iJnaoWwb95JXEknEPOOWdmDsDMGpe2gkisiFTx24j67DPvNKjASvqlGTsW/vpXGDiw2oZVHTqPGRPJ46jYKVLTNm3yPtj/v//n1eg68UT417/g3HO9UzqlTCJcxDn2Y2diknc6Rah2ESmbffu8U17/8peyr9Opk5esuewyqFeD6Y0I/s3rnU3CecnM/gu0MLNfAXOAJyM8JpEqEcHit9VvwQKvCFuoaaXhEjgnn1x4mkHg7bXXYi6BEwUUO0VqypIl3szA5GS45x449VT4+mtvCv2YMUrgxJbYj52DpnhXRgqkKyWJhJaT452+dNhhwZ9XmzULn8CJj/di/b59wZ9XMzLgqqtqNoEDEf2b10wcCck5l2pmo4C9QC/gTufcRxEelkiViFTx2yq1erVXMPi558q+zsCB3jrnnVc900pFsVOkujnnJZ1TU+Gdd7zTpK67Dm69Fbp3j/TopIJqRezUlZJEinPOi9V//rP3RWNZ3Xwz3HGHl+SJVhH8m1cSR8LyvXnG1huoSBn0njw5qCYO1Gzx23I5cACWL/dq1ixe7H0DUZouXbzLd0+cWPPfSohip0h1yM2FV1/1kjfp6dC2Lfztb/Db30KbNpEenVSBWhE7daUkqcvmzfNm0Xz4YdnXGT8e7roL+vSpvnFVpwj9zevTvQQxs32AC9UFOOdcsxoekkiVi4Lit8Xl5MCqVV6yxp+wWbQIVq6E/HxvmaIJmSZNvJk111+vop0RptgpUk2KFivu2RP++1+4/HLFvVpAsVMkBv3yi1czcfr0sq9z8sneZ9aTTqq2YdUlSuJIUR8DhwGvATOdcyqpL7VSxIrf5uV5p0L5kzT+hM2yZV4iB7w6DkccAf37w8UXQ79+3u89ekCDBjU/ZikLxU6RqrRpEzz2mFesePduGDZMxYprJ8VOkWh18KA3A/xvfyv7Oj17ekWGL7hAsboaKYkjQZxz55tZc2Ac8KSZNQJm4b2x7ozs6ERiiHOwfn3xZM2SJRB4ZazkZC9Jc/bZhcma3r31DXOMUewUqSJLlsCDD8ILL3iJ7XHjYPJkOO64SI9MqkFlY6eZPQOMBrY65/r72lr5tpEMrAEuds7t8vX9CbgWyANucs59UOU7JRJr8vLg558LP6/6b0uXhl+neXMvWXPdddCoUc2NVQAlcSQE59we4Fkzex4YDzwGNAIeiujARKKRc7BlS/ApUP7f9+0rXK5jRy9Bc/313s9+/aBvX2jaNHJjlyql2ClSQaGKFf/qV16x4iOOiPTopJpVMnY+BzwOTAtouwP42Dl3r5nd4bt/u5n1BSYA/YCOwBwz6+mcy6uynRGJZv4vGEMlaw4c8JYxg8MP9z6rnnUWzJkD55zjJdNbtYrs+KWAkjhSjJmdAFwCDAe+BMY658Jcmzj2ZcyeHV21USR6ffcd3HkndO7sfevgT9bs2FG4TJs23hvfFVd4P/0Jm5YtIzduqRF1LXaKVFpuLrzyipe8mT/fK1Z8991eseLWrSM9OqkhlYmdzrnPzSy5SPMY4BTf788DnwK3+9pnOucOAqvNbBUwFPimkrsgEn22bi2erFm8GPbuLVymUyfvc+qppxZ+Zu3TBxo3jty4pUyUxJEgZrYG2A3MBCYBub72owCcc99HamzVIWP27KCrFGVv3MjClBQAJXLqsmXLvIJts2aFX6ZZM+/N7oILCk+D6t8f2rWrsWFK9KhrsVOkUjIz4emnvWLFa9dCr14wdSpcdplOJa1jqil2tnfObfKtv8nM/G/MnYBvA5bL8LWJxK49e4Jngvtv27YVLtOqFQwY4BWE1xeMtYKSOFLUGryrBJwBnI53dQA/B5wagTFVm2WpqUGXmQbIy85mWWqqkjh1QXa2N4XU/4b3wAOlr9Orl/fPxwkneFNORTxrqEOxU6RCihYrHj4cHn0URo9WAcy6aw01FztDvWmHujIWZjYJL6lEUlJSFQ5BpIKKfmb139avL1ymSRMvOXPeeYXJmv79oX17fWatZZTEkSDOuVMiPYaalL1pU7naJUYdOgTLlxd+U+H/+fPP3vnBUPyqT+3be9P6r7pKV4SSUtW12ClSLn/9a+HVTeLiCosVH3tsRIclkVdNsXOLmXXwzcLpAGz1tWcAXQKW6wxsDDOuqcBUgCFDhoRM9IhUi3374JFH4C9/CW6Pi4P8fO/3Bg28055OOik4WZOUpIR4HaEkjgQxs2HOuS9L6G8GJDnnFtXgsKpNQocOZG8s/v6d0KFDBEYjlZab6yVmihYYXrHC6wOIj/cufzh4sDd13z+ltHt3qKeQKBVT12KnSKmc8/7B+LLIn8WKFSpWLAWqKXa+CVwJ3Ov7OTugfYaZPYRX2LgHMK9CAxeprPx8eOstmDTJq19TkrZtvVph/mSNPrPWeTr6UtQFZnY/8D4wH9iGd4WA7sAIoCtwW+SGV7V6T54cVBMHID4hgd6TJ0dwVBVXZ4o05+d7dRSKXhFq2TI4eNBbJrC6/vnnFyZrevWChg0jOnyplepU7BQJKzMz9FX3vv4ajj++5scj0a5SsdPMXsQrYtzGzDKAu/CSNy+Z2bXAOuAiAOfcYjN7CViCV3vnBl2ZSqqdc96ppEVPg/rpp8IrQoVy881wxx1w2GE1N1aJGUriSBDn3K1m1hK4EO9NrwOQDSwF/lvStyWxyJ/gqA2Jj1pZpNk52LgxeFbNokWwZAns31+4XJcuXpLm9NMLiwz36QOJiZEbu9QpdS12ihSzcqU3y7GoTZv0T4iEVdnY6Zy7JEzXyDDLTwGmVHzEIiXYubN4smbRIti1q3CZ9u29z6m//rU3e7xxY++U0969IzZsiT3mnE7zlNgyZMgQl56eHulhRJ05w4eHPjWsY0dO+yIGrnK8bVvxZM2iRV7Vfb/DDitM0vh/9u0LzZtHbtxSa5jZfOfckEiPo7oodkq12LjRu0xtoMMOg3XroH79yIxJapRip9Q5mZneF4pFkzWBNTWbNw+uV+P/7Nq2beTGLVGlMrFTM3FEaomYKdK8e3fxmjVFL4XYsqV3KcRLLy180+vXD9q0idiwRUQkwKJF8OCDkJZW2HbZZTB9euTGJCJSlQ4e9C6MUTRZs3p14TIJCd4XiqefHpyw6dRJV4SSaqMkjkgtEXVFmrds8QpYrloVnKzZsKFwmSZNvDe6887zkjQDBng/DztMb3wiItHGOfjkE3jgAXj/fe+U1V//Gm65RcWKRSR25eV5pzYVTdasWOH1gVdIuFcvGDoUrrmmMFnTrZt30QyRGqQkjkgtEbEizbt3w+zZMGsWvPde6GUaNfK+pRg5Mvh0qKQkJWskrDpTqFsk2uXkwMsvQ2oq/PADtGsHf/87/OY30Lp1pEcnIlI2zsH69cWTNUuXFhYZDrwwxrhxhcmanj29S3uLRAElcSQkM0sHngVmOOd2lba8RF61F2nOzoZ33vGSNa+8UvryjRp5hdouuEDfUki5xWqhbsVOqVX27YOnnoJ//curcdOrFzz5pHfaVKNGkR6d1CKKnVLltm4NXWR4377CZTp39hI0gV8y9unjFRsWiWJK4kg4E4Crgf8FvLF+6FQJO6p1HjOm8v/g5uTAxx/DzJlewqakyx/6XXghjB8PZ5+tK0JJlViWmho0qwwgLzubZampUZ3EQbFTaoMNG+Cxx+CJJ7zi8iedBI8/DuecA3FxkR6d1E6KnVIx69bBSy95n1179ChM1gTWWmzd2jtl/8orC2fW9O3r1WAUiUFK4khIzrlVQIqZ/QUYDTwD5JvZM8AjzrmdER2gVF5+Pnz1lZeomTULtm8vfZ0zz/SSNeefDy1aVPcIpQ6LmULdRSh2SkxbtMg7ZWrGDK8OxAUXwG23wbHHRnpkUsspdkqpdu6E117zvmT8+OPQy3z5pZegGTMmuMhwu3Y6fV9qFSVxJCwzG4j3rcjZwKtAGjAMmAsMjtzIpFycgx9/9BI1M2fC2rWlrzN8uJesueACr8iwSA2LukLd5aDYKTHFOZg710veBBYrvvVWry6ESA1R7BSg8PT9mTPh1VdLX75FC5gwwbsNH67ZglInKIkjIZnZfGA38DRwh3PuoK/rOzM7MWIDk5KtWFE4s2bx4tKXP/JI703voou8ujUiUSJihborqaKx0/dt82hgq3Ouv6+tFTALSAbWABf7a0WY2Z+Aa4E84Cbn3AfVsT9SixUtVty+PfzjH3D99SpWLDVOnzvroNxc+PRTL1kzcybs31/6Ov5kzRlnqC6X1GlK4kg4FznnfgnV4ZwbV9ODkSIyMrzzf2fNgnnzSl++Z09vZs348V7hNpEoV+2FuqtPRWPnc8DjwLSAtjuAj51z95rZHb77t5tZX7z6Ef2AjsAcM+vpnMurih2QWm7fPq848b/+5V2lpXdvFSuWaKDPnbWVczB/fmGyZsOG0tc580wvWTNmjE7fFwlBSRwJyTn3i5mdg/dPQqOA9rsjN6o6aMcObyrprFnedPfSdOzoJWomTIBjjtH5vxLTqqRQdw2raOx0zn1uZslFmscAp/h+fx74FLjd1z7T9031ajNbBQwFvqmCXZDaasMGePRR+O9/C4sV/+c/XkF6nX4gEabPnbXEypWFp++XZUb4cccVzgjv2LH6xydltzoNFqRA1jpITIJBU6DbxEiPSnyUxJGQzOwJIBEYATwFXAiUYcqHVMi+ffDWW96b3ltvlb588+aFM2tOPlmX7xaJElUcO9s75zYBOOc2mVk7X3sn4NuA5TJ8baHGMwmYBJCUlFTBYUhM++knePDBwmLFF17oFSseOjTSIxMpoM+dMWbLFu90zJkzvYtklKZPHy9ZM3489OpV/eOTylmdBvMmQV6Wdz9rrXcflMiJEkriSDgnOOcGmtlC59zfzOxB4LVIDyrmHTzoFY70f0tR2pUz4+MLkzVnnAENG9bMOEWkomoidoaaYhcymDjnpgJTAYYMGaJL9dYVznlXb0lNhQ8+8IoVX3893HKLihVLtNLnzmi0bx/Mnu19Zn3nndKX79ChsG6NZoTHrgUphQkcv7wsr11JnKigJI6E468mmmVmHYEdQKmVb8MU57wI+CvQBxjqnEsPWL52Fuf0F2vzFxnet6/0dcaM8ZI1o0dD06bVPkQRqRYVip1hbDGzDr5ZOB2Arb72DKBLwHKdgeKX8pK6JyfHq5eWmupdlbB9e5gyxUvgtGoV6dGJlKQqY6eU16FD8OGHhXVr8kopsZaQUJisGTEC6tevmXFKzchaV752qXFK4kg4b5tZC+AB4Hu8b3mfLMN6z1G8OOciYBzw38AFa0VxTufgu+8KkzWbNpW+zsiRXrJm3DhdAUSk9qlo7AzlTeBK4F7fz9kB7TPM7CG82NkDnXZQt+3dC089FVys+KmnYOJEFSuWWFGVsVPCyc/3Tn/yJ2t27ix9nbFjvWTNOedA48bVP0aJvMQk7xSqUO0SFZTEkZCcc3/3/fqqmb0NNHLO7SnDesWKczrnlgJY8SmVsVWcc9Ei7w1v1ixYtar05Y891nvTu/BC6Ny5+scnIhFX0dhpZi/iFTFuY2YZwF14yZuXzOxaYB1wke8xFpvZS8ASIBe4IaaS31J1NmyARx7xihXv3evVSFOxYolBFY2dEoZzhZ9bZ86EX0Je+CvYiBHe59Zx46BNm+ofo0SvQVOCa+IAxCd67RIVlMSRYsysNXAp0NvXtBSYUQ0PVebinDVq9erCmjULFpS+fL9+3pvexRd7l/IWkTqpMrHTOXdJmK6RYZafAujTVF21cGFhseL8fO/KLrfd5tWgEIkxNfi5s3Zat67wc+v335e+/JFHFn5uTU6u9uFJDPLXvdHVqaKWkjgSxMz6AHOBD4Af8ApoHgP8n5md6pxbVpUPF6ItZOHNarnCyubN8Mor3hvfl1+WvnxycmGR4cGDVaxNRArUcOyUuihUseLf/tYrVtxNpUMkNil2lsOOHfDaa16yZu7c0pfv1q2wbs2AAfrcKuXTbaKSNlFMSRwp6u/Azc65lwIbzewCvG99L6jCxypzcc5KXWElPx+mTfPe9D4oQ93kNm0KL4N4wgmaki4iZVGTsVPqkpwc78uG1FRvdqiKFUvtothZVFaWdyWomTO9pE1pWrYsTNYMG6bPrSJ1gJI4UtQA59yFRRudc6+a2T+r+LFqpjjnQw/BH/5QvN1fWX/8eDj1VFXWF5HKqMnYKbVQWhqkpHhnRiQlwX0pexm/90mvWHFGBvTpA08/7RUrbtgw0sMVqSp1N3bm5sInnxTWrcnKKnl5s8JkzRlnKA6I1GFK4khR+yvYB4QtzrkTeAxoC7xjZj86586oseKcl1/uFX8cPhzOOstL3oiIVK1KxU6p29LSYNIk73+4XizjmrXPcOak/wJ74ZRT4IknvPcvfcMutU/tj53Owf/+V5isKcuVTM86y0vWjBkDzZtX/xhFJKYoiSNFtTOz34doN7wkTIlKKM75epjlq784Z/v28PDD1foQIlLnVSp2St2WkgLnZ6WRxmUFbTMZT9phk3nrkyERHJlItat9sfPDD71aVUuXlr7s8ccXXsm0Y8dqH5qI1A5K4khRTwJNw/Q9VZMDERGJIYqdUn7OwR13sGbt/UHNx/It8zgW2xKhcYnUnNoXO884o3hbnz6Fp/D36lXzYxKRWkVJHAninPtbpMcgIhJrFDulXLKyYNy4oGL7e2nKkfzALxxR0FZVF2MUiVa1Mnb+8gts2wbHHKMrQolItdDJ1SIiIiI1ISPDO2WicePCBM6wYcyauocOiXuDEjiJid5FqEQkxnTrBkOHKoEjItVGSRwRERGR6vTtt94/dF26FBY1veEG7+o0X3zB+F81Y+pU6NrVW6xrV5g61bsQlYiIiEggnU4lIiIiUh1eeMG7QmKgJ56AX/+62KITJyppIyIiIqVTEkdCMrMWwBVAMgGvE+fcTREakohI1FPsFJyD22+HBx4Ibv/0Uzj55IgMSSTa1anYuToNFqRA1jpITIJBU6CbMrgiUnZK4kg47wLfAj8B+REei4hIrFDsrKuysmDsWO/ywn7Nm8P338Phh0duXCKxoW7EztVpMG8S5GV597PWevdBiRwRKTMlcSScRs6530d6ECJSKGP2bJalppK9aRMJHTrQe/JkOo8ZE+lhSTDFzrpm/XqviOnmzYVtw4fD229Ds2aRG5dIbKkbsXNBSmECxy8vy2tXEkdEykiFjSWc6Wb2KzPrYGat/LdID0qkrsqYPZuFKSlkb9wIzpG9cSMLU1LImD070kOTYIqddcU333hViJOSChM4N97oFSv+/HMlcETKp27Ezqx15WsXEQlBSRwJ5xDwAPANMN93S4/oiETqsGWpqeRlZwe15WVnsyw1NUIjkjAUO2u7adO85M0JJxS2TZ3q1cJ57DGIj4/c2ERiV92InYlJ5WsXEQlBp1NJOL8Hujvntkd6ICIC2f7LEpexXSJGsbM2ys/3ihUXTZqqWLFIVakbsXPQlOCaOADxiV67iEgZKYkj4SwGskpdSkRqREKHDt6pVCHaJaoodtYm+/d7xYo/+qiwrUULr1hxt24RG5ZILVQ3Yqe/7o2uTiUilaAkjoSTB/xoZp8AB/2NtfJSjyIxoPfkySxMSQk6pSo+IYHekydHcFQSgmJnbbBuHQwZAtu2FbadfDK89RY0bRq5cYnUXnUndnabqKSNiFSKkjgSzhu+m4hEAf9VqHR1qqj3Boqdsevrr+HEE4Pbfvc7+Ne/IE5lBEWq0RsodoqIlImSOBKSc+55M2sA9PQ1LXfO5URyTCJ1XecxY5S0iXKKnTHq+efhqquC26ZOhV/9KiLDEalrFDtFRMpOSRwJycxOAZ4H1gAGdDGzK51zn0dwWCIiUU2xM4bk58Mf/gAPPRTc/tlncNJJkRmTSB2l2CkiUnZK4kg4DwKnO+eWA5hZT+BF4OiIjkpEJLopdka7/fthzBj4+OPCtpYtYf58FSsWiRzFThGRMtIJ3hJOff8bKYBzbgVQP4LjkRiSMXs2c4YP563u3ZkzfDgZs2dHekgiNUWxM1qtWwdt20KTJoUJnFNOgX37YOdOJXBEIkuxU0SkjDQTR8JJN7Ongem++xOB+REcj8SIjNmzg66ilL1xIwtTUgBUz0XqAsXOaPPVVzBsWHDbzTd7p1GpWLFItFDsFBEpI316kXB+AywGbgJuBpYA10d0RBITlqWmBl0GGyAvO5tlqakRGpFIjVLsjBbPPgtmwQmcp54C53S1KZHoo9gpIlJGmokjITnnDprZ48BHgENXCZAyyt60qVztIrWJYmeE5efD5Mnw8MPB7V98UXw2johEDcVOEZGyUxJHQtJVAqSiEjp0IHvjxpDtIrWdYmeEZGZ6xYrnzi1sa90a0tMhOTliwxKRslHsFBEpO80llnD8Vwk42Tl3EnAG8HAp64jQe/Jk4hMSgtriExLoPXlyhEYkUqPqTOxMS/PyI3Fx3s+0tAgMYu1aaNMGmjYtTOCMGOEVK96+XQkckdhRZ2KniEhlKYkj4egqAVIhnceMYeCUKSR07AhmJHTsyMApU1TUWOqKOhE709Jg0iQvh+Kc93PSpBpM5Hz1lVfvJjkZduzw2m65BfLyvGROkyY1NBARqSJ1InaKiFQFnU4l4egqAVJhnceMUdJG6qo6ETtTUiArK7gtK8trnzixGh/42WfhmmuC255+unibiMSaOhE7RUSqgpI4Es5vgBvwrhJgwOfAfyI6IhGR6FcnYue6deVrr5T8fLjtNu+KUoFUrFikNqkTsVNEpCooiSMhOecOAg/5biIiUgZ1JXYmJXmnUIVqrzKZmXDeefDJJ4Vtbdp4xYq7dq3CBxKRSKsrsVNEpCooiSNBzOwnvEs7huScG1iDwxERiQl1LXZOmeLVwAk8pSox0WuvtLVr4eijC2vdAIwcCW+8oVo3AdLSvNPX1q3zkmdTplTzqWwi1aA6Y6eZ3Qz8Cm9mz5POuX+ZWStgFpCMdyWsi51zuyr6GCIikaAkjhQ1OtIDEBGJQXUqdvqTBVWaRPjiCzjppOC2W2+F1FTvElhSwF9Y2p9E8xeWBiVyJOZUS+w0s/54CZyhwCHgfTN7x9f2sXPuXjO7A7gDuL06xiBSYHUaLEiBrHWQmASDpkA3BWupOCVxJIhzrtgEeTNrA+xwzoX9pkREpC6ri7Fz4sQqShg88wxce21w27PPwlVXVcHGa6eIFZYWqWLVGDv7AN8657J82/wMGAuMAU7xLfM88ClK4kh1Wp0G8yZBni9oZ6317oMSOVJhSuJIEDM7DrgX2An8He8qAW2AODO7wjn3fiTHJyISjRQ7yyk/H37/e3jkkeD2L7+EE0+MzJhiSI0WlhapRtUYOxcBU8ysNZANnA2kA+2dc5sAnHObzKxdaRs6tPUQGY8H55qaDG5Ki2GtyD+Uz8ap64ut02xoc5oNbUFeZi6bnttQrL/5iS1pemQzcnblsCVtY7H+Fqe0okn/phzaepCtL20u1t9qVBsSezXm4IYDbHt9S7H+1ue0JaFbItmrs9jxzrZi/W3Htqdhp0ZkLd/Pzo+2F+tvd/FhNGjXkMxF+9j96c5i/e0ndqR+y/rs+2Eve74qfjZah6s6Ed+kHnvn7WbvvD3F+jtO6kJcgzh2f7mTzB/3FevvfKNX92zXJzvYvzgzqM/qG51+7RVg2/HhNrJXBGe04xrH0/HqzgBsf3srB9ZkB/XXa1GPwy7rBMC21zdzcMPBoP76bRvQfnwHALbM2kTOtkNB/Q07NaTt2MMA2PzCBnJ35wb1N0pOoM1o72W18dkM8tfWg/zCGt0Jzb6ldccnYEEKGz4cjssJzlU27teEliNaAxR73YFee7XptVcZSuJIUY8D/wc0B+YCZznnvjWz3sCLgP4REREpTrGzLDIz4dxz4dNPC9vatvWKFVdpVeTarUYKS4vUjGqJnc65pWZ2H/ARkAksAHJLXquQmU0CJgH0Pqx3RYYg4sk/ELo9S1l3qTirpbO8pYLM7Efn3GDf70udc30C+n5wzh0ZscH5DBkyxKWnp0d6GCJSy5jZfOfckAquq9hZkjVr4KijYFfAt2anneYVK27cODJjimFFa+KAV1h66tTqP51KBZWlqFiInWb2TyADuBk4xTcLpwPwqXOuV0nr6nOnVMobyd4pVEUldoXz19T0aCSKVCZ2qlKgFJUf8Ht2kT5l/EREQlPsDOWLL8AMunUrTODcdhvk5cFHHymBU0ETJ3oJm65dvae3a9eaS+BMmuTNAnKusKByWlr1Pq7UatUWO/2nSplZEjAOb2bPm8CVvkWuBGZX5jEkBq1O8xIrM+K8n6urOYANmgLxicFt8Yleu0gF6XQqKWqQme3Fuxxjgu93fPcbRW5YIiJRTbEz0NNPw3XXBbepWHGVqrLC0uWggspSDaozdr7qq4mTA9zgnNtlZvcCL5nZtcA64KJKPobEkkgUGfZvV1enkiqkJI4Ecc7FR3oMIiKxRrETr1jxLbfAY48Ft3/9NRx/fESGJFVLBZWlqlVn7HTODQ/RtgMYWV2PKVFuQUphAscvL8trr86kSreJStpIldLpVCIiIlHMzG42s0VmttjMbvG1tTKzj8xspe9ny4gNcN8+OOUUiI8vTOC0b194zo0SOLVGuMLJKqgsIjEhXDFhFRmWGKMkjohEXMbs2cwZPpy3undnzvDhZMzWKeoiAGbWH/gVMBQYBIw2sx7AHcDHzrkewMe++zVr9WqvIEuzZvDZZ17bqFHeFag2b9Z/9rXQlCleAeVAiYleu4hI1EsM874Url0kSimJIyIRlTF7NgtTUsjeuBGcI3vjRhampCiRI+LpA3zrnMtyzuUCnwFjgTHA875lngfOr7ERff65l7w5/PDCtsmTvWLFH36oYsW1WKQKKouIVAkVGZZaQjVxRCSilqWmkpcdfEGKvOxslqWm0nnMmAiNSiRqLAKm+IpzZgNnA+lAe+fcJgDfpXLblbahQ1sPkfF48GVOmwxuSothrcg/lM/GqeuLrdNsaHOaDW1BXmYum+5JhxXLvY4LnwOg+bDWNL15NDm7ctjyn+LrtzilFU36N+XQ1oNsfWlzsf5Wo9qQ2KsxBzccYNvrW4r1tz6nLQndEslencWOd7YV6287tj0NOzUia/l+dn60vVh/u4sPo0G7hmQu2sfuT3cW628/sSP1W9Zn3w972fPVrmL9Ha7qRHyTeuydt5u98/YU6+84qQtxDeLY/eVOMn/cV6y/841dAdj1yQ72L84M6rP6Rqdfe9/+7vhwG9krgus0xDWOp+PVnQHY/vZWDqwJjpP1WtTjsMs6AbDt9c0c3HAwqL9+2wa0H98BgC2zNpGz7VBQf8NODWk79jAANr+wgdzduUH9jZITaDPae1ltfDaD/P15AJwMfDkZEnom0vr0tgBs+O86XE7whYQa92tCyxGtAYq97qCcr73nNhTrb35iS5oe2cx77aVtLNav117NvfZEYoaKDEstoSSOiERU9qZN5WoXqUucc0vN7D7gIyATWADklrxWITObBEwC6H1Y7/IPIN/BTTfBk9Nh9L8K2488yjuN6sTIleIREREpNxUZllrAnHOlLyVSRmb2DDAa2Oqc6+9rawXMApKBNcDFzrldvr4/AdcCecBNzrkPSnuMIUOGuPT09GoZv9S8OcOHe6dSFZHQsSOnffFFBEYkdZWZzXfODYn0OEpiZv8EMoCbgVN8s3A6AJ8653qVtG65Y+e//w033lh4v317+N//oEuXigxdRGqpWIidlaHPnSJSHSoTO1UTR6rac8CZRdpCFuA0s77ABKCfb53/mJku01vH9J48mfiEhKC2+IQEek+eHKERiUQX/6lSZpYEjANeBN4ErvQtciVQ9UWkvv3W+3nGGYXFipXAEREREYkoJXGkSjnnPgeKnvwdrgDnGGCmc+6gc241sArvCixSh3QeM4aBU6aQ0LEjmJHQsSMDp0xRPRyRQq+a2RLgLeAG30zGe4FRZrYSGOW7X7WmT/cuEf7++ypWLCIiIhIlVBNHakK4ApydgG8DlsvwtUkd03nMGCVtRMJwzg0P0bYDGBmB4YiIiIhIBGkmjkSShWgLWaTJzCaZWbqZpW/bVvwqESIiIiIiIiK1nZI4UhO2+Apv4vu51deeAQQWWOgMFK9wCzjnpjrnhjjnhrRt27ZaBysiIiIiIiISjZTEkZoQrgDnm8AEM2toZt2AHsC8CIxPREREREREJOqpJo5UKTN7ETgFaGNmGcBdeAU3XzKza4F1wEUAzrnFZvYSsATIxSvYmReRgYuIiIiIiIhEOSVxpEo55y4J0xWyAKdzbgowpfpGJCIiIiIiIlI76HQqEREREREREZEYoCSOiIiIiIiIiEgMUBJHREREpBqkpUFyMsTFeT/T0iI9IhEREYl1qokjIiIiUsXS0mDSJMjK8u6vXevdB5g4MXLjEhERkdimmTgiIiIiVSwlpTCB45eV5bWLiIiIVJSSOCIiIiJVbN268rWLiIiIlIWSOCIiIiJVLCmpfO0iIiIiZaEkjoiIiEgVmzIFEhOD2xITvXYRERGRilISR0RERKSKTZwIU6dC165g5v2cOlVFjUVERKRydHUqERERkWowcaKSNiIiIlK1NBNHRERERERERCQGKIkjIiIiIiIiIhIDlMQREREREREREYkBSuKIiIiIiIiIiMQAJXFERERERERERGKAkjgiIiIiIiIiIjFASRwRERERERERkRigJI6IiIiIiIiISAxQEkdERERERESiw+o0eCMZZsR5P1enRXpEIlGlXqQHICIiIiIiIsLqNJg3CfKyvPtZa737AN0mRm5cIlFEM3FEREREREQk8hakFCZw/PKyvHYRAZTEERERERERkWiQta587SJ1kJI4IiIiIiIiEnmJSeVrF6mDlMQRERERERGRyBs0BeITg9viE712EQGUxBEREREREZFo0G0iDJ0KiV0B834OnaqixiIBdHUqERERERERiQ7dJippI1ICzcQREREREREREYkBSuJInZcxezZzhg/nre7dmTN8OBmzZ0d6SCIiIiIiIiLF6HQqqdMyZs9mYUoKednZAGRv3MjClBQAOo8ZE8mhiYiIiIiIiATRTByp05alphYkcPzysrNZlpoaoRGJiIiIiIiIhKYkjtRp2Zs2latdREREREREJFKUxJE6LaFDh3K1i4iIiIiIiESKkjhSp/WePJn4hISgtviEBHpPnhyhEYmIiIiIiIiEpsLGUqf5ixcvS00le9MmEjp0oPfkySpqLCIiIiIiIlFHSRyp8zqPGaOkjYiIiEgtYma3AtcBDvgJuBpIBGYBycAa4GLn3K4IDVFEpEJ0OpWIiIiIiNQaZtYJuAkY4pzrD8QDE4A7gI+dcz2Aj333RURiipI4IiIiIiJS29QDEsysHt4MnI3AGOB5X//zwPmRGZqISMUpiSMiIhLFzOxWM1tsZovM7EUza2RmrczsIzNb6fvZMtLjjGVpaZCcDHFx3s+0tEiPSEQqwzm3AUgF1gGbgD3OuQ+B9s65Tb5lNgHtIjdKEZGKURJHREQkSumUgOqXlgaTJsHateCc93PSJCVyRGKZL7E9BugGdAQam9ll5Vh/kpmlm1n6tm3bqmuYIiIVoiSOiIhIdNMpAdUoJQWysoLbsrK8dhGJWacBq51z25xzOcBrwAnAFjPrAOD7uTXUys65qc65Ic65IW3btq2xQYuIlIWSOCIiIlGqsqcE6Nvk0q1bV752EYkJ64DjzCzRzAwYCSwF3gSu9C1zJTA7QuMTEakwJXFERESiVGVPCdC3yaVLSipfu4hEP+fcd8ArwPd4lxePA6YC9wKjzGwlMMp3X0QkpiiJIzXGzG72FeZcbGa3+NpUnFNEJLxKnRIgpZsyBRITg9sSE712EYldzrm7nHO9nXP9nXOXO+cOOud2OOdGOud6+H7ujPQ4RUTKS0kcqRFm1h/4FTAUGASMNrMeqDiniEhJdEpANZs4EaZOha5dwcz7OXWq1y4iIiISbepFegBSZ/QBvnXOZQGY2WfAWLzTBE7xLfM88Clwe0kbOrT1EBmPrw1qazK4KS2GtSL/UD4bp64vtk6zoc1pNrQFeZm5bHpuQ7H+5ie2pOmRzcjZlcOWtI3F+luc0oom/ZtyaOtBtr60uVh/q1FtSOzVmIMbDrDt9S3F+luf05aEbolkr85ixzvF61K0Hduehp0akbV8Pzs/2l6sv93Fh9GgXUMyF+1j96fFvzRqP7Ej9VvWZ98Pe9nz1a5i/R2u6kR8k3rsnbebvfP2FOvvOKkLcQ3i2P3lTjJ/3Fesv/ONXQHY9ckO9i/ODOqz+kanX3vnHez4cBvZK4IrhMY1jqfj1Z0B2P72Vg6syQ7qr9eiHodd1gmAba9v5uCGg0H99ds2oP34DgBsmbWJnG2HgvobdmpI27GHAbD5hQ3k7s4N6m+UnECb0V65kI3PZpC/Py+oP6FnIq1P904z2fDfdbgcF9TfuF8TWo5oDVDsdQd67dWm1140cs59Z2b+UwJygR/wTgloArxkZtfiJXouitwoY9/EiUraiIiISGxQEkdqyiJgipm1BrKBs4F0ihTnNLOwxTmBSQC9D+tdMyMWEYkCzrm7gLuKNB/Em5UjIiIiInWIOedKX0qkCvi+Mb4ByASW4CVzrnbOtQhYZpdzrsS6OEOGDHHp6enVOVQRqYPMbL5zbkikx1FdFDtFpDoodoqIlF9lYqdq4kiNcc497Zw7yjl3ErATWImKc4qIiIiIiIiUiZI4UmP8p0qZWRIwDngRFecUERERERERKRPVxJGa9KqvJk4OcINzbpeZ3YuKc4qIiIiIiIiUSkkcqTHOueEh2nag4pwiIiIiIiIipdLpVCIiIiIiIiIiMUBJHBEpk4zZs5kzfDhvde/OnOHDyZit8kUitVVaGiQnQ1yc9zMtLdIjEhGRqLI6Dd5Ihhlx3s/VeqMQqSk6nUpESpUxezYLU1LIy84GIHvjRhampADQecyYSA5NRKpYWhpMmgRZWd79tWu9+wATJ0ZuXCIiEiVWp8G8SZDne6PIWuvdB+imNwqR6qaZOCJSqmWpqQUJHL+87GyWpaZGaEQiUl1SUgoTOH5ZWV67iIgIC1IKEzh+eVleu4hUOyVxRKRU2Zs2latdRGLXunXlaxcRkTomK8wbQrh2EalSSuKISKkSOnQoV7uIxK6kpPK1i4hIHZMY5g0hXLuIVCklcUSkVL0nTyY+ISGoLT4hgd6TJ0doRCJSXaZMgcTE4LbERK9dRESEQVMgvsgbRXyi1y4i1U5JHBEpVecxYxg4ZQoJHTuCGQkdOzJwyhQVNRaphSZOhKlToWtXMPN+Tp2qosYiIuLTbSIMnQqJXQHzfg6dqqLGIjVEV6cSkTLpPGaMkjYidcTEiUraiIhICbpNVNJGJEI0E0dEREREREREJAYoiSMiIiIiIiIiEgOUxBERERERERERiQFK4oiIiIiIiIiIxAAlcUREREREREREYoCSOCIiIiIiIiIiMUBJHBERERERERGRGKAkjoiIiIiIiIhIDDDnXKTHIFIuZrYNWFvKYm2A7TUwnJpWG/erNu4T1M79qo37BIX71dU51zbSg6kuip21br9q4z5B7dyv2rhPoNgZqDYe49q4T1A796s27hPUzv0K3KcKx04lcaRWMrN059yQSI+jqtXG/aqN+wS1c79q4z5B7d2viqitz0Vt3K/auE9QO/erNu4T1N79qoja+FzUxn2C2rlftXGfoHbuV1Xtk06nEhERERERERGJAUriiIiIiIiIiIjEACVxpLaaGukBVJPauF+1cZ+gdu5XbdwnqL37VRG19bmojftVG/cJaud+1cZ9gtq7XxVRG5+L2rhPUDv3qzbuE9TO/aqSfVJNHBERERERERGRGKCZOCIiIiIiIiIiMUBJHIkpZtbFzD4xs6VmttjMbva1/9XMNpjZj77b2WHWX2NmP/mWSa/Z0YcWbp98fb8zs+W+9vvDrH+mb5lVZnZHzY28ZFWwXzFzrMxsVsBrb42Z/Rhm/Zg6VuXYr1g6VoPN7Fv/WM1saJj1o/JYVZRiZ8j1o/IYK3aGXD+mjpViZ/Qdq4pS7Ay5flQeY8XOkOtH3bGqjXETIhA7nXO66RYzN6ADcJTv96bACqAv8FdgchnWXwO0ifR+lHGfRgBzgIa+vnYh1o0HfgYOBxoAC4C+kd6nyu5XrB2rIss8CNxZG45VWfYr1o4V8CFwlq/9bODTWDpW1fB8KHZG2TFW7Iz9Y1WW/Yq1Y6XYqdgZ7cdYsTM2jlVtjJulvP6qJXbWQySGOOc2AZt8v+8zs6VAp8iOqnJK2KdfAfc65w76+raGWH0osMo59wuAmc0ExgBLamLsJankfkWlEvZpCYCZGXAxcGqI1WPxWJVlv6JSCfvkgGa+xZoDG0OsHrXHqqIUO4uJ2mOs2FlMLB4rxU6i61hVlGJnMVF7jBU7i4nKY1Ub4ybUfOzU6VQSs8wsGTgS+M7XdKOZLTSzZ8ysZZjVHPChmc03s0k1Mc7yKLJPPYHhZvadmX1mZseEWKUTsD7gfgZR+OGiAvsFsXWs/IYDW5xzK0OsEovHyq+k/YLYOla3AA+Y2XogFfhTiFVi4lhVlGInECPHWLETiM1j5afYGYXHqqIUO4EYOcaKnUAMHKvaGDehZmKnkjgSk8ysCfAqcItzbi/w/4AjgMF4WdAHw6x6onPuKOAs4AYzO6kGhlsmIfapHtASOA74A/CSLzsdtFqITUXVJecquF8QW8fK7xLgxXCrhWiL9mPlV9J+QWwdq98AtzrnugC3Ak+HWi1EW1Qdq4pS7CxcLcSmouoYK3YWrhaiLdqPlZ9iZ5Qdq4pS7CxcLcSmouoYK3YWrhaiLWqOVW2Mm1BzsVNJHIk5ZlYf748jzTn3GoBzbotzLs85lw88iTctrRjn3Ebfz63A6+GWq2mh9gkvC/ua88wD8oE2RVbNALoE3O9M6Gl6EVGJ/Yq1Y4WZ1QPGAbPCrBqLx6os+xVrx+pKwP/7y4Qea1Qfq4pS7AwS1cdYsTNILB4rxU5PVB2rilLsDBLVx1ixM0jUHqvaGDehZmOnkjgSU3yZ86eBpc65hwLaOwQsNhZYFGLdxmbW1P87cHqo5WpauH0C3sB3PqiZ9cQrdLW9yOr/A3qYWTczawBMAN6s9kGXQWX2KwaPFcBpwDLnXEaY1WPxWEEp+xWDx2ojcLLv91OBUNN1o/ZYVZRip2JnJCl2hlw31o6VYqdiJ0TxMVbsLCYqj1VtjJsQgdjpoqCas266lfUGDMObXrYQ+NF3OxuYDvzka38T6OBbviPwru/3w/GqfS8AFgMpkd6fUvapAfACXnD6Hji16D757p+NVwH952jZp8ruV6wdK1/fc8D1RZaP6WNVlv2KtWPla5/vG+93wNGxdKyq4flQ7IyyY1yZ/Yq1Y+XrKzHGxOKxKst+xdqxQrFTsTPKj3Fl9ivWjpWvr8QYE63HqjL7FK3HqZTXX7XETvOtJCIiIiIiIiIiUUynU4mIiIiIiIiIxAAlcUREREREREREYoCSOCIiIiIiIiIiMUBJHBERERERERGRGKAkjoiIiIiIiIhIDFASR0REREREREQkBiiJIyIiIiIiIiISA5TEEZEgZnaYmc00s5/NbImZvWtmPSM4nhZm9tuqWM/Mvq6iMSWY2WdmFl+GZZ2ZTQ+4X8/MtpnZ22GWfTDg/mQz+6vv9wZm9rmZ1auKfRCRqqO4WaZtK26KSBDFzjJtW7FTilESR0QKmJkBrwOfOueOcM71Bf4PaB/BYbUAQr6hmidcHCu2nnPuhCoa0zXAa865vDIsux/ob2YJvvujgA1hlj0IjDOzNkU7nHOHgI+B8RUYr4hUE8XNMlPcFJECip1lptgpxSiJIyKBRgA5zrkn/A3OuR+dc1+Y2e/NbJHvdou/38ySzWypmT1pZovN7EP/m4eZXWFmC81sgf+bATO7zMzmmdmPZvZf/zcLJWznXuAI3/IPBCz3H+B7oIuZvWFm833rTfINLWg932NkBoy72P6UtC9FTARmB2zrUzPr5fu9tZktKrL8e8A5vt8vAV4M8/znAlOBW8P0v+F7bBGJHoqbipsiUn6KnYqdUlHOOd100003nHMANwEPh2g/GvgJaAw0ARYDR/r6kvHeCAb77r8EXAb0A5YDbXztrYA+wFtAfV/bf4ArStlOMrAoYCzJQD5wXEBbK9/PBGAR0Lroer7+zJL2J9wYimyjAbC5SFsGEOf7fQTwYuBjAgOBV4BGwI/AKcDbIZ7nTKAZsAZoDkwG/hrQHw9si/TrRDfddCu8KW4qbuqmm27lvyl2KnbqVvGbZuKISFkMA153zu13zmUCrwHDA/pXO+d+9P0+H++N6VTgFefcdgDn3E5gJN6b2f/M7Eff/cNL2U4oa51z3wbcv8nMFgDfAl2AHpXYn9LG0AbY7b9jZl2BDc65fF/TQGBh4ArOuYW+7VwCvFvSwJxze4FpeB9uivblAYfMrGmJeyci0UBxs5DipoiUlWJnIcVOCUnFikQk0GLgwhDtVsp6BwN+z8P7dsIAF2I7zzvn/lSO7YSyv2CDZqcApwHHO+eyzOxTvG8fSlLS/pQ2huwi2x9M8Bvo0cCsENt9E0jF+0akdSnj+xfetN1nQ/Q1BA6Usr6I1BzFTcVNESk/xU7FTqkgzcQRkUBzgYZm9it/g5kdA/wAnG9miWbWmP/f3h202hSFYQB+FzK9RSk/QJnJzNTAWEpmMvAPzJQkNyNR5pJfIENdSciAAaUuKUOZiDu4Q+Uz2Pvebsd29zni1K7nGe5z9lpnnTrvqm997ZOcSfJiZKwnSc611g724xzor51trR3autafKuxmM8lupwArSTb6zfRokhNz3Pf8L9aTJKmqjSR7W2tbm+qx9Btsa+1IktPp2mZn3UtyvaqGXpud43u6ttqLO6/33+XXqvoxz2cFlkJujpCbwADZOUJ28ieKOMC2qqp0m8up1v3d43qSa0m+JLmf5HWSV0nuVtXbkbHWk9xI8qxvO71dVe+TXEmy1lp7l+RxksMj43xL8rJ/GNzNgbc8SrKvH281XXvrrvdV1ZtF1zNjLV17bNKdiuzp13g1yYckFwbW8bmq7iwwx610bbQ7ncxIayywXHJzbnIT2CY75yY7+U3rfj8AzKu1djzJpao631r7lO6Be5tLmPdBkstV9fF/zwXwL8lNgMXJToboxAFYUH+C8rS1tpLk55I20/1JHtpMgSmSmwCLk50M0YkDAAAAMAE6cQAAAAAmQBEHAAAAYAIUcQAAAAAmQBEHAAAAYAIUcQAAAAAmQBEHAAAAYAIUcQAAAAAmQBEHAAAAYAJ+AScmMuE2kfBaAAAAAElFTkSuQmCC\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "fig,ax=plt.subplots(1,1,figsize=(12,5))\n", "p1=ax.plot(years,midno3jan, '-',color='green',label='January Average')\n", "p2=ax.plot(years,midno3feb, '-',color='c',label='February Average')\n", "p3=ax.plot(years,midno3mar, '-',color='orchid',label='March Average')\n", "ax.set_ylabel('Concentration ($\\mu$M N)')\n", "ax.set_xlabel('Year')\n", "ax.set_title('Mid-depth (30-90m) Nitrate Concentration by Year')\n", "ax.set_xticks([2007,2008,2009,2010,2011,2012,2013,2014,2015,2016,2017,2018,2019,2020])\n", "ax.legend(handles=[p1[0],p2[0],p3[0]],bbox_to_anchor=(-0.25, 1.0), loc='upper left')\n", "\n", "ax1=ax.twinx()\n", "p4=ax1.plot(years,yearday1, 'o',color='firebrick',label='Metric1')\n", "p5=ax1.plot(years,yearday2, 'o',color='b',label='Metric2')\n", "p6=ax1.plot(years,yearday3, 'o',color='orange',label='Metric3')\n", "ax1.set_ylabel('Year Day')\n", "ax1.legend(handles=[p4[0],p5[0],p6[0]],bbox_to_anchor=(1.05, 1.0), loc='upper left')\n", "\n", "#JAN\n", "fig2,ax2=plt.subplots(1,3,figsize=(17,5))\n", "ax2[0].plot(midno3jan,yearday1,'o',color='firebrick')\n", "ax2[0].set_xlabel('Concentration ($\\mu$M N)')\n", "ax2[0].set_ylabel('Bloom Day (Metric 1)')\n", "y,r2,m,b=bloomdrivers.reg_r2(midno3jan,yearday1)\n", "ax2[0].plot(midno3jan, y, 'r', label='Fitted line')\n", "ax2[0].text(0.1, 0.85, '$\\mathregular{r^2}$ = %f'%r2, transform=ax.transAxes)\n", "ax2[0].text(0.1,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "\n", "ax2[1].plot(midno3jan,yearday2,'o',color='b')\n", "ax2[1].set_xlabel('Concentration ($\\mu$M N)')\n", "ax2[1].set_ylabel('Bloom Day (Metric 2)')\n", "y,r2,m,b=bloomdrivers.reg_r2(midno3jan,yearday2)\n", "ax2[1].plot(midno3jan, y, 'r', label='Fitted line')\n", "ax2[1].text(0.6, 0.85, '$\\mathregular{r^2}$ = %f'%r2, transform=ax.transAxes)\n", "ax2[1].text(0.6,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "\n", "ax2[2].plot(midno3jan,yearday3,'o',color='orange')\n", "ax2[2].set_xlabel('Concentration ($\\mu$M N)')\n", "ax2[2].set_ylabel('Bloom Day (Metric 3)')\n", "ax2[1].set_title('Bloom Date vs. January Average Mid-depth (30-90m) Nitrate Concentration')\n", "y,r2,m,b=bloomdrivers.reg_r2(midno3jan,yearday3)\n", "ax2[2].plot(midno3jan, y, 'r', label='Fitted line')\n", "ax2[2].text(1.1, 0.85, '$\\mathregular{r^2}$ = %f'%r2, transform=ax.transAxes)\n", "ax2[2].text(1.1,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "\n", "# FEB\n", "fig3,ax3=plt.subplots(1,3,figsize=(17,5))\n", "ax3[0].plot(midno3feb,yearday1,'o',color='firebrick')\n", "ax3[0].set_xlabel('Concentration ($\\mu$M N)')\n", "ax3[0].set_ylabel('Bloom Day (Metric 1)')\n", "y,r2,m,b=bloomdrivers.reg_r2(midno3feb,yearday1)\n", "ax3[0].plot(midno3feb, y, 'r', label='Fitted line')\n", "ax3[0].text(0.1, 0.85, '$\\mathregular{r^2}$ = %f'%r2, transform=ax.transAxes)\n", "ax3[0].text(0.1,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "\n", "ax3[1].plot(midno3feb,yearday2,'o',color='b')\n", "ax3[1].set_xlabel('Concentration ($\\mu$M N)')\n", "ax3[1].set_ylabel('Bloom Day (Metric 2)')\n", "y,r2,m,b=bloomdrivers.reg_r2(midno3feb,yearday2)\n", "ax3[1].plot(midno3feb, y, 'r', label='Fitted line')\n", "ax3[1].text(0.6, 0.85, '$\\mathregular{r^2}$ = %f'%r2, transform=ax.transAxes)\n", "ax3[1].text(0.6,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "\n", "\n", "ax3[2].plot(midno3feb,yearday3,'o',color='orange')\n", "ax3[2].set_xlabel('Concentration ($\\mu$M N)')\n", "ax3[2].set_ylabel('Bloom Day (Metric 3)')\n", "ax3[1].set_title('Bloom Date vs. February Average Mid-depth (30-90m) Nitrate Concentration')\n", "y,r2,m,b=bloomdrivers.reg_r2(midno3feb,yearday3)\n", "ax3[2].plot(midno3feb, y, 'r', label='Fitted line')\n", "ax3[2].text(1.1, 0.85, '$\\mathregular{r^2}$ = %f'%r2, transform=ax.transAxes)\n", "ax3[2].text(1.1,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "\n", "# MAR\n", "fig4,ax4=plt.subplots(1,3,figsize=(17,5))\n", "ax4[0].plot(midno3mar,yearday1,'o',color='firebrick')\n", "ax4[0].set_xlabel('Concentration ($\\mu$M N)')\n", "ax4[0].set_ylabel('Bloom Day (Metric 1)')\n", "y,r2,m,b=bloomdrivers.reg_r2(midno3mar,yearday1)\n", "ax4[0].plot(midno3mar, y, 'r', label='Fitted line')\n", "ax4[0].text(0.1, 0.85, '$\\mathregular{r^2}$ = %f'%r2, transform=ax.transAxes)\n", "ax4[0].text(0.1,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "\n", "ax4[1].plot(midno3mar,yearday2,'o',color='b')\n", "ax4[1].set_xlabel('Concentration ($\\mu$M N)')\n", "ax4[1].set_ylabel('Bloom Day (Metric 2)')\n", "y,r2,m,b=bloomdrivers.reg_r2(midno3mar,yearday2)\n", "ax4[1].plot(midno3mar, y, 'r', label='Fitted line')\n", "ax4[1].text(0.6, 0.85, '$\\mathregular{r^2}$ = %f'%r2, transform=ax.transAxes)\n", "ax4[1].text(0.6,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "\n", "ax4[2].plot(midno3mar,yearday3,'o',color='orange')\n", "ax4[2].set_xlabel('Concentration ($\\mu$M N)')\n", "ax4[2].set_ylabel('Bloom Day (Metric 3)')\n", "ax4[1].set_title('Bloom Date vs. March Average Mid-depth (30-90m) Nitrate Concentration')\n", "y,r2,m,b=bloomdrivers.reg_r2(midno3mar,yearday3)\n", "ax4[2].plot(midno3mar, y, 'r', label='Fitted line')\n", "ax4[2].text(1.1, 0.85, '$\\mathregular{r^2}$ = %f'%r2, transform=ax.transAxes)\n", "ax4[2].text(1.1,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "\n", "# Jan month lines\n", "ax2[0].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax2[0].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "#ax2[0].axhline(y=151, color='lime', linestyle='--',label='May 31st')\n", "ax2[0].legend(bbox_to_anchor=(-0.25, 1.0))\n", "ax2[1].axhline(y=90, color='orchid', linestyle='--')\n", "ax2[2].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax2[1].axhline(y=120, color='peru', linestyle='--')\n", "ax2[2].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "# Feb month lines\n", "ax3[0].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax3[0].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "#ax3[0].axhline(y=151, color='lime', linestyle='--',label='May 31st')\n", "ax3[0].legend(bbox_to_anchor=(-0.25, 1.0))\n", "ax3[1].axhline(y=90, color='orchid', linestyle='--')\n", "ax3[2].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax3[1].axhline(y=120, color='peru', linestyle='--')\n", "ax3[2].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "# March month lines\n", "ax4[0].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax4[0].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "#ax4[0].axhline(y=151, color='lime', linestyle='--',label='May 31st')\n", "ax4[0].legend(bbox_to_anchor=(-0.25, 1.0))\n", "ax4[1].axhline(y=90, color='orchid', linestyle='--')\n", "ax4[2].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax4[1].axhline(y=120, color='peru', linestyle='--')\n", "ax4[2].axhline(y=120, color='peru', linestyle='--',label='April 30th')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Nitrate concentration in deep SoG (below 250 m)" ] }, { "cell_type": "code", "execution_count": 36, "metadata": { "jupyter": { "source_hidden": true } }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 36, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "fig,ax=plt.subplots(1,1,figsize=(12,5))\n", "p1=ax.plot(years,deepno3jan, '-',color='green',label='January Average')\n", "#p2=ax.plot(years,deepno3feb, '-',color='c',label='February Average')\n", "#p3=ax.plot(years,deepno3mar, '-',color='orchid',label='March Average')\n", "ax.set_ylabel('Concentration ($\\mu$M N)')\n", "ax.set_xlabel('Year')\n", "ax.set_title('Deep (below 250m) Nitrate Concentration Throughout SoG by Year')\n", "ax.set_xticks([2007,2008,2009,2010,2011,2012,2013,2014,2015,2016,2017,2018,2019,2020])\n", "ax.legend(bbox_to_anchor=(-0.25, 1.0), loc='upper left')\n", "\n", "ax1=ax.twinx()\n", "p4=ax1.plot(years,yearday1, 'o',color='firebrick',label='Metric1')\n", "p5=ax1.plot(years,yearday2, 'o',color='b',label='Metric2')\n", "p6=ax1.plot(years,yearday3, 'o',color='orange',label='Metric3')\n", "ax1.set_ylabel('Year Day')\n", "ax1.legend(handles=[p4[0],p5[0],p6[0]],bbox_to_anchor=(1.05, 1.0), loc='upper left')\n", "\n", "fig2,ax2=plt.subplots(1,3,figsize=(17,5))\n", "ax2[0].plot(deepno3jan,yearday1,'o',color='firebrick')\n", "ax2[0].set_xlabel('Concentration ($\\mu$M N)')\n", "ax2[0].set_ylabel('Bloom Day (Metric 1)')\n", "y,r2,m,b=bloomdrivers.reg_r2(deepno3jan,yearday1)\n", "ax2[0].plot(deepno3jan, y, 'r', label='Fitted line')\n", "ax2[0].text(0.1, 0.85, '$\\mathregular{r^2}$ = %f'%r2, transform=ax.transAxes)\n", "ax2[0].text(0.1,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "\n", "ax2[1].plot(deepno3jan,yearday2,'o',color='b')\n", "ax2[1].set_xlabel('Concentration ($\\mu$M N)')\n", "ax2[1].set_ylabel('Bloom Day (Metric 2)')\n", "y,r2,m,b=bloomdrivers.reg_r2(deepno3jan,yearday2)\n", "ax2[1].plot(deepno3jan, y, 'r', label='Fitted line')\n", "ax2[1].text(0.6, 0.85, '$\\mathregular{r^2}$ = %f'%r2, transform=ax.transAxes)\n", "ax2[1].text(0.6,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "\n", "ax2[2].plot(deepno3jan,yearday3,'o',color='orange')\n", "ax2[2].set_xlabel('Concentration ($\\mu$M N)')\n", "ax2[2].set_ylabel('Bloom Day (Metric 3)')\n", "y,r2,m,b=bloomdrivers.reg_r2(deepno3jan,yearday3)\n", "ax2[2].plot(deepno3jan, y, 'r', label='Fitted line')\n", "ax2[2].text(1.1, 0.85, '$\\mathregular{r^2}$ = %f'%r2, transform=ax.transAxes)\n", "ax2[2].text(1.1,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "ax2[1].set_title('Bloom Date vs. January Average Deep (below 250m) Nitrate Concentration Throughout SoG')\n", "\n", "# Jan month lines\n", "ax2[0].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax2[0].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "#ax2[0].axhline(y=151, color='lime', linestyle='--',label='May 31st')\n", "ax2[0].legend(bbox_to_anchor=(-0.25, 1.0))\n", "ax2[1].axhline(y=90, color='orchid', linestyle='--')\n", "ax2[2].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax2[1].axhline(y=120, color='peru', linestyle='--')\n", "ax2[2].axhline(y=120, color='peru', linestyle='--',label='April 30th')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Halocline" ] }, { "cell_type": "code", "execution_count": 37, "metadata": { "jupyter": { "source_hidden": true } }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 37, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", 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\n", 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "fig,ax=plt.subplots(1,1,figsize=(12,5))\n", "p1=ax.plot(years,halojan, '-',color='green',label='January Average')\n", "p2=ax.plot(years,halofeb, '-',color='c',label='February Average')\n", "p3=ax.plot(years,halomar, '-',color='orchid',label='March Average')\n", "ax.set_ylabel('Halocline Depth (m)')\n", "ax.set_xlabel('Year')\n", "ax.set_title('Halocline Depth by Year')\n", "ax.set_xticks([2007,2008,2009,2010,2011,2012,2013,2014,2015,2016,2017,2018,2019,2020])\n", "ax.legend(handles=[p1[0],p2[0],p3[0]],bbox_to_anchor=(-0.25, 1.0), loc='upper left')\n", "\n", "ax1=ax.twinx()\n", "p4=ax1.plot(years,yearday1, 'o',color='firebrick',label='Metric1')\n", "p5=ax1.plot(years,yearday2, 'o',color='b',label='Metric2')\n", "p6=ax1.plot(years,yearday3, 'o',color='orange',label='Metric3')\n", "ax1.set_ylabel('Year Day')\n", "ax1.legend(handles=[p4[0],p5[0],p6[0]],bbox_to_anchor=(1.05, 1.0), loc='upper left')\n", "\n", "# JAN\n", "fig2,ax2=plt.subplots(1,3,figsize=(17,5))\n", "ax2[0].plot(halojan,yearday1,'o',color='firebrick')\n", "ax2[0].set_xlabel('Halocline Depth (m)')\n", "ax2[0].set_ylabel('Bloom Day (Metric 1)')\n", "y,r2,m,b=bloomdrivers.reg_r2(halojan,yearday1)\n", "ax2[0].plot(halojan, y, 'r', label='Fitted line')\n", "ax2[0].text(0.1, 0.85, '$\\mathregular{r^2}$ = %f'%r2, transform=ax.transAxes)\n", "ax2[0].text(0.1,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "\n", "ax2[1].plot(halojan,yearday2,'o',color='b')\n", "ax2[1].set_xlabel('Halocline Depth (m)')\n", "ax2[1].set_ylabel('Bloom Day (Metric 2)')\n", "y,r2,m,b=bloomdrivers.reg_r2(halojan,yearday2)\n", "ax2[1].plot(halojan, y, 'r', label='Fitted line')\n", "ax2[1].text(0.6, 0.85, '$\\mathregular{r^2}$ = %f'%r2, transform=ax.transAxes)\n", "ax2[1].text(0.6,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "\n", "ax2[2].plot(halojan,yearday3,'o',color='orange')\n", "ax2[2].set_xlabel('Halocline Depth (m)')\n", "ax2[2].set_ylabel('Bloom Day (Metric 3)')\n", "ax2[1].set_title('Bloom Date vs. January Average Halocline Depth')\n", "y,r2,m,b=bloomdrivers.reg_r2(halojan,yearday3)\n", "ax2[2].plot(halojan, y, 'r', label='Fitted line')\n", "ax2[2].text(1.1, 0.85, '$\\mathregular{r^2}$ = %f'%r2, transform=ax.transAxes)\n", "ax2[2].text(1.1,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "\n", "# FEB\n", "fig3,ax3=plt.subplots(1,3,figsize=(17,5))\n", "ax3[0].plot(halofeb,yearday1,'o',color='firebrick')\n", "ax3[0].set_xlabel('Halocline Depth (m)')\n", "ax3[0].set_ylabel('Bloom Day (Metric 1)')\n", "y,r2,m,b=bloomdrivers.reg_r2(halofeb,yearday1)\n", "ax3[0].plot(halofeb, y, 'r', label='Fitted line')\n", "ax3[0].text(0.1, 0.85, '$\\mathregular{r^2}$ = %f'%r2, transform=ax.transAxes)\n", "ax3[0].text(0.1,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "\n", "ax3[1].plot(halofeb,yearday2,'o',color='b')\n", "ax3[1].set_xlabel('Halocline Depth (m)')\n", "ax3[1].set_ylabel('Bloom Day (Metric 2)')\n", "y,r2,m,b=bloomdrivers.reg_r2(halofeb,yearday2)\n", "ax3[1].plot(halofeb, y, 'r', label='Fitted line')\n", "ax3[1].text(0.6, 0.85, '$\\mathregular{r^2}$ = %f'%r2, transform=ax.transAxes)\n", "ax3[1].text(0.6,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "\n", "ax3[2].plot(halofeb,yearday3,'o',color='orange')\n", "ax3[2].set_xlabel('Halocline Depth (m)')\n", "ax3[2].set_ylabel('Bloom Day (Metric 3)')\n", "ax3[1].set_title('Bloom Date vs. February Average Halocline Depth')\n", "y,r2,m,b=bloomdrivers.reg_r2(halofeb,yearday3)\n", "ax3[2].plot(halofeb, y, 'r', label='Fitted line')\n", "ax3[2].text(1.1, 0.85, '$\\mathregular{r^2}$ = %f'%r2, transform=ax.transAxes)\n", "ax3[2].text(1.1,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "\n", "# MAR\n", "fig4,ax4=plt.subplots(1,3,figsize=(17,5))\n", "ax4[0].plot(halomar,yearday1,'o',color='firebrick')\n", "ax4[0].set_xlabel('Halocline Depth (m)')\n", "ax4[0].set_ylabel('Bloom Day (Metric 1)')\n", "y,r2,m,b=bloomdrivers.reg_r2(halomar,yearday1)\n", "ax4[0].plot(halomar, y, 'r', label='Fitted line')\n", "ax4[0].text(0.1, 0.85, '$\\mathregular{r^2}$ = %f'%r2, transform=ax.transAxes)\n", "ax4[0].text(0.1,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "\n", "ax4[1].plot(halomar,yearday2,'o',color='b')\n", "ax4[1].set_xlabel('Halocline Depth (m)')\n", "ax4[1].set_ylabel('Bloom Day (Metric 2)')\n", "y,r2,m,b=bloomdrivers.reg_r2(halomar,yearday2)\n", "ax4[1].plot(halomar, y, 'r', label='Fitted line')\n", "ax4[1].text(0.6, 0.85, '$\\mathregular{r^2}$ = %f'%r2, transform=ax.transAxes)\n", "ax4[1].text(0.6,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "\n", "ax4[2].plot(halomar,yearday3,'o',color='orange')\n", "ax4[2].set_xlabel('Halocline Depth (m)')\n", "ax4[2].set_ylabel('Bloom Day (Metric 3)')\n", "ax4[1].set_title('Bloom Date vs. March Average Halocline Depth')\n", "y,r2,m,b=bloomdrivers.reg_r2(halomar,yearday3)\n", "ax4[2].plot(halomar, y, 'r', label='Fitted line')\n", "ax4[2].text(1.1, 0.85, '$\\mathregular{r^2}$ = %f'%r2, transform=ax.transAxes)\n", "ax4[2].text(1.1,0.81,f'y={m}x+{b}',horizontalalignment='left',verticalalignment='bottom',transform=ax.transAxes)\n", "\n", "\n", "# Jan month lines\n", "ax2[0].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax2[0].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "#ax2[0].axhline(y=151, color='lime', linestyle='--',label='May 31st')\n", "ax2[0].legend(bbox_to_anchor=(-0.25, 1.0))\n", "ax2[1].axhline(y=90, color='orchid', linestyle='--')\n", "ax2[2].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax2[1].axhline(y=120, color='peru', linestyle='--')\n", "ax2[2].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "# Feb month lines\n", "ax3[0].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax3[0].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "#ax3[0].axhline(y=151, color='lime', linestyle='--',label='May 31st')\n", "ax3[0].legend(bbox_to_anchor=(-0.25, 1.0))\n", "ax3[1].axhline(y=90, color='orchid', linestyle='--')\n", "ax3[2].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax3[1].axhline(y=120, color='peru', linestyle='--')\n", "ax3[2].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "# March month lines\n", "ax4[0].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax4[0].axhline(y=120, color='peru', linestyle='--',label='April 30th')\n", "#ax4[0].axhline(y=151, color='lime', linestyle='--',label='May 31st')\n", "ax4[0].legend(bbox_to_anchor=(-0.25, 1.0))\n", "ax4[1].axhline(y=90, color='orchid', linestyle='--')\n", "ax4[2].axhline(y=90, color='orchid', linestyle='--',label='March 31st')\n", "ax4[1].axhline(y=120, color='peru', linestyle='--')\n", "ax4[2].axhline(y=120, color='peru', linestyle='--',label='April 30th')" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "Python (py39)", "language": "python", "name": "py39" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.9.2" } }, "nbformat": 4, "nbformat_minor": 4 }