Mercurial > repos > youyuh48 > nanoplot

--- /dev/null	Thu Jan 01 00:00:00 1970 +0000
+++ b/NanoPlot.xml	Wed Aug 29 22:51:00 2018 -0400
@@ -0,0 +1,44 @@
+<tool id="NanoPlot" name="NanoPlot" version="0.1.0">
+  <description>Plotting scripts for long read sequencing data</description>
+  <requirements>
+    <requirement type="package" version="1.13.0">nanoplot</requirement>
+  </requirements>
+  <command detect_errors="exit_code">
+    <![CDATA[
+        NanoPlot
+          $barcoded
+          --summary "$input"
+          -o report
+          -t \${GALAXY_SLOTS:-1}
+
+        && mv report/NanoPlot-report.html output.html
+    ]]>
+  </command>
+  <inputs>
+    <param name="input" type="data" format="txt" label="Albacore's summary file"/>
+    <param name="barcoded" type="boolean" label="barcoded" truevalue="--barcoded" falsevalue="" help="Use if you want to split the summary file by barcode"/>
+  </inputs>
+  <outputs>
+    <data format="html" name="output" from_work_dir="output.html" label="${tool.name} on ${on_string}"/>
+  </outputs>
+  <tests>
+      <test>
+          <param name="input" value="sequencing_summary.txt"/>
+          <output name="output" file="NanoPlot-report.html" ftype="html"/>
+      </test>
+  </tests>
+  <help>
+    <![CDATA[
+        usage: NanoPlot [-h] [-v] [-t THREADS] [--verbose] [--store] [--raw] [-o OUTDIR] [-p PREFIX] [--maxlength N]
+                [--minlength N] [--drop_outliers] [--downsample N] [--loglength] [--percentqual] [--alength]
+                [--minqual N] [--readtype {1D,2D,1D2}] [--barcoded] [-c COLOR]
+                [-f {eps,jpeg,jpg,pdf,pgf,png,ps,raw,rgba,svg,svgz,tif,tiff}]
+                [--plots [{kde,hex,dot,pauvre} [{kde,hex,dot,pauvre} ...]]] [--listcolors] [--no-N50] [--N50]
+                [--title TITLE]
+                (--fastq file [file ...] | --fasta file [file ...] | --fastq_rich file [file ...] | --fastq_minimal file [file ...] | --summary file [file ...] | --bam file [file ...] | --cram file [file ...] | --pickle pickle)
+    ]]>
+  </help>
+  <citations>
+    <citation type="doi">10.1093/bioinformatics/bty149</citation>
+  </citations>
+</tool>
--- /dev/null	Thu Jan 01 00:00:00 1970 +0000
+++ b/test-data/NanoPlot-report.html	Wed Aug 29 22:51:00 2018 -0400
@@ -0,0 +1,254 @@
+<!DOCTYPE html>
+<html>
+    <head>
+    <meta charset="UTF-8">
+        <style>
+        table, th, td {
+            text-align: left;
+            padding: 2px;
+            /* border: 1px solid black;
+            border-collapse: collapse; */
+        }
+        h2 {
+            line-height: 0pt;
+        }
+        .panel {
+            display: inline-block;
+            background: #ffffff;
+            min-height: 100px;
+            box-shadow:0px 0px 5px 5px #C9C9C9;
+            -webkit-box-shadow:2px 2px 5px 5x #C9C9C9;
+            -moz-box-shadow:2px 2px 5px 5px #C9C9C9;
+            margin: 10px;
+            padding: 10px;
+        }
+        .panelC {
+            float: left
+        }
+        .panelM {
+            float: left
+        }
+        </style>
+        <title>NanoPlot Report</title>
+    </head><body>
+<div class="panel panelC">
+<p><strong><a href="#stats0">Summary Statistics</a></strong></p>
+<p><strong><a href="#plots">Plots</a></strong></p>
+<p style="margin-left:20px"><a href="#Histogram_of_read_lengths">Histogram of read lengths</a></p>
+<p style="margin-left:20px"><a href="#Histogram_of_read_lengths_after_log_transformation">Histogram of read lengths after log transformation</a></p>
+<p style="margin-left:20px"><a href="#Weighted_Histogram_of_read_lengths">Weighted Histogram of read lengths</a></p>
+<p style="margin-left:20px"><a href="#Weighted_Histogram_of_read_lengths_after_log_transformation">Weighted Histogram of read lengths after log transformation</a></p>
+<p style="margin-left:20px"><a href="#Yield_by_length">Yield by length</a></p>
+<p style="margin-left:20px"><a href="#Read_lengths_vs_Average_read_quality_plot_using_dots">Read lengths vs Average read quality plot using dots</a></p>
+<p style="margin-left:20px"><a href="#Read_lengths_vs_Average_read_quality_plot_using_a_kernel_density_estimation">Read lengths vs Average read quality plot using a kernel density estimation</a></p>
+<p style="margin-left:20px"><a href="#Number_of_reads_generated_per_channel">Number of reads generated per channel</a></p>
+<p style="margin-left:20px"><a href="#Cumulative_yield">Cumulative yield</a></p>
+<p style="margin-left:20px"><a href="#Cumulative_yield">Cumulative yield</a></p>
+<p style="margin-left:20px"><a href="#Number_of_reads_over_time">Number of reads over time</a></p>
+<p style="margin-left:20px"><a href="#Violin_plot_of_read_lengths_over_time">Violin plot of read lengths over time</a></p>
+<p style="margin-left:20px"><a href="#Violin_plot_of_quality_over_time">Violin plot of quality over time</a></p>
+</div>
+<div class="panel panelM"> <h1>NanoPlot report</h1>
+<h2 id="stats0">Summary statistics</h2>
+
+<table>
+
+<tr></tr>
+<tr>
+	<td colspan="2"><b>General summary:</b></td>
+</tr>
+<tr>
+	<td>Active channels:</td><td>169</td>
+</tr>
+<tr>
+	<td>Mean read length:</td><td>23212.6</td>
+</tr>
+<tr>
+	<td>Mean read quality:</td><td>10.1</td>
+</tr>
+<tr>
+	<td>Median read length:</td><td>9390.0</td>
+</tr>
+<tr>
+	<td>Median read quality:</td><td>10.3</td>
+</tr>
+<tr>
+	<td>Number of reads:</td><td>371</td>
+</tr>
+<tr>
+	<td>Read length N50:</td><td>60395</td>
+</tr>
+<tr>
+	<td>Total bases:</td><td>8611871</td>
+</tr>
+
+<tr></tr>
+<tr>
+	<td colspan="2"><b>Number, percentage and megabases of reads above quality cutoffs</b></td>
+</tr>
+<tr>
+	<td>>Q5:</td><td>371 (100.0%) 8.6Mb</td>
+</tr>
+<tr>
+	<td>>Q7:</td><td>371 (100.0%) 8.6Mb</td>
+</tr>
+<tr>
+	<td>>Q10:</td><td>210 (56.6%) 4.8Mb</td>
+</tr>
+<tr>
+	<td>>Q12:</td><td>49 (13.2%) 0.9Mb</td>
+</tr>
+<tr>
+	<td>>Q15:</td><td>0 (0.0%) 0.0Mb</td>
+</tr>
+
+<tr></tr>
+<tr>
+	<td colspan="2"><b>Top 5 highest mean basecall quality scores and their read lengths</b></td>
+</tr>
+<tr>
+	<td>1:</td><td>13.3 (6333; 362ce9e8-a39c-4663-b425-f27bdd091431)</td>
+</tr>
+<tr>
+	<td>2:</td><td>13.1 (5448; c6b70db9-464e-4926-9d46-761ed3533164)</td>
+</tr>
+<tr>
+	<td>3:</td><td>12.9 (27834; 4579af5a-b32a-413d-8b88-38025fa6c1af)</td>
+</tr>
+<tr>
+	<td>4:</td><td>12.8 (20351; 688733f5-5894-42b9-b18a-d123cb2e7cf3)</td>
+</tr>
+<tr>
+	<td>5:</td><td>12.8 (4156; ae277ee4-46c8-422c-9b90-c422cc376ce2)</td>
+</tr>
+
+<tr></tr>
+<tr>
+	<td colspan="2"><b>Top 5 longest reads and their mean basecall quality score</b></td>
+</tr>
+<tr>
+	<td>1:</td><td>393431 (10.6; 71bcbd58-47c9-479b-b47f-d5c254f7ad53)</td>
+</tr>
+<tr>
+	<td>2:</td><td>341725 (11.8; 0112c3a2-1cea-4788-837c-1004f544d283)</td>
+</tr>
+<tr>
+	<td>3:</td><td>320662 (8.0; 48d555a1-f25d-4426-9d89-f5ca6b9ba931)</td>
+</tr>
+<tr>
+	<td>4:</td><td>226843 (9.1; 9dbf286e-ab09-4d41-bca5-595bbf699680)</td>
+</tr>
+<tr>
+	<td>5:</td><td>221901 (10.0; e59e6534-0067-4c08-9ed7-90a054e0445e)</td>
+</tr>
+</table>
+
+<br>
+<br>
+<br>
+<br>
+<h2 id="plots">Plots</h2>
+
+<h3 id="Histogram_of_read_lengths">Histogram of read lengths</h3>
+<img 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6dGnVr19fH3zwgcqUKZOt%2BgFvsRnjxhdzAMgVDh8%2BrGbNmumll17SgAEDfF0OcjHeK7gTEWqAXOqXX37RF198oXr16umuu%2B7Svn37NHXqVCUlJWnVqlXZvgIH1sN7BbiGw09ALlW0aFFt375dc%2BfOlcPhUPHixdW4cWO99tprfEjBBe8V4Br21AAAAEvgkm4AAGAJhBoAAGAJhBoAAGAJefpE4fT0dB07dkzFixd3%2B8vIAACAbxljlJSUJLvd7nLD29uVp0PNsWPHcuS%2BJgAAIOcdOXLEq/cLy9OhJuOOykeOHFGJEiV8XA0AAHCHw%2BFQxYoVnZ/j3pKnQ03GIacSJUoQagAAyGO8feoIJwoDAABLINQAAABLINQAAABLINQAAABLINQAAABLINQAAABLINQAAABLINQAAABLINQAAABLINQAAABL8OltEho2bKiEhIRM7d27d9eYMWN8UBEAAMirfBpqli5dqqtXrzqnf/vtNz311FNq166dD6sCAAB5kU9DTZkyZVymY2NjVaVKFTVu3NhHFQEAgLwq15xTk5KSos8//1ydOnXy%2Bl07AQCA9fl0T80fLV%2B%2BXA6HQx07drxhn%2BTkZKWkpDink5KS/ozSAABAHpBrQs28efPUokULVahQ4YZ9YmNjFRMT45xOT0//M0oDAAB5gM0YY3xdREJCgho3bqxp06bpwQcfvGG/6/fUOBwOBQYGKjExUSVKlPgzSgUAALfJ4XCoZMmSXv/8zhV7aubPn6%2ByZcuqVatWN%2B3n5%2BcnPz8/53QuyGMAACCX8PmJwunp6Zo/f746dOigAgVyRcYCAAB5kM9Dzbp163T06FF16tTJ16UAAIA8zOe7Rpo1a6ajR4/6ugwAAJDH%2BXxPDQAAgDcQagAAgCUQagAAgCUQagAAgCUQagAAgCUQagAAgCUQagAAgCUQagAAgCUQagAAgCUQagAAgCUQagAAgCUQagAAgCUQagAAgCUQagAAgCUQagAAgCUQagAAgCUQagAAgCUQagAAgCUQagAAgCUQagAAgCUQagAAgCUQagAAgCUQagAAgCUQagAAgCUQagAAgCUQagAAgCUQagAAgCUQagAAgCUQagAAgCUQagAAgCUQagAAgCUQagAAgCUQagAAgCUQagAAgCUQagAAgCUQagAAgCUQagAAgCUQagAAgCUQagAAgCUQagAAgCX4PNQcP35cL774ou655x4FBwfr/vvv144dO3xdFgAAyGMK%2BHLl58%2Bf19/%2B9jdFRUXpv//9r8qWLauDBw%2BqRIkSviwLAADkQT4NNVOmTJHdbteECROcbRUrVvRhRQAAIK/y6eGnlStXKjw8XH369FF4eLgeeOABzZ49%2B4b9k5OTlZSU5PIAAACQfLyn5vDhw5o1a5Z69%2B6tAQMG6Oeff9bIkSNVqFAhdejQIVP/2NhYxcTEOKfT09P/zHIBAEAuZjPGGF%2BtvEqVKgoPD9eXX37pbBsxYoS2bdumxYsXZ%2BqfnJyslJQU57TD4VBgYKASExM5DwcAgDzC4XCoZMmSXv/89unhJ39/f4WGhrq0hYSE6NixY1n29/PzU/HixV0eAAAAko9DTf369bVv3z6Xtv379ysgIMBHFQEAgLzKp6Gmd%2B/e2rp1qyZNmqQDBw5o4cKFmj17tnr06OHLsgAAQB7k03NqJOnrr7/WuHHjdODAAVWsWFF9%2BvRRly5d3HpuTh2TAwAAOSenPr99HmpuB6EGAIC8x5InCgMAAHgLoQYAAFgCoQYAAFgCoQYAAFgCoQYAAFgCoQYAAFgCoQYAAFgCoQYAAFgCoQYAAFgCoQYAAFgCoQYAAFgCoQYAAFgCoQYAAFgCoQYAAFgCoQYAAFgCoQYAAFgCoQYAAFgCoQYAAFgCoQYAAFgCoQYAAFgCoQYAAFgCoQYAAFgCoQYAAFgCoQYAAFgCoQYAAFgCoQYAAFgCoQYAAFgCoQYAAFgCoQYAAFgCoQYAAFgCoQYAAFgCoQYAAFgCoQYAAFgCoQYAAFgCoQYAAFgCoQYAAFgCoQYAAFgCoQYAAFgCoQYAAFiCT0PN%2BPHjFRAQ4PKoW7euL0sCAAB5VAFfF1C9enXNmzfPOZ0/f34fVgMAAPIqn4ea/Pnzy9/f39dlAACAPM7noebAgQOKiIhQoUKFdO%2B992ro0KGqXLlyln2Tk5OVkpLinE5KSvqzygQAALmczRhjfLXyVatW6fLly6patapOnTqlSZMmKT4%2BXqtWrVLp0qUz9R8/frxiYmKc0%2Bnp6fr999%2BVmJioEiVK/JmlAwCAbHI4HCpZsqTXP799Gmqud%2BnSJUVFRalfv3567rnnMs2/fk%2BNw%2BFQYGAgoQYAgDwkp0KNzw8//VHRokUVFhamAwcOZDnfz89Pfn5%2BzulclMcAAICP5arvqUlOTlZcXJzKly/v61IAAEAe49M9NW%2B99Zbuv/9%2BBQQE6PTp0/rggw904cIFdejQwZdlAQCAPMinoeb48eN64YUXdPbsWZUpU0YRERFavHixAgMDfVkWAADIg3waaqZOnerL1QMAAAvJVefUAAAAZBehBgAAWAKhBgAAWMJth5qrV69q165dOn/%2BvDfqAQAAyBaPQ83IkSM1d%2B5cSdcCzRNPPKGHHnpI9evX1/r1671eIAAAgDs8DjVLlixRzZo1JUlff/21jhw5ojVr1ujZZ5/Vu%2B%2B%2B6/UCAQAA3OFxqDl37pzKlSsn6doNKR9%2B%2BGEFBwfrqaee0m%2B//eb1AgEAANzhcagpW7as4uLidPXqVX333Xdq0qSJJOny5cvKnz%2B/1wsEAABwh8dfvtepUyf17dtX/v7%2Bstlsatq0qSTp559/VnBwsNcLBAAAcIfHoebll19W9erVdezYMbVr18551%2Bx8%2BfKpf//%2BXi8QAADAHTZjjPF1EdnlcDhUsmRJJSYmqkSJEr4uBwAAuCGnPr/d2lPz8ccfu73AXr16ZbsYAACA7HIr1Hz00Ucu02fOnNHly5dVsmRJSVJiYqKKFCmismXLEmoAAIBPuBVqNm7c6Px54cKF%2BuSTT/T%2B%2B%2B8rJCREkhQfH69XX31VTz/9dM5UCQAAcAsen1MTFRWlf//736pVq5ZL%2B44dO9SnTx%2BXAJTTOKcGAIC8J6c%2Bvz3%2BnpoTJ04oNTU1U/vVq1d16tQprxQFAADgKY9DzX333achQ4Zo%2B/btytjJs337dr322mvOL%2BIDAAD4s3n8PTUxMTEaNGiQHn74YRUsWFCSlJaWpubNm%2Bv999/3eoEAAADu8DjUlClTRrNmzdK%2Bffu0b98%2BGWMUEhLCtwkDAACf8jjUZAgODibIAACAXCNboebYsWNauXKljh07ppSUFJd5o0aN8kZdAAAAHvE41Kxbt07PPPOMKlWqpH379ql69epKSEiQMSbTZd4AAAB/Fo%2Bvfho3bpyee%2B45rVq1Sn5%2Bfvroo4%2B0adMmNWrUSO3atcuJGgEAAG7J41ATFxenDh06SJIKFCigK1euqFixYnrllVc0ZcoUrxcIAADgDo9DTdGiRZ3n0ZQvX16HDh1yzjt79qz3KgMAAPCAx%2BfUREREaNOmTQoNDVWrVq00evRo7d69W8uWLVNERERO1AgAAHBLHoeaN998UxcvXpQkvfzyy7p48aIWL16sKlWqcOUTAADwGY9vaJmbcENLAADynlxzQ0tJSkxM1Jw5czR27FidO3dOkrRz504dP37ca4UBAAB4wuPDT7/%2B%2BquefPJJFS9eXAkJCercubPuvvtuLVu2TAkJCZo0aVJO1AkAAHBTHu%2BpGT16tDp27KgffvhBfn5%2BzvYWLVroxx9/9GpxAAAA7vI41Gzfvl1PP/10pva//OUvOnXqlFeKAgAA8JTHocbPz08XLlzI1L5v3z6VLl3aK0UBAAB4yuNQ8%2BCDD2rChAlKTU2VJNlsNh09elRjxoxR27ZtvV4gAACAOzy%2BpDspKUldu3bV3r17deHCBZUvX16nTp1SZGSkZs2apaJFi%2BZUrZlwSTcAAHlPTn1%2Be3z1U/HixbVo0SJ9//332rVrl9LT01WrVi01bdrUa0UBAAB4yqNQk5qaqqeeekrvvvuu7rvvPt133305VRcAAIBHPDqnpmDBgtqzZ49sNltO1QMAAJAtHp8oHB0drXnz5uVELQAAANnm8Tk1qampmjt3rtauXavw8PBMJwZn96aWkydP1rhx49SrVy%2B99dZb2VoGAAC4c3kcan777TfVqlVLkrR//36Xedk9LLVt2zbNnj1bNWrUyNbzAQAAPA41n332mVcLuHjxovr3769//OMf3DcKAABkW7bu0u1Nr7/%2Bulq1asUl4QAA4LZ4vKfGm7744gvt2rVLS5Yscat/cnKyUlJSnNNJSUk5VRoAAMhjfLan5ujRoxo5cqQmTZqkwoULu/Wc2NhYhYWFOR/16tXL4Sql5Yd2udUGAAB8y%2BPbJHjL8uXL1atXL%2BXPn9/ZdvXqVdlsNuXLl08HDhxwmSdl3lPjcDgUGBiYo7dJWH5olx6qXOuWbQAAwD0%2BvU3Cgw8%2BqPnz56tUqVKaMGGC%2BvbtqyJFitzWiu%2B77z59%2B%2B23Lm2DBw9WcHCwXnjhhUyBRrp2h3A/Pz/ntI/yGAAAyIXcCjXx8fG6dOmSSpUqpZiYGHXt2vW2Q81dd92lsLAwl7aiRYvq7rvvztQOAABwK26Fmpo1a2rw4MFq0KCBjDH617/%2BpWLFimXZ96WXXvJqgQAAAO5wK9RMmDBB48eP1zfffCObzabvvvsuy8NDNpvttkKNt78DBwAA3DncCjUhISGaOnWqJCkwMFDz589X2bJlc7QwAAAAT3j8PTUJCQk5UQcAAMBtydaX7x08eFDTpk1TXFycbDabqlWrpl69eqlKlSpeLg8AAMA9Hn/53urVq9WiRQtt27ZNNWrUUPXq1fXzzz%2BrZcuWWrt2bU7UCAAAcEse76kZM2aMevfurddffz1T%2BzvvvMM9nAAAgE94vKcmPj5eTz75ZKb2Tp06KS4uzitFAQAAeMrjUFO6dGn98ssvmdp/%2BeUXlSlTxitFAQAAeMrjw09dunTRa6%2B9psOHD6tevXqy2Wz66aefNGXKFPXp0ycnagQAALglj0PNoEGDVKxYMX344YcaO3asJKl8%2BfIaPHiwevXq5fUCAQAA3OFxqLHZbOrTp4/69OmjCxcuSLp2HycAAABfytb31GQgzAAAgNzC4xOFAQAAciNCDQAAsARCDQAAsASPQk1qaqqio6O1b9%2B%2BnKoHAAAgWzwKNQULFtSePXtks9lyqh4AAIBs8fjwU3R0tObNm5cTtQAAAGSbx5d0p6amau7cuVq7dq3Cw8NVtGhRl/mjRo3yVm0AAABu8zjU/Pbbb6pVq5Ykaf/%2B/S7zOCwFAAB8xeNQ89lnn%2BVEHQAAALcl25d0HzhwQKtXr9bly5clScYYrxUFAADgKY9DzdmzZ9WxY0c1adJEXbt21cmTJyVJr7zyikaPHu31AgEAANzhcagZNWqUChYsqJ9%2B%2BklFihRxtj/66KNavXq1N2sDAABwm8fn1Kxdu1azZ8%2BW3W53aQ8KClJCQoLXCgMAAPCEx3tqLl265LKHJsPZs2dVqFAhrxQFAADgKY9DTcOGDV2ugLLZbEpPT9fUqVMVFRXl1eIAAADc5fHhpxEjRig6Olo7duxQamqq/v73v2vv3r06f/68Fi1alBM1AgAA3JLHe2pCQ0P1zTffqG7dumrSpIkuX76sNm3aaMWKFapSpUoOlAgAAHBrHu%2BpkSR/f3%2B98sor3q4FAAAg27IVas6fP6958%2BYpLi5ONptNISEh6tSpk%2B6%2B%2B25v1wcAAOAWjw8/bdiwQY0bN9bHH3%2BsxMREnT9/XtOnT1fjxo21YcOGnKgRAADgljzeUzN8%2BHA98sgjGjt2rPLnzy9Junr1qoYNG6bhw4dr1apVXi8SAADgVjzeU3Po0CH16dPHGWgkKX/%2B/OrTp48OHTrk1eIAAADc5XGoqVWrluLj4zO1x8fHq2bNml4pCgAAwFNuHX769ddfnT/37NlTI0eO1MGDBxURESFJ2rp1q2bMmKFhw4blTJUAAAC3YDPGmFt1CgwMlM1m06262mw2HTlyxGvF3YrD4VDJkiWVmJioEiVK5Mg6lh/apYcq17plGwAAcE9OfX67tadm48aNXlshAABATnAr1AQGBuZ0HQAAALclW1%2B%2Bd/z4cW3atElnzpxRenq6y7xevXp5pTAAAABPeBxq5s%2Bfr6FDh6pgwYK6%2B%2B67ZbPZnPNsNhuhBgAA%2BITHoea9997ToEGD9OKLLypfPo%2BvCHfxySefaNasWc6Ti0NDQ/XSSy%2BpZcuWt7VcAABw5/E41Fy%2BfFnt27e/7UAjSX%2BLvdeuAAAdmElEQVT5y180bNgw5929FyxYoJ49e2rFihWqXr36bS8fAADcOTxOJk899ZS%2B%2Buorr6z8gQceUKtWrRQcHKzg4GANHTpUxYoV09atW72yfAAAcOfweE/NsGHD1L17d61evVphYWEqUMB1EaNGjcpWIVevXtVXX32lS5cuKTIyMss%2BycnJSklJcU4nJSVla10AAMB6PA41kyZN0urVqxUcHJxp3h9PGnbX7t279eijjyo5OVnFihXTtGnTFBoammXf2NhYxcTEOKevv/IKAADcudz6RuE/qlmzpt5880116tTJKwWkpKTo6NGjcjgcWrp0qebMmaP//e9/WQab6/fUOBwOBQYG8o3CAADkIT79RuE/KlSokOrXr%2B%2B1AgoVKqSgoCBJUp06dbRt2zZNmzZN//jHPzL19fPzk5%2Bfn3PawzwGAAAszOMThXv16qX//Oc/OVGLpGtB5Y97YwAAANzh8Z6abdu26YcfftA333yj0NBQFSxY0GX%2BtGnT3F7W2LFj1bJlS9ntdl24cEFffPGFNmzYoNmzZ3taFgAAuMN5HGpKlCihNm3aeGXlp0%2Bf1oABA3Ty5EkVL15cNWrU0OzZs9W0aVOvLB8AANw5PA41EyZM8NrKx48f77VlAQCAO9vtfy0wAABALuDxnppGjRrd9PtoNmzYcFsFAQAAZIfHoebZZ591mU5LS9OuXbv03XffqV%2B/fl4rDAAAwBO3HWoyzJgxQ9u3b7/tggAAALLDa%2BfUtGjRQkuXLvXW4gAAADzitVCzZMkSlSpVyluLAwAA8IjHh58eeOABlxOFjTE6deqUzpw5ozFjxni1OAAAAHd5HGoeeughl2mbzaYyZcooKipKISEhXisMAADAEx6HmsGDB%2BdEHQAAALeFL98DAACW4PaemsDAwJt%2B6Z507VDU4cOHb7soAAAAT7kdaj7%2B%2BOMbztu8ebOmT5/ulYIAAACyw%2B1Q8%2BCDD2Zqi4%2BP19ixY/X111/rscce06uvvurV4gAAANzl8YnCkvT7779r/PjxWrBggZo1a6aVK1cqLCzM27UBAAC4zaNQ43A4NHnyZE2fPl333HOP5s%2Bfr4YNG%2BZUbQAAAG5zO9RMmTJF//znP%2BXv768pU6ZkeTgKAADAV9wONWPGjFHhwoVVpUoVLViwQAsWLMiy37Rp07xWHAAAgLvcDjXR0dG3vKQbAADAV9wONRMnTszJOgAAAG4L3ygMAAAsgVADAAAsgVADAAAsgVADAAAsgVADAAAsgVADAAAsgVADAAAsgVADAAAsgVADAAAsgVADAAAsgVADAAAsgVADAAAsgVADAAAsgVADAAAsgVADAAAsgVADAAAsgVADAAAsgVADAAAsgVADAAAsgVADAAAswaehZvLkyWrbtq1CQ0MVHh6unj17Kj4%2B3pclAQCAPMqnoWbjxo3q3r27Fi9erLlz5yotLU2dO3fWpUuXfFkWAADIgwr4cuWzZ892mZ4wYYLCw8O1Y8cONWrUyEdVAQCAvMinoeZ6DodDklSqVKks5ycnJyslJcU5nZSU9KfUBQAAcr9cc6KwMUajR49WgwYNFBYWlmWf2NhYhYWFOR/16tX7U2pbfmiXlh/a5fz5%2Brbr%2B3qyXAAA4B25Zk/N8OHDtXv3bi1cuPCGffr3768%2Bffo4px0OhwIDA/%2BM8gAAQC6XK0LNG2%2B8oZUrV%2Brzzz%2BX3W6/YT8/Pz/5%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%2BpYf2uV2vz/2vdHP3lzfrebdqM%2BtnnurGrKafzvrzCm%2BWKc35NW6AVhTXvs/KU/tqenfv7/69OnjnHY4HAoMDPRhRQAAILfIU6HGz89Pfn5%2BzmljjA%2BrAQAAuUmeOvwEAABwIz7dU3Px4kUdOHDAOX348GHt2rVLd999twICAnxYGQAAyGt8Gmq2b9%2BuDh06OKdHjx4tSerQoYMmTpzoq7IAAEAe5NNQExUVpaNHj/qyBAAAYBGcUwMAACyBUAMAACyBUAMAACyBUAMAACyBUAMAACyBUAMAACyBUAMAACyBUAMAACyBUAMAACyBUAMAACyBUAMAACyBUAMAACyBUAMAACyBUAMAACyBUAMAACyBUAMAACyBUAMAACyBUAMAACyBUAMAACyBUAMAACyBUAMAACyBUAMAACyBUAMAACyBUAMAACyBUAMAACyBUAMAACyBUAMAACyBUAMAACyBUAMAACyBUAMAACyBUAMAACyBUAMAACyBUAMAACyBUAMAACyBUAMAACyBUAMAACyBUAMAACyBUAMAACyBUAMAACwhV4SaGTNmqFGjRqpataoeeugh/fjjj74uCQAA5DE%2BDzVffPGFRo0apQEDBmjFihVq0KCBnn76aR09etTXpQEAgDzE56Hmo48%2B0pNPPqnOnTurWrVqeuutt2S32zVz5kxflwYAAPIQn4aalJQU7dixQ82aNXNpb9asmTZv3uyjqgAAQF5UwJcrP3v2rK5evaqyZcu6tJctW1YnT57M1D85OVkpKSnOaYfD4fKvt11MuuAy7XA4btp2/c8Zy7hRfdfPu1nfmz0vq3k36nOr5/6xdnfXfTvrzCm%2BWKc35NW6AVhTTv2flLFMY4xXl%2BvTUJPBZrO5TBtjMrVJUmxsrGJiYpzTaWlpkqSKFSvmbIEAAMDrkpKSVLJkSa8tz6ehpnTp0sqfP79OnTrl0n7mzBmVK1cuU//%2B/furT58%2Bzun09HSdOXNGZcqUyTIEZVdSUpLq1aunzZs3q3jx4l5bbm5zJ4yTMVrHnTBOxmgdd8I4b2eMxhglJSXJbrd7tSafhppChQopPDxca9euVZs2bZzta9eu1YMPPpipv5%2Bfn/z8/FzavJnwMthsNuXLl08lSpSw7JtRujPGyRit404YJ2O0jjthnLc7xpz4/Pb54afevXtr4MCBqlOnjiIjI/Xf//5XR48eVdeuXX1dGgAAyEN8Hmrat2%2Bvc%2BfOacKECTp58qSqV6%2BuWbNmKTAw0NelAQCAPCT/qFGjRvm6iLp166p3794aNGiQnn766VwRaPLnz6/GjRurQAGf574cdSeMkzFax50wTsZoHXfCOHPbGG3G29dTAQAA%2BIDPv1EYAADAGwg1AADAEgg1AADAEgg1AADAEgg1WZgxY4YaNWqkqlWr6qGHHtKPP/7o65IkSePHj1dAQIDLo27dus75xhiNHz9eERERCg4OVnR0tPbs2eOyjPPnz%2BvFF19UWFiYwsLC9OKLLyoxMdGlz%2B7du/XEE08oODhYkZGRmjBhQqb7cyxZskTNmzdXUFCQmjdvrmXLlmVrTBs3blT37t0VERGhgIAALV%2B%2B3GV%2BbhqTO7Vkd5yDBg3KtG3btWvn0ic5OVlvvPGGatWqpZCQEPXo0UPHjh1z6XP06FF1795dISEhqlWrlkaMGOFyvzRJ2rBhgx566CFVrVpVjRs31syZMzPVm53fgcmTJ6tt27YKDQ1VeHi4evbsqfj4%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%2B%2BMfHx8SY%2BPt6MHTvWVK5c2fz222%2BW2IbujjOvb8fr/fzzz6Zhw4amVatWZsSIEW6/hnlle2Yg1Fzn4YcfNq%2B99ppLW9OmTc2YMWN8VNH/ef/9903r1q2znJeenm7q1q1rYmNjnW1XrlwxYWFhZubMmcYYY/bu3WvsdrvLL8vmzZuN3W43cXFxxhhjZsyYYcLCwsyVK1ecfSZPnmwiIiJMenq6McaY5557znTp0sVl/Z07dzb9%2BvW7rfFd/2Gfm8bkTi3ZHacx10LNM888c8PnJCYmmsqVK5tFixY5244fP24CAwPNd999Z4y5FpwCAwPN8ePHnX0WLVpkgoKCjMPhMMYY8/e//900bdrUZdmvvvqqadeunXPaW78Dp0%2BfNna73WzYsCHXjcGdWrIzRmOufRj%2B8UPjennxPVuzZk0zZ84cS27DrMZpjLW244ULF8xf//pXs2bNGpdxWXF7cvjpD1JSUrRjxw41a9bMpb1Zs2bavHmzj6pydeDAAUVERKhRo0bq16%2BfDh06JEk6fPiwTp486VK7n5%2BfGjVq5Kx9y5YtKlGihCIiIpx9IiMjVaJECW3ZssXZp1GjRi732GrevLl%2B//13HTlyxNmnadOmLnXlxGuUm8bkTi23a8OGDQoPD9d9992nIUOG6PTp0855O3bsUGpqqsv6K1SooOrVq7u8FtWrV1eFChVcxpCcnKwdO3Y4%2B1z//m7evLlz%2Bd78HXA4HJKkUqVK5boxuFNLdsaYYeHChapVq5ZatGiht956SxcuXHDOy0vv2atXr%2BqLL77QpUuXFBkZacltmNU4M1hlO77%2B%2Butq1apVpvVYcXvmjq8AzCXOnj2rq1evqmzZsi7tZcuW1cmTJ31U1f%2B599579cEHH6hq1ao6deqUJk2apPbt22vVqlXO%2Bq6vvVy5ckpISJAknTx5UmXKlMm03DJlyjiff%2BrUKVWsWNFlfsYyT548qUqVKunUqVOZ7qJerly5THdbv125aUzu1HI7WrRooXbt2ikwMFCHDx/We%2B%2B9p44dO2rZsmXy8/PTqVOnVKhQoUwfnuXKlXMZ5/VjKFWqlAoVKuQyjqze32lpaTp79qyMMV75HTDGaPTo0WrQoIHCwsKc9eWWMbhTS3bGKEmPPfaYKlasKH9/f%2B3Zs0djx47Vr7/%2Bqnnz5jnrz%2B3v2d27d%2BvRRx9VcnKyihUrpmnTpik0NFS//PKLpbbhjcYpWWM7StIXX3yhXbt2acmSJZnmWe13UiLUZMlms7lMG2MytflCy5YtnT/XqFFD9erVU1RUlBYsWOD8a%2BFWtWc1jluNz/z/k9putpycfI1y05hyatzt27d3/hwWFqY6deqoYcOG%2Bvbbb9W2bdsbPi87r8WN6rXZbFm%2BLlkt41aGDx%2Bu3bt3a%2BHChbfsm5vG4Mk4bzTGLl26OH8OCwtTUFCQ2rRpo507d6p27do3rD83vWeDg4O1cuVKORwOLV26VIMGDdL//ve/m9aWF7fhjcYZGhpqie149OhRjRw5UnPmzFHhwoVv2vdmy84r21Pi6icXpUuXVv78%2BTPtcThz5kympJobFC1aVGFhYTpw4ID8/f0lKVPtp0%2BfdqZjf39/l0MaGc6ePescX1Z7XM6cOeOcl/Hv9cn5j%2Bvxltw0Jndq8aby5csrICBABw4ccNaXkpKi8%2BfPZ1r/zcZw/vx5paamuowjqzEUKFBAd999t1d%2BB9544w2tXLlSCxYskN1ud7bnpjG4U0t2xpiV2rVrq2DBgtq/f7%2Bz/tz%2Bni1UqJCCgoJUp04dDRs2TDVr1tS0adMstQ1vNs6s5MXtuHPnTp0%2BfVpt2rRRpUqVVKlSJW3YsEHTp09XpUqVVLZsWUttT4lQ46JQoUIKDw/X2rVrXdrXrl2revXq%2BaiqG0tOTlZcXJzKly%2BvSpUqyd/f36X2lJQUbdy40Vl7ZGSkHA6Hfv75Z2efrVu3yuFwOI8jR0ZG6scff3S5XG/NmjWqUKGCczdqZGSk1q1b51JLTrxGuWlM7tTiTWfPntXx48ed/6GFh4erYMGCLus/ceKE9uzZ4/Ja7NmzRydOnHAZp5%2Bfn8LDw519rn9/r1mzxrn82/kdMMZo%2BPDhWrZsmT799FNVqlTJZX5uGoM7tWRnjFnZs2ePUlNTVb58eWf9ee09a4xRSkqKJbahO%2BPMSl7cjvfdd5%2B%2B/fZbrVy50vmoU6eOHnvsMefPltuebp9SfIfIuOxs7ty5Zu/evWbkyJEmJCTEHDlyxNelmdGjR5v169ebQ4cOmS1btphu3bqZ0NBQZ22xsbEmLCzMLF261Ozevds8//zzWV7%2B3KpVK7N582azefNm06pVK5dLEBMTE02dOnXM888/b3bv3m2WLl1qqlev7nIJ4k8//WQqVqxoYmNjTVxcnImNjc32Jd0XLlwwO3fuNDt37jR2u918%2BOGHZufOnc7L/HLTmNypJTvjvHDhghk9erTZtGmTOXz4sPnhhx/MI488YiIiIlyW/dprr5nIyEizdu1as3PnTtOhQ4csL73s2LGj2blzp1m7dq2JjIzM8tLLN9980%2Bzdu9fMnTv3hpdeevo7MHToUBMWFmbWr1/vchnspUuXcuUYblVLdsZ44MABExMTY7Zt22YOHz5svvnmG9O0aVPzwAMPuCw3N79nx4wZYzZu3GgOHz5sfv31VzN27FgTGBho1qxZY4lt6M44rbAdb%2BT6q7qssj0zEGqy8J///Mc0aNDAVKlSxTz44IMul2v6UsZ3E1SuXNlERESYZ5991uzZs8c5Pz093bz//vumbt26JigoyDz%2B%2BONm9%2B7dLss4e/as6d%2B/vwkNDTWhoaGmf//%2B5vz58y59fv31V/PYY4%2BZoKAgU7duXTN%2B/Hjn5YcZFi9ebJo0aWIqV65smjZtapYsWZKtMf3www/GbrdnegwcODDXjcmdWrIzzkuXLpmnnnrK1K5d21SuXNnUr1/fDBw4MNP3wly%2BfNkMHz7c1KxZ01StWtV069YtU5%2BEhATTtWtXU7VqVVOzZk0zfPhwl8tJjTFm/fr15oEHHjBVqlQxDRs2NJ988kmmerPzO5DV%2BOx2u5k3b16uHIM7tXg6xoSEBPP444%2BbmjVrmipVqpioqCgzYsSITN85lJvfs4MHD3a%2BbrVr1zYdO3Z0Bhp3X7fcvA3dGacVtuONXB9qrLI9M9iMue6rDQEAAPIgzqkBAACWQKgBAACWQKgBAACWQKgBAACWQKgBAACWQKgBAACWQKgBAACWQKgB4BMNGzbURx99dMP5gwYNUs%2BePf/Eim7syJEjCggI0K5du3xdCoCbINQAd6hBgwYpICBAAQEBqlSpkurXr6%2BhQ4dmuqHcnSY3hSkAning6wIA%2BE6LFi0UExOjtLQ0xcXFafDgwXI4HJoyZYqvSwMAj7GnBriDFSpUSP7%2B/rLb7WrWrJkeffRRrVmzxqWPw%2BHQq6%2B%2BqvDwcFWvXl0dOnTQL7/84px/8OBBPfPMM6pTp46qVaumtm3bZrob7%2BnTp9W9e3cFBwerUaNG%2Bvzzzz2u1RijKVOmqHHjxgoODlbr1q311VdfOeevX79eAQEBWrdundq0aaPg4GA9%2Buijio%2BPd1nOxIkTFR4ertDQUL3yyisaM2aM7r//fknS%2BPHjtWDBAq1YscK5F2v9%2BvXO5x4%2BfFjR0dHO9W/evNnjcQDIOYQaAJKkQ4cOafXq1SpYsKCzzRijbt266eTJk5o1a5aWLVum2rVrq1OnTjp37pwk6eLFi2rZsqXmzZunFStWqFmzZnrmmWd09OhR53JeeuklJSQkaP78%2Bfr3v/%2BtTz75RKdPn/aovnfffVfz58/X2LFjtWrVKvXu3VsDBgzQhg0bMvUbOXKkli1bpgIFCujll192zvv88881efJkDR8%2BXMuWLVNAQIBmzpzpnN%2B3b1898sgjatGihX7%2B%2BWf9/PPPqlevnsuy%2B/btq5UrV6pq1ap64YUXlJaW5tE4AOQgj25/CcAyBg4caCpWrGhCQkJM1apVnXec/vDDD5191q1bZ6pXr57pjrxRUVFm1qxZN1x28%2BbNzfTp040xxsTHxxu73W62bNninB8XF2fsdrv597//fdP6nnnmGWOMMRcvXjRVq1Y1mzZtcunz8ssvm%2Beff94Y8393Ql%2B7dq1z/jfffGPsdru5fPmyMcaYhx9%2B2Lz%2B%2Busuy2jfvr1p3bp1luvNcPjwYWO3282cOXOcbXv27DF2u93ExcXdcAwA/lycUwPcwaKiojR27FhdvnxZc%2BfO1f79%2B11Okt25c6cuXryoWrVquTzvypUrOnTokCTp0qVLiomJ0TfffKMTJ04oLS1NV65cce6piY%2BPV4ECBVSnTh3n80NCQlSyZEm369y7d6%2BuXLmip556yqU9NTU1U201a9Z0/ly%2BfHlJ0pkzZxQQEKD9%2B/ere/fuLv3r1q2rH374wa06atSo4fzZ399f0rVDayEhIW6PBUDOIdQAd7CiRYsqKChIkvT2228rOjpaMTExevXVVyVJ6enp8vf312effZbpuRmh5O2339aaNWs0YsQIValSRYULF1afPn2UkpIi6dohLEmy2WzZrjM9PV2SNHPmTFWoUMFlXqFChVymCxTI/N9axvOzqiOjPnf8cdkZy/njsgH4FqEGgNPgwYPVtWtXdevWTRUqVFDt2rV16tQpFShQQBUrVszyOT/99JM6dOigNm3aSLp2jk1CQoJzfkhIiNLS0rR9%2B3bde%2B%2B9kq7tvUlMTHS7rtDQUPn5%2Beno0aNq3LhxtsdXtWpVbdu2TdHR0c62HTt2uPQpVKiQrl69mu11APAdThQG4BQVFaXQ0FBNnjxZktSkSRNFRkaqZ8%2BeWr16tY4cOaJNmzbp3Xff1fbt2yVJVapU0bJly7Rr1y798ssveuGFF1z2XoSEhKhFixYaMmSItm7dqh07dmjIkCEqXLiw23Xdddddeu655zRq1Ch9%2BumnOnjwoHbt2qUZM2bo008/dXs5PXv21Ny5c/Xpp59q//79mjhxonbv3u2y9yYwMFC7d%2B9WfHy8zp49q9TUVLeXD8C3CDUAXPTp00dz5szR0aNHZbPZNGvWLDVq1Egvv/yymjRpoueff14JCQkqW7asJGnUqFEqWbKk2rdvrx49eqh58%2BaqXbu2yzJjYmJkt9sVHR2tZ599Vl26dHE%2B312vvvqqXnrpJcXGxqp58%2Bbq3Lmzvv76a1WqVMntZTz%2B%2BOPq37%2B/3n77bT300EM6cuSIOnbsKD8/P2efLl26KDg4WG3btlXt2rW1adMmj%2BoE4Ds248kBZQCwmCeffFLlypVz7p0CkHdxTg2AO8bly5c1c%2BZMNW/eXPnz59eiRYu0bt06zZ0719elAfAC9tQAuGNcvnxZPXr00K5du5ScnKzg4GANHDhQbdu29XVpALyAUAMAACyBE4UBAIAlEGoAAIAlEGoAAIAlEGoAAIAlEGoAAIAlEGoAAIAlEGoAAIAlEGoAAIAlEGoAAIAl/D/uDZ4ng1oHBQAAAABJRU5ErkJggg%3D%3D">
+
+<br>
+<br>
+<br>
+<br>
+
+<h3 id="Histogram_of_read_lengths_after_log_transformation">Histogram of read lengths after log transformation</h3>
+<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAlEAAAHFCAYAAADSY6wWAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDIuMi4zLCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvIxREBQAAIABJREFUeJzs3Xl8THff//H3EGKNPXRCiESEqiWxhCKKXqpa7lbsa1sUVVRVbXWhtbSVWBtaqkVtrV%2B1XLbWpRpVWlG0Wntba4ktiS2SyPn94c7cRhIyx8RMeD0fjzw433PmnM/5zpkz7znnzBmLYRiGAAAA4JBcri4AAAAgJyJEAQAAmECIAgAAMIEQBQAAYAIhCgAAwARCFAAAgAmEKAAAABMIUQAAACYQogAAAEwgRLnI8uXL5ePjoz179mQ4vnv37qpXr55dW7169TR48GCHlrNjxw5FREQoPj7edK0Pm6%2B//lpPPPGE/P395ePjo71797q6pDvy8fFRRETEHac5fvy4fHx8tHz58vtU1Z2dPn1aERERGfbt4MGDValSJRdUlV5SUpLefPNN1apVS%2BXKldOTTz4pSZoxY4bWr19/X2sx8/p3hoMHDyoiIkLHjx%2B/78s2Y8uWLWrZsqUCAgLk4%2BNz358nZ8hs%2B/rxxx/l4%2BOjH3/80QVVISOEqBzk448/dngnunPnTkVGRiohISGbqnqwnD9/XoMGDVL58uX12WefadWqVfL393d1WQ%2BcM2fOKDIyUr///rurS7mjhQsX6rPPPtPAgQO1cuVKzZgxQ5I0c%2BbMHPnmbMbBgwcVGRmZI0KUYRjq27evPDw89Mknn2jVqlUKDQ11dVkOy2z7euyxx7Rq1So99thjLqgKGfFwdQHIumrVqrm6BIclJyfLYrHIwyNnbGp//vmnkpOT9fzzz6t%2B/foOP/7atWvKly%2BfLBZLNlSH%2B%2B3AgQPKly%2BfXnjhhWxf1o0bN5SSkiJPT89sX1Z2unbtmvLnz%2B%2BSZZ8%2BfVpxcXFq2bKlGjVq5JR5utNrunDhwgoJCXF1GbgFR6JykNsP56empmratGlq1KiR/P39VaVKFTVv3lzz5s2TJEVEROjtt9%2BWJIWGhsrHx8fuUHBqaqqioqLUuHFj%2Bfn5qXr16ho4cKBOnTplt1zDMDRjxgzVrVtXFStWVMuWLRUdHa3w8HCFh4fbpks71LxixQqNGzdOISEh8vPz099//63z589rxIgRatKkiSpVqqTq1aurXbt2%2Bumnn%2ByWlXbaafbs2frggw9Ur149%2Bfv7Kzw8XEeOHFFycrImTpyo4OBgBQUF6aWXXtK5c%2Bey1H/ffPONnn32Wfn7%2ByswMFAdO3ZUTEyMbfzgwYP1P//zP5Kkfv36ycfHx279bpd2Svb777/XkCFD9NhjjykgIEDXr1%2BXdDOQvfLKK6pevbr8/PwUFhamTz/91G4eiYmJGjdunJ588kkFBQXp0Ucf1bPPPqsNGzakW96lS5f0xhtv6NFHH1WlSpXUpUsXHTlyJEvrnpms1Jj2vH711VeaPHmygoODVblyZXXo0EGHDx%2B2mzYr28qPP/6op59%2BWpI0ZMgQ23Z5%2BynJv/76S926dVOlSpVUu3ZtjRs3zta3aRYsWKDmzZurUqVKCgwMVOPGjTVp0qS7rndkZKSeeeYZPfroo6pcubJatGihpUuX6tbfY/fx8dGSJUuUmJhoqzHtOb969aq%2B%2BOILW/ut20lsbKyGDRumkJAQVahQQaGhoYqMjFRKSoptmrTtPCoqStOmTVNoaKj8/PwcPk1z8uRJvfrqq3bP35w5c5Sammo33alTp9S7d28FBgaqSpUqGjBggHbv3n3XU7zLly/Xyy%2B/LElq166dXT9IUnh4uJo2bart27erdevW8vf315AhQyTdPC3eqVMn1apVS/7%2B/goLC9PEiRN19epVu2Wknb691%2Bc7IiJCtWvXliRNmDBBPj4%2BdpdE/Pzzz2rfvr0CAwPl7%2B%2Bv1q1ba%2BPGjenWN7PXdEREhHx8fPTHH3%2BoT58%2Bttfr2LFjlZKSosOHD6tLly4KDAxUvXr1FBUVZTfvrL7W77R9ZXY67277trT%2B8fHx0YEDB9S/f38FBQWpRo0aGjJkCGcq7kHOODzwAEv79Hm7W3fmmYmKilJkZKQGDRqkevXq2V7IaS%2BITp06KS4uTvPnz9e8efPk7e0tSQoMDJQkDR8%2BXIsXL9YLL7yg5s2b6/jx43r//fe1bds2bdiwQcWLF5ckTZ48WbNmzVKXLl309NNP69SpUxo6dKhSUlJUsWLFdHVNmjRJISEhmjRpknLlyqUSJUro/PnzkqTXXntN3t7eunLlitavX6/w8HAtX75cDRo0sJvHp59%2BqipVqmjChAlKSEjQ%2BPHj1bNnT9WqVUt58uRRRESETpw4obfffltDhw5N98Z/u5UrV2rAgAEKCwtTVFSUrl%2B/rtmzZ6tdu3Zavny56tatq8GDB6tmzZoaNWqUhg8frgYNGqhw4cJ3fR6GDBmiZs2aacaMGbp69ary5MmjgwcPqk2bNvLx8dGYMWPk7e2tzZs366233tKFCxdsbzRJSUmKi4tT3759VaZMGSUnJ2vLli3q1auXIiMj1a5dO0k3t4cXX3xRO3futNW5Y8cOdevW7a71ZSarNaaZPHmy6tSpo/fff1%2BXL1/WhAkT1LNnT33//ffKnTu3bZq7bSuPPfaYIiMjNWTIEA0aNEjNmjWTJD3yyCO2ZaWkpOiFF15Qx44d1adPH/3000%2BaNm2avLy89Nprr0m6%2BSY9cuRIvfjiixozZowsFov%2B/vtvHTp06K7rfvz4cXXt2lVWq1WS9Msvv2j06NE6ffq0bf6rVq3StGnT9OOPP%2Brzzz%2BXJFWoUEGrVq1S%2B/bt1aBBA9uHmrTtJDY2Vq1atVKuXLn02muvqXz58tq5c6dmzJih48ePa%2BrUqXZ1fPzxx6pYsaLeeustFS5cWH5%2Bfll%2B/s6fP6/WrVsrOTlZb7zxhsqVK6eNGzfq7bff1tGjR23h4urVq2rXrp3i4uI0cuRI%2Bfn56bvvvlO/fv3uuozmzZtr%2BPDhmjx5siZMmGA7jVShQgXbNGfOnNGrr76q/v37a/jw4cqV6%2BZn87/%2B%2BktNmzZVr169VKBAAR0%2BfFhRUVHatWuXvvjiC7vlOOP57tSpk6pWrapevXrpxRdf1P/8z//Yjupt27ZNnTp1UpUqVTRlyhR5enpqwYIF6tmzpz744AO1adPGrp6MXtNp%2Bvbtq%2Beff15du3bVli1bFBUVpZSUFG3ZskU9evTQyy%2B/rK%2B%2B%2BkoTJkxQhQoVbB8Ysvpav9P2lZGs7Ntu1bt3b7Vu3VodO3bU/v37NXnyZEk3P1jABAMusWzZMsNqtd7xr27dunaPqVu3rjFo0CDbcPfu3Y0nn3zyjsuZPXu2YbVajWPHjtm1Hzp0yLBarcaIESPs2n/55RfDarUakyZNMgzDMC5evGj4%2BfkZffv2tZsuJibGsFqtRtu2bW1tW7duNaxWq/H888/fdf1TUlKM5ORko3379sZLL71kaz927JhhtVqN5s2bGzdu3LC1z50717BarUbPnj3t5jNmzBjDarUaCQkJmS7rxo0bRnBwsNGsWTO7eV6%2BfNmoXr260bp163TrsHr16ruuQ9pzOHDgwHTjOnfubISEhKSra9SoUUbFihWNixcvZjjPtH55/fXXjX/961%2B29k2bNhlWq9WYN2%2Be3fTTp083rFarMWXKlDvWmtavy5Ytc7jGtD7p2rWr3XSrVq0yrFarERMTYxiGY9vK7t2709WTZtCgQYbVajVWrVpl1961a1ejUaNGdnVWqVLljuudFTdu3DCSk5ONyMhI49FHHzVSU1PtagkICEj3mICAALvXYpphw4YZlSpVMk6cOGHXnvY6PHDggGEY//d8NGjQwEhKSspSnbe//idOnGhYrVbjl19%2BsZtu%2BPDhho%2BPj3H48GHDMAzjk08%2BMaxWq7Fp06Z0tWb2HNxq9erVhtVqNbZu3ZpuXNu2bQ2r1Wps2bLljvNITU01kpOTjW3bthlWq9X4/fffbeOc%2BXyn9evs2bPt2p955hmjevXqxuXLl21tKSkpRtOmTY2QkBDbc36n1/SUKVMMq9VqzJkzx679ySefNKxWq7F27VpbW3JysvHYY48ZvXr1yrTWzF7rhpH59pX2Wkx7LhzZt6XVHxUVZTfPESNGGBUrVrTb7pF1nM5zsenTp2vt2rXp/m7/9JCRmjVr6o8//tCIESO0efNmXbp0KcvL3bp1qySpffv2du21atVSpUqV9MMPP0i6%2BQn9%2BvXrevbZZ%2B2mCwkJUbly5TKcd9onr9stXLhQLVq0UMWKFeXr66vy5cvrhx9%2ByPDIQdOmTW2faCXZvq2VdtTi9vaTJ09muq5HjhzR6dOn1bZtW7t5FixYUE8//bR%2B%2BeUXXbt2LdPH302rVq3shhMTE/XDDz%2BoZcuWyp8/v1JSUmx/TZs2VWJion755Rfb9KtXr1abNm1UqVIlW78sXbrU7lRZ2uH75557zm5Ztw9nlaM1StK//vUvu%2BEqVapIkk6cOCHJ3LaSGYvFYvsmXJqqVavaPc81a9ZUfHy8%2Bvfvrw0bNujChQtZnv8PP/ygDh06KCgoSOXKlVP58uU1ZcoUXbx4McunhzOyceNGNWjQQKVLl07Xp9LNIyK3evLJJ%2B2Ocjhi69atCgwMVK1ateza27dvL8MwbK/x7du3q1ChQnriiSfspks7dX2vihYtqoYNG6ZrP3r0qF555RXVrFnT1sdt27aVpHSv%2Bex8vq9evapdu3apVatWKliwoK09d%2B7catu2rf755590p8Vvf03fqnnz5nbDlSpVksVisetfDw8PVahQwfbaSJOV17ojzOzbbu/nKlWqKDEx8Z62%2B4cZp/NcrFKlSqpRo0a69qycRnr11VdVoEABffnll1q0aJFy586tevXqadSoURnO81YXL16UJNspvluVLl3a9uJPm65UqVLppitZsmSG885onh9%2B%2BKHGjx%2Bvbt266Y033lDx4sWVO3duvf/%2B%2BxmGqGLFitkNp73RFC1aNMP226%2BduNXd1jU1NVVxcXGmL4a9fb4XL15USkqK5s%2Bfr/nz52f4mLQ3gLVr16pv37565pln1K9fP5UqVUoeHh5auHChli1bZjdPDw8P2ynWNBk9L1nhSI1pbn9O0k6VJCYm2uaZWU2ZbSuZyZ8/v/Lly2fXljdvXtuypJvX49y4cUOLFy9W7969lZqaqpo1a2rYsGFq3LhxpvPetWuXOnfurPr16%2Bu9997TI488orx582r9%2BvWaMWOG3TIcde7cOX377bcqX758huNv79PSpUubXtbFixdVtmzZdO1p80x7Pi5evJhh/5vddm6X0evqypUrev755%2BXp6alhw4apYsWKyp8/v06dOqVevXql6%2BPsfL7j4uJkGEamr3/p//rqTuuUJqN9U2b1X7582Tac1de6I8zs227fh%2BTNm1eS7mm7f5gRonIwDw8Pvfzyy3r55ZcVHx%2BvLVu2aPLkyercubNiYmLuGArSdgSxsbG260LSnDlzxvZCS5vu7Nmz6eZx9uzZDI8wZPQtli%2B//FL169e3nX9Pc%2BtOJrvcuq63O3PmjHLlypUunDni9vUtWrSo7VNuz549M3xMWr99%2BeWX8vX11Zw5c%2Bzmk5SUlG4dUlJSdOHCBbudYEbPS1Y4UmNWmdlW7lWHDh3UoUMHXb16Vdu3b1dERIR69OihLVu2ZBgwpJvX1uTJk0cLFiywe%2BNzxi0LihcvripVqujNN9/McPztoelevvFVrFixTLfptFrSptu9e3e66TJ6rBkZrcPWrVt1%2BvRprVixwu5brvd6vzozz3fRokWVK1euO/bV7cEoO76Jl9XXuiOye9%2BGu%2BN03gOiSJEieuaZZ9SzZ0/FxcXZ7umS2aeMxx9/XNLNF/atdu/erUOHDtkOz9eqVUuenp5atWqV3XQ7d%2B5Md6j6TiwWS7qvbv/xxx/auXNnludhlr%2B/v8qUKaOVK1faXbB/9epVrV27ViEhIU79Snb%2B/PnVoEED7d27V1WqVFGNGjXS/aW9wVksFuXJk8dupxobG5vuGztpF96vXLnSrv324eyoMasc2Vac/em3QIECatq0qQYOHKikpCQdOHAg02ktFoty585tuxheuvk19v/3//5flpd3%2B1GSNM2bN9eBAwdUvnz5DPu0TJkyjq3YHTz%2B%2BOM6ePCgfvvtN7v2FStWyGKx2LaZ0NBQXb58WZs2bbKb7uuvv87Scu7luUp7bJrPPvvM4XlkxJHnu0CBAqpVq5bWrVtnd2orNTVVX375pR555JH7ci%2B4rL7Wpcy3r9vd730b0uNIVA7Wo0cPBQUFqXr16ipRooROnDihefPmqWzZsrZv%2BQQFBUmS5s2bp3bt2ilPnjzy9/dXQECAunTpovnz58tisahp06a2b%2BdZrVb17t1b0s1POr1799asWbNUpEgRtWzZUv/8848iIyNVunTpLH9ia968uaZNm6YpU6YoNDRUR44c0bRp0%2BTr65vhtxOdKVeuXBo9erQGDBig7t27q1u3brp%2B/brmzJmjhIQEjRw50unLHD9%2BvJ577jk9//zz6tatm8qVK6fLly/r77//1rfffmv7dlLz5s21du1ajRgxQq1atdKpU6c0ffp0eXt766%2B//rLNLywsTKGhoZowYYKuXr2qGjVqaMeOHQ698ZutMasc2VYqVKigfPnyaeXKlapUqZIKFiyo0qVLOxQy3njjDeXLl0%2B1a9dW6dKlFRsbq1mzZsnLy0s1a9bM9HHNmjXTRx99pFdeeUVdu3bVxYsXNWfOnHRv%2BHdSpUoVbdu2Td98841Kly6tggULKiAgQEOHDlV0dLTatGmjF198Uf7%2B/rp%2B/bqOHz%2BuTZs2afLkyemO/JrVp08frVixQt27d9fQoUNVtmxZ/fe//9WCBQvUvXt3WzBo37695s6dq1dffVXDhg2Tn5%2BfNm3apO%2B//16S7K6lyUjaPmTx4sUqVKiQPD09Va5cuTuG7Nq1a6to0aIaPny4hgwZIg8PD61cuVJ//PGH6fU1%2B3xL0ogRI9SpUye1a9dOffv2Vd68ebVgwQLt379fH3zwwX25B1RWX%2BtS5tvX7Vyxb4M9QlQO1qBBA61du1ZLlizR5cuXVapUKTVu3FiDBw%2B2XSvUoEEDDRgwQCtWrNCSJUuUmpqqL774Qg0aNNDkyZNVoUIFLV26VAsWLFDhwoXVpEkTjRgxwm4HOXz4cBUoUECLFi3S559/Ln9/f02aNEnvvvuuihQpkqVaBw4cqGvXrmnp0qWaPXu2KlWqpMmTJ2vdunXpLrbNDs8995wKFCigmTNnql%2B/fsqVK5eCg4P1%2Beefq06dOk5fXmBgoNavX69p06bpvffe0/nz5%2BXl5SU/Pz/bRcbSzdMT586d06JFi7R8%2BXL5%2BvrqlVdesYWPNLly5dInn3yicePGafbs2UpKSlKdOnW0cOFChYWFZWuNjsjqtpI/f35FRkYqMjJSnTt3VnJysoYMGaLXX389y8uqW7euPv/8c61evVrx8fEqXry46tSpo%2BnTp6tEiRKZPq5hw4aKjIzUBx98oJ49e6pMmTLq3LmzSpYsmeXljxs3TqNGjVL//v117do11a9fXytWrFDp0qW1bt06TZs2TXPmzNE///yjggULytfXV02aNHHqqZUSJUpo1apVmjRpkiZNmqTLly/L19dXo0ePVp8%2BfWzTFShQQJ9//rnGjh2rCRMmyGKxqHHjxpo4caK6det219ewr6%2Bvxo0bp48//th2XVJkZKQ6dOiQ6WOKFy%2BuBQsWaPz48bZrN1u0aKE5c%2BaoRYsWptbX7PMtSfXr19fnn3%2BuKVOm6LXXXlNqaqqqVq2qTz75JN2F1tklq691KfPtKyP3e98GexbDyMINiYDbHDt2TGFhYXrttdc0cOBAV5cDN8a24p5mzJih9957Tz///LPTjo4BDxuOROGufv/9d3399deqXbu2ChUqpCNHjmj27NkqVKiQOnXq5Ory4EbYVtzTJ598IunmNTQpKSnaunWr5s%2Bfr%2Beff54ABdwDQhTuqkCBAtqzZ4%2BWLl2qhIQEFS5cWPXr19ebb77ptK9J48HAtuKe8ufPr7lz5%2Br48eNKSkqSj4%2BP%2Bvfvr0GDBrm6NCBH43QeAACACdziAAAAwARCFAAAgAmEKAAAABMe%2BAvLU1NTderUKRUuXPi%2B3FANAADcO8MwdOnSJVmt1rveFNZVHvgQderUqWz5zS4AAJD9jh8/nulvI7raAx%2BiChcuLOnmk%2BDl5eXiagAAQFYkJCSoXLlytvdxd/TAh6i0U3heXl6EKAAAchh3vhTHPU8yAgAAuDlCFAAAgAmEKAAAABMIUQAAACYQogAAAEwgRAEAAJhAiAIAADCBEAUAAGACIQoAAMAEQhQAAIAJhCgAAAATCFEAAAAmEKIAAABMIEQBAACYQIgCAAAwwcPVBQAA/s/6o3udMp%2BnyldzynwAZI4jUQAAACa4NERFRETIx8fH7q9mzZq28YZhKCIiQsHBwfL391d4eLgOHDjgwooBAABucvnpvMqVK2vZsmW24dy5c9v%2BHxUVpY8%2B%2BkhTp05VxYoVNX36dHXq1EnR0dEqVKiQK8oFAACQ5Aan83Lnzi1vb2/bX4kSJSTdPAo1b948DRw4UE8//bSCgoI0bdo0Xbt2TStXrnRx1QAA4GHn8hD1119/KTg4WKGhoerXr5%2BOHj0qSTp27JhiY2MVFhZmm9bT01OhoaGKiYlxVbkAAACSXHw6r1atWpo%2BfboqVqyos2fPasaMGWrTpo02bdqk2NhYSVLJkiXtHlOqVCmdOHEi03lev35dSUlJtuFLly5lT/EAAOCh5tIQ1bRpU9v/q1Spotq1a6tBgwb64osvFBwcLEmyWCx2jzEMI13brWbNmqXIyEjbcGpqqpOrBoCHB7dcADLn8tN5typQoICCgoL0119/ydvbW5J09uxZu2nOnTuX7ujUrQYMGKD9%2B/fb/jj1BwAAsoNbhajr16/r0KFDKl26tHx9feXt7a3o6Gjb%2BKSkJG3fvl21a9fOdB6enp4qXLiw3R8AAICzufR03vjx4/Xkk0/Kx8dH586d0/Tp03X58mW1a9dOFotFvXr10syZM%2BXn5yc/Pz/NnDlT%2BfPn13PPPefKsgEAAFwbov755x%2B98sorunDhgkqUKKHg4GCtXr1aZcuWlST1799fiYmJGjlypOLj41WrVi0tWbKEe0QBAACXsxiGYbi6iOyUkJCgIkWKKD4%2BXl5eXq4uBwDuyN0u5Ha3evDwyAnv3251TRQAAEBOQYgCAAAwgRAFAABgAiEKAADABEIUAACACYQoAAAAEwhRAAAAJhCiAAAATCBEAQAAmECIAgAAMIEQBQAAYAIhCgAAwARCFAAAgAmEKAAAABM8XF0AAODBt/7oXqfM56ny1ZwyH8AZOBIFAABgAiEKAADABEIUAACACYQoAAAAEwhRAAAAJhCiAAAATOAWBwDgBM76Cj%2BAnIMjUQAAACYQogAAAEwgRAEAAJhAiAIAADCBEAUAAGACIQoAAMAEQhQAAIAJhCgAAAATCFEAAAAmEKIAAABMIEQBAACYQIgCAAAwgRAFAABgAiEKAADABEIUAACACYQoAAAAEwhRAAAAJhCiAAAATCBEAQAAmECIAgAAMMHD1QUAAJxv/dG9ri4BeOBxJAoAAMAEQhQAAIAJhCgAAAATCFEAAAAmEKIAAABMIEQBAACYQIgCAAAwgRAFAABgAiEKAADABEIUAACACYQoAAAAEwhRAAAAJhCiAAAATCBEAQAAmECIAgAAMMFtQtTMmTPl4%2BOjMWPG2NquX7%2Bu0aNHq1q1agoICFDPnj116tQpF1YJAABwk1uEqN27d2vx4sWqUqWKXfu///1vrVu3TlFRUfrqq6905coV9ejRQzdu3HBRpQAAADe5PERduXJFAwYM0HvvvaeiRYva2hMSErRs2TKNGTNGjRs3VrVq1TRz5kzt379fW7ZscWHFAAAAbhCiRo4cqWbNmqlx48Z27b/%2B%2BquSk5MVFhZmaytTpowqV66smJiY%2B10mAACAHQ9XLvzrr7/W3r17tWbNmnTjzp49q7x589odnZKkUqVKKTY2NtN5Xr9%2BXUlJSbbhS5cuOa9gAACA/%2BWyEHXy5EmNGTNGS5YsUb58%2BbL8OMMwZLFYMh0/a9YsRUZG2oZTU1PvqU4AAICMuOx03m%2B//aZz586pZcuW8vX1la%2Bvr7Zt26b58%2BfL19dXJUuWVFJSkuLi4uwed%2B7cOZUqVSrT%2BQ4YMED79%2B%2B3/XHqDwAAZAeXHYlq2LCh/vvf/9q1DRkyRP7%2B/nrllVdktVqVJ08eRUdHq3Xr1pKkM2fO6MCBAxo9enSm8/X09JSnp6dt2DCM7FkBAADwUHNZiCpUqJCCgoLs2goUKKBixYrZ2jt27Kjx48erWLFiKlasmMaPH6%2BgoCA1atTIFSUDAADYuPTC8rsZO3asPDw81LdvXyUmJqphw4aaOnWqcufO7erSAADAQ85iPODnuxISElSkSBHFx8fLy8vL1eUAeECtP7rX1SU8FJ4qX83VJeA%2ByQnv3y6/TxQAAEBORIgCAAAwgRAFAABgAiEKAADABEIUAACACYQoAAAAEwhRAAAAJhCiAAAATCBEAQAAmECIAgAAMIEQBQAAYAIhCgAAwARCFAAAgAmEKAAAABMIUQAAACYQogAAAEwgRAEAAJhAiAIAADCBEAUAAGACIQoAAMAEQhQAAIAJHq4uAABcaf3Rva4uAUAOxZEoAAAAEwhRAAAAJhCiAAAATCBEAQAAmECIAgAAMIEQBQAAYMI9h6gbN25o7969iouLc0Y9AAAAOYLDIWrMmDFaunSppJsBqm3btnrqqadUp04d/fjjj04vEAAAwB05HKLWrFmjqlWrSpK%2B/fZbHT9%2BXN9//7169eqld9991%2BkFAgAAuCOHQ9TFixdVqlQpSdKmTZvUqlUr%2Bfv7q1OnTtq/f7/TCwQAAHBHDoeokiVL6tChQ7px44a%2B%2B%2B47NWrUSJJ07do15c6d2%2BkFAgAAuCOHfzuvQ4cO6tu3r7y9vWWxWNS4cWNJ0q5du%2BTv7%2B/0AgEAANyRwyE%2BQNSlAAAgAElEQVTq9ddfV%2BXKlXXq1Ck988wz8vT0lCTlypVLAwYMcHqBAAAA7sjhECVJzzzzTLq29u3b33MxAAAAOUWWQtTHH3%2Bc5Rm%2B9NJLposBAADIKbIUoubOnWs3fP78eV27dk1FihSRJMXHxyt//vwqWbIkIQoAADwUshSitm/fbvv/ypUrtWDBAk2ZMkUBAQGSpMOHD2vYsGHq2rVr9lQJAADgZhy%2BxcH777%2Bvd955xxagJCkgIEBjx47Ve%2B%2B959TiAAAA3JXDIerMmTNKTk5O137jxg2dPXvWKUUBAAC4O4dDVMOGDfXGG29oz549MgxDkrRnzx69%2BeabthtvAgAAPOgcvsVBZGSkBg8erFatWilPnjySpJSUFDVp0kRTpkxxeoEAAADuyOEQVaJECS1atEhHjhzRkSNHZBiGAgICuFs5AAB4qJi62aYk%2Bfv7E5wAAMBDy1SIOnXqlL755hudOnVKSUlJduPGjh3rjLoAAADcmsMhasuWLXrhhRfk6%2BurI0eOqHLlyjpx4oQMw1C1atWyo0YAAAC34/C38yZPnqyXX35ZmzZtkqenp%2BbOnasdO3YoNDQ0w9/UAwAAeBA5HKIOHTqkdu3aSZI8PDyUmJioggULaujQoYqKinJ6gQAAAO7I4RBVoEAB23VQpUuX1tGjR23jLly44LzKAAAA3JjD10QFBwdrx44dCgwMVLNmzTRu3Djt27dP69atU3BwcHbUCAAA4HYcDlH//ve/deXKFUnS66%2B/ritXrmj16tWqUKEC38wDAAAPDYdDVPny5W3/z58/vyZNmuTUggAAAHICh6%2BJkqT4%2BHgtWbJEkyZN0sWLFyVJv/32m/755x%2BnFgcAAOCuHD4S9ccff6hjx44qXLiwTpw4oc6dO6tYsWJat26dTpw4oRkzZmRHnQAAAG7F4SNR48aNU/v27bV161Z5enra2p944gn99NNPTi0OAADAXTkcovbs2aOuXbuma3/kkUd09uxZpxQFAADg7hwOUZ6enrp8%2BXK69iNHjqh48eJOKQoAAMDdORyiWrRooalTpyo5OVmSZLFYdPLkSU2cOFFPP/20Q/NasGCBmjdvrsqVK6ty5cp69tlntWnTJtv469eva/To0apWrZoCAgLUs2dPnTp1ytGSAQAAnM7hEPXWW2/p/PnzqlGjhhITE9W2bVs9/vjjKlSokIYPH%2B7QvB555BGNGDFCa9eu1dq1a/X444/rxRdf1IEDByTdvCfVunXrFBUVpa%2B%2B%2BkpXrlxRjx49dOPGDUfLBgAAcCqLYRiGmQf%2B8MMP2rt3r1JTU1WtWjU1btzYKQU9%2BuijGj16tFq1aqXq1atr%2BvTpatOmjSTp9OnTqlOnjhYtWqQmTZpkaX4JCQkqUqSI4uPj5eXl5ZQaATw41h/d6%2BoS4ICnyldzdQm4T3LC%2B7dDtzhITk5Wp06d9O6776phw4Zq2LCh0wq5ceOG/vOf/%2Bjq1asKCQnRr7/%2BquTkZIWFhdmmKVOmjCpXrqyYmJgshygAAIDs4FCIypMnjw4cOCCLxeK0Avbt26fWrVvr%2BvXrKliwoObNm6fAwED9/vvvyps3r4oWLWo3falSpRQbG5vp/K5fv277gWRJunTpktNqBQAASOPwNVHh4eFatmyZ0wrw9/fXN998o9WrV6t79%2B4aPHiwDh48mOn0hmHcMcTNmjVLQUFBtr/atWs7rVYAAIA0Dt%2BxPDk5WUuXLlV0dLSqV6%2BuAgUK2I139EeI8%2BbNKz8/P0lSjRo1tHv3bs2bN0%2BtW7dWUlKS4uLi7I5GnTt37o7BaMCAAerTp49tOCEhQWXLlnWoJgAAgLtxOETt379f1ardvLDvzz//tBvnjNN8hmEoKSlJ1atXV548eRQdHa3WrVtLks6cOaMDBw5o9OjRmT7e09PT7k7qJq%2BbBwAAuCOHQ9SKFSuctvBJkyapadOmslqtunz5sr7%2B%2Bmtt27ZNixcvlpeXlzp27Kjx48erWLFiKlasmMaPH6%2BgoCA1atTIaTUAAACY4XCIcqZz585p4MCBio2NVeHChVWlShUtXrzYdruEsWPHysPDQ3379lViYqIaNmyoqVOnKnfu3K4sGwAAwPx9onKKnHCfCQCuw32ichbuE/XwyAnv3w5/Ow8AAACEKAAAAFOyFKJatGihuLg4SdLUqVN17dq1bC0KAADA3WUpRB0%2BfFhXr16VJEVGRurKlSvZWhQAAIC7y9K386pWraohQ4aobt26MgxDc%2BbMUcGCBTOc9rXXXnNqgQAAAO4oSyFq6tSpioiI0MaNG2WxWPTdd99leJsBi8VCiAIAAA%2BFLIWogIAAzZ49W5JUtmxZLV%2B%2BXCVLlszWwgAAANyZwzfbPHHiRHbUAQAAkKOYumP533//rXnz5unQoUOyWCyqVKmSXnrpJVWoUMHJ5QEAALgnh%2B8TtXnzZj3xxBPavXu3qlSposqVK2vXrl1q2rSpoqOjs6NGAAAAt%2BPwkaiJEyeqd%2B/eGjlyZLr2CRMm2H73DgAA4EHm8JGow4cPq2PHjunaO3TooEOHDjmlKAAAAHfncIgqXry4fv/993Ttv//%2Bu0qUKOGUogAAANydw6fzunTpojfffFPHjh1T7dq1ZbFY9PPPPysqKkp9%2BvTJjhoBAADcjsMhavDgwSpYsKA%2B/PBDTZo0SZJUunRpDRkyRC%2B99JLTCwQAwNnWH93rlPk8Vb6aU%2BaDnMnhEGWxWNSnTx/16dNHly9fliQVKlTI6YUBAAC4M1P3iUpDeAIAAA8rhy8sBwAAACEKAADAFEIUAACACQ6FqOTkZIWHh%2BvIkSPZVQ8AAECO4FCIypMnjw4cOCCLxZJd9QAAAOQIDp/OCw8P17Jly7KjFgAAgBzD4VscJCcna%2BnSpYqOjlb16tVVoEABu/Fjx451Vm0AAABuy%2BEQtX//flWrdvMOrX/%2B%2BafdOE7zAQCAh4XDIWrFihXZUQcAAECOYvoWB3/99Zc2b96sa9euSZIMw3BaUQAAAO7O4RB14cIFtW/fXo0aNVK3bt0UGxsrSRo6dKjGjRvn9AIBAADckcMhauzYscqTJ49%2B/vln5c%2Bf39beunVrbd682Zm1AQAAuC2Hr4mKjo7W4sWLZbVa7dr9/Px04sQJpxUGAADgzhw%2BEnX16lW7I1BpLly4oLx58zqlKAAAAHfncIiqV6%2Be3Tf0LBaLUlNTNXv2bDVo0MCpxQEAALgrh0/nvfXWWwoPD9evv/6q5ORkvfPOOzp48KDi4uL01VdfZUeNAAAAbsfhI1GBgYHauHGjatasqUaNGunatWtq2bKlNmzYoAoVKmRDiQAAAO7H4SNRkuTt7a2hQ4c6uxYAAIAcw1SIiouL07Jly3To0CFZLBYFBASoQ4cOKlasmLPrAwAAcEsOn87btm2b6tevr48//ljx8fGKi4vT/PnzVb9%2BfW3bti07agQAAHA7Dh%2BJGjVqlJ599llNmjRJuXPnliTduHFDI0aM0KhRo7Rp0yanFwkAAOBuHD4SdfToUfXp08cWoCQpd%2B7c6tOnj44ePerU4gAAANyVwyGqWrVqOnz4cLr2w4cPq2rVqk4pCgAAwN1l6XTeH3/8Yfv/iy%2B%2BqDFjxujvv/9WcHCwJOmXX37Rp59%2BqhEjRmRPlQAAAG7GYhiGcbeJypYtK4vFortNarFYdPz4cacV5wwJCQkqUqSI4uPj5eXl5epyALiZ9Uf3uroEOOCp8tWcMh9nPe/Oqgfp5YT37ywdidq%2BfXt21wEAAJCjZClElS1bNrvrAAAAyFFM3Wzzn3/%2B0Y4dO3T%2B/HmlpqbajXvppZecUhgAAIA7czhELV%2B%2BXMOHD1eePHlUrFgxWSwW2ziLxUKIAgAADwWHQ9T777%2BvwYMH69VXX1WuXA7fIQEAAOCB4HAKunbtmtq0aUOAAgAADzWHk1CnTp30n//8JztqAQAAyDGydJ%2BoW924cUM9evRQYmKigoKC5OFhf0Zw7NixzqzvnuWE%2B0wAcB3uE4V7wX2isk9OeP92%2BJqoGTNmaPPmzfL390837taLzAEAAB5kDoeouXPnKiIiQh06dMiOegAAAHIEh6%2BJyps3r%2BrUqZMdtQAAAOQYDoeol156SZ988kl21AIAAJBjOHw6b/fu3dq6das2btyowMBA5cmTx278vHnznFYcAACAu3I4RHl5eally5bZUQsAAECO4XCImjp1anbUAQAAkKNw23EAAAATHD4SFRoaesf7QW3bti3L85o5c6bWrVunw4cPK1%2B%2BfKpdu7ZGjhypgIAA2zTXr1/X22%2B/ra%2B%2B%2BkqJiYlq2LChJk6cKKvV6mjpAAAATuNwiOrVq5fdcEpKivbu3avvvvtO/fr1c2he27dvV48ePVSzZk2lpKTo3XffVefOnbV582YVKFBAkvTvf/9b3377raKiolS8eHGNGzdOPXr00Pr165U7d25HywcAAHCKew5RaT799FPt2bPHoXktXrzYbnjq1KmqXr26fv31V4WGhiohIUHLli3T9OnT1bhxY0k3j17VqVNHW7ZsUZMmTRwtHwAAwCmcdk3UE088obVr197TPBISEiRJRYsWlST9%2BuuvSk5OVlhYmG2aMmXKqHLlyoqJibmnZQEAANwLh49EZWbNmjW28GOGYRgaN26c6tatq6CgIEnS2bNnlTdv3nTzLVWqlGJjYzOcz/Xr15WUlGQbvnTpkumaAAAAMuNwiPrXv/5ld2G5YRg6e/aszp8/r4kTJ5ouZNSoUdq3b59Wrlx512kNw8j04vZZs2YpMjLSNpyammq6JgAAgMw4HKKeeuopu2GLxaISJUqoQYMGdt%2Bqc8To0aP1zTff6Msvv7T71l2pUqWUlJSkuLg4u6NR586dU%2B3atTOc14ABA9SnTx/bcEJCgsqWLWuqLgAAgMw4HKKGDBnitIUbhqHRo0dr/fr1%2BuKLL%2BTr62s3vnr16sqTJ4%2Bio6PVunVrSdKZM2d04MABjR49OsN5enp6ytPT024ZAAAAzua0a6LMGDlypL766ivNnz9fhQoVsl3nVLhwYeXPn19eXl7q2LGjxo8fr2LFiqlYsWIaP368goKC1KhRI1eWDgAAHnJZDlFly5a94002pZun9o4dO5blhS9cuFCSFB4ebtceGRmpDh06SJLGjh0rDw8P9e3b13azzalTp3KPKAAA4FIWI4vnuzZs2JDpuJiYGM2fP1%2BSdOTIEedU5iQJCQkqUqSI4uPj5eXl5epyALiZ9Uf3uroE5GBPla/m6hIeWDnh/TvLR6JatGiRru3w4cOaNGmSvv32Wz333HMaNmyYU4sDAABwV6auiTp9%2BrQiIiL0xRdfKCwsTN98843t3k4AAAAPA4dCVEJCgmbOnKn58%2Bfr0Ucf1fLly1WvXr3sqg0AAMBtZTlERUVF6YMPPpC3t7eioqIyPL0HAADwsMjyheVly5ZVvnz51KhRozt%2BM27evHlOK84ZcsKFaQBchwvLcS%2B4sDz75IT37ywfiQoPD7/rLQ4AAAAeFlkOUdOmTcvOOgAAAHKUXK4uAAAAICciRAEAAJhAiAIAADCBEAUAAGACIQoAAMAEQhQAAIAJhCgAAAATCFEAAAAmEKIAAABMIEQBAACYQIgCAAAwgRAFAABgAiEKAADABEIUAACACYQoAAAAEwhRAAAAJhCiAAAATCBEAQAAmECIAgAAMIEQBQAAYAIhCgAAwARCFAAAgAmEKAAAABMIUQAAACYQogAAAEwgRAEAAJhAiAIAADCBEAUAAGACIQoAAMAEQhQAAIAJhCgAAAATCFEAAAAmEKIAAABMIEQBAACYQIgCAAAwgRAFAABgAiEKAADABEIUAACACYQoAAAAEwhRAAAAJhCiAAAATCBEAQAAmODh6gIAAMip1h/d65T5PFW%2BmlPmg/uLI1EAAAAmEKIAAABMIEQBAACYQIgCAAAwgRAFAABgAiEKAADABG5xAOC%2B4ivhAB4UHIkCAAAwwaUhavv27erRo4eCg4Pl4%2BOj9evX2403DEMREREKDg6Wv7%2B/wsPDdeDAARdVCwAA8H9cGqKuXr2qqlWr6p133slwfFRUlD766CO98847WrNmjUqVKqVOnTrp8uXL97lSAAAAey69Jqpp06Zq2rRphuMMw9C8efM0cOBAPf3005KkadOmqWbNmlq5cqW6det2P0sFAACw47bXRB07dkyxsbEKCwuztXl6eio0NFQxMTEurAwAAMCNv50XGxsrSSpZsqRde6lSpXTixIlMH3f9%2BnUlJSXZhi9dupQ9BQIAgIea24aoNBaLxW7YMIx0bbeaNWuWIiMjbcOpqanZVhsAAHh4uW2I8vb2liSdPXtWpUuXtrWfO3cu3dGpWw0YMEB9%2BvSxDSckJKhs2bLZVygAAHgoue01Ub6%2BvvL29lZ0dLStLSkpSdu3b1ft2rUzfZynp6cKFy5s9wcAAOBsLj0SdeXKFf3111%2B24WPHjmnv3r0qVqyYfHx81KtXL82cOVN%2Bfn7y8/PTzJkzlT9/fj333HMurBoAAMDFIWrPnj1q166dbXjcuHGSpHbt2mnatGnq37%2B/EhMTNXLkSMXHx6tWrVpasmSJChUq5KqSAQAAJEkWwzAMVxeRnRISElSkSBHFx8fLy8vL1eUADz13%2B%2B08Z9UD3At%2BCzK9nPD%2B7bbXRAEAALgzt/12HgDcCUeQALgaR6IAAABMIEQBAACYQIgCAAAwgRAFAABgAiEKAADABEIUAACACdziAECWcEsBALDHkSgAAAATCFEAAAAmEKIAAABMIEQBAACYQIgCAAAwgRAFAABgAiEKAADABEIUAACACYQoAAAAEwhRAAAAJhCiAAAATCBEAQAAmECIAgAAMIEQBQAAYAIhCgAAwARCFAAAgAmEKAAAABMIUQAAACYQogAAAEwgRAEAAJhAiAIAADCBEAUAAGACIQoAAMAEQhQAAIAJhCgAAAATCFEAAAAmEKIAAABMIEQBAACYQIgCAAAwgRAFAABgAiEKAADABEIUAACACYQoAAAAEzxcXQCA7LX%2B6F5XlwDgLtztdfpU%2BWquLiFH4EgUAACACYQoAAAAEwhRAAAAJhCiAAAATCBEAQAAmECIAgAAMIEQBQAAYAIhCgAAwARCFAAAgAmEKAAAABMIUQAAACYQogAAAEwgRAEAAJhAiAIAADCBEAUAAGBCjghRn376qUJDQ1WxYkU99dRT%2Bumnn1xdEgAAeMi5fYj6%2BuuvNXbsWA0cOFAbNmxQ3bp11bVrV508edLVpQEAgIeY24eouXPnqmPHjurcubMqVaqk8ePHy2q1auHCha4uDQAAPMTcOkQlJSXp119/VVhYmF17WFiYYmJiXFQVAACA5OHqAu7kwoULunHjhkqWLGnXXrJkScXGxmb4mOvXryspKck2nJCQYPcv8LC5cumyq0sAkMO4w3tmWg2GYbi4ksy5dYhKY7FY7IYNw0jXlmbWrFmKjIy0DaekpEiSypUrl30FAgCAbHH%2B/HkVKVLE1WVkyK1DVPHixZU7d26dPXvWrv38%2BfMqVapUho8ZMGCA%2BvTpYxtOSEhQcHCwdu7cKS8vr2yt90F36dIl1a5dWzExMSpcuLCry8mx6EfnoS%2Bdh750DvrReRISEhQSEqISJUq4upRMuXWIyps3r6pXr67o6Gi1bNnS1h4dHa0WLVpk%2BBhPT095enratXl4eKhIkSJs0PfIYrEoV65c8vLyoi/vAf3oPPSl89CXzkE/Oo/FYpGHh4dy5XLfy7fdOkRJUu/evTVo0CDVqFFDISEh%2Buyzz3Ty5El169bN1aUBAICHmNuHqDZt2ujixYuaOnWqYmNjVblyZS1atEhly5Z1dWkAAOAhlnvs2LFjXV3E3dSsWVO9e/fW4MGD1bVrV4cDVO7cuVW/fn15eLh9ZnR79KVz0I/OQ186D33pHPSj87h7X1oMd/7uIAAAgJty36u1AAAA3BghCgAAwARCFAAAgAmEKAAAABMe2BC1fft29ejRQ8HBwfLx8dH69etdXVKOcLd%2BMwxDERERCg4Olr%2B/v8LDw3XgwAEXVetenNF3cXFxevXVVxUUFKSgoCC9%2Buqrio%2BPv5%2Brcd/dr37bt2%2Bf2rZtK39/f4WEhGjq1Klu/Ztcd%2BNO/bZmzRo1adJEfn5%2BatKkidatW5c9K%2B0EOanf3G1/%2B6D1nVP2t8YD6r///a8xefJkY82aNYbVajXWrVvn6pJyhLv126xZs4zAwEBjzZo1xr59%2B4y%2BffsatWrVMi5duuSiit2HM/quS5cuRtOmTY0dO3YYO3bsMJo2bWp07979fq/KfXU/%2Bi0hIcGoUaOG0a9fP2Pfvn3GmjVrjMDAQGP27Nn3bT2dzV36bceOHUa5cuWMGTNmGIcOHTJmzJhh%2BPr6Gjt37sz%2BTjAhJ/Wbu%2B1vH7S%2Bc8b%2B9oENUbciRJlze7%2BlpqYaNWvWNGbNmmVrS0xMNIKCgoyFCxe6okS3ZabvDh48aFitVrsdQUxMjGG1Wo1Dhw7dv%2BJdKLv67dNPPzWCgoKMxMRE2zQzZ840goODjdTU1OxerWznyn57%2BeWXjS5dutjV07lzZ6Nfv37OX1Enc%2Bd%2Bc/f9bU7vO2ftbx/Y03lwvmPHjik2NlZhYWG2Nk9PT4WGhiomJsaFlbm/rPRd2o9kBwcH26YJCQmRl5eXdu7ced9rdgfO6redO3cqNDTU7nc1mzRpotOnT%2Bv48eP3aW3un/vZbzt37lTjxo3tlh8WFpYj9wnu1G85bX%2Bb0/rOWftbQhSyLDY2VpJUsmRJu/ZSpUrp7Nmzrigpx8hK38XGxmb4a%2BUlSpSwPf5h46x%2BO3v2rEqVKmU3Pm2eD2Lf3s9%2By2ianLpPcKd%2By2n725zWd87a3xKi4DCLxWI3bBhGujZk7G59l1E/0r/Z02/G/16o%2BiD37f3qtwdtn%2BBO/ZbT%2BjYn9Z0z9reEKGSZt7e3JKX7FHTu3Ll0iR/2stJ33t7eOnfuXLrHXrhwId2nroeFs/oto0/v58%2Bft4170NzPfitVqlS6T%2B45dZ/gTv2W0/a3Oa3vnLW/JUQhy3x9feXt7a3o6GhbW1JSkrZv367atWu7sDL3l5W%2BCwkJUUJCgnbt2mWb5pdfflFCQoJCQkLue83uwFn9FhISop9%2B%2BklJSUm2ab7//nuVKVNG5cqVu09rc//cz34LCQnRli1b7JYfHR2dI/cJ7tRvOW1/m9P6zmn72yxfgp7DXL582fjtt9%2BM3377zbBarcaHH35o/Pbbb8aJEydcXZpbu1u/zZo1ywgKCjLWrl1r7Nu3z%2Bjfvz%2B3OPhfzui7Ll26GM2aNTNiYmKMmJgYo1mzZg/8LQ7uR7/Fx8cbNWrUMPr372/s27fPWLt2rVG5cuUcfYsDd%2Bm3n3/%2B2ShXrpwxa9Ys49ChQ8asWbPc%2BhYHOanf3G1/%2B6D1nTP2tw9siNq6dathtVrT/Q0aNMjVpbm1u/VbamqqMWXKFKNmzZqGn5%2Bf8fzzzxv79u1zcdXuwRl9d%2BHCBWPAgAFGYGCgERgYaAwYMMCIi4tzxercN/er3/744w/jueeeM/z8/IyaNWsaEREROfr2Bu7Ub6tXrzYaNWpklC9f3mjcuLGxZs2a7F35e5CT%2Bs3d9rcPWt85Y39rMYwcfMteAAAAF%2BGaKAAAABMIUQAAACYQogAAAEwgRAEAAJhAiAIAADCBEAUAAGACIQoAAMAEQhQAt1WvXj3NnTs30/GDBw/Wiy%2B%2BeB8rytzx48fl4%2BOjvXv3uroUAPcJIQpApgYPHiwfHx/5%2BPjI19dXderU0fDhwxUXF%2Bfq0lzKncIbANfxcHUBANzbE088ocjISKWkpOjQoUMaMmSIEhISFBUV5erSAMClOBIF4I7y5s0rb29vWa1WhYWFqXXr1vr%2B%2B%2B/tpklISNCwYcNUvXp1Va5cWe3atdPvv/9uG//333/rhRdeUI0aNVSpUiU9/fTTdr%2BwLknnzp1Tjx495O/vr9DQUH355ZcO12oYhqKiolS/fn35%2B/urefPm%2Bs9//mMb/%2BOPP8rHx0dbtmxRy5Yt5e/vr9atW%2Bvw4cN285k2bZqqV6%2BuwMBADR06VBMnTtSTTz4pSYqIiNAXX3yhDRs22I7S/fjjj7bHHjt2TOHh4bblx8TEOLweAHIGQhSALDt69Kg2b96sPHny2NoMw1D37t0VGxurRYsWad26dXrsscfUoUMHXbx4UZJ05coVNW3aVMuWLdOGDRsUFhamF154QSdPnrTN57XXXtOJEye0fPlyffTRR1qwYIHOnTvnUH3vvvuuli9frkmTJmnTpk3q3bu3Bg4cqG3btqWbbsyYMVq3bp08PDz0%2Buuv28Z9%2BeWXmjlzpkaNGqV169bJx8dHCxcutI3v27evnn32WT3xxBPatWuXdu3apdq1a9vNu2/fvvrmm29UsWJFvfLKK0pJSXFoPQDkEA79XDGAh8qgQYOMcuXKGQEBAUbFihVtv9r%2B4Ycf2qbZsmWLUblyZSMxMdHusQ0aNDAWLVqU6bybNGlizJ8/3zAMwzh8%2BLBhtVqNnTt32sYfOnTIsFqtxkcffXTH%2Bl544QXDMAzjypUrRsWKFY0dO3bYTfP6668b/fv3Nwzj/36FPjo62jZ%2B48aNhtVqNa5du2YYhmG0atXKGDlypN082rRpYzRv3jzD5aY5duyYYbVajSVLltjaDhw4YFitVuPQoUOZrgOAnItrogDcUYMGDTRp0iRdu3ZNS5cu1Z9//ml3UfVvv/2mK1euqFq1anaPS0xM1NGjRyVJV69eVWRkpDZu3KgzZ84oJSVFiYmJtiNRhw8floeHh2rUqGF7fEBAgIoUKZLlOg8ePKjExER16tTJrj05OTldbVWrVrX9v3Tp0pKk8%2BfPy8fHR3/%2B%2Bad69OhhN33NmjW1devWLNVRpUoV2/%2B9vb0l3TxVGRAQkOV1AZAzEKIA3FGBAgXk5%2BcnSXr77bcVHh6uyMhIDRs2TJKUmpoqb29vrVixIt1j00LQ22%2B/rZoxWLUAAALbSURBVO%2B//15vvfWWKlSooHz58qlPnz5KSkqSdPOUoCRZLBbTdaampkqSFi5cqDJlytiNy5s3r92wh0f6XV/a4zOqI62%2BrLh13mnzuXXeAB4chCgADhkyZIi6deum7t27q0yZMnrsscd09uxZeXh4qFy5chk%2B5ueff1a7du3UsmVLSTevkTpx4oRtfEBAgFJSUrRnzx7VqlVL0s2jU/Hx8VmuKzAwUJ6enjp58qTq169vev0qVqyo3bt3Kzw83Nb266%2B/2k2TN29e3bhxw/QyADwYuLAcgEMaNGigwMBAzZw5U5L0/9u1Y5dkAjCO4z9pyCFoqSVCgmt1anE5OLe4RRAR8RY5QkGFiLjmg6aWaOgPCAWFm9ocWgLHgyC5cJEIzlZXEYf33eJ101uK3u9nvnt4xi/PnWmaOjk5keu6en5%2BVhzHCsNQNzc3en19lSQdHR1pMBgoiiK9vb2p1WqtXGeOj4%2BVz%2BfleZ5eXl40Go3keZ7S6fTae%2B3s7KjRaMj3fQVBoI%2BPD0VRpIeHBwVBsPYc13XV7/cVBIHe3991d3en8Xi8cp06PDzUeDzWZDLRbDbTcrlcez6A34OIArCxer2uXq%2Bnz89PpVIpdbtd5XI5XV5eyjRNNZtNTadT7e3tSZJ839fu7q4KhYJqtZosy1I2m12ZeXt7q4ODA5VKJZ2dnclxnK/313V1daWLiwvd39/LsixVq1U9PT0pk8msPaNYLKrdbuv6%2Blqnp6eK41jlclnb29tfzziOI8MwZNu2stmswjDcaE8Av0PqzyYf%2BwHgP1SpVLS/v/91fQMAiX%2BiAGDFfD5Xp9ORZVna2trS4%2BOjhsOh%2Bv3%2Bd68G4IfhEgUA/5jP56rVaoqiSIvFQoZh6Pz8XLZtf/dqAH4YIgoAACABfiwHAABIgIgCAABIgIgCAABIgIgCAABIgIgCAABIgIgCAABIgIgCAABIgIgCAABIgIgCAABI4C8G2qfqV/F42wAAAABJRU5ErkJggg%3D%3D">
+
+<br>
+<br>
+<br>
+<br>
+
+<h3 id="Weighted_Histogram_of_read_lengths">Weighted Histogram of read lengths</h3>
+<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAmEAAAHFCAYAAAC6kC4uAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDIuMi4zLCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvIxREBQAAIABJREFUeJzs3XlclFX7P/DPCAyagqCyNCAKIoyKaOKCqIDLt9ySyH1B/eaSFqJkxYOKEmKWJlQqLpELuKWVYKm5VWJPSIEW9aik5YKoDOuMiQLC%2Bf3hj/vrCOqMD3QXfN6v17xizn3d575mGJrLc86cUQghBIiIiIjoL9VI7gSIiIiIGiIWYUREREQyYBFGREREJAMWYUREREQyYBFGREREJAMWYUREREQyYBFGREREJAMWYUREREQyYBFGREREJAMWYdSgfPnll3BwcEBycnK1Y4MGDYKDgwO%2B/fbbasd8fHzw3HPPGX29OXPmoE%2BfPk%2BSKt599104ODhAq9U%2BNvb999/H4cOHn%2Bg6j3Lx4kU4ODjgs88%2Be2RcSkoKHBwc8NVXX9V4PCwsDE5OTnptL7zwAsaOHWtUPufOncOqVauQk5Nj1HkNWUpKCgYPHgxXV1c4ODjgyJEjcqf0SF5eXnj99dcfGXP37l04ODjg/fff/4uyerRbt25h1apVOHnyZLVjxvwdU8PDIowaFB8fHygUCnz//fd67UVFRTh37hyeeuqpaseuXbuGy5cvw8fHx%2BjrzZ8/Hxs2bPivcjbEhx9%2BWCdFWF1asWIFoqOjjTonKysLMTExLMIMVFFRgZdffhmNGzfGli1bsG/fPvTs2VPutOqdW7duISYmpsYijOhRTOVOgOiv1KJFC6jVaqSmpuq1nzx5Eqamphg/fny1Iqzq/pMUYW3btn3iXOs7Nzc3uVMwWkVFBe7evQtzc3O5UzHI9evXodPpMGTIEPTt29fo88vKytCoUSOYmvKtgqgucCSMGhwfHx/8/vvvyM3NldpSU1PRpUsXDBgwAJmZmfjzzz/1jpmYmKBXr15SmxACmzdvxqBBg%2BDi4oKOHTti5syZuHLlit61apqOLCoqQmhoKDp27Ag3NzdMmTIFf/zxx0OnVzQaDWbNmgV3d3d07doVr7/%2BOm7evAng/6ZlSktLsXPnTjg4OMDBwUFvmu/GjRt444034OXlhbZt28LHxwfvv/8%2BKioq9K5z/fp1zJgxA25ubujQoQNeffVV5OfnP8EzbJiapiO3bNmCgQMHon379nBzc4Ovry9WrFgBANixYwdeeeUVAEBgYKD0WO%2BfKt2%2Bfbv0O%2BnUqROmT5%2BOCxcuVLt2YmIi%2BvTpAxcXFwwYMADJycnVfldVU7Hr169HbGwsevXqBWdnZ6SlpeH27duIjIzEoEGDoFar0alTJ4wYMaLaaGTV72fx4sXYsWMH%2BvXrh3bt2mHo0KE4ffo0hBBYu3YtevXqBTc3N4wdOxaXL1826Pk7efIkRo8eDTc3N7Rr1w4BAQH4%2BuuvpePvvvuu9JqNioqCg4PDI6fGq6aU9%2B7diyVLlqBbt25wcXFBdnY2AMNfRytXrsSwYcPQqVMnuLu7Y/Dgwfjkk08ghNCLKysrQ1RUFLp27Yp27dohMDAQP//8s0GP/WEMybHq97px40asW7cOvXr1Qvv27TFixAicPn26Wp%2BPe61cvHgRzzzzjPTYq16XD06pPurvuEpycjKGDRsGtVoNV1dX%2BPj44I033vivnhP6e%2BM/b6jB8fHxwccff4zU1FS88MILAO6Ndg0cOBA9evSAQqFAWloaBg4cKB3r3LkzLC0tpT7mz5%2BPzz//HNOnT8eiRYtQVFSE2NhYvPDCCzhy5AhatmxZ47UrKiowefJknDlzBq%2B//jo6deqEH3/8EUFBQQ/Nd/r06QgICMCECRNw5swZrFixAo0aNcKKFStgamqKffv2YdSoUfD390dwcDAASLneuHEDw4YNg1KpxGuvvQYnJyekp6fjgw8%2BQE5ODlauXAkAuH37NsaMGYOCggIsWLAAbdu2xdGjR/Hqq68a9dxWVlbi7t271doffAOuyWeffYaFCxdi2rRpWLJkCQDg0qVL%2BP333wEAzz33HDQaDVauXIl3330XHTp0AAA4OzsDAGJjY/Hee%2B/hxRdfRHh4OAoLCxETE4MRI0bgwIED0qjkli1bsHDhQgwfPhxRUVHQarVYuXIlysrKYGZmVi2vjz76CK6urliyZAmaNWuGdu3a4c6dO9DpdHjllVdgZ2eHsrIypKSkYNq0afjwww8RGBio18ehQ4fwyy%2B/YMGCBQCA6OhoTJ48GYGBgbh27RqWLVsGrVaLqKgovPzyyw9dW1flu%2B%2B%2Bw8SJE9G5c2esWrUKZmZm2Lx5MyZPnoz169dj%2BPDhCAoKQqdOnfDyyy9j%2BvTpGDFihEEjeNHR0ejRowfeffddAIC1tbXBryMAuHr1KiZPnoynn34aAJCRkYEFCxYgNzcXISEhUtz8%2BfORlJSE2bNno2/fvjhz5gxeeuklvX8AGcOYHAFg06ZNaN%2B%2BPaKioiCEwIoVKxAUFISTJ0%2BiWbNmAAx7rahUKiQkJGDy5MmYNGkSxowZAwBo1aqV3vUe9XcMAGlpaXj11VcRGBiI%2BfPnw9zcHFevXq02ak/1jCBqYIqKioSjo6N44403hBBCFBQUCAcHB/HNN98IIYQYNmyYiIqKEkIIcfXqVaFSqUR0dLR0flpamlCpVCI%2BPl6v3%2BzsbOHs7CyWL18utQUHBwsfHx/p/qFDh4RKpRLbt2/XOzc2NlaoVCoRGxsrtb3zzjtCpVKJDRs26MW%2B8cYbwtXVVa/N2dlZzJ8/v9pjnT9/vnB3dxc5OTl67WvWrBEODg7iwoULQgghNm3aJFQqlTh69KheXGhoqFCpVOLTTz%2Bt1vf9jh8/LlQq1SNvrVu31jsnICBAjBkzRrofFhYmPDw8HnmdpKQkoVKpRFpaml57QUGBcHZ2FlOnTtVrv3Llimjbtq0ICQkRQghRXl4uOnfuLAICAvTiLl%2B%2BLJycnPR%2BV3/88YdQqVSib9%2B%2Bory8/JF53b17V5SXl4u5c%2BeKoUOHSu3l5eVCpVKJbt26iZKSEqn9yy%2B/FCqVSgwePFhUVlZK7evWrRMqlUr89ttvj7zekCFDRNeuXfX6vHv3rvDz8xM9e/as9hg2btz4yP6E%2BL/f4ejRo6sdM/R19KCKigpRXl4uVq5cKTw9PaX2s2fPCpVKJZYuXaoXv3v3bqFSqWp8Ld%2Bv6nm9/%2B/F0ByrnpP/%2BZ//ERUVFVLcjz/%2BKFQqlfjiiy%2Bkaxj6WsnNza2WTxVD/47XrFkjVCqVuHXr1iMfO9UvnI6kBsfKygodO3aU/oV58uRJmJiYoEePHgAAb29vaR1YTevBjh49ikaNGiEwMBB3796Vbvb29jWuN7tf1bHnn39er71qRK4mzz77rN79jh07oqSkBIWFhY99rEePHkXfvn1ha2url2v//v0hhJAWEn///fdo3ry5NPpnSF41iYiIwIEDB6rdhg4d%2Bthzn3nmGRQWFiI4OBiHDx826PFVSU9PR2lpqTQKUaV169bw9vbGd999BwA4f/48CgoKqj3/Tk5O6NatW419P/fcczWuiUpOTsaIESPg6uoKJycntGnTBnv27MH58%2Berxfbp0wdNmjSR7rdv3x4AMGDAACgUimrtV69efehjvXnzJjIzM/H888/r9WliYoIXX3wRV69excWLFx96/uPU9Lsy9HUE3JvWHDNmDNRqNVq3bo02bdogNjYW%2Bfn50u%2B06u/qwRHDgIAANGr0ZG9LxuQI3Ps09P3X6tixI4D/e%2B6f5LXyKI/7O%2B7atSsAYObMmdi3bx9u3Lhh9DXon4fTkdQg%2Bfj4YOPGjbhx44Y03di0aVMA94qwDRs2QKfT4fvvv4epqaneJ8ry8vJQWVmJzp0719i3i4vLQ69bVFSExo0bw8LCQq/dxsbmoedYW1vr3VcqlQCAO3fuPPpBAsjPz8fBgwfRpk2bGo9XvQEUFRXVmIOtre1jr3G/tm3bokuXLtXaW7Ro8dhzx4wZg8rKSuzYsQPTp0%2BHEAJdunRBWFgY%2BvXr98hzi4qKHpqvnZ0dfvjhB724B6eKqto0Gk219pr63LdvH1555RWMGDECr7zyCmxsbGBqaopNmzZh79691eKtrKz07ldNZT2svbS0tPqD/P%2BKi4shhHjoYwXuPc6qaVpjVfVxP0NfR%2Bnp6Zg0aRL69OmDlStX4umnn4aZmRkOHDiANWvWSK/Zh/2%2BlEolmjdv/kR5G5pjlcf9XT3Ja%2BVRHne9Pn36ID4%2BHps2bcLcuXNRVlYGtVqNuXPnYsSIEUZdi/45WIRRg1RVhKWmpiI1NRUDBgyQjlUVXCdPnpQW7FcVaMC9gqJRo0bYu3dvjWuIHrXuxtraWlpPdP8aM2P/h24oa2traRFwTezt7aW4M2fOVDteV3nVRKFQYPz48Rg/fjxu3bqF1NRUrFq1ClOnTsWJEyegUqkeem7VG1xN%2Bebm5krHq/5b0wcO8vLyHprXgz7//HM4OzsjLi5O73hZWdkjHmHtsLKygkKheOhjBQwreh%2Bmpsdr6OsoOTkZSqUSW7dulYoMANi/f3%2B1/oB7v6/7i/%2BysrIn3k/L0ByN6Q8w7rXy3xoyZAiGDBmC0tJSpKenY82aNXjllVfg5OQkjZRR/cLpSGqQvL29YWJigv379yMrKwu9e/eWjllaWqJTp07Ys2cPsrOzq21NMWjQIFRWVkKj0aBLly7Vbmq1%2BqHXrbrOF198odde0%2BaxxlAqlTWOjA0aNAhnz56Fs7NzjblWjXr4%2BPhAq9Xi2LFjeucnJSX9V3k9qaZNm2LQoEEIDg7GnTt3pCm%2Bh40C9ujRA%2Bbm5vj888/12nNycnDy5Elpe4b27dujZcuW1Z7/K1eu1PjJuIdRKBRQKpV6BcuNGzdw9OhRwx/kE7KwsECXLl2wf/9%2BveehoqICe/fuhaOjY61vjWLo60ihUMDMzExvmu/27dvVNvut%2Bpt6cNQwOTkZlZWVdZqjoYx5rRgzOm0Ic3Nz9OnTB%2BHh4RBC4Ndff62VfunvhyNh1CBZWFigc%2BfO%2BOqrr9CoUSNpPVgVb29vxMfHA6i%2BP1jv3r0xbtw4zJ07F6dPn0avXr3QpEkTaDQapKWlwcPDA5MmTarxugMHDkS3bt2wePFi6HQ6dOrUCenp6dKb1JOuh1Gr1fj3v/%2BNI0eOwNbWVvoU35tvvonvvvsOAQEB%2BN///V/pk33Z2dk4duwYVq1aBVtbW4wdOxbx8fEICQnBG2%2B8AWdnZxw5ckRaS/VXCA0NhYWFBbp37w5bW1vk5uZi9erVsLKykqZ%2B3d3dAdzbNqBx48YwNzeHk5MTrK2tMWfOHLz33nsIDQ3FiBEjUFBQgJiYGDRp0gTz5s0DAJiamuK1117DwoULMWvWLIwePRparRYxMTGws7OrcRSoJoMGDcKbb76JRYsWYfDgwcjJycH7778POzu7atuU1IXw8HBMnDgRY8aMwcsvvwxTU1Ns2bIF58%2Bfr5PNgQ19HQ0cOBAff/wx5syZg/Hjx6OoqAhxcXF6a9eAe6/XgIAAbNiwASYmJujTpw/Onj2LjRs3Sp9MrKscDWXMa8XKygr29vb46quv4OPjg%2BbNm6Nly5ZwdHQ0%2BHrLly9Hfn4%2B%2BvbtC3t7e2i1WsTHx0OpVMLb29uo54L%2BOViEUYPl4%2BODn376CR4eHtXWaPXu3RsfffQRlEpltQINAN577z14eXlhx44d2Lx5M4QQsLe3R48ePR45bWBiYoKEhAS89dZb%2BPDDD1FeXo6ePXvigw8%2BQEBAgN4UpTGWLl0qvVncuXMHffv2xSeffIKnn34aBw8exAcffIC4uDjcuHEDTZs2RZs2beDv7y897qeeegq7d%2B9GZGQkli1bBhMTE/j5%2BWHt2rVGL85/Ut7e3vj000%2Bxb98%2BaLVatGjRAr169cLatWul6TUXFxcsXrwYmzdvxqhRo1BRUYEPP/wQI0eORGhoKGxsbLBlyxYkJSWhSZMm6N27N8LDw/VGhqZOnYpGjRphw4YNOHToEFq3bo25c%2Bfiiy%2B%2BQEFBgUG5TpgwAQUFBdixYwd27NiBNm3aYO7cubh8%2BTLWrl1bF0%2BPnr59%2B2LXrl2IiYnBvHnzUFlZiU6dOiEhIUFvar22GPo68vPzw8qVK7Fu3TpMnToV9vb2mDRpEiwtLREWFqbXZ2xsLGxtbbFz507Ex8fDw8MD8fHxmD59ep3maAxjXiuxsbFYunQppk6ditLSUowfPx7vvfeewdfy8vJCQkICoqOjUVhYCEtLS3Tt2hW7d%2B%2BGq6ur0bnTP4NCCAM28CGiOrVnzx7MmzcPX375pbTxI/11iouL0bdvXzz//PNYvny53OnQ3xhfK1SbOBJG9Bf7/PPPodFooFaroVAokJGRgfXr18PHx4cF2F/g%2BvXrWLduHby9vWFtbY3s7Gxs3LgRt2/fxrRp0%2BROj/5G%2BFqhusYijOgv1rRpUyQlJeHSpUu4ffs27OzsMG7cOLz55ptyp9YgmJub49KlS0hOTkZxcTGeeuopeHl54b333uO0D%2Bnha4XqGqcjiYiIiGTALSqIiIiIZMAijIiIiEgGLMKIiIiIZMCF%2BX%2BhyspKXLt2DRYWFgZvCklERETyEkLg5s2bUKlUT7ypdk1YhP2Frl27htatW8udBhERET2B7Oxso74J4XFYhP2FqnZszs7OfuKd0YmIiOivpdPp0Lp16yf65oVHYRH2F6qagrS0tGQRRkRE9A9T20uJuDCfiIiISAYswoiIiIhkwCKMiIiISAYswoiIiIhkwCKMiIiISAZ/myJs9erVcHBwwOLFi6W20tJSLFq0CB4eHnB1dcXUqVNx7do1vfNycnIwZcoUuLq6wsPDAxERESgrK9OLSU1NxeDBg%2BHi4oLevXsjISGh2vW3bNkCb29vuLi4YPDgwUhLS9M7bkguRERERIb6WxRhP/30E7Zv344OHTrotS9ZsgQHDx5EXFwckpKScOvWLUyZMgUVFRUAgIqKCkyePBklJSVISkpCXFwcDhw4gKioKKmPK1euICgoCD179sShQ4cwZ84cLF68GPv375dikpOTERkZiZCQEBw6dAg9e/bEpEmTkJOTY3AuREREREYRMvvzzz9Fnz59xPHjx8XIkSNFRESEEEIIrVYr2rRpI5KSkqTY69evC0dHR/HNN98IIYQ4duyYcHR0FNevX5dikpKShLOzs9DpdEIIIaKjo4Wvr6/eNd98800xfPhw6f6wYcNEWFiYXoyvr694%2B%2B23Dc7FEFqtVgAQWq3W4HOIiIhIXnX1/i37SNiCBQswcOBA%2BPr66rVnZmaivLwcfn5%2BUpu9vT3c3d2Rnp4OAMjIyIC7uzvs7e2lGD8/P5SWliIzM1OKub8PAPD395f6LysrQ2ZmZrUYPz8/6TqG5FKT0tJS3Lx5U%2B9GREREBMi8Y35ycjJ%2B/fVXvanBKnl5eVAqlbCystJrt7GxgUajkWJsbGz0jltZWUGpVCIvLw8AoNFo0KpVK72YVq1a4e7duygsLIQQAhUVFTXG3H%2Bdx%2BVSkzVr1iAmJka6X1lZ%2BdBYIiIialhkK8JycnKwePFi7NixA40bNzb4PCGE3tcG1PQVAobEVLULIWqMebAPQ3J5UHBwMGbOnCnd1%2Bl0tfrFn0RERPTPJdt05C%2B//IL8/HwMGTIETk5OcHJyQmpqKjZt2gQnJye0atUKZWVlKC4u1jsvPz9fGv2qaSSquLgY5eXl0siWra2tNCp2fx%2BmpqawtrZGixYtYGJiUi2moKBA7zqPy6Um5ubmsLCw0LsRERERATIWYX379sWxY8dw%2BPBh6dalSxcEBgZKP5uZmSElJUU6Jzc3F1lZWejevTsAwMvLC1lZWcjNzZVijh8/DnNzc3h6ekox9/dRFePp6QkzMzMolUp4enpWi0lJSZGuUxX7qFyIiIiIjCHbdGSzZs2gVqv12p566ilYW1tL7ePGjUNUVBSsra1hbW2NqKgoqNVq9OvXD8C9xfNubm4ICQlBREQEioqKsHTpUkyYMEEadQoKCsLmzZsRGRmJiRMnIiMjA7t27cLatWul686YMQNz585Fly5d4OXlhW3btiEnJwdBQUEAAEtLy8fmQkRERGQMWRfmP05kZCRMTU0xa9Ys3LlzB3379kVsbCxMTEwAACYmJkhISEB4eDgCAgLQuHFjBAYGIiIiQurDyckJiYmJiIyMxNatW2FnZ4eoqCgMGzZMigkICEBRURFiY2Oh0Wjg7u6OxMREvfVbj8uFiIiIyBgKUbUyneqcTqdD8%2BbNodVqYWlpKXc6REREZIC6ev%2BWfZ8wIiIiooaIRRgRERGRDFiEEREREcmARRgRERGRDFiEEREREcmARRgRERGRDFiEEREREcmARRgRERGRDFiEEREREcmARRgRERGRDFiEEREREcmARRgRERGRDFiEEREREcmARRgRERGRDFiEEREREcmARRgRERGRDFiEEREREcmARRgRERGRDFiEEREREcmARRgRERGRDFiEEREREcmARRgRERGRDFiEEREREcmARRgRERGRDFiEEREREcmARRgRERGRDFiEEREREcmARRgRERGRDFiEEREREcmARRgRERGRDFiEEREREcmARRgRERGRDFiEEREREclA1iJs69atGDRoENzd3eHu7o7nn38eX3/9tXR81KhRcHBw0LvNnj1br4/i4mLMmTMHarUaarUac%2BbMgVar1Ys5e/YsRo4ciXbt2sHLywuxsbEQQujF7N%2B/H/7%2B/nB2doa/vz8OHjyod1wIgVWrVqFbt25o164dRo0ahaysrFp%2BRoiIiKihkLUIe/rppxEeHo4DBw7gwIED6NOnD1566SW94mbixIk4ffq0dHv33Xf1%2BggODsaZM2ewbds2bNu2DWfOnEFISIh0/ObNmxg/fjzs7Oywf/9%2BLF26FOvXr8eGDRukmPT0dMyePRsjR47EkSNHMHLkSMyaNQunTp2SYuLi4rBx40ZER0dj//79sLGxwfjx4/Hnn3/W4TNERERE9Zb4m%2BnYsaPYsWOHEEKIkSNHioiIiIfG/vbbb0KlUomMjAypLT09XahUKnH%2B/HkhhBBbtmwRarVa3LlzR4pZvXq16Natm6isrBRCCPHyyy%2BLiRMn6vU9YcIEMXv2bCGEEJWVlaJr165izZo10vE7d%2B4ItVotEhISDH5sWq1WABBardbgc4iIiEhedfX%2B/bdZE1ZRUYHk5GSUlJTAy8tLat%2B7dy88PDzQv39/REVF6Y08ZWRkwNLSEt26dZPavLy8YGlpiYyMDCnG29sb5ubmUoy/vz9u3LiB7OxsKcbX11cvHz8/P6SnpwMArly5Ao1GAz8/P%2Bm4ubk5vL29pRgiIiIiY5jKncDZs2cxYsQIlJaWomnTpoiPj4ebmxsAIDAwEK1bt4atrS2ysrKwfPlynDlzBrt27QIAaDQatGzZslqfLVu2hEajAQDk5eWhdevWesdbtWolne/k5IS8vDzY2NjoxdjY2CAvL0%2BKu/%2B8%2B2OuXr360MdWWlqKsrIy6f7Nmzcf/4QQERFRgyB7EdauXTscPnwYOp0OBw4cwLx58/DZZ5/Bzc0NEydOlOLUajWcnZ0xZMgQ/PLLL%2BjcuTMAQKFQVOtTCFFj%2B/3HHzz3wfia%2BjAk5n5r1qxBTEyMdL%2BysvKhsURERNSwyD4dqVQq4ezsjC5duiA8PBwdO3ZEfHx8jbGdO3eGmZkZ/vjjDwCAra0t8vPzq8UVFhZKI1v3j2hVKSgokI5V/bdqtKtKfn6%2BNPJla2sLANX6uT%2BmJsHBwTh37px049QlERERVZG9CHuQEEJvCu9%2BWVlZKC8vh52dHYB76790Oh1Onz4txZw6dQo6nU5aV%2Bbl5YW0tDS9Po8fPw57e3tpmtLLywsnTpzQu1ZKSgq6d%2B8OAHBycoKtrS1SUlKk42VlZTh58qQUUxNzc3NYWFjo3YiIiIgAmYuw5cuXIy0tDdnZ2Th79izeeecdpKam4sUXX8SlS5cQGxuLn3/%2BGdnZ2Th27BhefvlleHh4oEePHgCA9u3bo3///njjjTeQkZGBjIwMvPnmmxg0aBBcXV0B3FtXplQqERoainPnzuHgwYNYvXo1ZsyYIU0lTps2DcePH8fatWtx4cIFrF27FidOnMD06dMB3JuGnD59OlavXo2DBw/i3LlzCA0NRZMmTRAYGCjPk0dERET/aAohHti19C80f/58fPfdd9BoNLCwsECHDh3w6quvwtfXFzk5OQgJCcG5c%2BdQUlIClUqFgQMHIjQ0FNbW1lIfRUVFWLx4MQ4fPgwAePbZZxEdHY3mzZtLMWfPnsXChQvx008/oXnz5ggKCkJoaKjeeq4vv/wSK1aswJUrV9CmTRuEhYVh6NCh0nEhBGJiYrBt2zZotVo888wzWLZsGdRqtcGPV6fToXnz5tBqtbC0tPxvnjoiIiL6i9TV%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%2BffDSSy8hKysLALBkyRIcPHgQcXFxSEpKwq1btzBlyhRUVFQAACoqKjB58mSUlJQgKSkJcXFxOHDgAKKioqR0s1KtAAAgAElEQVRrXLlyBUFBQejZsycOHTqEOXPmYPHixdi/f78Uk5ycjMjISISEhODQoUPo2bMnJk2ahJycHCnmcbkQERERGUX8zXTs2FHs2LFDaLVa0aZNG5GUlCQdu379unB0dBTffPONEEKIY8eOCUdHR3H9%2BnUpJikpSTg7OwudTieEECI6Olr4%2BvrqXePNN98Uw4cPl%2B4PGzZMhIWF6cX4%2BvqKt99%2BWwghDMrFEFqtVgAQWq3W4HOIiIhIXnX1/v23WRNWUVGB5ORklJSUwMvLC5mZmSgvL4efn58UY29vD3d3d6SnpwMAMjIy4O7uDnt7eynGz88PpaWlyMzMlGLu7wMA/P39pf7LysqQmZlZLcbPz0%2B6jiG51KS0tBQ3b97UuxEREREBgKncCZw9exYjRoxAaWkpmjZtivj4eLi5ueE///kPlEolrKys9OJtbGyg0WgAAHl5ebCxsdE7bmVlBaVSiby8PACARqNBq1at9GJatWqFu3fvorCwEEIIVFRU1Bhz/3Uel0tN1qxZg5iYGOl%2BZWWlIU8JERERNQCyF2Ht2rXD4cOHodPpcODAAcybNw%2BfffbZQ%2BOFEFAoFNL9%2B382JqaqXQhRY8yDfRiSy4OCg4Mxc%2BZM6b5Op4Ojo%2BMj%2ByQiIqKGQfbpSKVSCWdnZ3Tp0gXh4eHo2LEj4uPjYWNjg7KyMhQXF%2BvF5%2BfnS6NfNY1EFRcXo7y8XBrZsrW1lUbF7u/D1NQU1tbWaNGiBUxMTKrFFBQU6F3ncbnUxNzcHBYWFno3IiIiIuBvUIQ9SAiBsrIyeHp6wszMDCkpKdKx3NxcZGVloXv37gAALy8vZGVlITc3V4o5fvw4zM3N4enpKcXc30dVTFX/SqUSnp6e1WJSUlKk6xiSCxEREZExZJ2OXL58OQYMGACVSoU///wTycnJSE1Nxfbt22FpaYlx48YhKioK1tbWsLa2RlRUFNRqNfr16wfg3uJ5Nzc3hISEICIiAkVFRVi6dCkmTJggjToFBQVh8%2BbNiIyMxMSJE5GRkYFdu3Zh7dq1Uh4zZszA3Llz0aVLF3h5eWHbtm3IyclBUFAQABiUCxEREZExZC3C8vPzERISAo1GAwsLC3To0AHbt2%2BHr68vACAyMhKmpqaYNWsW7ty5g759%2ByI2NhYmJiYAABMTEyQkJCA8PBwBAQFo3LgxAgMDERERIV3DyckJiYmJiIyMxNatW2FnZ4eoqCgMGzZMigkICEBRURFiY2Oh0Wjg7u6OxMREvfVbj8uFiIiIyBgKUbUyneqcTqdD8%2BbNodVqYWlpKXc6REREZIC6ev/%2B260JIyIiImoIWIQRERERyYBFGBEREZEMWIQRERERyYBFGBEREZEMWIQRERERyYBFGBEREZEMWIQRERERyYBFGBEREZEMWIQRERERyYBFGBEREZEMWIQRERERyYBFGBEREZEMWIQRERERyYBFGBEREZEMWIQRERERyYBFGBEREZEMWIQRERERyYBFGBEREZEMTI09IScnBwqFAiqVCgBw%2BvRp7N27F25ubpg0aVKtJ0hERERUHxk9EhYcHIzvv/8eAKDRaDB%2B/Hj89NNPeOeddxAbG1vrCRIRERHVR0YXYVlZWejatSsA4IsvvoC7uzv27duHtWvXYvfu3bWeIBEREVF9ZHQRVl5eDnNzcwDAiRMn8OyzzwIAXF1dodFoajc7IiIionrK6CLM3d0diYmJSEtLw4kTJ%2BDv7w8AuHHjBqysrGo7PyIiIqJ6yegibMGCBdi2bRtGjRqFgIAAdOrUCQBw%2BPBhPPPMM7WeIBEREVF9pBBCCGNPqqiowM2bN/VGvrKzs9GkSRO0atWqVhOsT3Q6HZo3bw6tVgtLS0u50yEiIiID1NX79xPtEyaEQGZmJhITE/Hnn38CAMzMzNCkSZNaS4yIiIioPjN6n7CrV69i4sSJyMnJQVlZGXx9fdGsWTPExcWhtLQU7777bl3kSURERFSvGD0StnjxYnh6euLMmTNo3Lix1D5kyBB89913tZocERERUX1l9EjYDz/8gKSkJCiVSr12R0dH3Lhxo9YSIyIiIqrPjB4JE0KgsrKyWvv169fRrFmzWkmKiIiIqL4zugjr168f4uPjpfsKhQK3bt3Ce%2B%2B9hwEDBtRqckRERET1ldFbVNy4cQOjR4%2BGiYkJLl68CE9PT1y8eBEtWrTA559/zi0qHoFbVBAREf3z1NX79xPtE3b79m3s27cPmZmZqKysROfOnREYGMgtKh6DRRgREdE/z99qn7AmTZpg7NixWLZsGZYvX44JEyY8UQG2evVqDB06FG5ubvD09MRLL72ECxcu6MWMGjUKDg4OerfZs2frxRQXF2POnDlQq9VQq9WYM2cOtFqtXszZs2cxcuRItGvXDl5eXoiNjcWD9ef%2B/fvh7%2B8PZ2dn%2BPv74%2BDBg3rHhRBYtWoVunXrhnbt2mHUqFHIysoy%2BnETERERGV2E7d69G0ePHpXuR0dHo0OHDhgxYgSuXr1qVF8nT57ElClT8MUXX2Dnzp24e/cuJkyYgJKSEr24iRMn4vTp09Ltwb3IgoODcebMGWzbtg3btm3DmTNnEBISIh2/efMmxo8fDzs7O%2Bzfvx9Lly7F%2BvXrsWHDBikmPT0ds2fPxsiRI3HkyBGMHDkSs2bNwqlTp6SYuLg4bNy4EdHR0di/fz9sbGwwfvx4acNaIiIiIoMJI/Xt21ecOHFCCCHEjz/%2BKFxcXERiYqKYMmWKmDZtmrHd6cnPzxcqlUqkpqZKbSNHjhQREREPPee3334TKpVKZGRkSG3p6elCpVKJ8%2BfPCyGE2LJli1Cr1eLOnTtSzOrVq0W3bt1EZWWlEEKIl19%2BWUycOFGv7wkTJojZs2cLIYSorKwUXbt2FWvWrJGO37lzR6jVapGQkGDQ49NqtQKA0Gq1BsUTERGR/Orq/dvokbBr167B2dkZAHDo0CEMGzYMkyZNQnh4ONLS0v6rglCn0wGA3ndSAsDevXvh4eGB/v37IyoqSm/kKSMjA5aWlujWrZvU5uXlBUtLS2RkZEgx3t7eMDc3l2L8/f1x48YNZGdnSzG%2Bvr561/Xz80N6ejoA4MqVK9BoNPDz85OOm5ubw9vbW4p5UGlpKW7evKl3IyIiIgKeYLPWpk2boqioCA4ODjh%2B/DhmzJgB4F5BcufOnSdORAiBt956Cz179oRarZbaAwMD0bp1a9ja2iIrKwvLly/HmTNnsGvXLgCARqNBy5Ytq/XXsmVLaDQaAEBeXh5at26td7zqU5wajQZOTk7Iy8uDjY2NXoyNjQ3y8vKkuPvPuz/mYdOwa9asQUxMjHS/pv3ViIiIqGEyugjz9fXF66%2B/Dg8PD/zxxx8YOHAgAOC3336rVugYY%2BHChTh79iz27t2r1z5x4kTpZ7VaDWdnZwwZMgS//PILOnfuDODeXmUPEkLU2H7/8QfPfTC%2Bpj4MiakSHByMmTNnSvd1Oh0cHR0fmhMRERE1HEZPRy5btgxeXl4oKCjARx99hBYtWgAAMjMzERAQ8ERJLFq0CIcPH8aePXugUqkeGdu5c2eYmZnhjz/%2BAADY2toiPz%2B/WlxhYaE0snX/iFaVgoIC6VjVf6tGu6rk5%2BdLI1%2B2trYAUK2f%2B2MeZG5uDgsLC70bEREREfAERVjz5s2xbNkybN68Gf3795faX3/9dcydO9eovoQQWLhwIQ4ePIjdu3fDycnpsedkZWWhvLwcdnZ2AO6t/9LpdDh9%2BrQUc%2BrUKeh0Onh5eUkxaWlpKCsrk2KOHz8Oe3t7afTOy8sLJ06c0LtWSkoKunfvDgBwcnKCra0tUlJSpONlZWU4efKkFENERERkKKOnI6vcvn0bOTk5eoUNAHTs2NHgPhYsWICkpCRs2rQJzZo1k0aiLCws0KRJE1y6dAl79%2B7FgAED0KJFC/z222%2BIioqCh4cHevToAQBo3749%2BvfvjzfeeEPauiIsLAyDBg2Cq6srgHvrymJjYxEaGoo5c%2Bbg4sWLWL16NebNmydNJU6bNg0jR47E2rVr8dxzz%2BHQoUM4ceKEND2qUCgwffp0rF69Gs7OznB2dsbq1avRpEkTBAYGPunTSERERA2U0TvmFxQUYN68efj2229rPF71aUNDODg41NgeExODsWPHIicnByEhITh37hxKSkqgUqkwcOBAhIaGwtraWoovKirC4sWLcfjwYQDAs88%2Bi%2BjoaDRv3lyKOXv2LBYuXIiffvoJzZs3R1BQEEJDQ/XWc3355ZdYsWIFrly5gjZt2iAsLAxDhw6VjgshEBMTg23btkGr1eKZZ57BsmXL9D5I8CjcMZ%2BIiOif52/ztUXBwcHIzs7GW2%2B9hdGjR%2BPjjz9GXl4ePvjgAyxevBiDBg2qteTqGxZhRERE/zx19f5t9HTkv//9b2zatAldu3ZFo0aN4ODgAF9fX1hYWGDNmjUswoiIiIgMYPTC/JKSEunTgFZWVigsLARwb/uIX375pXazIyIiIqqnjC7C2rVrh99//x0A0KlTJyQmJuL69etITEyUPrFIRERERI9m9HTk9OnTkZubCwB47bXXMGHCBOzduxdKpVJvd3giIiIiejijF%2BY/6Pbt27hw4QIcHBykjVupZlyYT0RE9M/zt1mYfz8hBBo3bix9fRARERERGcboNWEAsHPnTgwYMAAuLi5wcXHBgAEDsGPHjtrOjYiIiKjeMnokbMWKFfjoo4/w0ksvSV8LlJGRgcjISGRnZyMsLKzWkyQiIiKqb4xeE%2Bbh4YHo6Gi88MILeu1JSUlYtGgRfv3111pNsD7hmjAiIqJ/nrp6/zZ6OrKyshKenp7V2jt37oyKiopaSYqIiIiovjO6CHvxxReRkJBQrX379u38ImsiIiIiAxm0JiwyMlL6WaFQYOfOnUhJSUG3bt0AAKdOncK1a9cwatSoOkmSiIiIqL4xqAh7cJ1X1ZYUly5dAgC0aNECLVq0QFZWVu1mR0RERFRPGVSEffrpp3WdBxEREVGD8kT7hBER0d/XV5f5KXWifwIWYUREREQyYBFGREREJAMWYUREREQyMKgIe%2B6551BcXAwAiI2Nxe3bt%2Bs0KSIiejyu/SL6ZzOoCLtw4QJKSkoAADExMbh161adJkVERERU3xm0RUXHjh3x2muvoWfPnhBCYP369WjatGmNsaGhobWaIBEREVF9ZFARFhsbi1WrVuHo0aNQKBT45ptvYGJiUi1OoVCwCCMiIiIygEFFmKurK9atWwcAcHR0xCeffIJWrVrVaWJERERE9ZlBRdj9rl69Whd5EBERETUoRhdhwL3vjIyPj8f58%2BehUCjQvn17TJs2DW3btq3l9IiIiIjqJ6P3Cfv222/Rv39//PTTT%2BjQoQPc3d1x%2BvRpDBgwACkpKXWRIxEREVG9Y/RI2Ntvv40ZM2ZgwYIF1dqXLVsGX1/fWkuOiIiIqL4yeiTswoULGDduXLX2sWPH4vz587WSFBEREVF9Z3QR1qJFC/znP/%2Bp1v6f//wHLVu2rJWkiIiIiOo7o6cjJ06ciLCwMFy5cgXdu3eHQqHADz/8gLi4OMycObMuciQiIiKqd4wuwubNm4emTZtiw4YNWL58OQDAzs4Or732GqZNm1brCRIRERHVR0YXYQqFAjNnzsTMmTPx559/AgCaNWtW64kRERER1WdPtE9YFRZfRERERE/G6IX5tWn16tUYOnQo3Nzc4OnpiZdeegkXLlzQiyktLcWiRYvg4eEBV1dXTJ06FdeuXdOLycnJwZQpU%2BDq6goPDw9ERESgrKxMLyY1NRWDBw%2BGi4sLevfujYSEhGr5bNmyBd7e3nBxccHgwYORlpZmdC5EREREhpC1CDt58iSmTJmCL774Ajt37sTdu3cxYcIElJSUSDFLlizBwYMHERcXh6SkJNy6dQtTpkxBRUUFAKCiogKTJ09GSUkJkpKSEBcXhwMHDiAqKkrq48qVKwgKCkLPnj1x6NAhzJkzB4sXL8b%2B/fulmOTkZERGRiIkJASHDh1Cz549MWnSJOTk5BicCxEREZHBxN9Ifn6%2BUKlUIjU1VQghhFarFW3atBFJSUlSzPXr14Wjo6P45ptvhBBCHDt2TDg6Oorr169LMUlJScLZ2VnodDohhBDR0dHC19dX71pvvvmmGD58uHR/2LBhIiwsTC/G19dXvP322wbn8jharVYAEFqt1qB4IqJHOXjpF6PaiejJ1NX7t1EjYeXl5Rg1ahR%2B//33OikIdTodAMDKygoAkJmZifLycvj5%2BUkx9vb2cHd3R3p6OgAgIyMD7u7usLe3l2L8/PxQWlqKzMxMKeb%2BPgDA399f6r%2BsrAyZmZnVYvz8/KTrGJILERERkaGMWphvZmaGrKwsKBSKWk9ECIG33noLPXv2hFqtBgDk5eVBqVRKRVkVGxsbaDQaKcbGxkbvuJWVFZRKJfLy8gAAGo0GrVq10otp1aoV7t69i8LCQgghUFFRUWPM/dd5XC4PKi0t1VubdvPmTYOeCyIiIqr/jF4TNmrUKOzatavWE1m4cCHOnj2LtWvXPjZWCKFXCNZUFBoS82D7gzEP9mFILvdbs2YN1Gq1dOvevfsj%2ByIiIqKGw%2BgtKsrLy7Fz506kpKTA09MTTz31lN7xyMhIo5NYtGgRDh8%2BjM8//xwqlUpqt7GxQVlZGYqLi/VGoPLz86WCxsbGBqdOndLrr7i4GOXl5dLIlq2trTQqdn8fpqamsLa2hhACJiYm1WIKCgqkUTZDcnlQcHCw3rcI6HQ6ODo6Gvy8EBERUf1l9EjYuXPn4OHhgWbNmuGPP/7Ar7/%2BKt1q%2Bk7JRxFCYOHChTh48CB2794NJycnveOenp4wMzNDSkqK1Jabm4usrCyp8PHy8kJWVhZyc3OlmOPHj8Pc3Byenp5SzP19VMVU9a9UKuHp6VktJiUlRbqOIbk8yNzcHBYWFno3IiIiIuAJRsI%2B/fTTWrv4ggULkJSUhE2bNqFZs2bS2ioLCws0adIElpaWGDduHKKiomBtbQ1ra2tERUVBrVajX79%2BAO4tnndzc0NISAgiIiJQVFSEpUuXYsKECVLRExQUhM2bNyMyMhITJ05ERkYGdu3apTf1OWPGDMydOxddunSBl5cXtm3bhpycHAQFBQGAQbkQERERGeqJd8y/ePEiLl%2B%2BjF69eqFJkyYGrZ96UNWGqaNGjdJrj4mJwdixYwHcm940NTXFrFmzcOfOHfTt2xexsbEwMTEBAJiYmCAhIQHh4eEICAhA48aNERgYiIiICKk/JycnJCYmIjIyElu3boWdnR2ioqIwbNgwKSYgIABFRUWIjY2FRqOBu7s7EhMT9aYPH5cLETU8X13%2BFYPbeMidBhH9AymEEMKYEwoLCzFr1ix8//33UCgU%2BO6779CmTRvMnz8flpaWWLJkSV3l%2Bo%2Bn0%2BnQvHlzaLVaWFpayp0OEdUCOYuwh12bhSFR7aqr92%2Bj14RFRkbCzMwMP/zwA5o0aSK1jxgxAt9%2B%2B22tJUZERERUnxk9HZmSkoLt27frfYoRAJydnXH16tVaS4yIiIioPjN6JKykpERvBKxKYWEhlEplrSRFREREVN8ZXYT16tVL7xOSCoUClZWVWLduHXx8fGo1OSIiIqL6yujpyIiICIwaNUr6LsXo6Gj89ttvKC4uRlJSUl3kSERERFTvGD0S5ubmhqNHj6Jr167o168fbt%2B%2BjSFDhuDQoUNo27ZtHaRIREREVP880T5htra2eP3112s7FyIiIqIG44mKsOLiYuzatQvnz5%2BHQqGAq6srxo4dC2tr69rOj4iIiKheMno6MjU1Fb1798bHH38MrVaL4uJibNq0Cb1790Zqampd5EhERERU7xg9ErZw4UI8//zzWL58ufR1PRUVFQgPD8fChQvx9ddf13qSRERERPWN0SNhly9fxsyZM/W%2BL9HExAQzZ87E5cuXazU5IiIiovrK6CLMw8MDFy5cqNZ%2B4cIFdOzYsVaSIiIiIqrvDJqOPHPmjPTzSy%2B9hMWLF%2BPSpUvo1q0bAODUqVPYsmULwsPD6yZLIiIionrGoCLs2WefhUKhgBBCaouOjq4WFxwcjICAgNrLjoiIiKieMqgIO3nyZF3nQURERNSgGFSEOTo61nUeRERERA3KE23Wev36dfz4448oKChAZWWl3rFp06bVSmJERERE9ZnRRdgnn3yCf/3rXzAzM4O1tTUUCoV0TKFQsAgjIiIiMoDRRdjKlSsxb948zJkzB40aGb3DBRERERHhCfYJu337NgICAliAEREREf0XjK6kxo8fjy%2B//LIuciEiIiJqMIyejgwPD8eUKVPw7bffQq1Ww9RUv4vIyMjayo2IiIio3jK6CPvwww/x7bffol27dtWO3b9In4iIiIgezugi7KOPPsKqVaswduzYusiHiIiIqEEwek2YUqlEjx496iIXIiIiogbD6CJs2rRp2Lx5c13kQkRERNRgGD0d%2BdNPP%2BHf//43jh49Cjc3N5iZmekdj4%2BPr7XkiIiIiOoro4swS0tLDBkypC5yISIiImowjC7CYmNj6yIPIiIiogaF294TERERycDokTBvb%2B9H7geWmpr6XyVERERE1BAYXYRNnz5d7/7du3fx66%2B/4ptvvsHs2bNrLTEiIiKi%2Buy/LsKqbNmyBT///PN/nRARERFRQ1Bra8L69%2B%2BPAwcO1FZ3RERERPVarRVh%2B/fvh5WVlVHnnDx5ElOmTEG3bt3g4OCAr776Su/4vHnz4ODgoHcbPny4XkxpaSkWLVoEDw8PuLq6YurUqbh27ZpeTE5ODqZMmQJXV1d4eHggIiICZWVlejGpqakYPHgwXFxc0Lt3byQkJFTLd8uWLfD29oaLiwsGDx6MtLQ0ox4vERERURWjpyOfffZZvYX5Qgjk5eWhoKAAb7/9tlF9lZSUoGPHjhg7dixmzJhRY0z//v0RExMj3X9wc9glS5bgyJEjiIuLQ4sWLfDWW29hypQp%2BOqrr2BiYoKKigpMnjwZLVq0QFJSEgoLCxEaGgohBKKjowEAV65cQVBQECZMmIDVq1fjxx9/xIIFC9CyZUsMGzYMAJCcnIzIyEi8/fbb6NGjBxITEzFp0iR8%2B%2B23cHBwMOpxExERERldhA0ePFjvvkKhQMuWLeHj4wNXV1ej%2BhowYAAGDBjwyBilUglbW9saj%2Bl0OuzatQsffPABfH19AQCrV69Gjx49cOLECfj7%2B%2BP48eP47bff8OOPP8Le3h4AsHjxYoSGhiIsLAwWFhZITEyEg4MDoqKiAADt27fHzz//jPXr10tF2EcffYRx48ZhwoQJAICoqCgcP34cCQkJCA8PN%2BpxExERERldhL322mt1kcdDpaamwtPTE5aWlujduzfCwsLQqlUrAEBmZibKy8vh5%2Bcnxdvb28Pd3R3p6enw9/dHRkYG3N3dpQIMAPz8/FBaWorMzEz06dMHGRkZen0AgL%2B/P3bt2oXy8nIIIZCZmYlXX31VL8bPzw/p6el1%2BOiJiIiovjK6CPsr9e/fH8OHD4ejoyOuXLmClStXYsyYMTh48CDMzc2Rl5cHpVJZbS2ajY0NNBoNACAvLw82NjZ6x62srKBUKpGXlwcA0Gg0UmFXpVWrVrh79y4KCwshhEBFRUWNMVXXqUlpaane2rObN28a/yQQERFRvWRwEebo6PjITVqBe1OTV65c%2Ba%2BTqhIQECD9rFar0aVLF/Tq1QvHjh3D0KFDH3qeEEIv15ryNiSmql0IUWPMg308aM2aNXrr2SorKx8aS0RERA2LwUXYxx9//NBj6enp2LRpU60k9Ch2dnZwcHDAxYsXAdwb8SorK0NxcbHeaFh%2Bfj66d%2B8uxZw6dUqvn%2BLiYpSXl0sjW7a2ttKo2P19mJqawtraGkIImJiYVIspKCioNsp2v%2BDgYMycOVO6r9Pp4Ojo%2BASPnIiIiOobg7eoeO6556rd2rVrh927d2PDhg0YPnw4UlJS6jJXFBYW4vr169JCfU9PT5iZmeldNzc3F1lZWVIR5uXlhaysLOTm5koxx48fh7m5OTw9PaWYB3M/fvy41L9SqYSnp2e1mJSUFOk6NTE3N4eFhYXejYiIiAh4wjVhN27cwKpVq7Bnzx74%2Bfnh8OHDUKvVRvdz69YtaVQLuLdVxK%2B//gpra2tYWVlh1apVGDp0KOzs7JCdnY133nkH1tbWGDJkCADA0tIS48aNQ1RUFKytrWFtbY2oqCio1Wr069cPwL3F825ubggJCUFERASKioqwdOlSTJgwQSqKgoKCsHnzZkRGRmLixInIyMjArl27sHbtWim3GTNmYO7cuejSpQu8vLywbds25OTkICgo6EmeQiIiImrgjCrCdDodVq9ejU2bNqFTp0745JNP0KtXrye%2B%2BM8//4zRo0dL99966y0AwOjRo7F8%2BXKcO3cOn376KXQ6HWxtbeHj44N169ahWbNm0jmRkZEwNTXFrFmzcOfOHfTt2xexsbEwMTEBAJiYmEjbSAQEBKBx48YIDAxERESE1IeTkxMSExMRGRmJrVu3ws7ODlFRUdL2FMC99WlFRUWIjY2FRqOBu7s7EhMTOb1YD311%2BVcMbuMhdxpERFTPKUTVqvPHiIuLw9q1a2Fra4t//etfeO655%2Bo6t3pHp9OhefPm0Gq1sLS0lDsdeggWYWQMOV8vD7s2X8NEtauu3r8NHgl7%2B%2B230bhxY7Rt2xZ79uzBnj17aoyLj4%2BvteSIiIiI6iuDi7BRo0Y9dosKIiIiIjKMwUXY%2B%2B%2B/X5d5EBERETUoBm9RQURERES1h0UYET2xry7/KncKRET/WCzCiIiIiGTAIoyIiIhIBizCiIiIiGTAIoyIDML1X0REtYtFGBEREZEMWIQRERERyYBFGBEREZEMWIQRERERyYBFGBEREZEMWIQRERERyYBFGBEB4BYURER/NRZhRERERDJgEUZEREQkAxZhRERERDJgEUb1Ftc4ERHR3xmLMCIiIiIZsAgjIsNi5%2BEAACAASURBVCIikgGLMCIiIiIZsAgjqqe4Jo6I6O%2BNRRgRERGRDFiEEREREcmARRgRERGRDFiE/b/27j0qyjr/A/ib1aDawoqLnkFALsLokYszmOgWF3VNyfIY6KampnnDwEuu1srqanpy07wUqGme1tTUdNfsFE2aVsDxlqAlJCIcTYQ1AUnACyDy%2Bf3Rj2d9uDkg9AzD%2B3XOHJnn%2B32e5/OZZ0bfPs/MQERERKQBhjAiIiIiDTCEEREREWmAIYyIiIhIAwxhRERERBpgCCMiIiLSAEMYERERkQY0DWHHjh3DhAkTYDAY4OLigq%2B%2B%2Bko1LiJYtWoVDAYDvLy8EBUVhaysLNWca9euITY2Fnq9Hnq9HrGxsSgpKVHNyczMRGRkJLy8vGA0GrFmzRqIiGpOYmIiwsLC4OHhgbCwMJhMpibXQkRERGQuTUPYzZs30bNnTyxbtqze8fXr12PTpk1YtmwZEhMT4eTkhNGjR%2BP69evKnJiYGJw5cwbbt2/H9u3bcebMGcycOVMZLysrw%2BjRo9G5c2ckJiZi6dKleP/997Fx40ZlTmpqKqKjoxEZGYmvv/4akZGRmD59Ok6ePNmkWoiIiIjMJhZCp9OJyWRS7ldXV0tgYKAkJCQoy8rLy0Wv18vWrVtFROTcuXOi0%2BkkLS1NmZOamio6nU6ys7NFRGTLli2i1%2BulvLxcmRMfHy8Gg0Gqq6tFRGTatGkyduxYVT1jxoyR6Ohos2sxR0lJiQCQkpISs9eh5jP9nP67rmdpmtrHvebXN24tj9X90PIxaGjfPC5ELau1/v222PeE5ebmoqCgAKGhocoyOzs7BAcHIzU1FQCQlpYGe3t7GAwGZY7RaIS9vT3S0tKUOcHBwbCzs1PmhIWF4ZdffsGlS5eUOSEhIar9h4aGKvsxp5b6VFRUoKysTHUjMsdXFzO0LoGIiFpZR60LaEhBQQEAwNHRUbXcyckJeXl5yhwHB4c66zo4OCjrFxYWwtXVVTVes82CggK4ubmhsLAQTk5OdfZTWFhodi31SUhIwOrVq5X71dXVDc4lIiKi9sViz4TVsLGxUd0XEdWy2uP1zalvvPa699qPuXPuFhMTg7Nnzyq3xs6aEfHsFxFR%2B2KxIczZ2RkAlLNRNYqKipQzUs7OzigqKqqzbnFxsXJm6%2B4zWjWuXr2qjNX8WXO2q6H93KuW%2BtjZ2eHRRx9V3YjqwwBGRNT%2BWGwIc3Nzg7OzM5KTk5VllZWVOHbsGIKCggD89v6v0tJSnDp1Splz8uRJlJaWwmg0KnOOHz%2BOyspKZU5SUhK6dOmiXKY0Go1ISUlR7T85OVnZjzm1EBERETWFpiHsxo0byMjIQEbGb2cBcnNzkZGRgfz8fNjY2GDy5MmIj4%2BHyWTC2bNnMWfOHDz00EMYMWIEAKB79%2B4IDw/HvHnzkJaWhrS0NMyfPx%2BDBg2Ct7c3AGDEiBGwtbXFnDlzcPbsWZhMJsTHx2PKlCnKpcRXXnkFSUlJWLduHXJycrBu3TqkpKRg8uTJAGBWLURERERNoekb83/88UeMHDlSub9kyRIAwMiRI7F27VrMmDED5eXlWLBgAUpKStC7d2/s2LEDjzzyiLJOfHw8Fi1ahDFjxgAABg8erPreMXt7e%2BzcuRNxcXGIiIhAp06dMHXqVEybNk2Z06dPH6xfvx4rVqzAypUr4e7ujg0bNqg%2BdWlOLURERETm0jSE9e/fH/n5%2BQ2O29jYYO7cuZg7d26Dcx5//HHEx8c3up8ePXpg7969jc4ZNmwYhg0bdl%2B1UMv66mIGhrj30roMIiKiVmGx7wkjIiIismYMYUREREQaYAgjIiIi0gBDGBEREZEGGMKIWgm/gJWIiBrDEEZERESkAYYwIiIiIg0whFEdvIxGRETU%2BhjCqEUwuBERETUNQxjRfWD4JCKi5mIIo3ti0CAiImp5DGFEREREGmAIo/vSHs%2BStceeiYio5TGEEREREWmAIYyIiIhIAwxhRERERBpgCCNqAN/7RURErYkhjIiIiEgDDGFEREREGmAIs3K8pNY0fLyIiOj3whBGREREpAGGMGrXeOaLiIi0whBGREREpIGOWhdApAWeASMiIq3xTBiZzVqCi7X0QUREbRtDGBEREZEGGMKoVfBsExERUeMYwto5hiUiIiJtMIQRERERaYAhjFocz64RERHdG0MYWSUGQSIisnQMYUREREQaYAgjq8GzX0RE1JYwhBERERFpwKJD2KpVq%2BDi4qK6BQYGKuMiglWrVsFgMMDLywtRUVHIyspSbePatWuIjY2FXq%2BHXq9HbGwsSkpKVHMyMzMRGRkJLy8vGI1GrFmzBiKimpOYmIiwsDB4eHggLCwMJpOp9RonIiIiq2fRIQwAfH19cerUKeV26NAhZWz9%2BvXYtGkTli1bhsTERDg5OWH06NG4fv26MicmJgZnzpzB9u3bsX37dpw5cwYzZ85UxsvKyjB69Gh07twZiYmJWLp0Kd5//31s3LhRmZOamoro6GhERkbi66%2B/RmRkJKZPn46TJ0/%2BPg9CK7CGS3fW0AMREbVfFh/COnToAGdnZ%2BXm4OAA4LezYJs3b8bMmTMREREBvV6PtWvX4tatW/j0008BANnZ2fj222%2BxcuVKBAUFISgoCCtWrMDBgweRk5MDANi7dy8qKiqwZs0a6PV6REREIDY2Fh988IFyNmzz5s0ICQlBbGwsvL29ERsbi6eeegqbN2/W5kEhBjAiImrzLD6EXbhwAQaDAcHBwYiOjsbFixcBALm5uSgoKEBoaKgy187ODsHBwUhNTQUApKWlwd7eHgaDQZljNBphb2%2BPtLQ0ZU5wcDDs7OyUOWFhYfjll19w6dIlZU5ISIiqrtDQUGU/DamoqEBZWZnqpgUGFiIiIstj0SGsd%2B/eePfdd/Hxxx9jxYoVKCwsxPDhw1FcXIyCggIAgKOjo2odJycnFBYWAgAKCgqUM2d3c3BwUNYvLCyEk5OTarxmm43NuXs/DUlISFDei6bX6xEUFGRu61QPhkkiIrImHbUuoDEDBgxQfu7RoweCgoLQv39/7NmzRzm7ZWNjo1pHRFTLao/XN6e%2B8drr3ms/9YmJicHUqVOV%2B6WlpejatWuj67SWry5mYIh7L032TURERHVZ9Jmw2h5%2B%2BGHo9XpcuHABzs7OAFDnbFRRUZFyJsvZ2RlFRUV1tlNcXKyc2arvjNbVq1eVsZo/a86K1befhtjZ2eHRRx9V3ahpePaLiIisVZsKYRUVFcjOzkbnzp3h5uYGZ2dnJCcnK%2BOVlZU4duyYctnPaDSitLQUp06dUuacPHkSpaWlMBqNypzjx4%2BjsrJSmZOUlIQuXbrA1dVVmZOSkqKqJTk5ud1eXmQwIiIiun8WHcLefPNNHD16FLm5uTh58iSmTp2K69evY%2BTIkbCxscHkyZMRHx8Pk8mEs2fPYs6cOXjooYcwYsQIAED37t0RHh6OefPmIS0tDWlpaZg/fz4GDRoEb29vAMCIESNga2uLOXPm4OzZszCZTIiPj8eUKVOUy42vvPIKkpKSsG7dOuTk5GDdunVISUnB5MmTNXtsGsOQREREZPks%2Bj1hly9fxquvvori4mI4ODjAYDDg888/V95XNWPGDJSXl2PBggUoKSlB7969sWPHDjzyyCPKNuLj47Fo0SKMGTMGADB48GAsW7ZMGbe3t8fOnTsRFxeHiIgIdOrUCVOnTsW0adOUOX369MH69euxYsUKrFy5Eu7u7tiwYYPqU5fWwFLeN2YpdRAREbUmiw5hGzZsaHTcxsYGc%2BfOxdy5cxuc8/jjjyM%2BPr7R7fTo0QN79%2B5tdM6wYcMwbNiwRucQERERmcuiL0dS09VcimzpS5KtfYmTl1CJiKi9YQgjzQOQ1vsnIiLSAkNYO9JaZ8mIiIio6RjCqFGtFdgYBImIqL1jCKMGMSgRERG1HoYwK2aJIcoSayIiItICQxj9bhjAiIiI/ochjOrVkoGJ4YuIiKguhjAiIiIiDTCEkQrPgBEREf0%2BGMKIiIiINMAQRkRERKQBhjBqMbz8SEREZD6GsHamoaDEAEVERPT7YggjIiIi0gBDGDUbz54RERE1H0MYNQsDGBER0f1hCKMmYfgiIiJqGQxhRERERBpgCCMiIiLSAEMYERERkQYYwoiIiIg0wBBGREREpAGGMCIiIiINMIQRERERaYAhjIiIiEgDDGFEREREGmAIa8f47fdERETaYQgjIiIi0gBDGBEREZEGGMKsCC8vEhERtR0MYUREREQaYAgjIiIi0gBDWBNt2bIFwcHB8PT0xJAhQ3D8%2BHGtSyIiIqI2iCGsCT777DMsXrwYM2fOxP79%2B/Hkk0/ipZdeQn5%2BvtalERERURvDENYEH3zwAV588UWMGTMG3bt3x5tvvgmdToetW7dqXRoRERG1MQxhZqqsrMTp06cRGhqqWh4aGorU1FSNqiIiIqK2qqPWBbQVxcXFuHPnDhwdHVXLHR0dUVBQUO86FRUVqKysVO6Xlpaq/mxpN8qut8p276W0tFTZ990/332/vjk1j8Pdy2vu155/9/L61jFn/O55teuvPVa7xtrr11dTY/PupbFem6up27jX/PrGW6LOtk7Lx8Cc5ygR3b%2Ba15OItOh2GcKayMbGRnVfROosq5GQkIDVq1cr96uqqgAArq6urVcgERERtYqysjJ06tSpxbbHEGamJ554Ah06dEBhYaFq%2BdWrV%2BHk5FTvOjExMZg6dapyv7q6GlevXoWDg0ODwa05ysrKEBQUhNTUVDz66KMttl1L0x76ZI/Woz30yR6tR3vo8356FBGUlZVBp9O1aE0MYWaytbWFv78/kpOTMXToUGV5cnIynnnmmXrXsbOzg52dnWpZSyboGjY2NvjDH/4Ae3t7q33xAO2jT/ZoPdpDn%2BzRerSHPu%2B3x9b495shrAmmTJmCWbNmISAgAEajEdu3b0d%2Bfj7GjRundWlERETUxjCENcHw4cPx66%2B/Ys2aNSgoKICvry%2B2bduGrl27al0aERERtTEdFi9evFjrItqSwMBATJkyBbNnz8ZLL71kMQGsQ4cO6NevHzp2tO5c3R76ZI/Woz30yR6tR3vo09J6tJGW/rwlEREREd0Tv6yViIiISAMMYUREREQaYAgjIiIi0gBDGBEREZEGGMKswJYtWxAcHAxPT08MGTIEx48f17okAMCqVavg4uKiugUGBirjIoJVq1bBYDDAy8sLUVFRyMrKUm3j2rVriI2NhV6vh16vR2xsLEpKSlRzMjMzERkZCS8vLxiNRqxZs6bO7/dKTExEWFgYPDw8EBYWBpPJ1Kyejh07hgkTJsBgMMDFxQVfffWVatySejKnlub2OXv27DrHdtiwYao5FRUV%2BPvf/45evXrB29sbL7/8Mv773/%2Bq5uTn52PChAnw9vZGr169sHDhQtXvWwWAo0ePYsiQIfD09ES/fv2wdevWOvU29TUQHx%2BPiIgI%2BPj4wN/fH5MmTUJOTo7F1m9OLc3tMyoqqs6xjI6OVs2x5OfsRx99hEGDBsHX1xe%2Bvr547rnn8M033zTpsbP043ivHtv6MaxPfHw8XFxcsGjRImWZNRzLOoTatH379om7u7t8/PHHcu7cOVm4cKF4e3tLXl6e1qXJO%2B%2B8I%2BHh4XLlyhXlVlRUpIwnJCSIj4%2BPJCYmSmZmpkyfPl169%2B4tZWVlypyxY8fKgAED5MSJE3LixAkZMGCAjB8/XhkvLS2VgIAAiY6OlszMTElMTBQfHx/ZsGGDMufEiRPi6uoq7733nmRnZ8t7770nbm5ukpaW1uSeDh06JP/85z8lMTFRdDqdmEwm1bgl9WROLc3tc9asWTJ27FjVsS0uLlbNef3118VgMEhSUpKkp6dLVFSUDBo0SKqqqkREpKqqSgYMGCBRUVGSnp4uSUlJYjAYJC4uTtnGxYsXxcvLSxYuXCjnzp2Tjz/%2BWNzd3eWLL75Q5jTnNTBmzBjZtWuXnD17VjIyMmTcuHHSp08fuXHjhkXWf69a7qfPyMhImTdvnupYlpSUqLZjyc/Z/fv3y8GDByUnJ0dycnJk%2BfLl4u7uLmfPnrWa43ivHtv6Mazt1KlT0rdvXxk4cKAsXLjQ7MevLRzL2hjC2rhnn31WXn/9ddWykJAQeeuttzSq6H/eeecdGTRoUL1j1dXVEhgYKAkJCcqy8vJy0ev1snXrVhEROXfunOh0OtULPDU1VXQ6nWRnZ4uIyJYtW0Sv10t5ebkyJz4%2BXgwGg1RXV4uIyLRp02Ts2LGq/Y8ZM0aio6Pvq7/a4cSSejKnlub2KfJbCJs4cWKD65SUlIi7u7vs27dPWXb58mXp2rWrfPvttyLyW9Dr2rWrXL58WZmzb98%2B8fDwkNLSUhERWbZsmYSEhKi2PX/%2BfBk2bJhyvyVeA0VFRaLT6eTo0aMWV785tTS3T5Hf/gG/%2Bx%2B62tric7Znz56yY8cOqz2Od/coYl3H8Pr16/KnP/1JkpKSVH1Z67Hk5cg2rLKyEqdPn0ZoaKhqeWhoKFJTUzWqSu3ChQswGAwIDg5GdHQ0Ll68CADIzc1FQUGBqnY7OzsEBwcrtaelpcHe3h4Gg0GZYzQaYW9vj7S0NGVOcHCw6nd0hoWF4ZdffsGlS5eUOSEhIaq6WuMxsqSezKnlfh09ehT%2B/v546qmnMG/ePBQVFSljp0%2Bfxu3bt1X779KlC3x9fVWPha%2BvL7p06aLqoaKiAqdPn1bm1H5%2Bh4WFKdtvqddAaWkpAOCxxx6zuPrNqaW5fdb49NNP0atXL4SHh%2BPNN9/E9evXlbG29Jy9c%2BcOPvvsM9y8eRNGo9Eqj2PtHmtYyzFcsGABBg4cWGc/1ngsAf7aojatuLgYd%2B7cgaOjo2q5o6MjCgoKNKrqf3r37o13330Xnp6eKCwsxHvvvYfhw4fjm2%2B%2BUeqrXbuTkxPy8vIAAAUFBXBwcKizXQcHB2X9wsJCuLq6qsZrtllQUAA3NzcUFhbCycmpzn4KCwtbptH/Z0k9mVPL/QgPD8ewYcPQtWtX5ObmYuXKlRg1ahRMJhPs7OxQWFgIW1vbOv/YOzk5qfqs3cNjjz0GW1tbVR/1Pb%2BrqqpQXFwMEbnv14CIYMmSJXjyySeh1%2BuV2iylfnNqaW6fADBixAi4urrC2dkZWVlZWL58Oc6cOYNdu3YpPVj6czYzMxPPP/88Kioq8Mc//hGbN2%2BGj48PfvrpJ6s5jg31CFjHMQSAzz77DBkZGUhMTKwzZo2vSYAhzCrY2Nio7otInWVaGDBggPJzjx49EBQUhP79%2B2PPnj3K/8juVXt9fdyrP/n/N5I2tp3WfIwsqafW6nv48OHKz3q9HgEBAejbty8OHTqEiIiIBtdrzmPRUL02Njb1Pi71baMxcXFxyMzMxKeffnrPuZZUf1OPZUN9jh07VvlZr9fDw8MDQ4cORXp6Ovz8/BrswZKes15eXjhw4ABKS0vx5ZdfYvbs2fjPf/7TaG1t7Tg21KOPj49VHMP8/HwsWrQIO3bswIMPPtjo3Ma23RaO5d14ObINe%2BKJJ9ChQ4c6Z3SuXr1a538DluDhhx%2BGXq/HhQsX4OzsDAB1ai8qKlL%2BB%2BLs7Ky6xFWjuLhY6a%2B%2BM1pXr15Vxmr%2BrP2/k7v301IsqSdzamlJnTt3houLCy5cuKDUV1lZiWvXrtXZf2M9XLt2Dbdv31b1UV8PHTt2xOOPP37fr4G///3vOHDgAPbs2QOdTqcst6T6zamluX3Wx8/PDw888ADOnz%2Bv9GDpz1lbW1t4eHggICAAf/vb39CzZ09s3rzZqo5jQz3Wpy0ew/T0dBQVFWHo0KFwc3ODm5sbjh49ig8//BBubm5wdHS0mmN5N4awNszW1hb%2B/v5ITk5WLU9OTkZQUJBGVTWsoqIC2dnZ6Ny5M9zc3ODs7KyqvbKyEseOHVNqNxqNKC0txalTp5Q5J0%2BeRGlpqfJeCKPRiOPHj6s%2BgpyUlIQuXboop9aNRiNSUlJUtbTGY2RJPZlTS0sqLi7G5cuXlb%2BE/f398cADD6j2f%2BXKFWRlZakei6ysLFy5ckXVp52dHfz9/ZU5tZ/fSUlJyvab%2BxoQEcTFxcFkMmH37t1wc3NTjVtS/ebU0tw%2B65OVlYXbt2%2Bjc%2BfOSg9t7TkrIqisrLSa49hYj/Vpi8fwqaeewqFDh3DgwAHlFhAQgBEjRig/W%2BWxbNLb%2BMni1HyUdufOnXLu3DlZtGiReHt7y6VLl7QuTZYsWSJHjhyRixcvSlpamowfP158fHyU2hISEkSv18uXX34pmZmZMmPGjHq/zmHgwIGSmpoqqampMnDgQNXHqktKSiQgIEBmzJghmZmZ8uWXX4qvr6/qY9Xff/%2B9uLq6SkJCgmRnZ0tCQkKzv6Li%2BvXrkp6eLunp6aLT6WTjxo2Snp6ufHTZknoyp5bm9Hn9%2BnVZsmSJnDhxQnJzc%2BXw4cPy3HPPicFgUG379ddfF6PRKMnJyZKeni4jR46s9%2BPko0aNkvT0dElOThaj0Vjvx8n/8Y9/yLlz52Tnzp0Nfpy8Ka%2BBN954Q/R6vRw5ckT1sf6bN29aZP33qqW5fV64cEFWr14tP/zwg%2BTm5srBgwclJCREBg8erNq2JT9n33rrLTl27Jjk5ubKmTNnZPny5dK1a1dJSkqymuPYWI/WcAwbUvtTn9ZwLGtjCLMC//rXv%2BTJJ5%2BUbt26yTPPPKP6%2BLmWar4fxt3dXQwGg0yePFmysrKU8erqannnnXckMDBQPDw85IUXXpDMzEzVNoqLiyUmJkZ8fHzEx8dHYmJi5Nq1a6o5Z86ckREjRoiHh4cEBgbKqlWrlI9U1/j888/l6aefFnd3dwkJCZHExMRm9XT48GHR6XR1brNmzbK4nsyppTl93rx5U0aPHi1%2Bfn7i7u4uffr0kVmzZtX5Xq5bt25JXFyc9OzZUzw9PWX8%2BPF15uTl5cm4cePE09NTevbsKXFxcaqPyIuIHDlyRAYPHizdunWTvn37ykcffVSn3qa%2BBurrTafTya5duyyyfnNqaU6feXl58sILL0jPnj2lW7du0r9/f1m4cGGd73yz5Ofsa6%2B9pjx2fn5%2BMmrUKCWAmfvYWfpxbKxHaziGDakdwqzhWNZmI1Lr63CJiIiIqNXxPWFEREREGmAIIyIiItIAQxgRERGRBhjCiIiIiDTAEEZERESkAYYwIiIiIg0whBERERFpgCGMiMgMffv2xQcffNDg%2BOzZszFp0qTfsaKGXbp0CS4uLsjIyNC6FCJqBEMYEbUJs2fPhouLC1xcXODm5oY%2BffrgjTfeqPNLdNsbSwp/RNQ0HbUugIjIXOHh4Vi9ejWqqqqQnZ2N1157DaWlpVi/fr3WpRERNRnPhBFRm2FrawtnZ2fodDqEhobi%2BeefR1JSkmpOaWkp5s%2BfD39/f/j6%2BmLkyJH46aeflPGff/4ZEydOREBAALp3746IiAgkJyertlFUVIQJEybAy8sLwcHB2Lt3b5NrFRGsX78e/fr1g5eXFwYNGoQvvvhCGT9y5AhcXFyQkpKCoUOHwsvLC88//zxycnJU21m7di38/f3h4%2BODv/71r3jrrbfw5z//GQCwatUq7NmzB/v371fOEh45ckRZNzc3F1FRUcr%2BU1NTm9wHEbUehjAiapMuXryI7777Dg888ICyTEQwfvx4FBQUYNu2bTCZTPDz88Nf/vIX/PrrrwCAGzduYMCAAdi1axf279%2BP0NBQTJw4Efn5%2Bcp25syZg7y8PHzyySfYtGkTPvroIxQVFTWpvrfffhuffPIJli9fjm%2B%2B%2BQZTpkzBzJkzcfTo0TrzFi1aBJPJhI4dO2Lu3LnK2N69exEfH4%2B4uDiYTCa4uLhg69atyvj06dPx3HPPITw8HKdOncKpU6cQFBSk2vb06dNx4MABeHp64tVXX0VVVVWT%2BiCiVtTkX/lNRKSBWbNmiaurq3h7e4unp6fodDrR6XSyceNGZU5KSor4%2BvpKeXm5at3%2B/fvLtm3bGtx2WFiYfPjhhyIikpOTIzqdTtLS0pTx7Oxs0el0smnTpkbrmzhxooiI3LhxQzw9PeXEiROqOXPnzpUZM2aIiMjhw4dFp9NJcnKyMn7w4EHR6XRy69YtERF59tlnZcGCBaptDB8%2BXAYNGlTvfmvk5uaKTqeTHTt2KMuysrJEp9NJdnZ2gz0Q0e%2BL7wkjojajf//%2BWL58OW7duoWdO3fi/Pnzqjelp6en48aNG%2BjVq5dqvfLycly8eBEAcPPmTaxevRoHDx7ElStXUFVVhfLycuVMWE5ODjp27IiAgABlfW9vb3Tq1MnsOs%2BdO4fy8nKMHj1atfz27dt1auvZs6fyc%2BfOnQEAV69ehYuLC86fP48JEyao5gcGBuLw4cNm1dGjRw/lZ2dnZwC/XWr19vY2uxciaj0MYUTUZjz88MPw8PAAACxduhRRUVFYvXo15s%2BfDwCorq6Gs7Mz/v3vf9dZtyZELV26FElJSVi4cCG6deuGBx98EFOnTkVlZSWA3y5pAoCNjU2z66yurgYAbN26FV26dFGN2draqu537Fj3r%2BGa9euro6Y%2Bc9y97Zrt3L1tItIWQxgRtVmvvfYaxo0bh/Hjx6NLly7w8/NDYWEhOnbsCFdX13rX%2Bf777zFy5EgMHToUwG/vEcvLy1PGvb29UVVVhR9//BG9e/cG8NvZsZKSErPr8vHxgZ2dHfLz89GvX79m9%2Bfp6YkffvgBUVFRyrLTp0%2Br5tja2uLOnTvN3gcRaYdvzCeiNqt///7w8fFBfHw8AODpp5%2BG0WjEpEmT8N133%2BHSpUs4ceIE3n77bfz4448AgG7dusFkMiEjIwM//fQTXn31VdXZIW9vb4SHh2PevHk4efIkTp8%2BjXnz5uHBBx80u65HHnkE06ZNw%2BLFi7F79278/PPPyMjIwJYtW7B7926ztzNp0iTs3LkTu3fvxvnz57F27VpkZmaqzo517doVmZmZyMnJQXFxMW7fQ1CbQwAAAWBJREFUvm329olIWwxhRNSmTZ06FTt27EB%2Bfj5sbGywbds2BAcHY%2B7cuXj66acxY8YM5OXlwdHREQCwePFidOrUCcOHD8fLL7%2BMsLAw%2BPn5qba5evVq6HQ6REVFYfLkyRg7dqyyvrnmz5%2BPOXPmICEhAWFhYRgzZgy%2B/vpruLm5mb2NF154ATExMVi6dCmGDBmCS5cuYdSoUbCzs1PmjB07Fl5eXoiIiICfnx9OnDjRpDqJSDs20pQ3GBARkaZefPFFODk5KWf/iKjt4nvCiIgs1K1bt7B161aEhYWhQ4cO2LdvH1JSUrBz506tSyOiFsAzYUREFurWrVt4%2BeWXkZGRgYqKCnh5eWHWrFmIiIjQujQiagEMYUREREQa4BvziYiIiDTAEEZERESkAYYwIiIiIg0whBERERFpgCGMiIiISAMMYUREREQaYAgjIiIi0gBDGBEREZEGGMKIiIiINPB/eEeW1Bf5sdMAAAAASUVORK5CYII%3D">
+
+<br>
+<br>
+<br>
+<br>
+
+<h3 id="Weighted_Histogram_of_read_lengths_after_log_transformation">Weighted Histogram of read lengths after log transformation</h3>
+<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAn0AAAHFCAYAAACHAk9IAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDIuMi4zLCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvIxREBQAAIABJREFUeJzs3XtcjHn/P/DXKJVDJXTYhiipUYkth%2BRQYq3DrmSFEO5FrFVphdspCbddh2KRU%2BuUxS5L7DquvVfZJbvlEIuclRw66GCTSl2/P/zm%2Bhoz0WTauOf1fDzmwXyu91zXe665rmvefT7XdY1EEAQBRERERPQ/rVZNJ0BERERE1Y9FHxEREZEWYNFHREREpAVY9BERERFpARZ9RERERFqARR8RERGRFmDRR0RERKQFWPQRERERaQEWfURERERagEVfDfnpp58glUqxb98%2BpWk9e/aEVCrF8ePHlaa5u7vjww8/VHt5gYGB6Ny5c1VSxVdffQWpVIr8/PzXxi5fvhxHjx6t0nJe5datW5BKpfjhhx9eGZeQkACpVIrDhw%2BrnD59%2BnRYWVkptA0YMABDhgxRK58rV65g2bJlyMjIUOt12iwhIQG9e/eGra0tpFIpfv7555pO6ZVcXV0RGhr6yphnz55BKpVi%2BfLl/1BWr1ZYWIhly5YhMTFRaZo6%2B3F1EwQBixYtQrt27WBlZQUnJycAwKZNm7Br165/NJeq7P%2BacO/ePSxbtgyXLl36x5ddFSkpKfDx8YG9vT2kUik2bdpU0ympraLtq7LfL/8LdGs6AW3l7u4OiUSCkydPwtvbW2zPzc3FlStXULduXZw8eRKenp7itHv37uHOnTsICAhQe3lTpkzB33//rYnUX%2Bnrr7/GwIED0atXr2pflqYsXrwYEolErdekpqYiMjISXbt2hVQqrabM/neUlZVh/PjxsLe3x%2BbNm1GnTh3Y2trWdFr/cwoLCxEZGQkdHR24ubnVdDoVOnjwIFatWoWQkBB4eHhAX18fwPMv5ffeew%2B%2Bvr41nGH1u3//PiIjI9G8eXM4ODjUdDqvFRISgtLSUqxduxZGRkZKfzy/CyraviwtLbF//35YW1vXUGb/HBZ9NaRhw4aQyWQ4deqUQntiYiJ0dXXh5%2BeHkydPKkyTP3d3d1d7ec2bN69yrv/r7OzsajoFtZWVleHZs2fil%2BXb7v79%2BygoKECfPn3QpUsXtV9fUlKCWrVqQVeXh6z/BampqQCAMWPGwMTEpFqXJQgCiouLYWBgUK3LqW5FRUWoU6dOjSy7vLwcV69exejRo9G9e3eNzPNt2qf19fXh6upa02n8Izi8W4Pc3d1x48YNPHz4UGw7deoU2rRpAy8vL6SkpCj0zp06dQo6Ojro2LGj2CYIAjZt2oSePXvCxsYGDg4OCAgIQFpamsKyVA3v5ubmIiQkBA4ODrCzs8OoUaNw8%2BbNCoerMjMzMWHCBNjb26Nt27YIDQ3F48ePAfzfMFdxcTF27NgBqVQKqVSqMGzy4MEDTJ06Fa6urmjevDnc3d2xfPlylJWVKSzn/v37GDduHOzs7NCqVSt8/vnnyM7OrsIarhxVwzubN29Gjx490LJlS9jZ2aFbt25YvHgxAGD79u2YOHEiAMDHx0d8ry8ODXz77bfiZ%2BLo6IixY8fi%2BvXrSsuOjY1F586dYWNjAy8vL%2Bzbt0/ps5IPPaxduxZRUVHo2LEjrK2tcfr0aRQVFSE8PBw9e/aETCaDo6Mj%2BvfvrzTELv98wsLCsH37dnTt2hUtWrRA3759cfbsWQiCgNWrV6Njx46ws7PDkCFDcOfOnUqtv8TERPj6%2BsLOzg4tWrSAt7c3/vvf/4rTv/rqK3GbjYiIgFQqfeWpBvIh%2Br1792Lu3LlwcXGBjY0N0tPTAVR%2BO1qyZAn69esHR0dH2Nvbo3fv3vjuu%2B8gCIJCXElJCSIiItC2bVu0aNECPj4%2BOH/%2BfKXee0Uqk6P8c12/fj3WrFmDjh07omXLlujfvz/Onj2rNM/XbSu3bt3C%2B%2B%2B/L753%2BXb58hD1q/ZjuX379qFfv36QyWSwtbWFu7s7pk6d%2Btr3vXHjRvj4%2BKB169awtbVFz549sXbtWjx79kyMcXV1xbJlywAATk5O4vHG1dUVN27cwG%2B//Sbm/uJ2UlBQgHnz5sHNzQ3NmzeHq6srwsPDUVRUJMa8uJ1v3rwZ3bp1Q/PmzbFnz57X5v6iR48eYfr06XBxcUHz5s3RqVMnLF68GCUlJQpx6h5D5RISEtC/f38AQFBQkPh%2B5a8JDAxEq1at8Ndff2Ho0KGws7ODn58fAOD48eMYPXo0XF1d0aJFC3Tu3BkzZszAo0ePFJYhH86/du3aG33e27dvR9OmTVFeXo6NGzdCKpUq9PJdvnwZo0ePRqtWrWBjY4NevXph9%2B7dSu%2B3on16%2B/btkEqlOHnyJKZMmQJHR0fIZDJMnjwZRUVFePDgAcaNGweZTAYXFxcsXLhQYXsCKrevv2r7qmh493XHNvn6kUqlSExMxLRp0%2BDo6AhHR0eMGzcOmZmZFW4DNaXmS2wt5u7ujm%2B%2B%2BQanTp3CgAEDADzvzevRowfat28PiUSC06dPo0ePHuK01q1bw8jISJzHlClTsGfPHowdOxazZ89Gbm4uoqKiMGDAAPz8889o1KiRymWXlZVh5MiRuHTpEkJDQ%2BHo6Ig///wT/v7%2BFeY7duxYeHt7Y9iwYbh06RIWL16MWrVqYfHixdDV1cX%2B/fsxaNAgeHp6YtKkSQAg5vrgwQP069cPenp6%2BOKLL2BlZYWkpCSsWLECGRkZWLJkCYDnf80OHjwYOTk5mDlzJpo3b45jx47h888/V2vdlpeXKx0YACh94avyww8/YNasWRgzZgzmzp0LALh9%2BzZu3LgBAPjwww%2BRmZmJJUuW4KuvvkKrVq0AQBwaiIqKwtKlSzFw4EDxYBwZGYn%2B/fvj4MGDYq/r5s2bMWvWLHz00UeIiIhAfn4%2BlixZgpKSEtSuXVsprw0bNsDW1hZz585F/fr10aJFCzx9%2BhQFBQWYOHEizM3NUVJSgoSEBIwZMwZff/01fHx8FOZx5MgRXLhwATNnzgQALFiwACNHjoSPjw/u3buHhQsXIj8/HxERERg/fnyF50bK/fbbbxg%2BfDhat26NZcuWoXbt2ti0aRNGjhyJtWvX4qOPPoK/vz8cHR0xfvx4jB07Fv37969UD%2BWCBQvQvn17fPXVVwAAExOTSm9HAHD37l2MHDkS7733HgAgOTkZM2fOxMOHDxEUFCTGTZkyBXFxcfjss8/QpUsXXLp0CZ9%2B%2BmmVT4dQJ0fgeaHUsmVLREREQBAELF68GP7%2B/khMTET9%2BvUBVG5bsbS0xNatWzFy5EiMGDECgwcPBgA0btxYYXmv2o8B4PTp0/j888/h4%2BODKVOmQF9fH3fv3lUalVDl9u3b8PHxgZWVFXR1dfHXX39h5cqVuHnzpjj/LVu24JtvvsH333%2BPHTt2oF69erC0tETPnj0xZswYNG7cGBEREQAgbieFhYUYOHAgMjMzERQUBHt7e/G82tTUVGzfvl3hFI0DBw6gcePGmDJlCho3bgxTU9NKf35FRUXw9fVFeno6pkyZglatWuHUqVNYtWoVLl%2B%2BLJ7LVpVjqNz777%2BPpUuXIjQ0FFOmTIGHhweA55%2BhXHFxMT799FOMHDkSkyZNQnl5ubiO27dvj2HDhsHIyAhpaWlYv349PvnkE/z8889KPWdv%2Bnl/%2BOGHaNmyJQYMGID%2B/ftj7Nix4rq%2BevUqvL29YWpqigULFsDY2Bi7d%2B9GcHAwcnJyMH78eIVcVO3TcqGhoejbty/WrFmDlJQULF68GGVlZUhNTcXHH38Mf39/xMfHIzo6GhYWFhgzZoz42srs61u2bKlw%2B1KlMse2F02ZMgU9e/ZEdHQ07t69i4ULFyI4OBg7duyoeEOoCQLVmNzcXKFJkybC1KlTBUEQhJycHEEqlQq//vqrIAiC0K9fPyEiIkIQBEG4e/euYGlpKSxYsEB8/enTpwVLS0shJiZGYb7p6emCtbW1sGjRIrFt0qRJgru7u/j8yJEjgqWlpfDtt98qvDYqKkqwtLQUoqKixLYvv/xSsLS0FNatW6cQO3XqVMHW1lahzdraWpgyZYrSe50yZYpgb28vZGRkKLSvWrVKkEqlwvXr1wVBEISNGzcKlpaWwrFjxxTiQkJCBEtLS2H37t1K835RfHy8YGlp%2BcpH06ZNFV7j7e0tDB48WHw%2Bffp0wcnJ6ZXLiYuLEywtLYXTp08rtOfk5AjW1tbC6NGjFdrT0tKE5s2bC0FBQYIgCEJpaanQunVrwdvbWyHuzp07gpWVlcJndfPmTcHS0lLo0qWLUFpa%2Bsq8nj17JpSWlgrBwcFC3759xfbS0lLB0tJScHFxEZ48eSK2//TTT4KlpaXQu3dvoby8XGxfs2aNYGlpKVy9evWVy%2BvTp4/Qtm1bhXk%2Be/ZM8PDwEDp06KD0HtavX//K%2BQnC/32Gvr6%2BStMqux29rKysTCgtLRWWLFkiODs7i%2B2XL18WLC0thfnz5yvEf//994KlpaXKbflF8vX64v5S2Rzl6%2BSDDz4QysrKxLg///xTsLS0FH788UdxGZXdVh4%2BfKiUj1xl9%2BNVq1YJlpaWQmFh4Svf%2B%2BvI1/nOnTsFKysroaCgQCmXvLw8hdd07dpVYV%2BUi4qKEpo2bSpcuHBBoV2%2BH8bHxwuC8H%2Bfh4ODg5Cfn1%2BpPF/e/zdt2iRYWloKBw8eVIhbsWKFYGlpKfz222%2BCIKh3DFUlKSmpwmPapEmTBEtLS2HXrl2vnEd5eblQWloq3L59W%2Bm4qcnPW75e58yZo9A%2Bbtw4wcbGRrh3755Cu5%2Bfn9CyZUvh8ePHgiC8ep/%2B9ttvBUtLS2Hu3LkK7SNHjhQsLS2Fb775RqHdy8tL6NevX4W5VrSvC0LF25d8X3zxs6jssU2e/8vr5uuvvxYsLS2F7OzsCnOtCRzerUENGjSAg4OD%2BBdVYmIidHR00L59ewCAm5ubeB6fqvP5jh07hlq1asHHxwfPnj0THxYWFirPF3yRfNrHH3%2Bs0C7vcVTl5YszHBwc8OTJE6VhBVWOHTuGLl26wMzMTCHX7t27QxAE8WrDkydPwtjYWOzdrExeqsyZMwcHDx5UevTt2/e1r33//ffx6NEjTJo0CUePHq3U%2B5NLSkpCcXGx2Msi17RpU7i5ueG3334DAFy7dg05OTlK69/KygouLi4q5/3hhx%2BqPP9l37596N%2B/P2xtbWFlZYVmzZph165duHbtmlJs586dFc4LatmyJQDAy8tLoadE3n737t0K3%2Bvjx4%2BRkpKCjz/%2BWGGeOjo6GDhwIO7evYtbt25V%2BPrXUfVZVXY7Ap4PKQ0ePBgymQxNmzZFs2bNEBUVhezsbPEzle9XL/eIent7o1atqh0e1ckReH61/ovLkp/UL1/3VdlWXuV1%2B3Hbtm0BAAEBAdi/fz8ePHhQ6XmnpKRg1KhRcHR0FNf5F198gWfPnr3RtnDs2DE4ODhAJpMprVMASuc/d%2BnSRWFERB2///47DA0N0adPH4V2%2BT4t34ercgxVl6p9ICsrC9OmTYOrq6u4v8u/F1Tt89X5ef/%2B%2B%2B/o1q2b2MMm5%2Bvri8LCQpw5c%2Ba170euZ8%2BeCs/lx6CXvwtsbW2VjkuV2dfVUZVj2wcffKDwXD4C9Lbd4YHDuzXM3d0d69evx4MHD8Th23r16gF4XvStW7cOBQUFOHnyJHR1ddGhQwfxtVlZWSgvL0fr1q1VztvGxqbC5ebm5sLAwACGhoYK7a8aBnn5hGs9PT0AwNOnT1/9JgFkZ2fj0KFDaNasmcrp8h0zNzdXZQ5mZmavXcaLmjdvjjZt2ii1N2zY8LWvHTx4MMrLy7F9%2B3aMHTsWgiCgTZs2mD59Orp27frK1%2Bbm5laYr7m5Of744w%2BFuJeH3uRtqs4FUTXP/fv3Y%2BLEiejfvz8mTpwIU1NT6OrqYuPGjdi7d69SfIMGDRSey4cGK2ovLi5WfpP/X15eHgRBqPC9As/fZ1WviJPP40WV3Y6SkpIwYsQIdO7cGUuWLMF7772H2rVri1eNyrfZij4vPT09GBsbVynvyuYo97r9qirbyqu8bnmdO3dGTEwMNm7ciODgYJSUlEAmkyE4OFg8D02VtLQ0DBw4EHZ2doiIiICVlRX09PSQlJSEsLCwSh0nKpKdnY309PRKr1NV205l5ebmqtymzczMIJFIxM%2BjKsdQdRgaGqJu3boKbWVlZRg6dChycnIQHBwMe3t71K1bF6WlpRgwYIDKdVxdnzcA5Ofnv3b/V9WuSmWPTXp6egrHpcru6%2BqoyrHtTb4f/0ks%2BmqYvOg7deoUTp06BS8vL3GavMBLTEwUL/CQF4TA8wKmVq1a2Lt3r8pzwF51voKJiYl4PtiLfxFX14mnJiYm4knEqlhYWIhxqu5b9U%2BeECuRSODn5wc/Pz8UFhbi1KlTWLZsGUaPHo0TJ04onHfzMvmOryrfhw8fitPl/6q6QCUrK6vCvF62Z88eWFtbIzo6WmH6yyecV4cGDRpAIpFU%2BF6ByhXZFVH1fiu7He3btw96enrYsmWLePAFnp/r9fL8gOef14tf1iUlJVW%2Bn11lc1RnfoB628qb6tOnD/r06YPi4mIkJSVh1apVmDhxIqysrMSeoZcdOnQIRUVFiImJUdhH3vSiGOD5dmRkZKR0PqRcRecuV4WJiQn%2B%2BusvpfbMzEwIgiBu09V9DFW1/V%2B6dAlXrlzBypUrMXDgQLFd1UVi6qjK5w0AxsbGau3/6t4aqzIqu6%2Bro7qPbTWJw7s1zM3NDTo6Ojhw4ABSU1PRqVMncZqRkREcHR2xa9cupKenK92qpWfPnigvL0dmZibatGmj9JDJZBUuV76cH3/8UaFd1c2i1aGnp6fyL5uePXvi8uXLsLa2Vpmr/K8nd3d35Ofn45dfflF4fVxc3BvlVVX16tVDz549MWnSJDx9%2BlQcPqnor7j27dtDX19f6WrBjIwMJCYmircradmyJRo1aqS0/tPS0lReuVkRiUQCPT09hYPpgwcPcOzYscq/ySoyNDREmzZtcODAAYX1UFZWhr1796JJkyYav1VQZbcjiUSC2rVrKwybFhUVKV2dJ9%2BnXu4V3bdvn3jifHXlWFnqbCua7l3Q19cXrw4VBAEXL16sMFa%2BDb74x2Z5eblaJ7K/6vhx%2B/ZtNGrUSOU6bdKkiRrv6tU6d%2B6MgoICpSvg5VekyvfhNz2GyteTOp%2BVfB2/WNwAz6/s1gR1Pm/g%2Bbo4ceKE0h8fu3fvRr169cSryatTZfd1oOLt62U1cWz7p7Cnr4YZGhqidevWOHz4MGrVqiWezyfn5uaGmJgYAMr35%2BvUqROGDh2K4OBgnD17Fh07dkSdOnWQmZmJ06dPw8nJCSNGjFC53B49esDFxQVhYWEoKCiAo6MjkpKSxB2lquczyWQy/P777/j5559hZmYmXmU6bdo0/Pbbb/D29sa//vUv8crT9PR0/PLLL1i2bBnMzMwwZMgQxMTEICgoCFOnToW1tTV%2B/vln8Tyaf0JISAgMDQ3Rrl07mJmZ4eHDh1i5ciUaNGggDqXb29sDeH6wNTAwgL6%2BPqysrGBiYoLAwEAsXboUISEh6N%2B/P3JychAZGYk6depg8uTJAABdXV188cUXmDVrFiZMmABfX1/k5%2BcjMjIS5ubmlf6LuGfPnpg2bRpmz56N3r17IyMjA8uXL4e5ubnSbXuqw4wZMzB8%2BHAMHjwY48ePh66uLjZv3oxr165h3bp1Gl9eZbejHj164JtvvkFgYCD8/PyQm5uL6OhopfucyWQyeHt7Y926ddDR0UHnzp1x%2BfJlrF%2B/XrxytrpyrCx1tpUGDRrAwsIChw8fhru7O4yNjdGoUSO1iqJFixYhOzsbXbp0gYWFBfLz8xETEwM9Pb1X3vDZw8MDtWvXxsSJEzF%2B/Hg8ffoUW7ZsUbo9yKu0atUKBw8exP79%2B2FlZQUDAwPIZDIEBATg0KFDGDhwIMaOHQuZTIby8nJkZGQgPj4en3/%2BucrTOapiyJAhiI2NRVBQEEJDQ2FnZ4fTp09j1apV6NWrl3gcftNjqLW1NQwMDPDDDz/AxsYGdevWhYWFxSv/KLCzs0PTpk2xcOFClJWVwcjICEePHn2j42NVP2/g%2BRWrv/76KwYNGoTJkyfDyMgIP/zwA44fP46wsLAq70PqqOy%2BDlS8fanyTx/b/iks%2Bt4C7u7uOHfuHJycnJTOD%2BnUqRM2bNgAPT09pYIQAJYuXQpXV1ds374dmzZtgiAIsLCwQPv27V/ZLa%2Bjo4OtW7di3rx5%2BPrrr1FaWooOHTpgxYoV8Pb2rvJJ0PPnzxe/nJ4%2BfYouXbrgu%2B%2B%2Bw3vvvYdDhw5hxYoViI6OxoMHD1CvXj00a9YMnp6e4vuuW7cuvv/%2Be4SHh2PhwoXQ0dGBh4cHVq9erdETpF/Fzc0Nu3fvxv79%2B5Gfn4%2BGDRuiY8eOWL16tdilb2Njg7CwMGzatAmDBg1CWVkZvv76a3zyyScICQmBqakpNm/ejLi4ONSpUwedOnXCjBkzFP46HD16NGrVqoV169bhyJEjaNq0KYKDg/Hjjz8iJyenUrkOGzYMOTk52L59O7Zv345mzZohODgYd%2B7cwerVq6tj9Sjo0qULdu7cicjISEyePBnl5eVwdHTE1q1bFU5V0JTKbkceHh5YsmQJ1qxZg9GjR8PCwgIjRoyAkZERpk%2BfrjDPqKgomJmZYceOHYiJiYGTkxNiYmIwduzYas1RHepsK1FRUZg/fz5Gjx6N4uJi%2BPn5YenSpZVelqurK7Zu3YoFCxbg0aNHMDIyQtu2bfH999%2B/8ldU7O3tsX79eixevBjjxo2DiYkJBg4ciHHjxmHUqFGVWvbUqVORnZ2N0NBQFBYWonnz5vj9999Rv359xMXFYdWqVdi2bRvS09NhYGAAqVSKrl27arSnr06dOti1axe%2B/PJLrF69Go8ePcJ7772HiRMnIiQkRIx702NovXr1sGTJEixfvhx%2Bfn4oLS3F1KlTxT8MVZEPY86dOxfTpk2Drq4uunXrhh07dijcv1UdVf28gedFaFxcHL766ivMmDEDJSUlsLW1xYoVKzBo0KAq5aMudfb1irYvVf7pY9s/RSIIlbhxGWmNXbt2YfLkyfjpp5/%2Bka55UpSXl4cuXbrg448/xqJFi2o6HXqLcVt5O/EYSm8z9vRpsT179iAzMxMymQwSiQTJyclYu3Yt3N3debD6B9y/fx9r1qyBm5sbTExMkJ6ejvXr16OoqEjhxqNE3FbeTjyG0ruGRZ8Wq1evHuLi4nD79m0UFRXB3NwcQ4cOxbRp02o6Na2gr6%2BP27dvY9%2B%2BfcjLy0PdunXh6uqKpUuXvnZYhbQLt5W3E4%2Bh9K7h8C4RERGRFuAtW4iIiIi0AIs%2BIiIiIi3Aoo%2BIiIhIC/BCjrdMeXk57t27B0NDw2r5yRoiIiLSPEEQ8PjxY1haWlb5Bw6qG4u%2Bt8y9e/fQtGnTmk6DiIiIqiA9PV2jNwzXJBZ9bxn53frT09Or/KsYRERE9M8qKChA06ZNq/SrO/8UFn1vGfmQrpGREYs%2BIiKid8zbfGrW2znoTEREREQaxaKPiIiISAuw6CMiIiLSAiz6iIiIiLQAiz4iIiIiLcCij4iIiEgLsOgjIiIi0gIs%2BoiIiIi0AIs%2BIiIiIi3Aoo%2BIiIhIC7DoIyIiItICLPqIiIiItACLPiIiIiItwKKPiIiISAuw6CMiIiLSAro1nQARERG92uE7FzUyn97NnDQyH3o3saePiIiISAuw6CMiIiLSAiz6iIiIiLQAiz4iIiIiLcCij4iIiEgL1GjRl5iYiFGjRsHFxQVSqRSHDx9WmC6VSlU%2B1qxZI8Z07NhRafp//vMfhflkZGRg1KhRsLW1hZOTE%2BbMmYOSkhKFmFOnTqF3796wsbFBp06dsHXrVqV8N2/eDDc3N9jY2KB37944ffq0wvTi4mLMnj0bTk5OsLW1xejRo3Hv3r03XU1EREREb6xGi74nT57AwcEBCxYsUDn97NmzCo/IyEhIJBL07dtXIS40NFQhLjg4WJxWVlaGkSNH4smTJ4iLi0N0dDQOHjyIiIgIMSYtLQ3%2B/v7o0KEDjhw5gsDAQISFheHAgQNizL59%2BxAeHo6goCAcOXIEHTp0wIgRI5CRkSHGzJ07F4cOHUJ0dDTi4uJQWFiIUaNGoaysTFOrjIiIiKhKavQ%2BfV5eXvDy8qpwupmZmcLzI0eOwN3dHc2aNVNor1%2B/vlKsXHx8PK5evYo///wTFhYWAICwsDCEhIRg%2BvTpMDQ0RGxsLKRSqVgItmzZEufPn8fatWvRr18/AMCGDRswdOhQDBs2DAAQERGB%2BPh4bN26FTNmzEBBQQF27tyJFStWoFu3bgCAlStXon379jhx4gQ8PT3VX0FEREREGvLOnNOXlZWFX375BX5%2BfkrToqOj4ejoiA8%2B%2BAArVqxQGLpNTk6Gvb29WPABgIeHB4qLi5GSkiLGeHh4KMzT09MTKSkpKC0tRUlJCVJSUpRiPDw8kJSUBABi7IsxFhYWsLe3F2NUKS4uxuPHjxUeRERERJr2zvwix65du1C/fn306dNHoX3MmDFo3bo1jI2Nce7cOSxatAjp6elYunQpgOfFoqmpqcJrGjRoAD09PWRlZQEAMjMz0bhxY4WYxo0b49mzZ3j06BEEQUBZWZnKmMzMTHE5enp6aNCggUKMqampGKPKqlWrEBkZKT4vLy%2BvzOogIiIiUss7U/Tt3LkTPj4%2BMDAwUGgPCAgQ/%2B/g4ABjY2MEBARg5syZaNiwIQBAIpEozU8QBIV2VTHydkEQVMa8PA9VXhczadIkhfdQUFCAJk2avHKeREREROp6J4Z3T58%2BjRs3bqgc2n2Zi4sLAOD27dsAVPe05eXlobS0VOy5MzMzE3v95LKzs6GrqwsTExM0bNgQOjo6SjE5OTliL6KpqSlKSkqQl5enNJ%2BXexpfpK%2BvD0NDQ4UHERERkaa9E0Xfjh074OzsDEdHx9fGXrz4/Eepzc3NAQCurq5ITU3Fw4cPxZj4%2BHjo6%2BvD2dlZjElISFCYT3x8PJydnVG7dm3o6enB2dlZKSbIn5b2AAAgAElEQVQhIQHt2rUDADH2xZiHDx8iNTVVjCEiIiKqKTU6vFtYWIhbt26Jz9PS0nDx4kWYmJhAKpUCAB4/foyffvoJYWFhSq9PSkrCmTNn4O7uDiMjI5w7dw7z5s1Dr169xNd7eHjAzs4OQUFBmDNnDnJzczF//nwMGzZM7FXz9/fHpk2bEB4ejuHDhyM5ORk7d%2B7E6tWrxWWNGzcOwcHBaNOmDVxdXbFt2zZkZGTA398fAGBkZIShQ4ciIiICJiYmMDExQUREBGQyGbp27Vpt65CIiIioMmq06Dt//jx8fX3F5/PmzQMA%2BPr6Yvny5QCe3x9PEAQMGDBA6fX6%2BvrYv38/oqKiUFJSAqlUimHDhmHixIlijI6OjnhbFW9vbxgYGMDHxwdz5swRY6ysrBAbG4vw8HBs2bIF5ubmiIiIEG/XAgDe3t7Izc1FVFQUMjMzYW9vj9jYWIXz78LDw6Grq4sJEybg6dOn6NKlC6KioqCjo6O5lUZERERUBRJBfpUCvRUKCgpgbGyM/Px8GBkZ1XQ6RET0Fjh856JG5tO7mZNG5kPK3oXv73finD4iIiIiejMs%2BoiIiIi0AIs%2BIiIiIi3Aoo%2BIiIhIC7DoIyIiItICLPqIiIiItACLPiIiIiItwKKPiIiISAuw6CMiIiLSAiz6iIiIiLQAiz4iIiIiLcCij4iIiEgLsOgjIiIi0gIs%2BoiIiIi0AIs%2BIiIiIi3Aoo%2BIiIhIC7DoIyIiItICLPqIiIiItACLPiIiIiItwKKPiIiISAuw6CMiIiLSAiz6iIiIiLQAiz4iIiIiLcCij4iIiEgLsOgjIiIi0gIs%2BoiIiIi0AIs%2BIiIiIi3Aoo%2BIiIhIC7DoIyIiItICLPqIiIiItACLPiIiIiItwKKPiIiISAuw6CMiIiLSAiz6iIiIiLQAiz4iIiIiLcCij4iIiEgLsOgjIiIi0gI1WvQlJiZi1KhRcHFxgVQqxeHDhxWmT548GVKpVOHx0UcfKcQUFxdj9uzZcHJygq2tLUaPHo179%2B4pxGRkZGDUqFGwtbWFk5MT5syZg5KSEoWYU6dOoXfv3rCxsUGnTp2wdetWpXw3b94MNzc32NjYoHfv3jh9%2BrTauRARERHVhBot%2Bp48eQIHBwcsWLCgwpju3bvj7Nmz4iM2NlZh%2Bty5c3Ho0CFER0cjLi4OhYWFGDVqFMrKygAAZWVlGDlyJJ48eYK4uDhER0fj4MGDiIiIEOeRlpYGf39/dOjQAUeOHEFgYCDCwsJw4MABMWbfvn0IDw9HUFAQjhw5gg4dOmDEiBHIyMiodC5ERERENUW3Jhfu5eUFLy%2BvV8bo6enBzMxM5bSCggLs3LkTK1asQLdu3QAAK1euRPv27XHixAl4enoiPj4eV69exZ9//gkLCwsAQFhYGEJCQjB9%2BnQYGhoiNjYWUqlULARbtmyJ8%2BfPY%2B3atejXrx8AYMOGDRg6dCiGDRsGAIiIiEB8fDy2bt2KGTNmVCoXIiIiopry1p/Td%2BrUKTg7O6NLly6YOnUqsrOzxWkpKSkoLS2Fh4eH2GZhYQF7e3skJSUBAJKTk2Fvby8WfADg4eGB4uJipKSkiDEvzgMAPD09xfmXlJQgJSVFKcbDw0NcTmVyISIiIqopNdrT9zrdu3fHRx99hCZNmiAtLQ1LlizB4MGDcejQIejr6yMrKwt6enpo0KCBwutMTU2RmZkJAMjKyoKpqanC9AYNGkBPTw9ZWVkAgMzMTDRu3FghpnHjxnj27BkePXoEQRBQVlamMubF5bwuF1WKi4sVzi98/PhxZVYNERERkVre6qLP29tb/L9MJkObNm3QsWNH/PLLL%2Bjbt2%2BFrxMEARKJRHz%2B4v/ViZG3C4KgMubleVQml5etWrUKkZGR4vPy8vJXzo%2BIiIioKt764d0XmZubQyqV4tatWwCe96KVlJQgLy9PIS47O1vs3VPV05aXl4fS0lKx587MzEzs9XtxHrq6ujAxMUHDhg2ho6OjFJOTk6OwnNflosqkSZNw5coV8cGhYCIiIqoO71TR9%2BjRI9y/f1%2B8sMPZ2Rm1a9dGQkKCGPPw4UOkpqaiXbt2AABXV1ekpqbi4cOHYkx8fDz09fXh7Owsxrw4D3mMfP56enpwdnZWiklISBCXU5lcVNHX14ehoaHCg4iIiEjTanR4t7CwUOy1A57fOuXixYswMTFBgwYNsGzZMvTt2xfm5uZIT0/Hl19%2BCRMTE/Tp0wcAYGRkhKFDhyIiIgImJiYwMTFBREQEZDIZunbtCuD5xRZ2dnYICgrCnDlzkJubi/nz52PYsGFigeXv749NmzYhPDwcw4cPR3JyMnbu3InVq1eLuY0bNw7BwcFo06YNXF1dsW3bNmRkZMDf37/SuRARERHVlBot%2Bs6fPw9fX1/x%2Bbx58wAAvr6%2BWLRoEa5cuYLdu3ejoKAAZmZmcHd3x5o1a1C/fn3xNeHh4dDV1cWECRPw9OlTdOnSBVFRUdDR0QEA6OjoiLdV8fb2hoGBAXx8fDBnzhxxHlZWVoiNjUV4eDi2bNkCc3NzREREiLdrAZ6fX5ibm4uoqChkZmbC3t4esbGxaNKkSaVzISIiIqopEkF%2BlQK9FQoKCmBsbIz8/HwYGRnVdDpERPQWOHznokbm07uZk0bmQ8rehe/vd%2BqcPiIiIiKqGhZ9RERERFqARR8RERGRFmDRR0RERKQFWPQRERERaQEWfURERERagEUfERERkRZg0UdERESkBVj0EREREWkBFn1EREREWoBFHxEREZEWYNFHREREpAVY9BERERFpARZ9RERERFqARR8RERGRFmDRR0RERKQFWPQRERERaQEWfURERERagEUfERERkRZg0UdERESkBVj0EREREWkBFn1EREREWkC3phMgIiKif8bhOxc1Mp/ezZw0Mh/6Z7Gnj4iIiEgLsOgjIiIi0gIs%2BoiIiIi0AIs%2BIiIiIi3Aoo%2BIiIhIC7DoIyIiItICLPqIiIiItACLPiIiIiItwKKPiIiISAuw6CMiIiLSAiz6iIiIiLQAiz4iIiIiLcCij4iIiEgLsOgjIiIi0gIs%2BoiIiIi0QI0WfYmJiRg1ahRcXFwglUpx%2BPBhcVppaSkWLlyIHj16wNbWFi4uLggKCsKDBw8U5tGxY0dIpVKFx3/%2B8x%2BFmIyMDIwaNQq2trZwcnLCnDlzUFJSohBz6tQp9O7dGzY2NujUqRO2bt2qlO/mzZvh5uYGGxsb9O7dG6dPn1aYXlxcjNmzZ8PJyQm2trYYPXo07t2796ariYiIiOiN1WjR9%2BTJEzg4OGDBggVK04qKinDhwgUEBwfj8OHD2LBhA27evIl//etfSrGhoaE4e/as%2BAgODhanlZWVYeTIkXjy5Ani4uIQHR2NgwcPIiIiQoxJS0uDv78/OnTogCNHjiAwMBBhYWE4cOCAGLNv3z6Eh4cjKCgIR44cQYcOHTBixAhkZGSIMXPnzsWhQ4cQHR2NuLg4FBYWYtSoUSgrK9PUKiMiIiKqEt2aXLiXlxe8vLxUTjMyMsLOnTsV2hYsWIB%2B/fohIyMDUqlUbK9fvz7MzMxUzic%2BPh5Xr17Fn3/%2BCQsLCwBAWFgYQkJCMH36dBgaGiI2NhZSqVQsBFu2bInz589j7dq16NevHwBgw4YNGDp0KIYNGwYAiIiIQHx8PLZu3YoZM2agoKAAO3fuxIoVK9CtWzcAwMqVK9G%2BfXucOHECnp6eVV9RRERERG/onTqnr6CgABKJBEZGRgrt0dHRcHR0xAcffIAVK1YoDN0mJyfD3t5eLPgAwMPDA8XFxUhJSRFjPDw8FObp6emJlJQUlJaWoqSkBCkpKUoxHh4eSEpKAgAx9sUYCwsL2NvbizFERERENaVGe/rU8fTpUyxatAg%2BPj4wNDQU28eMGYPWrVvD2NgY586dw6JFi5Ceno6lS5cCALKysmBqaqowrwYNGkBPTw9ZWVkAgMzMTDRu3FghpnHjxnj27BkePXoEQRBQVlamMiYzM1Ncjp6eHho0aKAQY2pqKsaoUlxcrFCkPn78uLKrhIiIiKjS3omir7S0FBMnTkR5ebnSRRoBAQHi/x0cHGBsbIyAgADMnDkTDRs2BABIJBKleQqCoNCuKkbeLgiCypiX56HK62JWrVqFyMhI8Xl5efkr50dERERUFWoP72ZkZChckXr27FmEhYVh27ZtGk1MrrS0FBMmTEBaWhp27Nih0MuniouLCwDg9u3bAFT3tOXl5aG0tFTsuTMzMxN7/eSys7Ohq6sLExMTNGzYEDo6OkoxOTk5Yi%2BiqakpSkpKkJeXpzSfl3saXzRp0iRcuXJFfHAomIiIiKqD2kXfpEmTcPLkSQDPh0X9/Pxw7tw5fPnll4iKitJocvKC79atW/juu%2B/EnrtXuXjxIgDA3NwcAODq6orU1FQ8fPhQjImPj4e%2Bvj6cnZ3FmISEBIX5xMfHw9nZGbVr14aenh6cnZ2VYhISEtCuXTsAEGNfjHn48CFSU1PFGFX09fVhaGio8CAiIiLSNLWHd1NTU9G2bVsAwI8//gh7e3vs27cP8fHx%2BPe//42QkJBKz6uwsBC3bt0Sn6elpeHixYswMTGBubk5AgICcOHCBWzZsgVlZWVij538nLykpCScOXMG7u7uMDIywrlz5zBv3jz06tVLvLrXw8MDdnZ2CAoKwpw5c5Cbm4v58%2Bdj2LBhYoHl7%2B%2BPTZs2ITw8HMOHD0dycjJ27tyJ1atXi7mNGzcOwcHBaNOmDVxdXbFt2zZkZGTA398fwPOrjYcOHYqIiAiYmJjAxMQEERERkMlk6Nq1q7qrmYiIiEij1C76SktLoa%2BvDwA4ceIEevXqBQCwtbV95QULqpw/fx6%2Bvr7i83nz5gEAfH19MWXKFBw9ehQAxGXI7dq1C%2B7u7tDX18f%2B/fsRFRWFkpISSKVSDBs2DBMnThRjdXR0xNuqeHt7w8DAAD4%2BPpgzZ44YY2VlhdjYWISHh2PLli0wNzdHRESEeLsWAPD29kZubi6ioqKQmZkJe3t7xMbGokmTJmJMeHg4dHV1MWHCBDx9%2BhRdunRBVFQUdHR01FovRERERJomEeRXKVTSRx99BHd3d/To0QPDhg3D/v374ejoiOTkZAQEBCA5Obm6ctUKBQUFMDY2Rn5%2BvtKtaYiISDsdvnOxplNQ0LuZU02n8NZ5F76/1T6nb%2BbMmdi2bRsGDRoEb29vODo6AgCOHj2K999/X%2BMJEhEREdGbU3t4193dHRcuXMDjx48V7kk3YsQI1KlTR6PJEREREZFmVOkXOQRBQEpKCmJjY/H3338DAGrXrs2ij4iIiOgtpXZP3927dzF8%2BHBkZGSgpKQE3bp1Q/369REdHY3i4mJ89dVX1ZEnEREREb0BtXv6wsLC4OzsjEuXLsHAwEBs79OnD3777TeNJkdEREREmqF2T98ff/yBuLg46OnpKbQ3adIEDx480FhiRERERKQ5avf0CYKg8vdh79%2B/j/r162skKSIiIiLSLLWLvq5duyImJkZ8LpFIUFhYiKVLl8LLy0ujyRERERGRZqg9vBseHg5fX194enqiuLgYn3/%2BOW7duoWGDRsiOjq6OnIkIiL6R2nqZsi8iTG9TdQu%2BiwsLHD06FHs378fKSkpKC8vh5%2BfH3x8fHjLFiIiIqK3lNpFHwDUqVMHQ4YMwZAhQzSdDxERERFVA7XP6fv%2B%2B%2B9x7Ngx8fmCBQvQqlUr9O/fH3fv3tVockRERESkGWoXfStXrhTvz5eUlIRNmzZh1qxZaNiwIcLDwzWdHxERERFpgNrDu/fu3YO1tTUA4MiRI%2BjXrx9GjBiB9u3bY9CgQRpPkIiIiIjenNo9ffXq1UNubi4AID4%2BHl27dgUA6Ovr4%2BnTp5rNjoiIiIg0Qu2evm7duiE0NBROTk64efMmevToAQC4evUqmjZtqvEEiYiIiOjNqd3Tt3DhQri6uiInJwcbNmxAw4YNAQApKSnw9vbWeIJERERE9ObU7ukzNjbGwoULldpDQ0M1khARERERaV6V7tMHAEVFRcjIyEBJSYlCu4ODwxsnRURERESapXbRl5OTg8mTJ%2BP48eMqp6enp79pTkRERESkYWqf0zd37lwUFBTgxx9/hIGBAb799lssX74c1tbW2LRpU3XkSERERERvSO2evt9//x0bN25E27ZtUatWLUilUnTr1g2GhoZYtWoVevbsWR15EhEREdEbULun78mTJ2jcuDEAoEGDBnj06BEAQCaT4cKFC5rNjoiIiIg0Qu2ir0WLFrhx4wYAwNHREbGxsbh//z5iY2Nhbm6u8QSJiIiI6M2pPbw7duxYPHz4EADwxRdfYNiwYdi7dy/09PQQGRmp8QSJiIiI6M2pXfQNHDhQ/L%2BTkxNOnz6N69evQyqVijdqJiIiIqK3S5Xv0wcAgiDAwMAArVu31lQ%2BRERERFQN1D6nDwB27NgBLy8v2NjYwMbGBl5eXti%2BfbumcyMiIiIiDVG7p2/x4sXYsGEDPv30U7i6ugIAkpOTER4ejvT0dEyfPl3jSRIRERHRm1G76Nu6dSuWLFmCAQMGiG29evVCq1atMHv2bBZ9RERERG8htYd3y8vL4ezsrNTeunVrlJWVaSQpIiIiItIstYu%2BgQMHYuvWrUrt3377LXx8fDSSFBERERFpVqWGd8PDw8X/SyQS7NixAwkJCXBxcQEAnDlzBvfu3cOgQYOqJUkiIiL633P4zkWNzKd3MyeNzOd/XaWKvosXFT8U%2BS1abt%2B%2BDQBo2LAhGjZsiNTUVM1mR0REREQaUamib/fu3dWdBxERERFVoyrdp4%2BIiIiI3i0s%2BoiIiIi0AIs%2BIiIiIi1Qo0VfYmIiRo0aBRcXF0ilUhw%2BfFhhuiAIWLZsGVxcXNCiRQsMGjRI6WKRvLw8BAYGQiaTQSaTITAwEPn5%2BQoxly9fxieffIIWLVrA1dUVUVFREARBIebAgQPw9PSEtbU1PD09cejQoWrJhYiIiKgmVKro%2B/DDD5GXlwcAiIqKQlFRkUYW/uTJEzg4OGDBggUqp0dHR2P9%2BvVYsGABDhw4AFNTU/j5%2BeHvv/8WYyZNmoRLly5h27Zt2LZtGy5duoSgoCBx%2BuPHj%2BHn5wdzc3McOHAA8%2BfPx9q1a7Fu3ToxJikpCZ999hk%2B%2BeQT/Pzzz/jkk08wYcIEnDlzRqO5EBEREdWUShV9169fx5MnTwAAkZGRKCws1MjCvby8MH36dPTt21dpmiAIiImJQVBQEPr27QuZTIbly5ejqKgIe/fuBQBcu3YNv/76K5YsWYJ27dqhXbt2WLx4MY4dO4br168DAPbs2YPi4mJERUVBJpOhb9%2B%2BCAwMxIYNG8TevpiYGHTr1g2BgYGwtbVFYGAgunTpgpiYGI3mQkRERFRTKnXLFgcHB3zxxRfo0KEDBEHA2rVrUa9ePZWxISEhGkksLS0NmZmZ8PDwENv09fXh5uaGpKQk%2BPv7Izk5GUZGRuJNogHA1dUVRkZGSE5Ohq2tLZKTk%2BHm5gZ9fX0xxtPTE4sWLUJ6ejqsrKyQnJyMcePGKSzfw8NDLPo0lYsqxcXFKCkpEZ8/fvy4imuMiIiIqGKVKvqioqKwbNkyHDt2DBKJBL/%2B%2Bit0dHSU4iQSicaKvszMTABA48aNFdpNTU1x9%2B5dMaZRo0ZKr23UqJH4%2BqysLDRt2lRhunyemZmZsLKyQlZWFkxNTZWWk5WVpdFcVFm1ahUiIyPF5%2BXl5RXGEhEREVVVpYo%2BW1tbrFmzBgDQpEkTfPfdd0oFUHWRSCQKzwVBUGh7ebqqGFXTX37t65ZTXblMmjQJAQEB4vOCggI0adKkwngiIiKiqqhU0fciec9WdTMzMwPwvKfO3NxcbM/OzhYLTjMzM2RnZyu99tGjR2LP3Ys9dnI5OTniNPm/L/fGvbwcTeSiir6%2BvsLQ88tXFRMRERFpQpVu2XL79m3Mnj0bQ4YMwdChQzFnzhzxd3g1xcrKCmZmZkhISBDbSkpKkJiYiHbt2gF4fs5cQUEBzp49K8acOXMGBQUFcHV1FWNOnz6tcN5cfHw8LCwsxGFfV1dXnDhxQmH5CQkJ4nI0lQsRERFRTVG76Dt%2B/Di6d%2B%2BOc%2BfOoVWrVrC3t8fZs2fh5eWlUBRVRmFhIS5evIiLFy8CeH7BxMWLF5GRkQGJRIKxY8di5cqVOHToEK5cuYKQkBDUqVMHPj4%2BAICWLVuie/fumDp1KpKTk5GcnIxp06ahZ8%2Be4oUTPj4%2B0NPTQ0hICK5cuYJDhw5h5cqVGDdunDjsOmbMGMTHx2P16tW4fv06Vq9ejRMnTmDs2LEAoLFciIiIiGqKRFBzPLFXr17w9PTEzJkzFdr/85//ID4%2BHkeOHKn0vE6ePAlfX1%2Bldl9fXyxfvhyCICAyMhLbtm1Dfn4%2B3n//fSxcuBAymUyMzc3NRVhYGI4ePSrmt2DBAhgbG4sxly9fxqxZs3Du3DkYGxvD398fISEhCufa/fTTT1i8eDHS0tLQrFkzpVvJaCqX1ykoKICxsTHy8/NhZGRU6dcREZHmHL5zUSPz6d3MSSPz0VQ%2BmvK2vS9N5fMm3oXvb7WLPhsbGxw7dgw2NjYK7Tdu3MAHH3yAmzdvajRBbfMubDRERP/r3rZihEXfq7Hoqxy1h3cbNmyIv/76S6n9r7/%2BUnnLEiIiIiKqeWpfvTt8%2BHBMnz4daWlpaNeuHSQSCf744w9ER0cr3HqEiIiIiN4eahd9kydPRr169bBu3TosWrQIAGBubo4vvvgCY8aM0XiCRERERPTm1C76JBIJAgICEBAQgL///hsAUL9%2BfY0nRkRERESao3bR9yIWe0RERETvhirdnJmIiIiI3i0s%2BoiIiIi0AIs%2BIiIiIi2gVtFXWlqKQYMG4caNG9WVDxERERFVA7WKvtq1ayM1NVXh58uIiIiI6O2n9vDuoEGDsHPnzurIhYiIiIiqidq3bCktLcWOHTuQkJAAZ2dn1K1bV2F6eHi4pnIjIiIiIg1Ru%2Bi7cuUKnJye/7DxzZs3FaZx2JeIiIjo7aR20bd79%2B7qyIOIiOh/zuE7F2s6BSJRlW/ZcuvWLRw/fhxFRUUAAEEQNJYUEREREWmW2kXfo0ePMHjwYHTt2hX%2B/v7IzMwEAISGhmLevHkaT5CIiIiI3pzaRV94eDhq166NP/74A3Xq1BHb%2B/fvj%2BPHj2syNyIiIiLSELXP6UtISMC3334LS0tLhXZra2vcvXtXY4kRERERkeao3dP35MkThR4%2BuUePHkFPT08jSRERERGRZqld9HXs2FHhCl6JRILy8nKsWbMG7u7uGk2OiIiIiDRD7eHdOXPmYNCgQUhJSUFpaSkWLFiAq1evIi8vD3FxcdWRIxERERG9IbV7%2Buzs7HDs2DG0bdsWXbt2RVFREfr06YMjR46gefPm1ZAiEREREb0ptXv6AMDMzAyhoaGazoWIiIiIqkmVir68vDzs3LkT165dg0Qiga2tLYYMGQITExNN50dEREREGqD28O6pU6fQqVMnfPPNN8jPz0deXh42btyITp064dSpU9WRIxERERG9IbV7%2BmbNmoWPP/4YixYtgo6ODgCgrKwMM2bMwKxZs/Df//5X40kSERER0ZtRu6fvzp07CAgIEAs%2BANDR0UFAQADu3Lmj0eSIiIiISDPULvqcnJxw/fp1pfbr16/DwcFBI0kRERERkWZVanj30qVL4v8//fRThIWF4fbt23BxcQEAnDlzBps3b8aMGTOqJ0siIiIieiMSQRCE1wU1adIEEokErwuVSCRIT0/XWHLaqKCgAMbGxsjPz4eRkVFNp0NEpJUO37lY0ym81Xo3c9LIfDS1njWVz5t4F76/K9XTl5iYWN15EBEREVE1qlTR16RJk%2BrOg4iIiIiqUZVuznz//n38%2BeefyMnJQXl5ucK0MWPGaCQxIiIiItIctYu%2B7777Dv/%2B979Ru3ZtmJiYQCKRiNMkEgmLPiIiIqK3kNpF35IlSzB58mQEBgaiVi217/hCRERERDVA7aqtqKgI3t7eLPiIiIiI3iFqV25%2Bfn746aefqiMXIiIiIqomag/vzpgxA6NGjcLx48chk8mgq6s4i/DwcE3lRkREREQaonZP39dff43jx48jKysLV65cwcWLF8XHX3/9pfEEO3bsCKlUqvSYOXMmAGDQoEFK0z777DOFeeTl5SEwMBAymQwymQyBgYHIz89XiLl8%2BTI%2B%2BeQTtGjRAq6uroiKilK6GfWBAwfg6ekJa2treHp64tChQwrTBUHAsmXL4OLighYtWmDQoEFITU3V%2BDohIiIiUpfaPX0bNmzAsmXLMGTIkOrIR8nBgwdRVlYmPr9y5Qr8/Pzw0UcfiW3Dhw9HaGio%2BNzAwEBhHpMmTcL9%2B/exbds2AMD06dMRFBSELVu2AAAeP34MPz8/uLu748CBA7h58yZCQkJQp04dTJgwAQCQlJSEzz77DFOnTkWfPn1w6NAhTJgwAXv37hV/ji46Ohrr169HVFQUbGxssGLFCvj5%2BSEhIQH169evnhVEREREVAlqF316enpo3759deSiUqNGjRSer1q1Cs2bN0enTp3ENgMDA5iZmal8/bVr1/Drr7/ixx9/FIuzxYsXo3///rh%2B/TpsbW2xZ88eFBcXIyoqCvr6%2BpDJZLh58yY2bNiA8ePHQyKRICYmBt26dUNgYCAAIDAwEImJiYiJiUF0dDQEQUBMTAyCgoLQt29fAMDy5cvRtm1b7N27F/7%2B/tWxeoiIiIgqRe3h3TFjxmDTpk3VkctrlZSUYM%2BePRgyZIjC/QH37t0LJycndO/eHREREfj777/FacnJyTAyMhILPgBwdXWFkZERkpOTxRg3Nzfo6%2BuLMZ6ennjw4IH4W8LJycno1q2bQj4eHh5ISkoCAKSlpSEzMxMeHh7idH19fbi5uYkxqhQXF%2BPx48cKDyIiIiJNU7un79y5c/j9999x7Ngx2NnZoXbt2grTY2JiNA006SwAAB%2B%2BSURBVJbcyw4fPoyCggIMHjxYbPPx8UHTpk1hZmaG1NRULFq0CJcuXcLOnTsBAJmZmUq9hcDzHsTMzEwAQFZWFpo2baowvXHjxuLrrayskJWVBVNTU4UYU1NTZGVliXEvvu7FmLt371b4nlatWoXIyEjx%2Bcu/cEJERESkCWoXfUZGRujTp0915PJaO3fuRPfu3WFhYSG2DR8%2BXPy/TCaDtbU1%2BvTpgwsXLqB169YAoNArKCcIgsr2F6e//NqX41XNozIxL5o0aRICAgLE5wUFBfytYyIiItI4tYu%2BqKio6sjjte7evYsTJ068tiexdevWqF27Nm7evInWrVvDzMwM2dnZSnGPHj0Se%2B5e7LGTy8nJEafJ/5X35sllZ2eLPXvycwqzsrJgbm6uMkYVfX19hWHll68YJiIiItKEd%2BZnNb777js0btwYPXr0eGVcamoqSktLxcLL1dUVBQUFOHv2rBhz5swZFBQUwNXVVYw5ffo0SkpKxJj4%2BHhYWFiIw76urq44ceKEwrISEhLQrl07AICVlRXMzMyQ8P/au/ugKuv8/%2BMvVhJrC9qQowOCIYhU3nKwyNkE1DVlZmsM3FJSyxDvwKTSdnTXddXNtBXdQLrRbc2YTN3V3THCm%2B6ArTRBM000WVPUWZcbk6MpknH9/vDn9e2EJtqRcw7X8zFzRs51fa7rvM9728uXn%2BuG4mJzfUNDg7Zu3WqOAQAAcJernumLi4v70dOVn3zyyU8q6FIaGxu1evVqDR8%2B3Olh0IcOHdL69es1YMAA3Xbbbfryyy81Z84cde/e3bzDuGvXrkpMTNS0adO0YMECSRce2TJo0CBFRkZKunBd4OLFi5WVlaXMzEx99dVXysnJ0dSpU83v%2BsQTTyg5OVlLly7V/fffr02bNqmkpETr16%2BXdOG0blpamnJychQeHq7w8HDl5OToxhtv1LBhw1zeEwBAUxsP73F3CYDHuurQl5aW5vT%2B/Pnz2rNnjz744IMmD0V2lZKSEh07dqzJswFvuOEG/fvf/9by5ct15swZBQcHa%2BDAgcrKylKbNm3McTk5OZo1a5ZGjhwpSRo8eLDmzZtnrvf399eqVas0c%2BZMJSUlKSAgQOnp6Ro/frw5pm/fvsrLy9PChQv1wgsvqHPnznrppZec7gqeNGmS6uvrNWPGDNXV1alPnz568803eUYfAABwOx/DRReRrVixQrt27XLbNX%2BthcPhUEBAgOrq6uTv7%2B/ucgDAqzDT1zKGdO7ukv246n8vV9XzU3jD398uu6YvMTFR77zzjqt2BwAAABdyWegrKCjQrbfe6qrdAQAAwIWu%2Bpq%2BwYMHO93IYRiGqqurVVtbq%2Beee86lxQEAAMA1rjr0DRkyxOm9j4%2BPAgMD1a9fP/NuWAAAAHiWqw59Tz311PWoAwAAANeR1zycGQAAANeu2TN9nTp1%2BtGHMksXTvVWVlb%2B5KIAAADgWs0OfX/9618vu660tFSvvfaaSwoCAACA6zU79N1///1NllVUVGj%2B/PnasmWLhg0bpunTp7u0OAAAALjGVd/IIUnHjx/XokWLtHbtWsXHx2vz5s2Kjo52dW0AAABwkasKfQ6HQzk5OXrttdd01113afXq1brnnnuuV20AAABwkWaHvry8PC1dulQ2m015eXmXPN0LAAAAz9Ts0Pfcc8%2BpXbt2uv3227V27VqtXbv2kuOWL1/usuIAAADgGs0OfSkpKVd8ZAsAAAA8U7ND35IlS65nHQAAwEtsPLzH3SXgGvAbOQAAACyA0AcAAGABhD4AAAALIPQBAABYAKEPAADAAgh9AAAAFkDoAwAAsABCHwAAgAUQ%2BgAAACyA0AcAAGABhD4AAAALIPQBAABYAKEPAADAAgh9AAAAFkDoAwAAsABCHwAAgAUQ%2BgAAACyA0AcAAGABhD4AAAALIPQBAABYAKEPAADAAgh9AAAAFkDoAwAAsACPDn2LFi1SSEiI06t3797mesMwtGjRIsXExCgiIkIpKSnav3%2B/0z5OnjypzMxMRUdHKzo6WpmZmaqrq3MaU15eruTkZEVERMhut2vx4sUyDMNpTEFBgRISEhQeHq6EhAQVFhY6rW9OLQAAAO7i0aFPkrp166adO3ear/fee89cl5eXp1dffVXz5s1TQUGBgoKCNGLECJ0%2Bfdock5GRob179yo/P1/5%2Bfnau3evpkyZYq4/deqURowYoQ4dOqigoEBz587Vyy%2B/rFdeecUcU1paqokTJyo5OVlbtmxRcnKyJkyYoB07dlxVLQAAAO7i8aGvTZs2stls5iswMFDShZm15cuXa8qUKUpKSlJ0dLSWLFmis2fPav369ZKkAwcO6IMPPtALL7yg2NhYxcbGauHChXr33XdVUVEhSVq3bp3OnTunxYsXKzo6WklJScrMzNSyZcvM2b7ly5erf//%2ByszMVGRkpDIzM/XLX/5Sy5cvb3YtAAAA7uTxoe%2Brr75STEyM4uLiNHHiRB0%2BfFiSVFlZqaqqKsXHx5tj/fz8FBcXp9LSUklSWVmZ/P39FRMTY46x2%2B3y9/dXWVmZOSYuLk5%2Bfn7mmISEBB0/flxHjhwxx/Tv39%2Bprvj4ePNzmlPL5Zw7d06nTp1yegEAALiar7sL%2BDF9%2BvTRX/7yF3Xp0kXV1dV68cUX9eCDD%2Br9999XVVWVJKl9%2B/ZO2wQFBeno0aOSpKqqKnNm8PsCAwPN7aurqxUaGuq0/uI%2Bq6qqFBYWpurqagUFBTX5nOrqanPclWq5nNzcXGVnZ5vvGxsbf3Q8AADAtfDo0DdgwADz5zvuuEOxsbHq16%2Bf1q5da87e%2Bfj4OG1jGIbTsh%2Buv9SYS63/4bZX%2BpzmjvmhjIwMpaenm%2B8dDoc6der0o9sAAABcLY8/vft9N910k6Kjo/XVV1/JZrNJkjnbdlFNTY0542az2VRTU9NkPydOnDBn7r4/Y3dRbW2tue7inxdn8y73OVeq5XL8/Px0yy23OL0AAABczatC37lz53TgwAF16NBBYWFhstlsKi4uNtc3NDRo69atio2NlXTh%2Bj2Hw6GdO3eaY3bs2CGHwyG73W6O2bZtmxoaGswxRUVF6tixo3na1263q6SkxKmW4uJi83OaUwsAAIA7eXTomzNnjj755BNVVlZqx44dSk9P1%2BnTpzV8%2BHD5%2BPgoLS1NOTk5Kiws1L59%2B5SVlaUbb7xRw4YNkyR17dpViYmJmjZtmsrKylRWVqbp06dr0KBBioyMlCQNGzZMbdu2VVZWlvbt26fCwkLl5ORo3Lhx5qnZJ554QkVFRVq6dKkqKiq0dOlSlZSUKC0tTZKaVQsAAIA7efQ1ff/97381efJknThxQoGBgYqJidGGDRvMa94mTZqk%2Bvp6zZgxQ3V1derTp4/efPNN3XzzzeY%2BcnJyNGvWLI0cOVKSNHjwYM2bN89c7%2B/vr1WrVmnmzJlKSkpSQECA0tPTNX78eHNM3759lZeXp4ULF%2BqFF15Q586d9dJLLzndFdycWgAAANzFx/jhr56AWzkcDgUEBKiurk7%2B/v7uLgcAvMrGw3vcXQLcYEjn7u4uwSv%2B/vbo07sAAABwDUIfAACABRD6AAAALIDQBwAAYAGEPgAAAAsg9AEAAFgAoQ8AAMACCH0AAAAWQOgDAACwAEIfAACABRD6AAAALIDQBwAAYAGEPgAAAAvwdXcBAABsPLzH3SUArR4zfQAAABZA6AMAALAAQh8AAIAFEPoAAAAsgNAHAABgAYQ%2BAAAACyD0AQAAWAChDwAAwAIIfQAAABZA6AMAALAAQh8AAIAFEPoAAAAsgNAHAABgAYQ%2BAAAACyD0AQAAWAChDwAAwAIIfQAAABZA6AMAALAAQh8AAIAFEPoAAAAswNfdBQAAvNfGw3vcXQKAZmKmDwAAwAIIfQAAABZA6AMAALAAjw59OTk5SkpKUlRUlHr27KmxY8eqoqLCaUxKSopCQkKcXhMnTnQac/LkSWVmZio6OlrR0dHKzMxUXV2d05jy8nIlJycrIiJCdrtdixcvlmEYTmMKCgqUkJCg8PBwJSQkqLCw0Gm9YRhatGiRYmJiFBERoZSUFO3fv9%2BFHQEAALg2Hh36tm7dqjFjxmjDhg1atWqVzp8/r5EjR%2BrMmTNO41JTU7Vz507ztWDBAqf1GRkZ2rt3r/Lz85Wfn6%2B9e/dqypQp5vpTp05pxIgR6tChgwoKCjR37ly9/PLLeuWVV8wxpaWlmjhxopKTk7VlyxYlJydrwoQJ2rFjhzkmLy9Pr776qubNm6eCggIFBQVpxIgROn369HXqEAAAQPP4GD%2BczvJgtbW16tmzp/7xj38oLi5O0oWZvjvvvFNz5sy55DYHDhxQQkKCNmzYoJiYGElSWVmZHnjgARUVFSkyMlKvv/66nn/%2BeX322Wfy8/OTJOXm5upvf/ubSktL5ePjowkTJuj06dPKz883952amqqAgADl5eXJMAzFxMQoLS1NkydPliSdO3dOvXv31owZMzRq1KhmfUeHw6GAgADV1dXJ39//mnsFAC2Bu3fhCYZ07u7uErzi72%2BPnun7IYfDIUm69dZbnZavX79e3bt3V2JioubMmeM0s1ZWViZ/f38z8EmS3W6Xv7%2B/ysrKzDFxcXFm4JOkhIQEHT9%2BXEeOHDHH9O/f3%2Blz4%2BPjVVpaKkmqrKxUVVWV4uPjzfV%2Bfn6Ki4szx1zKuXPndOrUKacXAACAq3nNc/oMw9Af//hH3X333YqOjjaXDxs2TKGhobLZbNq/f7/mz5%2BvvXv36q233pIkVVVVKTAwsMn%2BAgMDVVVVJUmqrq5WaGio0/r27dub24eFham6ulpBQUFOY4KCglRdXW2O%2B/523x9z9OjRy36v3NxcZWdnm%2B8bGxt/vBEAAADXwGtC38yZM1VeXq7169c7LU9NTTV/jo6OVnh4uIYOHardu3erR48ekiQfH58m%2BzMM45LLv7/%2Bh9v%2BcPyl9tGcMd%2BXkZGh9PR0873D4VCnTp0uOx4AAOBaeMXp3d/97nfavHmz1q5dq%2BDg4B8d26NHD91www06ePCgJMlms6mmpqbJuBMnTpgzd9%2BfsbuotrbWXHfxz4uzeRfV1NSYM3s2m02Smuzn%2B2Muxc/PT7fccovTCwAAwNU8OvQZhqGZM2eqsLBQa9asUVhY2BW32b9/v7799lt16NBB0oXr9xwOh3bu3GmO2bFjhxwOh%2Bx2uzlm27ZtamhoMMcUFRWpY8eO5mlfu92ukpISp88qLi5WbGysJCksLEw2m03FxcXm%2BoaGBm3dutUcAwAA4C4eHfpmzJihdevWKTc3VzfffLOqqqpUVVWls2fPSpIOHTqkxYsXa9euXTpy5Ijee%2B89jR8/Xt27d1ffvn0lSV27dlViYqKmTZumsrIylZWVafr06Ro0aJAiIyMlXbgusG3btsrKytK%2BfftUWFionJwcjRs3zjw1%2B8QTT6ioqEhLly5VRUWFli5dqpKSEqWlpUm6cFo3LS1NOTk5Kiws1L59%2B5SVlaUbb7xRw4YNc0P3AAAA/o9HP7IlJCTkksuzs7P18MMP69ixY5oyZYr27dunM2fOKDg4WAMHDlRWVpZ%2B8YtfmOO//vprzZo1S5s3b5YkDR48WPPmzVNAQIA5pry8XDNnztRnn32mgIAAjRo1SllZWU7X47399ttauHChKisr1blzZz377LNKSkoy1xuGoezsbOXn56uurk59%2BvTRn/70J6cbT67EG275BoCLeGQLPAGPbGkejw59VuQN/9EAwEWEPngCQl/zePTpXQAAALgGoQ8AAMACCH0AAAAWQOgDAACwAEIfAACABRD6AAAALIDQBwAAYAGEPgAAAAsg9AEAAFgAoQ8AAMACfN1dAACg5fHr0wDrYaYPAADAAgh9AAAAFkDoAwAAsABCHwAAgAUQ%2BgAAACyA0AcAAGABhD4AAAALIPQBAABYAKEPAADAAgh9AAAAFkDoAwAAsABCHwAAgAUQ%2BgAAACyA0AcAAGABhD4AAAALIPQBAABYgK%2B7CwAANN/Gw3vcXQIAL8VMHwAAgAUQ%2BgAAACyA0AcAAGABhD4AAAALIPQBAABYAKEPAADAAgh9AAAAFkDoAwAAsABCHwAAgAUQ%2Bq6DFStWKC4uTl26dNGQIUO0bds2d5cEAAAsjtDnYv/61780e/ZsTZkyRZs2bdLdd9%2BtRx99VMeOHXN3aQAAwMIIfS62bNkyPfLIIxo5cqS6du2qOXPmKDg4WCtXrnR3aQAAwMJ83V1Aa9LQ0KDPP/9ckydPdloeHx%2Bv0tJSN1UF4KfYeHiPu0sAAJcg9LnQiRMn9N1336l9%2B/ZOy9u3b6%2BqqqpLbnPu3Dk1NDSY7x0Oh9OfAK7Nlsq97i4BQAvxhL8zL9ZgGIabK7k8Qt914OPj4/TeMIwmyy7Kzc1Vdna2%2Bf78%2BfOSpNDQ0OtXIAAAuC5qa2sVEBDg7jIuidDnQrfddpvatGmj6upqp%2BW1tbUKCgq65DYZGRlKT0833zscDsXExKisrEz%2B/v7Xtd7W7NSpU4qNjVVpaaluueUWd5fj1eil69BL16CPrkMvXcfhcMhutyswMNDdpVwWoc%2BF2rZtq549e6q4uFhDhw41lxcXF%2Bv%2B%2B%2B%2B/5DZ%2Bfn7y8/NzWubr66uAgAD%2BD/gT%2BPj46Gc/%2B5n8/f3p409EL12HXroGfXQdeuk6Pj4%2B8vX11c9%2B5rn3yBL6XGzcuHF68skn1atXL9ntduXn5%2BvYsWMaNWqUu0sDAAAWRuhzsQcffFBff/21Fi9erKqqKnXr1k1vvPGGOnXq5O7SAACAhbWZPXv2bHcX0dr07t1b48aN09SpU/Xoo49edeBr06aN7r33Xvn6ksl/CvroOvTSdeila9BH16GXruPpvfQxPPneYgAAALiE515tCAAAAJch9AEAAFgAoQ8AAMACCH0AAAAWQOjzEFu3btWYMWMUExOjkJAQbdy40d0leYUr9c0wDC1atEgxMTGKiIhQSkqK9u/f76ZqPYcr%2Bnby5EllZmYqOjpa0dHRyszMVF1dXUt%2BDbdoqd6Vl5crOTlZERERstvtWrx4sUf/Ts8r8aS%2BFRQUKCEhQeHh4UpISFBhYeH1%2BdIu4E1987TjbWvrnUuOuQY8wnvvvWc8//zzRkFBgREcHGwUFha6uySvcKW%2B5ebmGlFRUUZBQYFRXl5uTJgwwejTp49x6tQpN1XsGVzRt9TUVGPAgAHG9u3bje3btxsDBgwwRo8e3dJfpcW1RO8cDofRq1cvY%2BLEiUZ5eblRUFBgREVFGS%2B99FKLfU9X85S%2Bbd%2B%2B3QgNDTVefPFF48CBA8aLL75ohIWFGWVlZde/CdfAm/rmacfb1tY7VxxzCX0eiNB3bX7Yt8bGRqN3795Gbm6uuay%2Bvt6Ijo42Vq5c6Y4SPdK19O3LL780goODnQ5apaWlRnBwsHHgwIGWK97NrlfvVqxYYURHRxv19fXmmJycHCMmJsZobGy83l/runNn38aPH2%2BkpqY61TNy5Ehj4sSJrv%2BiLubJffP04623985Vx1xO76LVqqysVFVVleLj481lfn5%2BiouLU2lpqRsr82zN6VtZWZn8/f0VExNjjrHb7fL391dZWVmL1%2BwpXNW7srIyxcXFOf1e7oSEBB0/flxHjhxpoW/Tclqyb2VlZerfv7/T58fHx3vlMcGT%2BuZtx1tv652rjrmEPrRaVVVVkqT27ds7LQ8KClJ1dbU7SvIKzelbVVWVAgMDm2wbGBhobm9FrupddXW1goKCnNZf3Gdr7G9L9u1SY7z1mOBJffO246239c5Vx1xCH1o9Hx8fp/eGYTRZhqau1LdL9ZDeXnA9emf8/wvDW3N/W6pvre2Y4El987beelPvXHHMJfSh1bLZbJLU5F%2BZNTU1Tf5Fhf/TnL7ZbDbV1NQ02fbEiRNN/kVrJa7q3aVmR2pra811rU1L9i0oKKjJzIi3HhM8qW/edrz1tt656phL6EOrFRYWJpvNpuLiYnNZQ0ODtm7dqtjYWDdW5tma0ze73S6Hw6GdO3eaY3bs2CGHwyG73d7iNXsKV/XObrdr27ZtamhoMMcUFRWpY8eOCg0NbaFv03Jasm92u10lJSVOn19cXOyVxwRP6pu3HW%2B9rXcuO%2BY2%2B5YPXFenT582du/ebezevdsIDg42XnnlFWP37t3G0aNH3V2aR7tS33Jzc43o6GjjnXfeMcrLy41JkybxyBbDNX1LTU01Bg4caJSWlhqlpaXGwIEDLfHIlpboXV1dndGrVy9j0qRJRnl5ufHOO%2B8Y3bp18%2BpHtnhK3z799FMjNDTUyM3NNQ4cOGDk5uZ69CNbvKlvnna8bW29c8Uxl9DnIT766CMjODi4yevJJ590d2ke7Up9a2xsNP785z8bvXv3NsLDw42HHnrIKC8vd3PV7ueKvp04ccLIyMgwoqKijKioKCMjI8M4efKkO75Oi2qp3u3du9cYNmyYER4ebvTu3dtYtGiRVz%2BuxZP6tmHDBuO%2B%2B%2B4zOnfubPTv398oKCi4vl/%2BJ/Cmvnna8ba19c4Vx1wfw/DiR7wDAACgWbimDwAAwAIIfQAAABZA6AMAALAAQh8AAIAFEPoAAAAsgNAHAABgAYQ%2BAAAACyD0AYCL3HPPPVq2bNll10%2BdOlVjx45twYou78iRIwoJCdGePXvcXQqAFkLoA9BqTJ06VSEhIQoJCVFYWJj69u2r3/72tzp58qS7S3MrTwqbANzH190FAIArJSYmKjs7W%2BfPn9eBAwf01FNPyeFwKC8vz92lAYBbMdMHoFVp27atbDabgoODFR8frwceeEBFRUVOYxwOh6ZPn66ePXuqW7duGj58uL744gtz/aFDh/T444%2BrV69e6tq1q5KSklRcXOy0j5qaGo0ZM0YRERGKi4vTunXrrrpWwzCUl5ene%2B%2B9VxERERo0aJDefvttc/3HH3%2BskJAQlZSUaOjQoYqIiNADDzygiooKp/0sWbJEPXv2VFRUlJ555hk999xz%2BtWvfiVJWrRokdauXatNmzaZs6Aff/yxuW1lZaVSUlLMzy8tLb3q7wHAOxD6ALRahw8f1ocffqgbbrjBXGYYhkaPHq2qqiq98cYbKiwsVI8ePfTwww/r66%2B/liR98803GjBggN566y1t2rRJ8fHxevzxx3Xs2DFzP1lZWTp69KhWr16tV199Va%2B//rpqamquqr4FCxZo9erVmj9/vt5//32NGzdOU6ZM0SeffNJk3KxZs1RYWChfX189/fTT5rp169YpJydHM2fOVGFhoUJCQrRy5Upz/YQJE/TrX/9aiYmJ2rlzp3bu3KnY2FinfU%2BYMEGbN29Wly5dNHnyZJ0/f/6qvgcA78DpXQCtyrvvvquuXbuqsbFR9fX1kqQ//OEP5vqPPvpI%2B/bt065du%2BTn5ydJmjVrljZt2qSCggI9%2Buijuuuuu3TXXXeZ2zz77LPauHGjNm/erMcff1z/%2Bc9/9P7772vDhg2KiYmRdGFGLT4%2Bvtl1njlzRsuWLdPq1avNENa5c2dt375d%2Bfn5uvfee50%2B/%2BL7yZMna/To0aqvr1e7du302muv6ZFHHtHDDz8s6UIYLSoq0jfffCNJ%2BvnPf6527dqpoaFBNputSR0TJkzQoEGDJEnPPPOMEhMTdejQIUVGRjb7uwDwDoQ%2BAK1Kv379NH/%2BfJ09e1arVq3SwYMHnW5i2L17t7755ht1797dabv6%2BnodPnxY0oVAlp2drXfffVf/%2B9//dP78edXX15szfRUVFfL19VWvXr3M7SMjIxUQENDsOr/88kvV19drxIgRTsu//fbbJrXdeeed5s8dOnSQJNXW1iokJEQHDx7UmDFjnMb37t1bH330UbPquOOOO8yfL4bCmpoaQh/QChH6ALQqN910k8LDwyVJc%2BfOVUpKirKzszV9%2BnRJUmNjo2w2m/7%2B97832fZiaJs7d66Kior0%2B9//XrfffrvatWun9PR0NTQ0SLpwiliSfHx8rrnOxsZGSdLKlSvVsWNHp3Vt27Z1eu/r2/RQfXH7S9Vxsb7m%2BP6%2BL%2B7n%2B/sG0HoQ%2BgC0ak899ZRGjRql0aNHq2PHjurRo4eqq6vl6%2Bur0NDQS27z6aefavjw4Ro6dKikC9f4HT161FwfGRmp8%2BfPa9euXerTp4%2BkC7N/dXV1za4rKipKfn5%2BOnbsmNOp3KvVpUsXffbZZ0pJSTGXff75505j2rZtq%2B%2B%2B%2B%2B6aPwNA68CNHABatX79%2BikqKko5OTmSpPvuu092u11jx47Vhx9%2BqCNHjmj79u1asGCBdu3aJUm6/fbbVVhYqD179uiLL77Q5MmTnWa/IiMjlZiYqGnTpmnHjh36/PPPNW3aNLVr167Zdd18880aP368Zs%2BerTVr1ujQoUPas2ePVqxYoTVr1jR7P2PHjtWqVau0Zs0aHTx4UEuWLFF5ebnT7F%2BnTp1UXl6uiooKnThxQt9%2B%2B22z9w%2Bg9SD0AWj10tPT9eabb%2BrYsWPy8fHRG2%2B8obi4OD399NO67777NGnSJB09elTt27eXJM2ePVsBAQF68MEH9dhjjykhIUE9evRw2md2draCg4OVkpKitLQ0paammts31/Tp05WVlaXc3FwlJCRo5MiR2rJli8LCwpq9j4ceekgZGRmaO3euhgwZoiNHjug3v/mNeZOKJKWmpioiIkJJSUnq0aOHtm/fflV1AmgdfIyrufgDAODxHnnkEQUFBZmzmwAgcU0fAHi1s2fPauXKlUpISFCbNm30z3/%2BUyUlJVq1apW7SwPgYZjpAwAvdvbsWT322GPas2ePzp07p4iICD355JNKSkpyd2kAPAyhDwAAwAK4kQMAAMACCH0AAAAWQOgDAACwAEIfAACABRD6AAAALIDQBwAAYAGEPgAAAAsg9AEAAFgAoQ8AAMAC/h/S55gc7Ke34wAAAABJRU5ErkJggg%3D%3D">
+
+<br>
+<br>
+<br>
+<br>
+
+<h3 id="Yield_by_length">Yield by length</h3>
+<img 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2LVqlVwcHCAg4MDVq1ahV69emHo0KEG/gsQERFRa9eqkq%2BxY8eipKQEcXFxyM/PR8%2BePbFnzx54eHgAAHJzc2Fm9udgXkhICOLj47F%2B/Xps2LABnp6e2L59OwIDA1V9vv/%2BeyxatEj1ffbs2QCARYsWYfHixQCAlStXwsLCArNmzUJNTQ0effRRxMXFwdzc3BCPTURERCakVdX5aq1Y54uIiKj1afN1voiIiIhMAZMvIiIiIgNi8kVERERkQEy%2BiIiIiAyIyRcRERGRATH5IiIiIjIgJl9EREREBsTki4iIiMiAmHwRERERGRCTLyIiIiIDYvJFREREZEBMvoiIiIgMiMkXERERkQEx%2BSIiIiIyIIsHOSklJQUnTpxAUVERFAqF2rHY2FidBEZERERkikQnX7GxsYiLi0P//v3h4uICiUSij7iIiIiITJLo5GvPnj2Ii4tDdHS0PuIhIiIiMmmi13zJ5XIEBwfrIxYiIiIikyc6%2BZo8eTISEhL0EQsRERGRydNq2nHlypWqf1YoFPjss89w4sQJ%2BPn5wcLCosm%2BRERERKROq%2BTr/Pnzat979%2B4NAMjMzNR9REREREQmTKvk66uvvtJ3HERERERtgug1X4sWLUJFRYVGe1VVFRYtWqSToIiIiIhMlejka//%2B/aipqdFor6mp4QgZERER0X1oXeervLwcgiBAEARUVFTA2tpadayhoQHHjh2Ds7OzXoIkIiIiMhVaJ19%2Bfn6QSCSQSCQYOnSoxnGJRILFixfrNDgiIiIiU6N18rV//34IgoDnnnsOO3fuRMeOHVXHLC0t4eHhgU6dOuklSCIiIiJToXXyNXjwYABAamoq3N3duacjERER0QMQvbdjWVkZysrKNNolEgmsra3h7u6uth6M9Gta0g6U1N15ASLQqQveHjzOyBERERFRcySCIAhiTvDw8Gh21MvS0hKjR4/GunXr0K5du4cO0BSUlZWhQ4cOKC0thb29vc6ue3fipWQBIGHUPJ3dg4iIqK3S1%2B%2B36FITH330Eby8vLB%2B/Xp8//33SEpKwvr16%2BHj44OtW7di48aNOHnyJNavX6%2BzIKlx9yZeAFAPYHLiB4YPhoiIiLQietrx/fffx6pVqxAeHq5q6927Nzp37owNGzbg8OHDaN%2B%2BPVatWoU333xTl7HSPRws2zWagJU3yPHj9Yt4vGtvI0RFREREzRE98pWZmQkPDw%2BNdg8PD9Vej3369EFeXt7DR0fN%2BvvIlyCVNJ4/bzn3o4GjISIiIm2ITr6U04tyuVzVVldXh61bt8LHxwcAcOvWLchkMt1FSU36x1Oz4Wptq9FeDwV%2BvH7RCBERERFRc0RPO/7tb3/DCy%2B8gODgYFXh1T/%2B%2BAMNDQ349NNPAQDXrl3D9OnTdR4sNW7XEy9i9Hfva7TvuJjMqUciIqIWRvTbjgBQWVmJr7/%2BGv/9738hCAJ8fX0xbtw42NpqjsCQ/t6WuNtH54/jwNXfNNoP8c1HIiKiB6Kv3%2B8HSr5IHEMkXwAaHf16ult/xPiH6e2eREREpkpfv9%2Bipx0BICsrC6dOnUJhYSHuzd0WLlyok8BIvN4dO%2BPi7ZtqbQev/sbki4iIqAURPfL12WefYfny5XB0dIRMJlMruCqRSJCUlKTzIFs7Q418FVVX4C/HPtZo5%2BgXERGReC1m5Gvz5s1YunQp/vrXv%2BosCNINJ6ktwjp3x/Gb/1FrP3T1HJMvIiKiFkJ0qYnS0lKMGjVKH7GQDrwaFKXR1gABabeuGCEaIiIiupfo5GvUqFE4fvy4PmIhHelopbmn5id/nDBCJERERHQv0clXt27dsGHDBixYsAAffPABPvroI7WPvu3evRuhoaHw9vZGZGQkTp8%2B3Wz/w4cPIzw8HF5eXggPD0diYqLacUEQsGnTJgQGBsLHxwfR0dG4dOmSWp%2BsrCy88MIL8Pf3R8%2BePTF27FicPHlS58%2BmKy/0elSjLbuyxAiREBER0b1EJ1%2BfffYZbGxskJqait27d2Pnzp2qz65du/QRo8rBgwexcuVKzJs3D0lJSRg4cCCmTJmCnJycRvunpaXhlVdewfjx4/HDDz9g/PjxmDVrFjIyMlR94uPjsWPHDrzzzjs4fPgwZDIZJk2ahIqKClWfadOmob6%2BHv/4xz%2BQmJiIPn36YPr06cjPz9fr8z6ox7v21ljMJwD4Niujse5ERERkQK2qzteoUaPg7%2B%2BPtWvXqtrCwsIQGRmJ5cuXa/SfNWsWKioqsHfvXlXb888/jw4dOiA%2BPh6CICAwMBAzZsxQvUBQW1uLAQMGYMWKFZg6dSqKi4vRt29ffPPNNxg0aBAAoKKiAj179sSXX36JoUOH3jduQ73teLcvMk/h88tn1NqkZhb4x5OzDXJ/IiKi1k5fv9%2BiR76U5HI5Ll%2B%2BjPr6ep0Fc7/7nTt3DmFh6m/thYWFIS0trdFz0tPTMWzYsCb7X79%2BHfn5%2BWrXtLa2RmhoqKqPg4MDunfvjq%2B%2B%2BgpVVVWor6/H3r17IZPJ0K9fv0bvW1tbi/LycrWPoU3qNRgWkKi1VSvqud8jERGRkYlOvqqrq7F48WL4%2Bvri8ccfV035vfHGG9i6davOA1QqLi5GQ0MDnJ2d1dqdnZ2bnP4rKCjQ2OBbJpOhoKAAAFTn3XvNu/tIJBJ88cUXOH/%2BPHr06AFvb2/s3LkTe/fuRYcOHRq979atW9GrVy/VJzg4WPwD68BjXfw02j7JbLlr1YiIiNoC0cnXu%2B%2B%2Bi4sXL%2BKrr76CtbW1qn3o0KH49ttvdRpcY%2B4u6grcWTB/b5vY/s31EQQBK1asgLOzMxISEnD48GFERERg%2BvTpyMvLa/Sec%2BbMQWZmpurT1Micvj3fI1Sj7ba8mmUniIiIjEh08nXkyBG88847GDhwoFrS0r17d1y7dk2nwd3N0dER5ubmqhEppaKiIo3RLSWZTKYxKlZYWKga6XJxcQEAjWve3efEiRM4evQo4uPjERISgr59%2B%2BLdd99Fu3btsH///kbva21tDTs7O7WPMThJbTG0c3eN9g8usFQIERGRsYhOvoqKijSm6QCgqqqq2RGoh2VlZYV%2B/fohOTlZrT05ObnJab2goCCkpKQ02b9r165wcXFRu6ZcLkdqaqqqT3V1NQDAzEz9T2VmZgaFQvFwD2UAMb01XwjIqy7DR%2BeZgBERERmD6ORrwIABOHbsmOq7MuH6/PPPERQUpLvIGjFz5kx88cUX%2BPLLL/Gf//wHb731FnJycjB16lQAwLx58/Duu%2B%2Bq%2BsfExOD48ePYtm0bLl%2B%2BjG3btiElJQUzZsxQxT5jxgxs2bIFiYmJyMzMxMKFCyGVSjFu3DgAQHBwMDp06IAFCxbgwoULyMrKwurVq5GdnY3hw4fr9Xl1wUlqi5l%2BmnW/Dlz9jdOPRERERiB6b8dly5ZhypQp%2BPe//42Ghgbs2rUL//73v5Geno6vv/5aHzGqjB07FiUlJYiLi0N%2Bfj569uyJPXv2wMPDAwCQm5urNkIVEhKC%2BPh4rF%2B/Hhs2bICnpye2b9%2BOwMBAVZ/Zs2ejpqYGK1asQGlpKQICAvD555/D1tYWwJ3pzs8%2B%2Bwzr1q3Dc889h/r6evTo0QMff/wx%2BvTpo9fn1ZUxPoE4k38NZ4uy1dq/ykpDcCcvI0VFRETUNj1Qna8//vgDH3zwAX7//XcoFAr07dsXs2fPhp%2Bf5tt1ZJw6X/cqqq7AX459rNbm2s4Ou0a8YJR4iIiIWjp9/X6LHvkCAD8/P2zevFlnQZD%2BOUlt4Wxtg8LaSlVbXk05iqor4CS1NWJkREREbYtWyZeYIqHGerOP7s%2BrgwsK89XXeSVkpWOGf1gTZxAREZGuaZV8%2Bfn53fdNRmVtrOzs7Gb7kfFM7j4QZ%2B5JvlJy/83ki4iIyIC0Sr6aqmdFrYuvgyu6tO%2BI7Krbqrbi/xVd5cJ7IiIiw9Aq%2BRo8eLC%2B4yADebH3ULyddkitjW89EhERGc4Db6xNrVNwJy84WbdXayuTVxspGiIioraHyVcb1N7CSu27vKHBSJEQERG1PUy%2B2qB29yRfeTXluFzS%2BCbhREREpFtMvtqgIBdPjbYv//MvI0RCRETU9jD5aoMiu/aFJdRLh2TkX0NRdYWRIiIiImo7tHrbMSIi4r51vpSSkpIeKiDSPyepLaK8%2BuHbK7%2Bp2uqgwCcXU/BqUJQRIyMiIjJ9WiVfkZGR%2Bo6DDOwZ7yAcuXoecuHPxfbHb/4HPbJcMcYnsJkziYiI6GE80MbaJE5L2Fi7MT9ev4i4c0c12hf2G4HHu/Y2QkREREQth75%2Bv7nmqw17vGtvTPYN0Wh/79xRvv1IRESkJ1pNO96toaEBO3fuxKFDh5CTk4O6ujq14xcuXNBZcKR/k3oNho2lNXb%2BcULVJgBI%2BG8GXuP6LyIiIp0TPfIVGxuLHTt2YPTo0SgvL8fMmTMRFRUFiUSCRYsW6SNG0rMxPoHo0r6jWtuVskIjRUNERGTaRCdfCQkJWL9%2BPWbNmgVzc3M8/fTT2LhxIxYuXIiMjAx9xEgG4NlBpvY9u7KEU49ERER6IDr5ys/Ph5%2BfHwDAxsYG5eXlAIARI0bg2LFjuo2ODGa8t%2BYbjiy8SkREpHuik6/OnTsjL%2B/OiEi3bt1w/PhxAMDZs2dhZWXV3KnUgvk6uCLExUut7XT%2BFaTdumKkiIiIiEyT6OQrKioKJ07cWZwdExODDRs24JFHHsGCBQswceJEnQdIhjO5%2B0CNto1nv2fleyIiIh166Dpf6enpSEtLg5eXFyIiInQVl0lpqXW%2BGrPzwnG1yvcAMLZbf8zwDzNSRERERMahr99v0aUm7hUUFISgoCBdxEItwDPeQTiWnYnK%2BlpV27dXf0O4ey/4OrgaMTIiIiLT8EDJ182bN3HmzBkUFRVBoVCoHYuJidFJYGQcTlJbvDogAm%2BnHVK1CQASr/2OuUy%2BiIiIHpro5Gvfvn1YtmwZLC0t4eDgoLbhtkQiYfJlAoI7eaFPx864cPumqq2gutyIEREREZkO0cnXhg0bsGDBAsydOxdmZtydyFQ5Sm2B239%2B/6PkFoqqK%2BAktTVeUERERCZAdPZUXV2NsWPHMvEycT3umWKsUdQh6dp5I0VDRERkOkRnUJMmTcJ3332nj1ioBRnauQdsLKzV2r69cpZlJ4iIiB6S6FITDQ0NmD59OmpqatCrVy9YWKjPXK5cuVKX8ZmE1lRq4m5pt65gVdoh3P0fyAy/oRjrE2C0mIiIiAylxZSaeP/99/Hzzz/Dx8dH49jdi%2B%2Bp9Qvu5IUBTl3wa1G2qi09/yqTLyIioocgOvnauXMnNm3ahAkTJugjHmphnNrbAUV/fv%2B1KBuXS/JY84uIiOgBiV7zZWVlhZCQEH3EQi3QU137arR9eukXrv0iIiJ6QKKTr5iYGHzyySf6iIVaIF8HV4zx6q/WdrYwG/%2BX%2Bg0TMCIiogcgetrx7NmzOHnyJI4ePYoePXrA0tJS7fiuXbt0Fhy1DM94B%2BFE7mUU11aq2nIrb%2BNs4XUM79LbiJERERG1PqKTL3t7e0RFRekjFmqhnKS2eCN4FF4/fUC156MA4EppIdDFuLERERG1NqKTr7i4OH3EQS2cr4MrBnf2wdHsi6q2xGu/Y4BzFwR38jJiZERERK0Ly9ST1p7q2hfm%2BLOciFxowN/SD%2BNySZ4RoyIiImpdtBr5GjlyJPbt24eOHTsiIiKi2XpeSUlJOguOWhZfB1e8HjwKazMSUauoBwDUCwokXvsdc1l6goiISCtaJ1/W1ne2momMjNRrQNSyBXfyQqRnHxy88puqLTXvv5jMTbeJiIi0Inp7IRKvtW4v1JSj2Rex%2Bbejam2TfAdicq9QI0VERESkey1meyEluVyOwsJC3Ju7ubu7P3RQ1LIFOHeFYzsbFNf8WXriH5fPYKCrFyvfExER3Yfo5CsrKwuvvvoq0tLS1NoFQYBEIkF2dnYTZ5KpcJLa4o2gUViR%2Bg2qG%2BoAAA0Q8FNuJpMvIiKi%2BxD9tuOiRYtgZmaGTz/9FImJiThy5AiOHDmCpKQkHDlyRB8xqtm9ezdCQ0Ph7e2NyMhInD59utn%2Bhw8fRnh4OLy8vBAeHo7ExES144IgYNOmTQgMDISPjw%2Bio6Nx6dIljescPXoUo0aNgo%2BPD/z9/TFjxgydPldr4%2Bvgioiu6gVWJQI3ViciIrof0SNfFy5cwJEjR%2BDr66uPeJp18OBBrFy5EmvWrEFISAj27NmDKVOm4Oeff250ujMtLQ2vvPIKXnvtNURFRSExMRGzZs1CQkICAgMDAQDx8fHYsWMH4uLi4O3tjc2joebdAAAgAElEQVSbN2PSpElITk6Gre2dBeSHDx/GkiVLsHTpUjzyyCMQBAGZmZkGffaWSCa1U/t%2BPPcSxvkEcuE9ERFRM0SPfPXo0QPFxcX6iOW%2Bdu7ciYkTJ2Ly5Mno3r07Vq1aBTc3N/z9739vtP%2BuXbswbNgwzJ07F76%2Bvpg7dy4effRR1RZIgiBg165dmDdvHp588kn06tUL7733Hqqrq5GQkAAAqK%2Bvx5tvvonXX38d06ZNg4%2BPD3x9fTFq1CiDPXdLZWPZTu37bXk1zhZeN1I0RERErYPo5GvFihV455138Msvv6C4uBjl5eVqH32Ry%2BU4d%2B4cwsLC1NrDwsI01p8ppaenY9iwYU32v379OvLz89WuaW1tjdDQUFWf33//Hbdu3YKZmRkiIiIQEBCAKVOmNDo1qVRbW2uwv4sxBTh3RUdrqVpbRV2NkaIhIiJqHURPO06cOBEAMGHCBLV2fS%2B4Ly4uRkNDA5ydndXanZ2dkZ%2Bf3%2Bg5BQUFkMlkam0ymQwFBQUAoDrv3mvKZDLcuHEDwJ0EDQA2bdqEt956C126dMGHH36I8ePHIyUlBQ4ODhr33bp1K2JjY1XfFQqFmEdtNZyktgjr3BMHr55VtRVUVRgxIiIiopZPdPK1f/9%2BfcShtXur6yuTvofp31wfZeI0b948PPXUUwCA2NhYBAcH47vvvsPUqVM17jlnzhy89NJLqu9lZWXw8PC436O1Sop7/vTHcjK57ouIiKgZopOvwYMH6yOO%2B3J0dIS5ublq1EqpqKhIY3RLSSaTaYyKFRYWqka6XFxcANwZIXN1dW22T48ePVTHra2t4enpiZycnEbva21trdoRAIBGLTRT8rhbT/zzym9owJ1nrKirwdnC6xjepfd9ziQiImqbtFrzdfHiRdUI0MWLF5v96IuVlRX69euH5ORktfbk5GQEBwc3ek5QUBBSUlKa7N%2B1a1e4uLioXVMulyM1NVXVp1%2B/frC2tkZWVpaqT11dHbKzs012NEsMXwdXjPLqp9b2c84lbrZNRETUBK1GviIiInD27Fk4OzurNtZubDRH30VWZ86cifnz56N///4ICgrC3r17kZOTo5r6mzdvHjp37ozly5cDAGJiYjB%2B/Hhs27YNI0eORFJSElJSUlRvMkokEsyYMQNbtmyBl5cXvLy8sGXLFkilUowbNw4AYGdnhylTpmDjxo1wc3ODu7s7PvjgAwDgG4//081eBjMAwv8%2BZwuzcb5oP/4v6CkEd/IycnREREQti1bJV2pqKpycnFT/bCxjx45FSUkJ4uLikJ%2Bfj549e2LPnj2qEajc3FyYmf05mBcSEoL4%2BHisX78eGzZsgKenJ7Zv366q8QUAs2fPRk1NDVasWIHS0lIEBATg888/V9X4AoA33ngDFhYWmDdvHmpqahAQEIB//OMf6Nixo%2BEevgULcO6KLraOyK0qRZ2iAQBQLygQd%2B4oXqh7BAHOXbkGjIiI6H%2B4sbYBmNrG2o0pqq7Aidz/4JM/TqjWfwGAtZkFOtl0wNsDxzIBIyKiVqVFbax98%2BZNnDlzBkVFRRplFGJiYnQSGLUuTlJbjPUJgLtNR2w%2BdxTV9XWoVdSjVlGP7PJinMj9D8b6BBg7TCIiIqMTPfK1b98%2BLFu2DJaWlnBwcFAr0yCRSHDq1CmdB9natYWRr7sVVVfg6/%2Bm47srv6nGwBzb2SD2kQkc/SIiolajxYx8bdiwAQsWLMDcuXPV1lcRKTlJbTHeOwi/3LyMoppKAEBJTSVHv4iIiPAA2wtVV1dj7NixTLyoWU5SWzztHQDluKgA4JsrGSiqZgV8IiJq20RnUJMmTcJ3332nj1jIxAzt3AOO7WxU30tqKrnxNhERtXmi13w1NDRg%2BvTpqKmpQa9evWBhoT5zuXLlSl3GZxLa2pqvu31%2B6RS%2B%2BM8Z1fex3Qagn6wLfOxlXP9FREQtWotZ8/X%2B%2B%2B/j559/ho%2BPj8ax5vZYpLbJpX0HSADVwvvvrv6Gn3Iz4WBtg6e9A1gDjIiI2hzRydfOnTuxadMmTJgwQR/xkIkJcO4K53Z2KKgphxkkaIAAc4kZblQUY9eFFHRqb483QkYzASMiojZD9JovKysrhISE6CMWMkFOUlusCHoSnaT2aG9pDSszC9TU10MQACtzcxTUVCCrrOD%2BFyIiIjIRopOvmJgYfPLJJ/qIhUyUr4Mr1g6JxsIBT2Dd4PF4vscgmEvMcLu2ClV1tTDjHgtERNSGiJ52PHv2LE6ePImjR4%2BiR48esLS0VDu%2Ba9cunQVHpsNJaquaWiyWV8HawhKKOgH1ggKbfz%2BGt6xHw9fB1chREhER6Z/o5Mve3h5RUVH6iIXaCB97GWwtrVFZVwMAuF1bhXUZiVgaGIVieRXfhCQiIpPGjbUNoC2XmmjK5ZI8vJ12CLdrq2BpZg5rc0tILSxRVSeHs9SWG3ETEZHR6ev3m2XqySh8HVzxVvBodJLaQ2phifYWliiqLkd1vRzZFcX4%2Br/prIZPREQmiSNfBsCRr6YVVd952zG3sgS7/zgJQQAUEGAlMUdn244cASMiIqPhyBeZJCepLQa6emFo5x7wsHGApZk5AKBOaMCNimJuR0RERCaHyRe1CE5SW7w96GlEePaBGQAJJBAEoOJ/i/KJiIhMhajkq66uDtHR0cjKytJXPNSGOUltMd47CJ1tOkL43/8Sr53n2i8iIjIpopIvS0tLXLp0iXs4kt44SW0R5ekP5X9ht6pKcSL3P/hX3hUmYUREZBJETztGR0fjyy%2B/1EcsRAAAG8t2kEgkkEjuTD0evPIrtpw7htVnDuFySR4TMSIiatVEF1mtq6vDF198geTkZPTr1w/t27dXO75y5UpdxUZtVIBzV3jYOKCwphLtLaxQq6hDByspCmoqsC4jETWKejhZ23BDbiIiapVEJ1%2BZmZnw9/cHAPz3v/9VO8bpSNIF5eL7rLICOFq1x9bff0RR7Z1ErKq%2BFjYW1rhVVYazhdcxvEtvY4dLREQkCut8GQDrfD0cZS0wR6v2eO/cUdyoKIYgAE7tbLEi6EnuCUlERHrRIut85ebm4ubNm7qKhahRylpgvg6ueNo7AFbmljCDBIU15Xg77c46MCIiotZCdPKlUCgQFxeHXr16YdCgQRg4cCD8/PwQFxcHhUKhjxiJVAKcu6KDlRQNUEDAn5tycwE%2BERG1FqLXfK1btw5ffPEFli9fjpCQEAiCgDNnziA2Nha1tbVYtmyZPuIkAnBnFGxpQKTaptwV9XIkXj%2BPqK7%2BXIBPREQtnug1X4GBgVi7di0iIiLU2pOSkrBixQqkp6frNEBTwDVfune5JA/rMhJRUS%2BHvKEO5hJzuLS3416QRESkMy1mzdft27fh4%2BOj0e7j44Pbt2/rJCii%2B/F1cMXaIdF43KMn6hUNqG2o416QRETUKohOvnr37o3du3drtO/evRt%2Bfn66iIlIK05SW3jZy%2B6UOJEAggBklRVy/RcREbVootd8/d///R%2BmTZuGlJQUBAUFQSKRIC0tDbm5udizZ48%2BYiRqkrIga35NBeob6nH0%2BkWcK8zm9CMREbVYoke%2BBg8ejJSUFERGRqKsrAy3b99GVFQUkpOTMWjQIH3ESNQkZUHWJ7r4oUFQcPqRiIhaPK1GvmbMmIG4uDjY2dlh//79GDNmDN9qpBZDOf0ISCAAgACwcjAREbVUWo18HT16FFVVVQCARYsWoby8XK9BEYnVzdYJ5hIzCBAgAdDRUmrskIiIiBql1ciXr68v3n33XQwZMgSCIODQoUOwtW18Pc2zzz6r0wCJtFEsr4K1hSUUdQIaoMCHF47Dq4OM676IiKjF0arO15kzZ/D222/j2rVruH37NmxtbRvdRFsikeDChQt6CbQ1Y50v/SuqrsCyU18jr6oU5hIzWJpZ4GX/Ydx4m4iIHpi%2Bfr9FF1n18PDA2bNn4ezsrLMgTB2TL8O4XJKHNRn/RFF1OSQSCTxsHPD2oKc5%2BkVERA%2BkxRRZTU1NhZOTk84CINIVXwdXTO4xCNYWVrC3kqJEXo2ssgJjh0VERKRGdJ0vDw8PfcRBpBPdbJ3QoFDgdn0VzCVmMONrj0RE1MKIHvkiasmK5VWwMreAGcxQL9xZeM%2BK90RE1JIw%2BSKT4mMvg62lNRRQwFxihop6OaceiYioRWHyRSbFSWqLl3sPg7nEDA2CAvKGejhatQdw543If%2BVd4UgYEREZVatLvnbv3o3Q0FB4e3sjMjISp0%2Bfbrb/4cOHER4eDi8vL4SHhyMxMVHtuCAI2LRpEwIDA%2BHj44Po6GhcunSp0WvV1tbiiSeegLu7O86fP6%2BzZyLdUkiA9pZWcG5ng3YWFiiWV6GougKrzxzClnPHsPrMISZgRERkNFotuI%2BIiGi0rldjkpKSHiqg5hw8eBArV67EmjVrEBISgj179mDKlCn4%2Beef4e7urtE/LS0Nr7zyCl577TVERUUhMTERs2bNQkJCAgIDAwEA8fHx2LFjB%2BLi4uDt7Y3Nmzdj0qRJSE5O1igk%2B7e//Q2dOnXCxYsX9faM9PB87GWQtbNDUW0lZO3s4GMvQ1ZZAYpqKyE1t8StqjKcLbzOGmBERGQUWo18RUZGYuTIkRg5ciTCw8Nx7do1WFlZYfDgwRg8eDCsra1x7do1hIeH6zXYnTt3YuLEiZg8eTK6d%2B%2BOVatWwc3NDX//%2B98b7b9r1y4MGzYMc%2BfOha%2BvL%2BbOnYtHH30Uu3btAnBn1GvXrl2YN28ennzySfTq1QvvvfceqqurkZCQoHatH3/8EcePH8cbb7yh12ekh%2BcktcUbIaMxt99wvBEyGk5SW/jYy9DBSor86jLUNMiRkJXB0S8iIjIKrUa%2BFi1apPrnV199FS%2B%2B%2BCKWLFmi1mfjxo3Izc3VbXR3kcvlOHfuHP7617%2BqtYeFhSEtLa3Rc9LT0zFz5kyN/srk6/r168jPz0dYWJjquLW1NUJDQ5GWloapU6cCAAoKCvDaa6/h448/hlR6/z0Da2trIZfLVd%2B5F6bhOUlt1YqrOklt8bR3AHZdSIGNhRUKayo5%2BkVEREYhes3Xd999h%2BjoaI32Z555Bv/85z91ElRjiouL0dDQoFFZ39nZGfn5%2BY2eU1BQAJlMptYmk8lQUHDn7Tflefde8%2B4%2BgiBg4cKFmDp1Kvr3769VrFu3bkWvXr1Un%2BDgYK3OI/0KcO4KZ6ktimorOPpFRERGIzr5ateuHc6cOaPRfubMGVhbW%2BskqObcu/ZMEIRm16Np07%2B5Ph9//DHKy8sxd%2B5crWOcM2cOMjMzVZ%2BmRubIsJSjX%2B3MreBkbasa/SIiIjIk0RXuZ8yYgeXLl%2BPcuXOqResZGRn48ssvsXDhQp0HqOTo6Ahzc3PViJRSUVGRxuiWkkwm0xgVKywsVI10ubi4ALgzQubq6tpon5MnTyIjIwNeXl5q13nyyScxbtw4bN68WeO%2B1tbWaomoyO0zSY%2BUo183KooBAAlZGfC0dUKxvAo%2B9jLuA0lERHonOvmaM2cOunbtio8%2B%2BggHDhwAAPj6%2BiIuLg5jxozReYBKVlZW6NevH5KTkxEVFaVqT05OxsiRIxs9JygoCCkpKXjppZfU%2BiunAbt27QoXFxckJyfD398fwJ21ZampqVixYgUAYPXq1Wrr2/Ly8jB58mRs374dAQEBOn9O0q%2B7137ZW7VDibwa6zISUaOoh5O1jWqBPhERkb6ITr4AYMyYMXpNtJoyc%2BZMzJ8/H/3790dQUBD27t2LnJwc1cL4efPmoXPnzli%2BfDkAICYmBuPHj8e2bdswcuRIJCUlISUlRfUmo0QiwYwZM7BlyxZ4eXnBy8sLW7ZsgVQqxbhx4wBAo4SFjY0NAMDT0xNubm6GenTSoQDnrujU3h5FtZVob2GFqvpadLCSoqCmAonXzyOqqz8TMCIi0psHSr6MZezYsSgpKUFcXBzy8/PRs2dP7NmzR7XZd25uLszM/lzGFhISgvj4eKxfvx4bNmyAp6cntm/frpouBYDZs2ejpqYGK1asQGlpKQICAvD5559r1Pgi06EsRZFVVgBHq/bY%2BvuPKKipQE19HRKvnUNa3hWOgBERkd5IBC0WJPXu3VvrIqsXLlx46KBMTVlZGTp06IDS0lLY29sbOxy6R1H1nRGvw1fPoZ25BeSKBszvPwIDXb3ufzIREZksff1%2BazXytXLlSp3dkKilcZLaItTFCwlZGaisq4GlmYVqP0giIiJd0yr5eu655/QdB5FRFcurYGVugXbmFlD87zsREZE%2BPNDG2levXsW6deswe/ZsFBYWAgB%2B%2BumnJjekJmrpHK3aQ95Qj/K6Gsgb6jnyRUREeiM6%2BTp16hSGDx%2BOX3/9FYmJiaisrAQA/PHHH9i4caPOAyQyhGJ5FdpZWMCpnQ2szC2Qmn%2BF1e%2BJiEgvRCdfa9aswZIlS/Dll1/C0tJS1T5kyBBkZGToNDgiQ/Gxl0HWzg5yhQLyhnokXjuH1WcOMQEjIiKdE518ZWZmqhU5VXJyckJJSYlOgiIyNGX5iSjPvmhnYYEOVlIU1VYiq%2BzOjgpF1RX4Vx5Hw4iI6OGJTr7s7e2Rl5en0X7%2B/Hl06tRJJ0ERGYOT1BZRXf0ha2eH8rpaOFnbwMdehqLqCqw%2Bcwhbzh3jaBgRET000cnXuHHjsGbNGuTn50MikUChUODMmTNYvXo1oqOj9REjkcEoR8Dm9huuKrSaVVaAotpKSM0tcauqjJtxExHRQxGdfC1duhTu7u4ICgpCZWUlHnvsMTzzzDMICgrC/Pnz9REjkUE5SW0x0NVLVeHex16GDlZS5FeXoaZBjoSsDI5%2BERHRA9Oqwn1jrl69ivPnz0OhUMDf3x/e3t66js1ksMJ963c0%2B6JqM%2B7qhjr8pdcQ2FlJ4WMv4zZEREQmyqgV7hvTrVs3dOvWTWeBELVkd2/G3cFKioSsDJTW1cDJ2ob7QBIRkShaby%2B0ZMkStG/f/r5bDXErIjJFd2/GXSavxqeZv8DO0lrtjcissgKOhBER0X1plXydP38edXV1qn9uirabbxO1Rk5SWzhJbVFUXYHvrH9DUW0lnKxt4GjV/s5bkP/7zpEwIiJqzgOv%2BSLtcc2X6SmqrlCNdGWVFWDLuWOws7RGqbwGUZ59EdXVnwkYEVErp6/fb9FvO%2B7btw/V1dU6C4CoNbr7jUgfexmcrG1QKq9BTX0dq%2BMTEVGzRCdfa9euxYABA7B48WKcOXNGHzERtSr3q45PRER0N9HJV1paGrZs2YLS0lI899xzGDZsGLZt24b8/Hx9xEfUKtxdHb9UXoN25pZwtGpv7LCIiKgFeqg1X4WFhfj666%2Bxf/9%2BXL58GeHh4Zg0aRKeeOIJmJmJzutMFtd8tR2XS/KwLiMRVQ1yyNrZcfE9EVEr1mLWfN3N2dkZISEhCAwMhJmZGTIzM7Fw4UIMGTIEv/zyi65iJGo1iuVVqFHU33fqkRt1ExG1XQ%2BUfBUUFOCDDz7AY489hmeffRYVFRXYvXs3UlNTkZ6ejqioKCxYsEDXsRK1eMrF93dvzH0vbtRNRNS2iZ52nD59Oo4fPw5vb29MmjQJ0dHRcHBwUOtz69YtBAcH48aNGzoNtrXitGPbcncZisamHP%2BVd4WlKYiIWoEWs72Qs7MzvvrqKwQHBzfZx9XVFampqQ8VGFFrpSzG2hTl6FhBTYWqNEVa3hWuDyMiaiNYZNUAOPJF9yqqrkDi9fNIvHYOHaykKK%2Brxdx%2BwzHQ1cvYoRER0f%2B0yAX3RPRgWJqCiKjtYvJFZCROUlvM6fs42ptboqq%2BFlt//5GL74mI2gAmX0RGpG1pCiIiMh1MvoiM6N7SFI5W7Vn/i4jIxIl%2B2xEArl69in379uHatWtYtWoVnJ2d8dNPP8HNzQ09e/bUdYxEJku5L2RWWQEcrdrfmXqsrYSTtQ3ffiQiMlGiR75OnTqF4cOH49dff0ViYiIqKysBAH/88Qc2btyo8wCJTJ2T1BYDXb1QLK9CUW0l7Cyt1aYgWQ2fiMi0iE6%2B1qxZgyVLluDLL7%2BEpaWlqn3IkCHIyMjQaXBEbUlj1fFZDZ%2BIyPSInnbMzMzEtm3bNNqdnJxQUlKik6CI2qK7pyCV1fH/lXdFYzSMU5FERK2b6JEve3t75OXlabSfP38enTp10klQRG2VcgpSmWBps1fkvThNSUTUsoke%2BRo3bhzWrFmDDz/8EBKJBAqFAmfOnMHq1asRHR2tjxiJ2qzGRsOao5ym5KJ9IqKWS/TI19KlS%2BHu7o6goCBUVlbisccewzPPPIOgoCDMnz9fHzEStWn3joY1J6usoNFF%2B0RE1HKIHvmytLTE1q1b8eqrr%2BL8%2BfNQKBTw9/eHt7e3PuIjIhGU05RFtZXoYCVFmbwaRdUVHP0iImpBRG%2BsferUKQwePFhf8ZgkbqxNhlRUXYGzhdeRkJWB0roaTj8SET2gFrOx9qRJkxASEoI1a9YgMzNTZ4EQkW44SW1hZyVFaV0Npx%2BJiFog0clXRkYGZs%2BejdOnT2PEiBEYMWIE4uPjkZubq4/4iOgBaPuWJN%2BMJCIyPNHTjne7fv06EhIScPDgQVy%2BfBmDBg3C/v37dRmfSeC0IxlDUXVFs29J8s1IIqLm6ev3%2B4H2dlTq2rUr5syZg969e2PDhg1ITU3VVVxE9JCcpLbNJlONvRnJ5IuISP8eOPk6c%2BYMvvnmGxw%2BfBi1tbWIiIjAsmXLdBkbEenR3W9G3m9qUts6Y0REdH%2Bi13y9%2B%2B67CA0NxXPPPYcbN27g7bffxtmzZ7FlyxY8/vjj%2BohRze7duxEaGgpvb29ERkbi9OnTzfY/fPgwwsPD4eXlhfDwcCQmJqodFwQBmzZtQmBgIHx8fBAdHY1Lly6pjmdnZ2Px4sUIDQ2Fj48PhgwZgo0bN0Iul%2Bvl%2BYgMRVnAdW6/4U1OOXJvSSIi3ROdfJ06dQqzZs1Ceno69uzZg3HjxkEqleojNg0HDx7EypUrMW/ePCQlJWHgwIGYMmUKcnJyGu2flpaGV155BePHj8cPP/yA8ePHY9asWWobgMfHx2PHjh145513cPjwYchkMkyaNAkVFXd%2BZC5fvgyFQoF169bhxx9/xMqVK7Fnzx6sXbvWIM9MpE/3K%2BDKoq1ERLr3UAvuDW3UqFHw9/dXS3zCwsIQGRmJ5cuXa/SfNWsWKioqsHfvXlXb888/jw4dOiA%2BPh6CICAwMBAzZszAX//6VwBAbW0tBgwYgBUrVmDq1KmNxrF9%2B3b8/e9/x6lTp7SKmwvuqbXionwiasuMuuD%2B%2B%2B%2B/x2OPPQZLS0t8//33zfaNiIjQSWD3ksvlOHfunCpJUgoLC0NaWlqj56Snp2PmzJka/Xft2gXgztua%2Bfn5CAsLUx23trZGaGgo0tLSmky%2BysrK0LFjxyZjra2tVZuWLC8vb/7hiFqou/eWdLRqrxr5YgJGRPTgtEq%2BXnzxRZw9exbOzs548cUXm%2BwnkUiQnZ2ts%2BDuVlxcjIaGBjg7O6u1Ozs7Iz8/v9FzCgoKIJOpLyKWyWQoKLjzA6I8795rymQy3Lhxo9FrXr16FZ988gnefPPNJmPdunUrYmNjVd8VCkWTfYlaOmWixREwIiLd0Cr5ujsRaSopMRSJRKL2XRAEjTax/bW95q1bt/D8889j1KhRmDx5cpP3nDNnDl566SXV97KyMnh4eDTZn6ilY1kKIiLdEb3gfv/%2B/aitrdVol8vlei2w6ujoCHNzc9WolVJRUZHG6JaSTCbTGBUrLCxUjXS5uLgAgMY17%2B6jdOvWLTz77LMICgrC%2BvXrm43V2toadnZ2ah%2Bi1uzeivmOVu1ZGZ%2BI6AGJTr4WLVrU6BqmiooKLFq0SCdBNcbKygr9%2BvVDcnKyWntycjKCg4MbPScoKAgpKSlN9u/atStcXFzUrimXy5Gamqp2zZs3byI6Ohp9%2B/ZFXFwczMxE/9mIWrW7y1LM6fs4tv7%2BI8tPEBE9INFFVpuakrt586be3%2BSbOXMm5s%2Bfj/79%2ByMoKAh79%2B5FTk6OamH8vHnz0LlzZ9WbjzExMRg/fjy2bduGkSNHIikpCSkpKUhISABwZ7pxxowZ2LJlC7y8vODl5YUtW7ZAKpVi3LhxAO6MeEVHR8Pd3R1vvPEGioqKVPEoR86I2gJlxfx/5V3hFCQR0UPQOvmKiIiARCKBRCLBhAkTYG5urjrW0NCA7OxshIeH6yNGlbFjx6KkpARxcXHIz89Hz549sWfPHtV6qtzcXLVRqZCQEMTHx2P9%2BvXYsGEDPD09sX37dgQGBqr6zJ49GzU1NVixYgVKS0sREBCAzz//HLa2d35Mjh8/jqtXr%2BLq1asaI2xN1RcjMmXaVsYnIqLGaV3nS/n2XmxsLF5%2B%2BWXY2NiojllaWqJLly548sknYWVlpZ9IWzHW%2BSJTwy2H%2BDcgaguMvrG2cj2Xh4cHxowZg3bt2uksCCJqXe63abepY/FZInoYoleOP/fcc0y8iKhN47ZLRPQwRC%2B4b2howM6dO3Ho0CHk5OSgrq5O7fiFCxd0FhwRUUvEdW9E9DBEj3zFxsZix44dGD16NMrLyzFz5kxERUVBIpHotdQEEVFLcXfpDU45EpFYoke%2BEhISsH79eowYMQKxsbF4%2Bumn0a1bN/j5%2BSEjIwMxMTH6iJOIqEUx5ro3LvYnat1Ej3zl5%2BfDz88PAGBjY6MquDpixAgcO3ZMt9EREZEa5WJ/Frklar1EJ1%2BdO3dGXl4eAKBbt244fvw4AODs2bMsM0FEpGdc7E/U%2BolOvqKionDixAkAdyrIb9iwAY888ggWLFiAiRMn6jxAIiL60737bHKxP1Hro3WR1aakp6cjLS0NXl5eiIiI0FVcJoVFVolIl7jmi8gw9PX7/dDJF90fky8iIqLWx6gV7r///nutL8jRLyIi4%2BCIGFHroFXy9eKLL2p1MYlEguzs7IcKiIiIxOOWR0Sth1bJ140bN/QdBxERPYTG3oJk8kXUMol%2B25GIiPZ9/ScAACAASURBVFoevgVJ1HqIrnAfFxfX7PGFCxc%2BcDBERPRglFsecc0XUcsnOvlKTExU%2B15fX4/r16/DwsICnp6eTL6IiIzEmFseEZH2RCdfjb35WF5ejoULFyIyMlInQREREZkyvpnatulkzZednR1effVVbNiwQReXIyIiMlncn5N0tuC%2BrKxMtck2ERERNY77c5LoacePPvpI7bsgCMjPz8fXX3%2BN8PBwXcVFRERkkpRvpiprsvHN1LZH9PZCoaGhat/NzMzg6OiIRx55BHPnzoWtLeeu78XthYiI6G5c89U6GHV7obulpqbq7OZERERtEd9MbdtYZJWIiIjIgESPfNXU1OCTTz7BL7/8gsLCQigUCrXjSUlJOguOiIiIyNSITr4WL16M5ORkPPXUUxgwYAAkEok%2B4iIiIqIHxDVlLZvo5OvYsWPYs2cPQkJC9BEPERERPQRlHTHl25RvhIxmAtbCiF7z1alTJ9jY2OgjFiIiInpIrCPW8olOvt58802sWbMGN27c0Ec8RERE9BCUdcTK62pZR6yFEj3t2L9/f9TU1GDw4MGQSqWwtLRUO37hwgWdBUdERETiOElt8UbIaK75asFEJ1%2BzZ8/GrVu3sGzZMjg7O3PBPRERUQvDOmItm%2BjkKy0tDd9%2B%2By369Omjj3iIiIiITJroNV%2B%2Bvr6oqanRRyxEREREJk908rVixQqsWrUKv/zyC4qLi1FeXq72ISIiIqKmid5Y28PD486J96z1EgQBEokE2dnZuovORHBjbSIiIv3RV1HZFrOx9v79%2B3V2cyIiIqKH0RqLyopOvgYPHqyPOIiIiIhEa6yorMklX6mpqc0eDw0NfeBgiIiIiMRQFpVVjny1hqKyD7zmS%2B0id63/4povTVzzRUREpD8mv%2Bbr4sWLat/r6%2Btx/vx5rF%2B/HkuXLtVZYERERETaaG1FZUUnX41lfsOGDYOVlRVWrlyJI0eO6CQwIiIiIlMkus5XU5ycnJCVlaWryxERERGZJNHJ18WLF9U%2BFy5cwE8//YTly5ejd%2B/e%2BohRze7duxEaGgpvb29ERkbi9OnTzfY/fPgwwsPD4eXlhfDwcCQmJqodFwQBmzZtQmBgIHx8fBAdHY1Lly6p9bl9%2Bzbmzp2LXr16oVevXpg7dy7%2Bv717j4qyzv8A/sYLuO2Kblxkh5vABOThJqOJbHJR1tS8HBPdkryulRqK6aqpYZYerU2oDaKj22lNTU13E08haVoC66VgtIBALkcTQVdAghGVm3x%2Bf/Tj2UYGHQiGi%2B/XOXManu/3%2BT6fz/OdaT4%2B8zzPVFVVtXtuRERE1PO1uvgaO3YsnnjiCYwdO1Z5PmvWLNTV1SEmJqYjYlQcOnQIGzZswNKlS3HkyBE89thjePbZZ1FSUmKwf0ZGBhYtWoRp06bhyy%2B/xLRp07Bw4UKcPXtW6ZOQkIDt27dj06ZNSEpKgo2NDZ555hlUV1crfSIjI5GTk4Pdu3dj9%2B7dyMnJwdKlSzs0VyIiIuqZWn21Y3Fxsf4AZmawsrJCv3792jUwQyZOnAgvLy%2B88cYbyrLg4GCMGzcOa9asadZ/4cKFqK6uxu7du5VlERERGDBgABISEiAi8Pf3x4IFC/Diiy8CAGpra%2BHn54e1a9di1qxZKCgoQEhICD777DP4%2B/sDALRaLSZPnoyUlBSo1er7xs2rHYmIiLqfjvr8bvWRLwcHB72Hvb29SQqvuro6ZGZmIjg4WG95cHAwMjIyDK6j1WoRFBTUYv%2BioiKUlpbqjWlhYYGAgAClj1arhaWlpVJ4AYBGo4GlpSW0Wq3B7dbW1vI3L4mIiMggo4uv//znPwgJCTFYSOh0OoSGht73/Ktfo6KiAnfu3IG1tbXecmtra5SWlhpcp6ysDDY2%2Bjdbs7GxQVlZGQAo69095t19rKysmo1tZWXV4nbj4%2BOV88M8PT0xbNgwIzIkIiKiB4HRxdcHH3yAmTNnon///s3aLC0t8eyzz2L79u3tGpwhLf2g96/pf78%2Bhsa/13YjIyNx/vx55dHSkTkiIiJ68BhdfOXk5CA0NLTF9uDgYGRmZrZLUIY8/PDD6N27t3JEqsn169ebHd1qYmNj0%2BzoVHl5uXKky9bWFgCajXl3n/Ly8mZjV1RUtLhdCwsL9O/fX%2B9BREREBLSi%2BCovL0efPi3fk7V3796oqKhol6AMMTc3h4%2BPD1JTU/WWp6amtvi1nkajQVpaWov9nZycYGtrqzdmXV0dzpw5o/TRaDTQ6XQ4d%2B6c0ufs2bPQ6XTQaDTtkhsRERE9OIy%2Bw72dnR3Onz8PFxcXg%2B25ubnKkaSO8txzzyEqKgq%2Bvr7QaDTYvXs3SkpKMGvWLADA0qVL8Yc//EG58vEvf/kLpk2bhvfeew9PPPEEjhw5grS0NBw8eBDAz18nLliwAHFxcXBxcYGLiwvi4uLwm9/8BlOnTgUAPPLIIwgNDcXKlSvx5ptvAgBWr16NsLAwo650JCIiIvolo4uv0aNHY%2BvWrQgNDW12dePt27cRExODsLCwdg/wl6ZMmYKffvoJb7/9NkpLS%2BHh4YFdu3YpP/Z95coV9Or1v4N5w4cPR0JCAv72t7/hrbfegrOzM95//329KxcXL16MmpoarF27FlVVVRg6dCj27NmD3/3uf78RFRcXh/Xr12PmzJkAfr7X2aZNmzo0VyIiIuqZjL7PV1lZGcaNG4devXph3rx5cHNzg5mZGQoKCrBjxw40Njbiiy%2B%2BaPE8qAcZ7/NFRETU/XTU53erbrJaXFyMNWvW4MSJE2hazczMDCEhIdi8eTMcHR3bLbCehMUXERFR99Mliq8mlZWV%2BPHHHyEicHFxwcCBA9stoJ6IxRcREVH301Gf30af8/VLAwcOhJ%2BfX7sFQURERPSgaPXPCxERERFR27H4IiIiIjIhFl9EREREJsTii4iIiMiEWHwRERERmRCLLyIiIiITYvFFREREZEIsvoiIiIhMiMUXERERkQmx%2BCIiIiIyIRZfRERERCbE4ouIiIjIhFh8EREREZkQiy8iIiIiE2LxRURERGRCLL6IiIiITIjFFxEREZEJsfgiIiIiMiEWX0REREQmxOKLiIiIyIRYfBERERGZEIsvIiIiIhNi8UVERERkQiy%2BiIiIiEyIxRcRERGRCbH4IiIiIjIhFl9EREREJsTii4iIiMiEWHwRERERmRCLLyIiIiITYvFFREREZEIsvoiIiIhMiMUXERERkQmx%2BCIiIiIyIRZfRERERCbE4ouIiIjIhFh8EREREZkQiy8iIiIiE%2Bo2xVdlZSWWLFkCT09PeHp6YsmSJaiqqrrnOrW1tXjllVfg5eUFtVqNuXPn4sqVK3p9SkpKMGfOHKjVanh5eSE6Ohp1dXVK%2B%2BHDh/H000/D29sbHh4emDRpEk6cONERKRIREdEDoNsUX5GRkcjJycHu3buxe/du5OTkYOnSpfdc59VXX0VycjISEhKQmJiImzdvYs6cObhz5w4A4M6dO5g9ezZu3bqFxMREJCQk4PDhw3j99deVMc6cOYOgoCDs2rULycnJCAwMxNy5c5Gdnd2h%2BRIREVEPJd1Afn6%2BqFQq0Wq1yrKMjAxRqVRSUFBgcJ2qqipxdnaWxMREZdnVq1fFwcFBvv76axEROX78uDg4OMjVq1eVPomJieLi4iI6na7FeEJCQiQ2Ntbo%2BKuqqgSAVFVVGb0OERERda6O%2BvzuFke%2BtFotLC0t4e/vryzTaDSwtLSEVqs1uE5mZibq6%2BsRHBysLLOzs4OHhwcyMjKUcT08PGBnZ6f0CQ4ORm1tLTIzMw2O29jYiOrqagwcOLDFeGtra3Hjxg29BxEREREA9OnsAIxRWloKKyurZsutrKxQWlpqcJ2ysjKYm5s3K5JsbGyUdcrKymBjY6PXPnDgQJibm6OsrMzguNu2bcOtW7cwadKkFuONj49HbGys8ndjY2OLfYmIiOjB0qnFV0xMjF6RYsjhw4cBAGZmZs3aRMTg8nu5e53WjJuYmIiYmBh8%2BOGHsLa2bnEbkZGReP7555W/dTodHBwcWhUnERER9UydWnzNmzcPU6ZMuWcfBwcH5Obmory8vFlbRUVFsyNXTWxsbFBXV4fKykq9o1/l5eUYNmyY0ufs2bN661VWVqK%2Bvr5ZcXXo0CGsWLEC27ZtQ1BQ0D1jtrCwgIWFhfK3iNyzPxERET04OvWcr4cffhhqtfqej379%2BkGj0UCn0%2BHcuXPKumfPnoVOp4NGozE4to%2BPD/r27YvU1FRl2bVr15CXl6cUXxqNBnl5ebh27ZrSJyUlBRYWFvDx8VGWJSYmYvny5XjvvfcQFhbW3ruBiIiIHiDd4oT7Rx55BKGhoVi5ciW0Wi20Wi1WrVqFsLAwqNVqAMDVq1cRFBSkFGiWlpZ4%2Bumn8frrryMtLQ3Z2dnKfcJGjRoF4OeT693d3bF06VJkZ2cjLS0NGzduxMyZM9G/f38APxdeUVFRiI6Ohr%2B/P0pLS1FaWgqdTtc5O4OIiIi6NTPpJt%2BJ/fTTT1i/fj2OHj0KABg7diw2bdqEAQMGAAAuX76MgIAAHDhwAIGBgQCAmpoabNq0CQcPHkRNTQ0ef/xxbN68Gfb29sq4JSUlWLNmDU6ePIl%2B/fph6tSpiI6OVr42DA8Px%2BnTp5vFM336dLzzzjtGxa7T6TBgwABUVVXB0tLyV%2B0HIiIiMo2O%2BvzuNsVXd8bii4iIqPvpqM/vbvG1IxEREVFPweKLiIiIyIRYfBERERGZEIsvIiIiIhNi8UVERERkQiy%2BiIiIiEyIxRcRERGRCbH4IiIiIjKhTv1h7QdF031s%2BZNERERE3UfT53Z734%2BexZcJ3LhxAwDg6OjYyZEQERFRa924cUP5OcP2wJ8XMoHGxkZcuXIF/fv3h5mZWbuOfePGDQwbNgwZGRnKj4H3NMyx53gQ8mSOPceDkCdzvDcRwY0bN6BSqdCrV/udqcUjXybQq1cvODg4dMjYZmZm6NWrFywtLXvsG4c59hwPQp7Msed4EPJkjvfXnke8mvCEeyIiIiITYvFFREREZEK9N2zYsKGzg6Bfp3fv3hg5ciT69Om53yIzx57jQciTOfYcD0KezNH0eMI9ERERkQnxa0ciIiIiE2LxRURERGRCLL6IiIiITIjFFxEREZEJsfjqxnbs2IGAgAC4urpi3Lhx%2BOabbzo7JABATEwM7O3t9R5%2Bfn5Ku4ggJiYG/v7%2BcHNzQ3h4OPLy8vTGqKysxJIlS%2BDp6QlPT08sWbIEVVVVen1yc3Mxbdo0uLm5QaPR4O233272%2B1tJSUkICQmBi4sLQkJCkJyc3Oa8zpw5gzlz5sDf3x/29vb44osv9Nq7Ul7GxNKWHJctW9ZsbidOnKjXp7a2Fq%2B88gq8vLygVqsxd%2B5cXLlyRa9PSUkJ5syZA7VaDS8vL0RHR6Ourk6vz%2BnTpzFu3Di4urpi5MiR2LlzZ7N42/IeiIuLw4QJE%2BDu7g4fHx/Mnz8fhYWFXTYHY2JpS47h4eHN5nLRokV6fbry6/Wjjz5CWFgYPDw84OHhgUmTJuGrr75q1X7rynNobJ7dfR4NiYuLg729PdavX68s6ynzqRDqlhITE8XZ2Vk%2B/vhjyc/Pl%2BjoaFGr1VJcXNzZocnWrVslNDRUrl27pjzKy8uV9vj4eHF3d5ekpCTJzc2VhQsXytChQ%2BXGjRtKn4iICBk9erSkp6dLenq6jB49WmbPnq2063Q68fX1lUWLFklubq4kJSWJu7u7vP/%2B%2B0qf9PR0cXR0lHfffVcKCgrk3XffFScnJ9FqtW3K6/jx4/LGG29IUlKSqFQqSU5O1mvvSnkZE0tbcoyKipKIiAi9ua2oqNDrs3r1avH395eUlBTJysqS8PBwCQsLk4aGBhERaWhokNGjR0t4eLhkZWVJSkqK%2BPv7y7p165QxLl26JG5ubhIdHS35%2Bfny8ccfi7Ozs3z%2B%2BedKn7a%2BB2bOnCn79u2T8%2BfPS3Z2tsyaNUuGDx8uN2/e7JI53C%2BWtuY4bdo0Wblypd5cVlVV6Y3TlV%2BvR44ckWPHjklhYaEUFhbKli1bxNnZWc6fP98j5tDYPLv7PN7t3LlzMmLECBkzZoxER0cbvQ%2B7y3w2YfHVTT355JOyevVqvWVBQUGyefPmTorof7Zu3SphYWEG2xobG8XPz0/i4%2BOVZTU1NeLp6Sk7d%2B4UEZH8/HxRqVR6b%2BqMjAxRqVRSUFAgIiI7duwQT09PqampUfrExcWJv7%2B/NDY2iojICy%2B8IBEREXrbnzlzpixatOhX53h3YdKV8jImlrbkKPJz8TVv3rwW16mqqhJnZ2dJTExUll29elUcHBzk66%2B/FpGfCzwHBwe5evWq0icxMVFcXFxEp9OJiMimTZskKChIb%2BxVq1bJxIkTlb/b6z1QXl4uKpVKTp8%2B3eVyMCaWtuQo8vOH9i8/3O7W3V6vIiJDhgyRPXv29Mg5NJSnSM%2Bax%2BrqavnjH/8oKSkpenn1xPnk147dUF1dHTIzMxEcHKy3PDg4GBkZGZ0Ulb6LFy/C398fAQEBWLRoES5dugQAKCoqQmlpqV7sFhYWCAgIUGLXarWwtLSEv7%2B/0kej0cDS0hJarVbpExAQAAsLC6VPSEgI/vvf/%2BLy5ctKn6CgIL24OmofdaW8jInl1zh9%2BjR8fHzw%2BOOPY%2BXKlSgvL1faMjMzUV9fr7dtOzs7eHh46O0HDw8P2NnZ6cVfW1uLzMxMpc/dr%2B%2BQkBBl/PZ8D%2Bh0OgDAwIEDu1wOxsTSlhybHDx4EF5eXggNDcXrr7%2BO6upqpa07vV7v3LmDQ4cO4datW9BoND1yDg3l2aSnzOPatWsxZsyYZtvpifPZNW71Sq1SUVGBO3fuwNraWm%2B5tbU1SktLOymq/xk6dCj%2B/ve/w9XVFWVlZXj33XcxZcoUfPXVV0p8d8duY2OD4uJiAEBpaSmsrKyajWtlZaWsX1ZWBkdHR732pjFLS0vh5OSEsrIy2NjYNNtOWVlZ%2ByT6C10pL2NiaavQ0FBMnDgRDg4OKCoqwltvvYUZM2YgOTkZFhYWKCsrg7m5ebMPeRsbG70c745/4MCBMDc318vB0Ou7oaEBFRUVEJF2eQ%2BICF577TU89thj8PT0VOLrKjkYE0tbcgSAqVOnwtHREba2tsjLy8OWLVuQk5ODffv2KfF39ddrbm4uJk%2BejNraWvz2t7/FBx98AHd3d/zwww89ag5byhPoGfMIAIcOHUJ2djaSkpKatfW09yTA4qtbMzMz0/tbRJot6wyjR49Wnj/66KMYNmwYAgMDceDAAeVfX/eL3VAe98tP/v/k0HuN09H7qCvl1RG5T5kyRXnu6ekJX19fjBgxAsePH8eECRNaXK8t%2B6GlWM3MzAzuE0Nj3M%2B6deuQm5uLgwcP3rdvV8qhNXm2lGNERITy3NPTEy4uLhg/fjyysrLg7e3dYvxd6fXq5uaGo0ePQqfT4fDhw1i2bBn%2B/e9/3zO27jiHLeXp7u7eI%2BaxpKQE69evx549e9CvX7979r3X2N1lPgFe7dgtPfzww%2Bjdu3ezIzjXr19vVvl3BQ899BA8PT1x8eJF2NraAkCz2MvLy5V/bdja2up9ldWkoqJCyc/QEazr168rbU3/vftfIr/cTnvqSnkZE0t7GTRoEOzt7XHx4kUltrq6OlRWVjbb9r3ir6ysRH19vV4OhuLv06cPfv/737fLe%2BCVV17B0aNHceDAAahUKmV5V8rBmFjakqMh3t7e6Nu3Ly5cuKDE39Vfr%2Bbm5nBxcYGvry/WrFmDIUOG4IMPPuhRc3ivPA3pjvOYlZWF8vJyjB8/Hk5OTnBycsLp06fx4YcfwsnJCdbW1j1qPgEWX92Subk5fHx8kJqaqrc8NTUVw4YN66SoWlZbW4uCggIMGjQITk5OsLW11Yu9rq4OZ86cUWLXaDTQ6XQ4d%2B6c0ufs2bPQ6XTKeQ4ajQbffPON3mXEKSkpsLOzUw6fazQapKWl6cXSUfuoK%2BVlTCztpaKiAlevXlX%2Bx%2Bvj44O%2BffvqbfvatWvIy8vT2w95eXm4du2aXo4WFhbw8fFR%2Btz9%2Bk5JSVHG/zXvARHBunXrkJycjP3798PJyUmvvSvlYEwsbcnRkLy8PNTX12PQoEFK/N3t9SoiqKur6xFzaEyehnTHeXz88cdx/PhxHD16VHn4%2Bvpi6tSpyvMeN59Gn5pPXUrT5bB79%2B6V/Px8Wb9%2BvajVarl8%2BXJnhyavvfaanDp1Si5duiRarVZmz54t7u7uSmzx8fHi6ekphw8fltzcXFm8eLHBWzKMGTNGMjIyJCMjQ8aMGaN3aXRVVZX4%2BvrK4sWLJTc3Vw4fPiweHh56l0Z/%2B%2B234ujoKPHx8VJQUCDx8fG/6lYT1dXVkpWVJVlZWaJSqWTbtm2SlZWlXILclfIyJpbW5lhdXS2vvfaapKenS1FRkZw8eVImTZok/v7%2BeuOuXr1aNBqNpKamSlZWlkyfPt3gJeEzZsyQrKwsSU1NFY1GY/CS8FdffVXy8/Nl7969LV4S3tr3wMsvvyyenp5y6tQpvcvzb9261SVzuF8sbcnx4sWLEhsbK999950UFRXJsWPHJCgoSMaOHas3bld%2BvW7evFnOnDkjRUVFkpOTI1u2bBEHBwdJSUnpEXNoTJ49YR5bcvdVnD1lPpuw%2BOrG/vnPf8pjjz0mgwcPlieeeELvMvLO1HRvF2dnZ/H395cFCxZIXl6e0t7Y2Chbt24VPz8/cXFxkaeeekpyc3P1xqioqJDIyEhxd3cXd3d3iYyMlMrKSr0%2BOTk5MnXqVHFxcRE/Pz%2BJiYlRLotu8tlnn8moUaPE2dlZgoKCJCkpqc15nTx5UlQqVbNHVFRUl8vLmFham%2BOtW7fkmWeeEW9vb3F2dpbhw4dLVFRUs/tq3b59W9atWydDhgwRV1dXmT17drM%2BxcXFMmvWLHF1dZUhQ4bIunXr9C5zFxE5deqUjB07VgYPHiwjRoyQjz76qFm8bXkPGMpPpVLJvn37umQOxsTS2hyLi4vlqaeekiFDhsjgwYMlMDBQoqOjm92zrSu/XpcvX67sN29vb5kxY4ZSeBm737ryHBqTZ0%2BYx5bcXXz1lPlsYiZy1y1siYiIiKjD8JwvIiIiIhNi8UVERERkQiy%2BiIiIiEyIxRcRERGRCbH4IiIiIjIhFl9EREREJsTii4iIiMiEWHwREd3DiBEj8I9//KPF9mXLlmH%2B/PkmjKhlly9fhr29PbKzszs7FCK6BxZfRNSlLVu2DPb29rC3t4eTkxOGDx%2BOl19%2BudkP2z5oulLRR0St06ezAyAiup/Q0FDExsaioaEBBQUFWL58OXQ6HRISEjo7NCKiVuORLyLq8szNzWFrawuVSoXg4GBMnjwZKSkpen10Oh1WrVoFHx8feHh4YPr06fjhhx%2BU9h9//BHz5s2Dr68vHnnkEUyYMAGpqal6Y5SXl2POnDlwc3NDQEAAPv3001bHKiJISEjAyJEj4ebmhrCwMHz%2B%2BedK%2B6lTp2Bvb4%2B0tDSMHz8ebm5umDx5MgoLC/XGeeedd%2BDj4wN3d3f89a9/xebNm/GnP/0JABATE4MDBw7gyJEjylHBU6dOKesWFRUhPDxc2X5GRkar8yCijsPii4i6lUuXLuHEiRPo27evskxEMHv2bJSWlmLXrl1ITk6Gt7c3/vznP%2BOnn34CANy8eROjR4/Gvn37cOTIEQQHB2PevHkoKSlRxnnppZdQXFyMTz75BNu3b8dHH32E8vLyVsX35ptv4pNPPsGWLVvw1Vdf4bnnnsPSpUtx%2BvTpZv3Wr1%2BP5ORk9OnTBytWrFDaPv30U8TFxWHdunVITk6Gvb09du7cqbQvXLgQkyZNQmhoKM6dO4dz585h2LBhemMvXLgQR48ehaurK1588UU0NDS0Kg8i6kCt%2BhluIiITi4qKEkdHR1Gr1eLq6ioqlUpUKpVs27ZN6ZOWliYeHh5SU1Ojt25gYKDs2rWrxbFDQkLkww8/FBGRwsJCUalUotVqlfaCggJRqVSyffv2e8Y3b948ERG5efOmuLq6Snp6ul6fFStWyOLFi0VE5OTJk6JSqSQ1NVVpP3bsmKhUKrl9%2B7aIiDz55JOydu1avTGmTJkiYWFhBrfbpKioSFQqlezZs0dZlpeXJyqVSgoKClrMgYhMi%2Bd8EVGXFxgYiC1btuD27dvYu3cvLly4oHeyeVZWFm7evAkvLy%2B99WpqanDp0iUAwK1btxAbG4tjx47h2rVraGhoQE1NjXLkq7CwEH369IGvr6%2ByvlqtxoABA4yOMz8/HzU1NXjmmWf0ltfX1zeLbciQIcrzQYMGAQCuX78Oe3t7XLhwAXPmzNHr7%2Bfnh5MnTxoVx6OPPqo8t7W1BfDzV6pqtdroXIio47D4IqIu76GHHoKLiwsAYOPGjQgPD0dsbCxWrVoFAGhsbIStrS3%2B9a9/NVu3qXjauHEjUlJSEB0djcGDB6Nfv354/vnnUVdXB%2BDnry4BwMzMrM1xNjY2AgB27twJOzs7vTZzc3O9v/v0af6/36b1DcXRFJ8xfjl20zi/HJuIOheLLyLqdpYvX45Zs2Zh9uzZsLOzg7e3N8rKytCnTx84OjoaXOfbb7/F9OnTMX78eAA/nwNWXFystKvVajQ0NOD777/H0KFDAfx8NKyqqsrouNzd3WFhYYGSkhKMHDmyzfm5urriu%2B%2B%2BQ3h4uLIsMzNTr4%2B5uTnu3LnT5m0QUefhCfdE1O0EBgbC3d0dcXFxAIBRo0ZBo9Fg/vz5OHHiBC5fvoz09HS8%2Beab%2BP777wEAgwcPRnJyMrKzs/HDDz/gxRdf1DsapFarERoaipUrV%2BLs2bPIzMzEypUr0a9fP6Pj%2Bt3vfocXXngBGzZswP79%2B/Hjjz8iOzsbO3bswP79%2B40eZ/78%2Bdi7dy/279%2BPCxcu4J133kFubq7e0TAHBwfk5uaisLAQFRUVqK%2BvN3p8IupcLL6IqFt6/vnnsWfPHpSUmMyWmwAAAUxJREFUlMDMzAy7du1CQEAAVqxYgVGjRmHx4sUoLi6GtbU1AGDDhg0YMGAApkyZgrlz5yIkJATe3t56Y8bGxkKlUiE8PBwLFixARESEsr6xVq1ahZdeegnx8fEICQnBzJkz8eWXX8LJycnoMZ566ilERkZi48aNGDduHC5fvowZM2bAwsJC6RMREQE3NzdMmDAB3t7eSE9Pb1WcRNR5zKQ1JxIQEVGnePrpp2FjY6Mc7SOi7ovnfBERdTG3b9/Gzp07ERISgt69eyMxMRFpaWnYu3dvZ4dGRO2AR76IiLqY27dvY%2B7cucjOzkZtbS3c3NwQFRWFCRMmdHZoRNQOWHwRERERmRBPuCciIiIyIRZfRERERCbE4ouIiIjIhFh8EREREZkQiy8iIiIiE2LxRURERGRCLL6IiIiITIjFFxEREZEJsfgiIiIiMqH/A51JJ4SiXpEXAAAAAElFTkSuQmCC">
+
+<br>
+<br>
+<br>
+<br>
+
+<h3 id="Read_lengths_vs_Average_read_quality_plot_using_dots">Read lengths vs Average read quality plot using dots</h3>
+<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA9gAAAPWCAYAAAAbIDABAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDIuMi4zLCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvIxREBQAAIABJREFUeJzs3Xl4U9Ue7vE3nSilpQwCBQQZygwqMggqAioiM4LijKgcREBwhONR0YMoICgOHK%2BCIoqKiAJSBDwyKIMCyiAc5qEgBWlpKWMpadLcP3qzb9KmGdrdptDv53n6PE3T7K7sNNn73Wut37I4HA6HAAAAAABAoYQEuwEAAAAAAFwOCNgAAAAAAJiAgA0AAAAAgAkI2AAAAAAAmICADQAAAACACQjYAAAAAACYgIANAAAAAIAJCNgAAAAAAJiAgA0AAAAAgAkI2EAhTZ06VY0aNVKjRo304osvFnp7NpvN2F6jRo10/PhxE1oJV2a/ZgBwqZs0aZLxuThu3LhgN%2Bey0a9fP2O/Llu2zOPv7N271/idli1bFnMLL01ffPGFsc8ef/zxYDcHcBMW7AagZPjnP/%2BpBQsW5Ht/eHi4oqOjFRcXp2bNmum2227TzTffrNDQ0GJsJYDS5vDhw7r99tuN2yEhIVq5cqWqV68exFYBAAB4Rg82/JKVlaX09HTt2rVL3377rYYOHaqePXtq27ZtwW4aSrHDhw8bV7CbNm0a7OagCOS%2B8Jedna3vv/8%2BSK0BgOAZOXKkccz75JNPgt2cUovXAb7Qg408YmNj1aJFC7efWa1WJScn6/Dhw8bPDh48qIcfflifffaZrr766uJuJoDLnMPh0KJFi/L8fMGCBRo6dGgQWgQAAOAdARt5eLsid%2BTIEU2ePFk//vijJCkjI0P/%2Bte/tGjRIoWEMCACgHk2bNigo0ePSpLq1q0rq9Wqo0eP6tChQ9q6dauuvfbaILcQAAqvYcOG2rNnT7CbAcAkJCIEpFatWnr33XfVuXNn42f79u3TmjVrgtgqAJcj1%2BHhvXv3Vq9evTzeBwAAUFIQsBEwi8WikSNHuv1s/fr1QWoNgMtRRkaG/vvf/0rK%2Bczp1auXevfubdy/dOlSWa3WYDUPAADAI4aIo0CaNGmiqKgoZWRkSJIxjNNf69ev148//qjff/9dJ06c0Pnz51WxYkXFx8erc%2BfOuuuuuxQVFeXXtvbt26e1a9dq06ZN2r9/v1JSUnTx4kXFxMQoLi5OrVq1Uu/evXXNNdcE1Mbs7GwtWrRICQkJ2rNnj06fPq0qVaooPj5ed955p26//fYSVUX9wIEDWrx4sdatW6djx47p1KlTio6O1pVXXqmbbrpJd999t2rWrOl1G64Vm0NDQ7Vz505JUkpKiubNm6fly5fr2LFjyszMVJUqVdSmTRsNHDhQTZo08budWVlZmj9/vpYsWaL9%2B/frzJkzHvfr1KlT9eGHH0qS7rrrLr3%2B%2BuvGNubNm6eXXnrJbbt2u12NGjXy%2BDdHjRqlYcOG%2BWzbH3/8oblz5%2BrPP//U8ePHFRkZqdq1a%2BuWW27RwIEDFR0d7ddz3Lp1qxYuXKitW7fq6NGjOn/%2BvMLCwlS%2BfHnVqFFDjRs3Vps2bXTLLbeoXLlyfm0zt%2BXLl2v48OGSpLJly%2BrXX3/1%2Bz0zbdo0vf/%2B%2B5JypoR4mud88eJFLVmyRMuXL9euXbuUnp6uixcvqkyZMrriiitUu3ZtNW/eXB07dtR1111XoOfgzY8//mh8vrRs2VK1atWSJDVr1kw7duzQ6dOntWLFCnXr1i3fbVitVt144406c%2BaMJOntt99Wjx49/Pr7hw4dUteuXY3bP/zwg%2BLj4/P9/X379hnvv7///lunT59WTEyMrrzySnXo0EEDBgxQXFyc17%2B5d%2B9eo5c%2BKipKW7ZskZTzvpw/f77WrFmj48eP6%2BTJkypbtqxxv%2Bvz/e2337R%2B/Xr973//U2Jiok6fPq2QkBDFxsaqQYMGateunQYMGKDY2Fi/9oPTX3/9pTlz5mj16tU6duyYQkJCFBcXp/bt2%2Bvee%2B819s3111%2BvU6dOSZK%2B/fbbPPU8imrfBaKw%2B9nVunXr9N///ld//PGHUlNTdf78eVWqVEkNGjRQ586d1b9/f5UtW9avdu3Zs0dr167V5s2btX//fp04ccI4llWvXl2tWrVS37591bx584Cer91u18KFC5WQkGB85l5xxRVq2LCh%2BvXrp9tuu63Ip3j524ZJkyZp5syZkqQHHnhAY8eOzbOtVatWGTUYGjRooMWLF/v8%2B/5s1yk5OVmrV6/Wxo0btXfvXh07dkwZGRmKiopSpUqVdO2116pLly669dZbZbFYCrI78sjvf9LJ9X3l9Oabb%2BrNN9/Msy3n47OystSpUyelpqZKytkHffv29as9iYmJuuOOO4zby5YtU926dQN6Tk6e9r3D4dCKFSs0f/587d69WydOnFD58uUVHx%2Bvnj176s4771RYmPkRJSkpSQsWLNDatWuVlJSk06dPG8flG2%2B8Uf369dNVV12V7%2BML8jqgdCJgo0AsFotiYmKME%2BCzZ8/69bikpCS9/PLL%2BvXXX/Pcl5KSopSUFP3666%2BaPn263njjDd18881et9e7d%2B985y2lp6cblc%2B/%2BOIL3XHHHZowYYJfISQ5OVmjRo3K8%2BF49OhRHT16VL/88ovat2%2Bvt99%2B2%2Be2ilpmZqYmTpyob775Rna73e0%2B5z7Yvn27Zs6cqREjRmjIkCEBbX/FihV64YUXdPr0abefHzlyREeOHNHChQs1evRoPfLIIz63lZiYqJEjR2rv3r1uPw/2frVarZowYYK%2B%2Buort59fvHhR27dv1/bt2/X111/rk08%2BUYMGDbxu51//%2BpcSEhLy3Ge323XixAmdOHFCf/75p%2BbOnavOnTsbFxEC1bFjR1WoUEGnTp3ShQsXtHz5crceXm9%2B%2BOEH43vXYddOO3fu1FNPPeVW1NApIyNDf/31l/766y%2BtXbtWH374od5//323pbTMkHt4uOv3O3bskCQtXLjQa8COiIhQ165dNW/ePElSQkKC3wHb9TVs2rRpvuE6IyNDb7zxhr777jtlZ2e73Xfy5EmdPHlS27Zt08yZM/XUU09p0KBBfv19py%2B//FITJ0702Vv/yy%2B/6LnnnjMuJuSWmZmp5ORk4zUbO3as%2BvTp43cb3nzzTWVmZrr9fP/%2B/dq/f7%2B%2B/vprjRkzRg899JB/T%2Br/Kep9Fwh/97PT4cOH9dJLL2njxo157ktOTjb29YwZMzRx4kS1b98%2B321lZWXpzjvv1L59%2Bzze7/wc37lzp2bPnq2ePXvq9ddfV2RkpM92Hj16VCNHjtT//ve/PD8/evSoVq1apZtvvllTpkzxua2CKglt8NdLL73k8f9Rks6cOaMzZ87o0KFDWrhwoZo1a6b33ntPV155ZRBa6lt4eLj69eun6dOnS5K%2B%2B%2B47vwP2t99%2Ba3zfunXrAodrT86ePavRo0dr5cqVbj9PTU1Vamqq1q9frzlz5ujdd981LqwWlsPh0AcffKCPPvpIFy9edLsvLS1NaWlp2r59uz755BM98sgjevrpp6krhEIhYKNAHA6H24mcP71wu3fv1uDBg3XixAnjZ1FRUYqPj1fZsmWVkpKixMRESdKJEyc0bNgwTZ06VV26dMl3m67hOjw8XHXq1FGFChUUEhKitLQ0JSYmGqFz2bJlOnHihGbPnu215/nkyZMaNGiQDh48aPwsIiJCDRs2VNmyZZWYmKjU1FT99ttvGj58uFq3bu3zuReVM2fOaMiQIW4XAsLCwlS/fn1VrFhRZ86c0d69e2Wz2XTx4kW99dZbSk9P15gxY/za/tq1azVixAhlZ2crPDxcDRo0UExMjI4fP26Er%2BzsbE2cOFG1atXSbbfdlu%2B2jh49qocffljJycnGzyIjI9WgQQNFRkbq8OHDSklJ8Wu/xsXF6aabblJmZqb%2B%2BOMPSTkXfW688UaPv1%2B7dm2vz/PFF180enErVqyoOnXqKCQkRPv27TP%2Bz5OTk/WPf/xDixcvzrcne/To0Vq6dKlxOywsTPXq1VPFihXlcDh0%2BvRpHTp0yDjAOxwOr%2B3yJjw8XF27dtXcuXMl5QRCfwL2jh07jP9ti8Winj17ut2fnJysRx55xO0qfWxsrOrUqaNy5crpwoULSklJ0bFjx4z2ezoZLYyjR48awSU8PNwtRPfo0UNvvvmm7Ha71q5dq9TUVF1xxRX5bqtXr15GwF67dq3S09NVsWJFn21w7RXzdBFCygk%2BQ4YMcVuuMDw8XPXr11eFChV0%2BvRp7d27V3a7XRcuXNCECROUnp6up59%2B2uffl3JGaowbN87Ybnx8vGJiYnTixAm395EkHTt2zO0zuUKFCqpVq5aio6N18eJF/fXXX0ZP1rlz5zR69GjZ7Xb169fPaxu%2B/PJLow1OcXFxql27ti5cuKC9e/fq4sWLGj9%2BfECjMYp63wUikP0s5byHBg8erJMnTxo/K1eunOLj4xUZGank5GQdOnRIknT8%2BHH94x//0H/%2B8x917NjR49/Pzs52C9fh4eGqW7euYmNjFRISotTUVCUmJhrvs8WLFys1NVWffvqp1xCQmpqqQYMG6a%2B//jJ%2BVqZMGeMzNzExUWlpaVq9erVGjhypxo0b%2B7/T/FQS2hCIvXv3Gvs5JCREV155pSpXrqzIyEidOXNGBw4cMC407dixQ/fee68WLFigKlWqFGm72rdvr7Nnz2r37t3G%2B7hu3boeR6W5XngZMGCAZsyYIYfDoY0bN%2BrQoUOqU6eO179ls9nclkK8%2B%2B67zXkSyjnmPfPMM1q9erWknONtvXr1ZLVatW/fPrd9O2jQIM2ZM0dVq1Yt9N99%2BeWXjeOAU506dVS1alWdPHlS%2B/fvl5RzsWv69Ok6cuSI3n777Tzvr4K%2BDih9CNgokB07dujChQvGbW9DJ6WcK5bDhg0zwnX16tU1ZswYdenSxW0YUGJiol577TWtW7dOWVlZeuGFF9SsWTPVqFHD43bLly%2Bvfv36qUuXLrrmmmsUHh7udv%2BpU6f05Zdf6v/8n/%2BjrKwsbdq0SZ9%2B%2BqkGDx6cb1vHjx/vFq4HDhyoJ598UuXLl5eUczL0008/6ZVXXtHmzZuNiwLB8K9//csI12XKlNGIESN0//33uwXA06dPa9q0afr8888lSTNnzlSrVq28hmEp53k%2B88wzkqShQ4dq8ODBiomJMe7fsmWLRo4cqZSUFEnShAkTvA6Ze%2Bmll4yT1ZCQEGObzpNyh8OhtWvXauzYsT73a4cOHdShQwe3Ie0hISEFWo9y%2BfLlOnXqlGrUqKGXXnpJnTt3Ng6qWVlZ%2BuSTTzR16lRJ0t9//61Zs2ZpxIgRebbz559/GuHaYrFo2LBheuSRR9z2mZTTk71lyxYtW7bM7QS9IHr37m0E7F9//VUnT55UpUqVvD7GtWe2TZs2ql69utv9H3zwgRGu4%2BLiNG7cOHXo0CHPicaZM2e0evVqffvtt6YNk3RauHChEd5vvvlmVahQwbivSpUqat%2B%2BvdauXSubzaaEhASvoyfatm2ruLg4HT9%2BXFlZWVq2bJnuu%2B8%2Br39/27ZtRkAKCQnJt9d7zJgxRkAsW7asRo0apQEDBrgFzfT0dL333nvG6IiPPvpIrVu3VocOHby2wWq1avz48bJYLBoyZIgGDx5sfAZJcgssTs2aNVP//v3VqVMnjyd827dv15QpU4yaGa%2B99ppuuummfE9g9%2B/frwkTJhi3a9asqfHjx%2BuGG24wfnbu3DnNmDFDH330kV577bU8o2jyU5T7LhCB7udTp05p2LBhxnu3Zs2aeuGFF3TLLbe4Xbg9cOCAXn31VW3cuFFZWVkaPXq0Fi1apGrVqnlsR4UKFdSvXz/dfvvtatGiRZ7hsSdPntQXX3yh6dOnKysrS%2BvXr9eXX37pddTAK6%2B84tb%2Bxx57TE888YTxmWS327Vs2TKNGzdO69evL5Iq1iWhDYEIDw9Xr1691L17d7Vr1y7PiDfn1JnJkycrLS1NJ06c0Lhx44wpN0XlnXfekZSz/rJzFZe7775bjz32mNfH1apVS%2B3btzdGDX733Xd69tlnvT7m559/Ns7VYmJi3IaKF9bSpUuVnp6u8uXL6%2BWXX1aPHj2M943rZ4nD4VBSUpLGjh1b4FFeTvPmzXML161atdK4cePczlsPHz6sV1991dhPS5cuVYsWLfLs34K%2BDih9GP%2BAgDkcDk2bNs3tZ65zFT2ZMmWKMU%2B7Tp06mj9/vrp165bnJKJu3bqaPn26brrpJkk5wfyDDz7Id7u//PKLXnjhBbVu3TpPuJZyTlqGDx%2But956y/jZ7NmzZbPZPG5vy5YtbsNnhwwZohdffNHthCskJERdu3bVzJkzFRkZqfT0dK/PvagsWbJEP/30k6ScK6WfffaZhgwZkqd3NTY2Vi%2B%2B%2BKJGjRpl/Gzy5Mk%2Be0%2BdPa7jxo3T008/nScotmzZUtOmTTPCVVJSktGbnNvPP//sNi1gzJgxGjVqlNvJtMViUYcOHfT555%2BrQoUKxbZfT506pSpVqmjOnDm69dZb3YJkeHi4hg4d6hbI8qte/csvvxjf33nnnRo5cmSefSblzG1v3bq1XnrpJU2ePLlQbW/VqpURpGw2m1vvuSfZ2dlasmSJcdtTz6yzZ0HK%2BT/p2LGjx16y8uXLq2fPnpo1a5bPizWBcu098dQrH0g1cYvF4haQPQ3fz82197pt27YeQ9GCBQuM1zwqKkqzZ8/WI488kqcXt2LFinrllVeMOaMOh8PjfL3cbDabMjMz9dJLL%2BmZZ55x%2BwyS8o7K6NOnj%2BbPn68HHngg31oLLVq00MyZM42AmpGRYVyg8WTKlCnKysqSJFWqVEmzZ892C9eSFB0draefflrPPvusMjIy8gy/9KSo910gAt3PkyZN0vHjxyXlXFieP3%2B%2BunTpkmdUVP369TVz5ky1bdtWUs7njHOobm4RERH6%2BeefNWbMGLVs2dLj3NNKlSpp5MiReuONN4yfffbZZ/mOHlm/fr2WL19u3H7yySc1evRot8%2Bk0NBQ9ejRQzNmzFBERITpn7kloQ2BmjFjhqZMmaJbbrnF43SyMmXK6M4779QXX3xh3L98%2BXIdOXKkuJvqtwEDBhjfL1iwIN/zHyfX4eE9e/Y0tSc2PT1d4eHhmj59unr37u32vnF%2Bljgv7Es58%2B3Xrl1b4L93/vx5TZo0ybh93XXX6dNPP83TKXTVVVdp%2BvTpbqPg3n333UJfBEfpRcBGQI4cOaJRo0Zp1apVxs969uzptcjVyZMn3U6CJ02a5LWXLSwsTOPGjTNOMhISEnTu3DmPv%2BtvUaeuXbuqZcuWknKG7DmLd%2BXmerJZu3ZtPfnkk/lus2nTpnr00Uf9%2BvtF4eOPPza%2BHz58uPH88jN06FBjHtWhQ4f022%2B/%2BfwbzuJo%2Bbnmmmvc1iLevHmzx9/75ptvjO%2BbNWumhx9%2BON9t1qpVy%2Bt%2BLwr//Oc/vRZRcm1vUlKS0WvvynnSLcnvol%2BFLZIXaHjcuHGjMYogPDzcY8%2BE65BYX/9TTmYW%2B9u0aZMx/SAmJsZtSUCnLl26GIWj9uzZo127dnndpmtI37x5s9eijLkvQuQ37N51tMRTTz3ls5jXyJEjjbmae/fuzfdilKuWLVvqwQcf9Pl7kv%2BfhaGhoXruueeM27nnQTo5Cz05PfXUU16LJD722GP5FhnMrTj2XSD83c/JycnGe8xisWjy5MluoytyCw8P12uvvWZcoJo/f77HCxAWi8XvQmi9e/dW06ZNJeUcj3PXs3ByPZbVr19fTzzxRL7bvPrqqwOeP%2B%2BPktCGQPn7PqpXr54RXLOzs93OiUqa2267TZUrV5aUM/3O9WJwbrnf92YOD3d64IEHvB5bBg8e7HZO%2BfXXXxf4byUkJBg1gsLCwvT666%2BrTJkyHn83PDxc48ePNy4oXLx4Mc%2BwcsBfBGzksWfPHj322GNuXwMHDlTXrl3VpUsXY1iMJN1444167bXXvG5v2bJlxklF7kCWn5o1axohJTMzU3/%2B%2BWchnlGOq6%2B%2B2vh%2B%2B/btee53OBxuJ5t33323IiIivG7z/vvvD0ohjAMHDhiFnsLDw30OeZVyet5d59tu2LDB52Ncr3znxzVMug6td7LZbFq3bp3bNn0NKe7bt2%2BxzV%2BKjY31OQSubt26xgmK5Pl5uh60d%2B/ebV4DfXANgFu2bPHak%2BIawDt16pSnt06S2/98MIZrul6M69q1q8eToXLlyunWW2/1%2BBhPGjdurIYNG0rKeZ%2B7jlLJbf369cbwyDJlyngs3rZz505jzmzZsmX9OgkNDQ1V9%2B7djdv%2BvP%2BK4uRWytkfzv3qnEOd25o1a4zh3lFRUfnOQ3cKCQnx6/OiuPZdIPzdz0uXLjV69Nu0aWMEXW/q1KljHHsyMjI8HnsC5etYZrfb9fPPPxu377nnHp8XwR544AFTp3qUhDYUNdeVScx4XYtKeHi47rzzTuO2aw91bgsWLDDe902bNlWzZs1Mb88DDzzg9f6QkBC3c5pffvnFeN8FasWKFcb3N910k%2BrVq%2Bf192vUqOE2Isv18UAgmIONPE6fPu1zSE6dOnU0bNgw9e7d2%2BcBcdOmTcb3119/vd/taNiwoVHoaMeOHfkWsJJy5sr%2B9ttv2r59u44cOaKzZ8/q4sWLbsOgXSsieypcc/jwYbdK2f7M86tSpYqaNGlihN3i4tqD06xZM49DkT1xrYDtT5v9uRji2vPrqYLx/v373aoP%2B/M/EB0drWbNmrn97xSV5s2b%2B7UcSLVq1ZSWlibJc9V816VzvvrqK9WqVUv33XdfvlfLzdKgQQM1btzYCPWLFy/22FNktVqNdaWl/At3NW/eXL///rsk6dlnn9Ubb7yhVq1aFUHL88rMzNSyZcuM296KtvXu3dsYyp2QkKDnn3/e4zQRp169ehlTRRISEvKtpp/7IoSn95br%2B69FixZ%2B93q5vv/yG0XjqqD7PTk5WevWrdPu3buVlpamc%2BfO5RkW6hxabLPZlJaWlqfOhWtg8Pc5%2BvPeLq59Fwh/97Nr2wM5ljVo0EBbt26VlPO5662Ao3OpNeex7Ny5c3mOZa71KTwdy/bv32%2Bs8CHJmHLlTc2aNVW/fn2j2FNhlYQ2FNbWrVu1ZcsWHThwQGfOnFFGRobb6%2BA6nN3T61CSDBgwQJ988okcDodWr16tEydO5CnM5nA49N133xm377rrLtPbUbt2bZ9FRyW5rSBjtVq1Z8%2BegJenk%2BRWRNHXqjROnTt3No4tu3btktVq9dnZAuRGwEaBJCUlaf/%2B/X5dbXatjrpixQq/T45cA3F%2B87JsNptmzZqlGTNm5Fmb0BtPAcm1EEtISIjq16/v17bi4%2BOLPWC77tOkpCS/C2y47iN/5rp5q87s5Dq0MfcyPlJOdWOnsLAwr2tMuqpXr16xBGx/nqPkXhHUtcCfU7du3fTOO%2B8oJSVF2dnZmjBhgqZNm6YOHTqoXbt2atmypRo0aFAkPTS9evXyGbBXr15tXACJiYlRp06dPG5r0KBBRsA%2BdOiQ7r//ftWtW1cdO3ZUmzZt1LJlS7fefDMtX77ceG/GxcUZ81c9ufHGG1W5cmWlpaXp5MmTWr16tVuvdm49e/bU22%2B/LYfDob1792rPnj15hjRbrVajroGUf8B3DQCJiYl%2Bv/9c5/P58/4LdPmfpKQkTZgwQStXrgyosrunz8O///7b%2BN5Xr49T3bp1ZbFYvNZ3KK59Fwh/97Pr5%2B6yZcv8XuPWNRDn1/asrCzNnDlTM2fODOhY5mn6lOsoFufqGv6Ij483LdyWhDYU1E8//aTJkyd7XKYwP/lNYysprrrqKl1//fVav369bDabFixYkOci44YNG4zzoMjISL%2BXfQyEt2UuXVWvXl3R0dHGfv3rr78CDthnzpxxey85RzH54npcsFqtSk5ONm25MJQeBGzk0bZtW82ePdu4bbPZlJycrF27dmnmzJnatGmTbDabpk%2BfLpvN5nPJJ9cPuAMHDujAgQMBt8nTwSsrK0tPPvlkgeY%2BeVrr1LX3NSoqyu8rlt7m4BUV132amppaoCIgvk4IQkNDA55b6%2BnE2vXkvVy5cn4Pqfe3V76wvPV65sfT84yKitKHH36ooUOHGnO0z549qyVLlhhzeitVqqROnTrprrvuMrVXuGfPnnrrrbeUnZ2t/fv3a9euXXnqIjiXIZOk22%2B/Pd%2Be9dtuu01PP/203n33XSOkJSYmKjExUbNmzZLFYlHDhg11xx13aMCAAX5foPCH61Dvnj17er0YERYWpu7duxufVQsXLvQasGvUqKFWrVoZvZAJCQl5AvaqVauM/9fY2Nh8ezxc33/Otc0D5SnUuoqMjPRrZIXTzp07NWjQoDzr1fvD0%2Beha/s8TSXwJCwsTGXLlnXrucytOPZdIALZz65t37dvX77rVnvj6XPXarXqiSeeKNDnuKfXzvV/oHz58n5/jpt5LCsJbSiI999/P08RV3/4u356MN1zzz3GCgLfffddnoDtOnS8a9euRXIMDuT1jY2NNd4vBflcyz2izp/lGT393unTpwnYCBgBGz6FhYWpZs2aqlmzpm699VaNHTvWKFo1c%2BZMtWvXLt/1PSXPvX2B8tQbM2PGDLdwfd1116lPnz5q0aKFqlevrnLlyrmFiKlTp3pd7sF1jk8goSsYQ4eKap8WhcKs9XypadasmZYuXarPPvtM8%2BfPV1JSktv9J0%2Be1Pz58zV//nzdcssteuONN/w%2B6HsTFxen1q1bG1MqEhIS3AL2uXPn3Arb%2BOqZGDp0qDp27KiPP/5YK1ascPt/czgc2rNnj/bs2aPp06frqaee0qBBgwr9HJKTk90K782ZM8frXEHJ/aR21apVOnXqlNcTuF69ehkB%2B4cfftCzzz7rFuJdq4ffcccd%2Bb63vQVIf/l6XwRS28FqtWrUqFHGSWhkZKT69Omjjh07ql69eqpSpUqeIHn99dd77Sktqvdtcey7QASyn4vqc/c///mPW7hu06aNevfurebNmysuLi7PsWzSpEmaOXNmvn%2BjJBzLSkIbAvXbb7%2B5hevatWvr7rvvVqtWrXTllVeqfPnyioyMND4zVq1aZVS4vxTcdtttqlSpkk5woKwKAAAgAElEQVSePKlDhw5p48aNxiihM2fOuI3eKar6DwX9XyjIBYzcj/H3b%2Bf%2BH7wULp6g5CFgIyAWi0Vjx47Vn3/%2BaRRA%2Bve//61ly5ble2CMiYkxriROnjzZlGFHNptNn376qXH74Ycf1r/%2B9S%2Bvjzl//rzX%2B12Xt/L1u4Fstyi49ijdfffdGj9%2BfLG3wV%2BubT1//ryys7P9Oqk1s5eqOEVHR2v48OEaPny4EhMT9fvvv2vjxo1uxbOknOrNQ4YM0ddff21KFe7evXsbAfuHH37Q888/b5wI/vTTT8bw/WrVqnkdeu3UpEkTvfXWW7Jardq6dav%2B%2BOMPbdy4UX/88Ydx8nzhwgVNmDBBoaGhha4A/P3337utoRzo%2ByorK0s//PCD1wI63bp10/jx45WVlaVjx45p06ZNxnzYs2fPul2E8FbUy/V/%2BsEHH9TLL78cUFvNtnTpUrehnV999ZXP4kS%2Bgq7rc/RUW8ETm83mM4SWtH0XiPLlyxvv4ffee8/n8pT%2BsFqt%2Bvzzz43b//jHP9yqvHtyKRzLSkIbXPlzQfmjjz4yvm/btq1mzJjhtdhmMI79hREREaG%2BffsaF2e%2B/fZb41iQkJBgHCPq1KmjNm3aFEkbCvq/UJDe9NyP8fdv5x5l4u8IHsAVVcQRsPDwcLeToqNHj2rOnDn5/r7rfM1A5jR5s337duOkLyoqSs8%2B%2B6zPx3haWsmV69JhVqvV76GLuXspi4NrW83ap0XFtXiSzWbzu72eKnVfaurWrasBAwZoypQpWrNmjT7//HO3Akfbtm3zuXa1v1x7XI8fP27Mo5bcC3f16NEjoF67iIgItW3bVsOGDdOsWbO0fv16vfLKK249xe%2B%2B%2B67H%2BfeBcF37uqB8VRPPPezbdb/8%2BOOPRjXt6tWrey1E5fr%2BO3ToUAFbax7XNeb79%2B/vM1ynp6f77JWpXr268b2/78XExESfvcslbd8Foig%2Bdzdv3mxc7IiNjdWoUaN8PsbXscz1mHv27Fm/L5CYeSwryja49kT6W13a19%2B3Wq1uRexGjx7tcyULX69DSXTPPfcY3//444/GhWzX0UJFUdzMydsSia4yMzONoqKSClT3IzY21u3itb//3671eCR5XVYWyA8BGwXSpk0bt6qg06dPz/cE23UpC3/WXvaHawGehg0b%2BqzU7HA4fC711bhxY7fg4c%2ByG9nZ2cVe4Exyr%2B69detWU4ZdFpX4%2BHi3QmjOXlZvzp0759d%2BdX29SvpQdIvFouuvv14ff/yxW8Ef1yXMCiN34TJneExNTTXm3Um%2Bh4f7Eh0drfvvv19Tp041fnb27Fm3aq2B2rZtm1tho%2BXLlxvD0H19LV%2B%2B3Hjc9u3bfdZ4cO2ZXrZsmXGC7jo83Nf879xrvwd7CKFrIUFfa0pL8qs4l%2Bt2tm/f7tfwaH/e2yVt3wXCte1FcSxr1KiRz2Gs2dnZfh3LXPlzLLPZbKYuL1iUbShXrpzxvb/BPb/1wp1OnDhhfBaEhob6tTyVv0XuzOT6uVSQY16dOnWMXuvMzEwlJCRo586dRvHZsLAwtyW9zLZ7926/3vM7duxwG9GUu6aIPyIiIhQfH2/c9ne5V9ffi4uL8xiwC/s64PJHwEaBuVYqTk1N1dy5cz3%2BnmsQ37x5sylr67petfanKvNvv/2m48ePe/2dcuXKuX2IOwtTebNhwwa3q6zFpW3btsaJmNVq9dlzF0xhYWG64YYbjNtz5871eUD6/vvv/eoRdQ3u2dnZl8TJetmyZd2WnEtNTTVt267h8ccff5TVatWSJUuME5X4%2BPgCnah40r59e7cllgrzPBYuXGh836xZs4AKytSqVcvtZNjXe%2BGWW24xhq%2BeOnVKa9asUUpKitvayr7WfG7Xrp0xnzkjI8OU3vfCcF2Cy5/PQ9f9nZ8OHToYvT8ZGRluvf2eZGdnG7U5vClp%2By4Qru/bDRs2uFUHL6hAX7tffvnFraK6JxUrVnQLFv4cy9auXVugQlLBaIPrqKiTJ0/6/Oz5%2B%2B%2B/tWvXLq%2B/k3sZO19Onjzpts53cXH9zC3oqCHXXuxvv/1W8%2BbNM2537tzZ1MKVuWVkZGj16tU%2Bf8/1/6V27dqqWrVqgf6e60ikpUuXuoV2TxwOh9vF1vxGMpnxOuDyRsBGgbVu3dptLufHH3/sMeDcfPPNqlu3rqScD69XXnml0EHI9cN2z549XufWWK1WTZw40a/tuvbuLVmyxOtV7%2BzsbL377rt%2BbddssbGx6tu3r3H7vffe83voVTAMGDDA%2BH7Hjh1uVepzO3r0qN5//32/tluhQgW3Hh/XpWGKWyBXsV1HHMTGxprWhk6dOhnzxU6fPq3Vq1e7BSNfvdeBPAer1ep2slLQ6r9Wq1U//PCDcbsg81pdH7No0SKv8y3LlCmj22%2B/3bi9ePFiLVmyxHhMo0aN8lQXz%2B2KK65Q9%2B7djdvvvPNOUNfBdV3PdvPmzV5/d/369W7roeenWrVqbsPp33nnHbfe1txmzZrlV%2B9jSdt3gbj11luNJb3sdrvGjh0bcDDLzfW127lzp9eT9YsXL%2BrNN9/0a7t9%2BvQxvv/%2B%2B%2B%2B9Xgyw2%2B167733/NpuIIqqDdWqVXMbMvzjjz96/f333nvPZ7CqXLmycYHDbrf77O188803g3JB1zX8FvR4d/vttxvFNXfs2FHka1/n9v7773t93xw5csQt9BemR71///7G90ePHtXXX3/t9fcXLlzodt6X3/4w43XA5Y2AjUJx7cVOSUnxWPU3JCREzz//vHF7y5YtGjp0qM%2Be3wsXLmj%2B/Pl69NFH89x3zTXXGPNNMzIyNGnSJI/h4Ny5cxo5cqTfveb9%2B/c3PjjtdruGDx/u8aTSbrdr3LhxQRki5jRs2DAjnJ06dUoDBw70Oaw6Oztbv/76qx577LE884yKUqdOndx6sSdMmKD3338/z4WRdevW6aGHHlJ6erpf1bXDwsLc1rb87LPPiq06em6jRo3SjBkzfK7Ru337di1btsy4bWYxmYiICLew%2BdFHHxlDty0Wi3r06OH18UeOHNGDDz6on3/%2B2ecJ6XvvvWfMWY6IiNDVV19doDY7q387FSRg33HHHcb3ycnJbnOSPXG90LBy5Uq3E0xfvddOTz75pNETnpqaqoEDB/r8nLHb7Vq9erUefvhhU0Ol64XOBQsW5Buyt2zZopEjR/p9IeW5554zLmClpaXpoYceyjM0%2Bty5c3rnnXf05ptvKioqyud0Halk7btAhIWFuRUg27hxo4YPH%2B7zPZ%2BRkaF58%2BblWRZJklq2bGn06J89e1ZTpkzxuI2zZ89q2LBhfs%2BHv/vuu42LXllZWRo2bJjH/Waz2fTyyy8XyVSnomzDbbfdZnz/wQcfuE2TcDV9%2BnTNnz/f5/aio6PVtGlT4/bEiRM9Tr3Kzs7W1KlTgzZqzLWNK1euLNBx3FnszMn5OV6tWjV16NCh8I30Yffu3XrxxRc9zp9PTU3VsGHDjDbFxsbq3nvvLfDfatasmdtzmjhxolsxS1cbNmzQv//9b%2BN2y5Yt1b59e4%2B/a8brgMsbVcRRKDfccIOuvfZabd26VVLO0ll33313nnlkt956qx5//HGjSue6det06623qkePHmrbtq2qVq2q0NBQnTlzRomJidq2bZvWrl2rjIwMVatWLc/fjYqK0l133aWvvvpKUs6w4/379%2Buuu%2B5SrVq1lJGRoe3bt%2Bubb75RcnKyypUrp5tvvtlnQamYmBi9%2BOKLevrppyXlFLvo1auX7rvvPrVu3VplypTRwYMHNW/ePO3cuVNlypTRjTfeqJUrVxZ6XwaqRo0amjx5soYNGyabzaakpCT1799fnTp1UocOHXTVVVcpMjJS586d09GjR/W///1Pa9asMYq3Ffe8ofHjx%2Bu%2B%2B%2B5TcnKysrOzNW3aNH388cdq2LChIiMjdfjwYePk67rrrlPr1q01ffp0Sd6XbunZs6dxYjZ37lytXLnS2KZTr1691K1btyJ8djlz%2BKZMmaJ33nlH7dq1U8uWLdWwYUNVqFBBFovFCH4JCQlGz0fNmjXVs2dPU9vRq1cv4%2Bq/67zo6667zuh9y4/D4dDvv/%2Bu33//3Vizu3nz5rryyisVHR2tzMxMHTx4UD/88IPbxaUHH3zQrWpwIFxPVBs1auQ2P91fV111lRo3bmz0oC5YsMBtakpu119/vapWraqUlBRduHDB6LGwWCx%2Bvx61a9fWxIkTNWrUKNntdh06dEh9%2B/ZV586d1aFDB9WqVcvt/bd9%2B3atXr3auLBo5vuvT58%2Beu%2B993T69GlZrVY9/PDDuueee3TjjTcqJiZGycnJWrlypdFT36VLF/3%2B%2B%2B9el%2BmScqYUvPDCCxo3bpyknAswgwYNUvXq1VWrVi1lZmZqz549xsnwyy%2B/rEmTJrldePGkJO27QHXr1k1bt27VrFmzJEk///yzbrnlFvXs2VNt2rRR1apVFRISojNnzujgwYPaunWr1q1bp8zMTNWuXTvP9mJjY9WnTx/jIs/s2bO1Z88e9e/fX1deeaXOnz%2BvrVu3at68eTpx4oRiY2PVrl07n722FStW1AsvvKAxY8ZIyilU17t3b91777267rrrFBERoYMHD2ru3Lnas2ePypYtq%2Buvv97UYc9F2YaHH35Y8%2BfPV1ZWllJTU9WvXz8NGjTIqPly8OBBff/99/rzzz8VExOj1q1buy3r6cnAgQONtm7dulV9%2B/bV/fffryZNmshut2v//v2aP3%2B%2BMdz8rrvu8rmUoNk6duyomJgYo3Bct27d1LRpU1WuXNmoSRIZGam3337b63YGDBjgthKLJPXr18%2BUFS286dChgzZv3qyFCxdqx44duueeexQfH6%2BsrCxt2bJFc%2BbMcbtgNWbMmEIXGRs/frz69OmjU6dOyWq16vHHH1e3bt3UpUsXValSRWlpaVq1apXb6KeoqChNmDAh322a9Trg8kXARqE98cQTevzxxyXlFNtZuHChxzUUn3nmGVWoUEGTJ09Wdna2Lly4oG%2B//bbAB6hnn31Wf/zxh3FyvGnTJm3atCnP75UpU0ZvvvmmX0VWJKl79%2B5KSkrSW2%2B9JSmn52D69OlG2HMKCQnR2LFjdeTIkaAEbEnGWsVPPfWUTp06JYfDoVWrVvk8kQiGmjVratasWRo1apTxmmVmZuYpjtW%2BfXu9/fbbmjFjhvEzb0t0PPjgg1q5cqVRNfvEiRN5KsA3b97crKfhk81m09q1a93WtfXkiiuu0AcffOBWsMcMbdu2VVxcXJ6aA/72zDq5rtntzW233WZckApUWlqa1qxZY9wuzLJHd9xxhxGwly9frnPnzuUb%2BkNCQtSjR488J5ht2rRxq57tS5cuXfThhx/qmWee0dmzZ5Wdna0VK1ZoxYoVBX4eBRETE6NJkyZpxIgRstlsslqtmj17tsepGE2aNNGECRPcegC9cS575hqc//77b7eRPeHh4Ro9erT69eun1157za1d%2BSkp%2B64gXnjhBVWsWFHvvPOOHA6HMjIy9M033/g1B92Tf/7zn9qyZYvRO71x40aPBePKli2ryZMnuxUt9KZv375KSkoyptycOnVKH374YZ7fCwsL07hx47Rr1y7T5xUXVRvq16%2Bv5557zghB6enpboUXnSIjI/XWW29p/fr1Po%2BLffv21erVq40pK4cPH843ZD355JNq1qxZsQfsqKgovfbaa3r%2B%2BeeVlZUlm82W5xjqOj84P/Xq1VObNm2M46bFYnEbTl1Uateurf79%2B%2Bv555/Xvn37vC4x%2BsQTT5jSpri4OH322Wd69NFHlZaWJofDoSVLluRbFyA2NlbTp083pjZ6YtbrgMsXQ8RRaJ06dXIrMjR9%2BvR859c8%2BuijWrRokbp37%2B61V1LKOYA%2B/vjj%2BuyzzzzeHx0dra%2B%2B%2Bkq9e/fOd9mhli1b6ptvvvH7ZNJpyJAh%2BvDDD/Pt8atbt64%2B/vjjYpmv5Ev79u21dOlSDR482Oc82CpVqqh///764osvdNVVVxVTC/%2B/evXqaf78%2Bfr3v/%2Bttm3bqnLlyoqIiFCNGjXUsWNHTZ06VZ988okqVarkNoXA23DxiIgIzZo1S2%2B88YY6deqkuLg4n8urFIXHH39c3bt39zm03VmFOyEhIU%2BlXTN4GgoeHh7uNow6P1WrVtWzzz6rVq1a%2BaxmXK9ePb3%2B%2BuuaNm2az/dyfhISEtw%2BK/xpY35cH5uZmelztIqnCw6BXoSQcmpMLFu2TI888ojP9VKrVaumAQMG6KuvvlJcXFzAf8ubzp07a%2BbMmapXr57H%2B8uVK6eBAwdq7ty5Aa8p%2B8ADD2jx4sV65JFHVL9%2BfUVFRalcuXKKj4/XQw89pIULF2rgwIG6cOGCMazWYrH4rC9QUvZdQQwdOlQLFy5U165dff7/N2jQQEOHDtUnn3zi8f7y5ctrzpw56tGjh8dCZxaLRW3atNG8efPUsWPHgNo5YsQITZs2za0wmKv4%2BHjNnDmz0KsLBKMNgwYN0sSJE/Pt4bz22mv1zTffBLTPpkyZohEjRuQbjurUqaNp06ZpxIgRAbXVTN26ddOCBQv04IMPqkmTJoqJiSlQz7NrrYn27dsHVFyyMLp166ZZs2a5Te9yFRcXp3fffVdPPfWUaX%2BzcePGWrx4se655558zw8iIiLUr18/JSQkuK0YkB%2BzXgdcniwO6ssjSDIzM7V582YlJSUZQxVjYmJUq1YtNWzYMKCqkcnJydqwYYOOHz%2Bu8PBwValSRddcc02hDxgOh0ObN2/W3r17debMGVWuXFkNGjRwW3qsJHEuG7Zv3z5jrdvo6GjFxcUpPj7e6xXZkqZbt25Gj86sWbPynQtVEiUmJurAgQM6duyYzp8/r9DQUMXGxqp%2B/fpq0aKFX/NUg%2B3ixYvatWuXDh06pLS0NGVmZioqKkpVqlRRkyZNVL9%2B/WA3scSx2%2B1u7z%2BbzaZy5cqpevXqatCgQbFc1MrOzta2bdu0Y8cOnT17VrGxsapRo4batm3rVnW/KGzcuFEPPfSQpJxh%2B/4UU3MqCfuuoC5cuOB2LLNYLIqJiVHt2rXVqFGjgKoy//3339qwYYNSUlIUHh6uqlWr6pprrvE5vcMXh8OhTZs2ae/evTp37pwqV66shg0b%2BrWsm1n8acOkSZM0c%2BZMSTkXdsaOHetzu1arVb///rsOHDigzMxMValSRc2bN1eDBg0K3NazZ89qw4YN%2Buuvv2Sz2VS1alXj8/tykJWVpY4dOxoXsqdOnepWfNBM3l7THTt2aM%2BePUpNTVV0dLQaNGigVq1a5dtpYobMzExt3LhRSUlJOnPmjGJiYozPSLNHlKH0ImADKHG2bNliFDYJDw/Xr7/%2B6rOHC0BwjRkzxlgCrE%2BfPn5XvAacChKwEbhly5Zp1KhRknJGiK1evbrAI5F84TVFacQQcQAlyrlz5/Tyyy8bt2%2B99VbCNRAk/l6DX7Vqldua1oVZWgdA0XKdrtC/f/8iC9dAaUXABlAszp8/r969e2vOnDlKSUnJc7/NZtPy5cvVv39/7du3T1JO77WzgB6A4jd79mw9//zzWrt2rcd1f9PS0vTOO%2B9oxIgRRhhv1aqV2rVrV9xNBeCDw%2BHQhx9%2BaBTkioiI0MCBA4PcKuDyQxVxAMVmz549evXVV/Xqq68qLi5ONWrUUJkyZXT27FkdPHgwz7qjzzzzjNt6kwCKV1ZWlhYtWqRFixYpPDxcdevWVcWKFeVwOJSSkqLDhw%2B79XJXrlxZkyZN8lisC0Dx%2B%2BWXXzR37lzZbDYdOHBASUlJxn0DBw70uBQqgMIhYAMoFrlPuI8fP55nKSmnmJgYjRkzxuNybwCKj2uxoaysLGOJPU9atGihqVOnFls1YgC%2BHTlyxOPyd9dee62efPLJILQIuPwRsAEUi6ioKGOd202bNunAgQNKTk7WhQsXFBERoQoVKqhBgwa64YYb1K9fP%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%2BeVne0IdlNKnZAQiypVKsf%2BDxL2f3Cx/4OHfR9c7P/gYv8HF/vfXFWqxAS7CYBHpboH22KxKCTEEuxmlEohIRb2fxCx/4OL/R887PvgYv8HF/s/uNj/QOlQqgM2AAAAAABmIWADAAAAAGACAjYAAAAAACYgYAMAAAAAYIJSXUXcyWIpWLEJh4MKkAAAAACAHKU%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%2BEwuzkAAAAAgCAiYBdQqCVEIaEWnbVnFujxkWHhCrUxgAAAAAAALhcE7AIKDbHogt2mA%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%2BVFWCbw0ND1bRidUVbIunJBgAAAFDkCNilUJbdLqvdFtBjIkJDCxzOzQi6BWkzAAAAABQnAjYCUtCgm3vut3NKtcXifX61xSIpiJ3PzP0GAAAA4C8CNoqcp7nflmyLrBl2XcjOksNLgg6RRdkhBQ%2BrhSnqZgu1F3jud7Dmq0v%2BXRTwdIGDiwIAAABA4RCwUeQ8zf0ODZHKli2jCxcuyp6d/2OjwiN0VWzlAsTjwhV1C7FYZHNka3f68YDnfhd2vnphwrm/FwU8XeC4lAvCFWakAaMUUBLxfwkAwKWJgI1i4zq8PNRhUVi2XVa7Xfbs/E8II0ILFjSlwhV1cwZ7WzHPVy9MOA/koiAw%2BXgAACAASURBVEDuCxzhoaFqVrG6okMiVdDz88KG1YI%2BtqAjDSySIiLCdDGrYHP7L%2BULEpea0hY2WTkBl5uCvocllggtDQrz/wGURBZHKf8UyLLblZVtD/jD0GKxKCwkRLbsbB5bwMeGhFiU7SVcl8Q2F9dj7dnZAU89t0gKDeDvuu5/i8WiiJDQQk13t1hU4HBe0Mc6p%2BhnZQd2IcP52NAC7mtJCg8JVUiBxlbkCA0Nkd3b8A1Iynl9vU0j8cYii8dXqKTv%2B2w5CvQ/LRX%2B/7I4lPT9f7kr7v1fmPewlP/7uKgVxWePxP9/bgXdz6EhIQohmKOEKtUB2%2BFw%2BAx4TmkXzynb4VCIxaLKZaKLuGWlgz8BG0WH/R9c7P/gYd8HF/s/uNj/wcX%2BN0dIiEX2bIeS0k%2Basr3IUEb/4P%2BrUiWmUI8v1UPELRaLzpzJkM3m%2B0riz8l7tOTYNnWvcbU6V2tcDK27vIWFhahixXJ%2B73%2BYi/0fXOz/4GHfBxf7P7jY/8HF/jdPpUrl5JBDO9P/DrhWTm5mLCcLuCrVATsQnas1JlgDAAAAJURBl48FihJjIQAAAAAAMAEBGwAAAAAAExCwAQAAAAAwAQEbAAAAAAATELABAAAAADABARsAAAAAABMQsAEAAAAAMAEB2w%2Brknfr%2BS3faFXy7mA3BQAAAABQQhGw/bDk2DalWc9rybFtwW4KAAAAAKCEImD7oXuNq1U5opy617g62E0BAAAAAJRQYcFuwKWgc7XG6lytcbCbAQAAAAAowejBBgAAAADABARsAAAAAABMQMAGAAAAAMAEBGwAAAAAAExAwL6MsF43AAAAAAQPAfsywnrdAAAAABA8BOzLCOt1AwAAAEDwsA72ZYT1ugEAAAAgeOjBBgAAAADABATsEohiZQAAAABw6SFgl0AUKwMAAACASw8BOx/B7EWmWBkAAAAAXHoocpYP117k4i4cRrEymGlV8m4tObZN3Wtczf8VAAAAUITowc4Hvci4XDDlAAAAACge9GDng15kXC6617ja6MEGAAAAUHQI2MBljotFAAAAQPEgYCtnjur8I5skSf1qtSKMAAAAAAACxhxs5cxRPW%2B36rzdyjxVAAAAAECB0IMtKT66qk6eTFS4JdSUeapUbQYAAACKVkRoqCyF3EZ4aKgkyWKRVOitXVocDkewm3BZImBL2n8uRQ5JMeGRpgTiYC7xBQAAAFzuLBapfsWqpmwrNNSic/ZMlba4GRkWrlAbA5rNRsCW%2BVWWS1LVZnrTAQAAcLlxOKTDp9Nky7YXelv2bIfsjmwTWnXpCA8NVdOK1RVtiaQn22QEbJlfZTnYVZtdQzW96QAAALgcZWRZZbXbgt0MwA1jAv6fVcm79fyWb7QqeXewm1JorqG6e42rVTmiXInoTQcAAACAy1mpDtgZWVY9/cdco8fXGUqDrbBh3zVUd67WWJNbDqD3GgAAAACKWKkeIn7edlFpF8%2B5DacuCT29hR3WHewh6gAAAABQGpXqgF0urIwql4lW9%2BotSlQoLUlhHwAAAADgn1IdsKPCIzS19T2y2UpW1cBAwn5pqxJe2p4vAAAAgEtHqZ6DfTkoSXPHi0Npe74AAAAALh0EbD%2BV1Crjpa1KeGl7vgAAAAAuHaV6iLizirhzDrY3zp7T%2BUc2FfsQZW/DokvS3PHiUNqeLwAAAIBLR6nuwXatIu6Ls%2BdUkilDlAPpEWdYNAAAAACUfKU6YBtVxP0YbuxcT7pfrVamDFEOJDQzLBoAAAAASr5SPUS8IFXEzRqi7M9SXK5Dwye3HFDov1mSrPx7l37YvF09qrfQzVUaBbs5AAAAAFBopTpgB5M/Qd21l/tym3eccHSb0i6eU8LRbQRsAAAAAJeFUj1E3JOSVC38ch4a3qvm1apSNka9al5%2Bzw0AAABA6UQPdi6F7TX2VvE7UJdzxexbqjdR/6atlZ5%2BPqAh%2BgAAAABQUpX6HuyVf%2B9y67EubK8xFb8BAAAAoHQq9QE74ah7IHZWC3ftOQ5k2PjlPKwbAAAAAJC/Uj9EvFfNq5WQ9KfHQOwc7p1pz9J5u9WvYeOehnWvSt6t%2BUc2SZL61Wp12Q77zo%2BZw%2BYBAAAAoKQq9T3Y3jiHe0sq9LDx83arEdJLG4bNA/i/7N19fJP1vf/x95U0LdDKPeW0gCh0cqNUUdgB5bZOHZ3MIwp4xtzGnOAcU/HmMcfGfm6eM88OOvB%2BbPN2Mqe4qsMh3gyGc%2BpUdKAcQCrCuC1SEEhLaZNcvz8gMS1pmyu5kitX8nr%2BM0ja9NNvkfHO5/v9fAEAAHJBzgfsllvEo4W3e5/RpU9SX6OytFyF3nwVevNzcus42%2BYBAAAA5AK2iLfYIt5yO/PE3oN1y/tPJzxZPPx6ubg1PCwd09DZhg4AAADAaTnfwa4oGdJsqFms7czJdGDZHp0erDMAAAAAp%2BV0wK5vatTcd59qNh08VpiOnixuZaJ4a68XzerrITa2oQMAAABwWk5vEa8LHFXtUX%2Bzrd/tbWeO7pTGsxU53ter2r6GLc5JSMc2dAAAAABoS053sAvzCtSjoMhS1zOeTmki92ZLYouz6OgDAAAAcK%2Bc7mB38uVr4YjpCgRCcX9OPJ1SK13u8OtFD%2BnKZVZ3CAAAAABApnA8YG/btk0PPfSQ1q5dq82bN2vAgAF64YUXIs/7/X498sgjeu211/TJJ58oLy9Pp59%2Bum688UadfvrpKaurranU7U2sriwttxyW2eJ8TCJrh9RhOjsAAAAQP8cD9ubNm7V69WqdeeaZCoVCMk2z2fO7du3SU089pcsuu0zXXXedAoGAHn/8cV1xxRX6wx/%2BYHvIDgeKhmCT6oKNMTup7XVZCcuJY%2B0yCzsKAAAAgPg5HrArKir0pS99SZJ066236sMPP2z2fN%2B%2BffXKK6%2BoY8eOkcfOPfdcnX/%2B%2BXriiSd0xx132FpPOFAUevNbPWtNlxW5gj/rAAAAQPwcD9geT9tz1jp16nTCYwUFBRo4cKD27t1rez3RgaK1jl30uelb3n%2Ba7bPIWuwoAAAAmSrf65XhdBEu5fN6JUmGIbXYQIwkOR6wE1FfX68NGzbokksucbQOts8CAAAA6WcY0sBuxU6X4WperyF/sEEFeT55Azl9uZStXBmwFy1apCNHjujrX/960q/l9Tb/w7R89wfHQvPuD3RBn6Ftfu7kvmdq2c51mtynXHl5/KG0IrzuLdcf6cH6O4v1dw5r7yzW31msv7NYf5uZ0o5D%2B9UUCjhdiWuFTFMew6PB3UvUxdeBTrZNXBewly1bpscee0w/%2BclP1L9//6Rfr3Pnjs1%2BP/20kVpa/a6mlo1Qt27H7qd%2BcdsHkccm9R8W%2BdjLuo1Qp8ICLa1%2BV50KC5o9h/i0XP%2BWWlt72KO99Udqsf7OYe2dxfo7i/V3Futvj0AoJNMnmSE2iSfKkKE8j1cdO/jUtVOh0%2BVkDVcF7L///e/64Q9/qKuuukozZsyw5TUPHTqiYDCklbs3RLrRd509TZJ04ECdJOmpj95R7VG/nvroHY3qPKDZ57f1XLTo168oGXLC73ON1%2BtR584dI%2BvfmnjXF9bEu/5IDdbfOay9s1h/Z7H%2BzmL97dO5c0eZMnXkyFE1BoNOl%2BNq%2BV6vjjQ06bPGOjrYx4WbrIlyTcBet26d5syZoy9/%2Bcu65ZZbbHvdYDCkQCCkZTvWqraxTst2rFUwZDYbdFZZMuzY70uGKRBo/hdiW89Fi379cb0GnfD7XBVe/9bEu76plM13Qbe3/kgt1t85rL2zWH9nsf7OYv3tEwxJwRCpMBlBQzJDpgIh84TrkpEYVwTsjz/%2BWFdffbXOPvts3XHHHTIM%2B7eCRE8PDw8vq9q%2BJvLYguHTYn5evFOWW153xPVH8cmEKdYMswMAAAAQD8cD9pEjR7R69WpJ0s6dO%2BX3%2B7VixQpJ0he/%2BEWZpqmrrrpKPp9P3/nOd7R%2B/frI5%2Bbn52vo0LYHkcUrOsh9dGiPDuzfqoZgk%2BqCjaravibpYNUyKGZCcER8eDMEAAAAQDwcD9i1tbW6/vrrmz0W/v3jjz8uSdq9e7ck6Vvf%2Blazj%2BvTp49Wrlxpe03V/r0KyeRePUjizRAAAAAA8XE8YPft21ebNm1q82Pae95u4Y5lWVGxqv17T%2BhcZvOZXAAAAABAYhwP2JkkOji3duZa4kwuAABArqHBAiAe3HQfJTo4t6WytFw98gs5kwsAAJAj4v13IoDcRgc7SrzDrDiTCwAAkFsYegogHgTsKARnAAAAxMK/EwHEgy3iAAAAAADYgIB93Kqajbrl/ae1qmaj06UAAAAAAFyIgH2cnYMrCOvpka515ucJAAAAIB4E7OPsnAzOlMn0SNc68/MEAAAAEA%2BGnB1n5%2BAKO6ZMrqrZqKrtayRJU/qdw1CNGNI1zZOpoQAAAADiQcBuYVXNxkiYSjTU2hHWl%2B9ap7pgY%2BTXBOwTpWuaJ1NDAQAAAMSDLeItZMp24MrSchV681XozadziqzGGXcAAABkCzrYLSS6HdiOznc0uqbIFdFvavFnHgAAAG5GB7uFib0HR0K2lY5a1fY1qm2si5ybBhAfOwcMAgAAAE7K%2BQ72yt0btGzHWpUVFavavzcSrjOto2Z3hxzIFOzWAAAAQLbI%2BQ72sp3HwvQ7%2B7dGQnVrHbW2zopO6XeOeuQXakq/c1JSZ6acDQcAAAAAxJbzAXtyn2NhemT3U9rdptpWyJ3Ye7AWDJ%2BWsk4c22gBAAAAILPl/BbxipIhGtdrULPHbnn/6ZhbxJ28D5lttAAAAACQ2XI%2BYMfSWpDO1JCbDeezs%2BF7AAAAAJDbcn6LeCyp3u5tt2w4n50N3wMAAACA3JbzAXvl7g2tDi6zU1sD0pKVDeezs%2BF7AAAAAJDbcn6LeHiKeFtXctmxfTmVV39l6tZ1K7LhewAAAACQ23K%2Bgx2eIl5ZWt5qlzmR7cstX4sOLQAAAABkt5wP2BUlQyLnrVsL0i3DcTzbvVu%2BltvOdSM7hf/srty9welSAAAAgKyT81vEo8U7PTwcnpdsfSvyfLyvBTgp/Gd32c51umzoCKfLAQAASFi%2B1yvD6SJczuf1SpIMQ1LUapqm6UxBWYCAHSU6SLd17rqytFxLtr6lkMxWz1RzphiZKPzGz%2BQ%2BvPEDAADcyzCkgd2KnS4jK3i9hvzBBkVH6g55PnkDOb/ZOSEE7Fa0NZQs/Hs61EiFVN4JHn7jJy%2BPvzABAIB7maa07WCtAqGg06W4XjBkKmiGIr/3eb0a2q1ERUYHOtkJIGC3or0t3nSokSqpnDgPAACQLeqbGtUYDDhdBtAMAbsVBGg4hfP7AAAAgDsRsIEMw5s7AAAAgDtxELMV8VzFBcBZ/HcKAACATELAjmFVzUYt2fpWzDuxoz%2BGf9gDzmrt7noAAADACQTsGJbvWqeQTHlktHoOln/YA86rLC1Xj/xCzqsDAAAgI3AGO4boIVOtnYVlEBXgPM6rAwAAIJMQsI9refdwe/9ot%2BMf9qm87zgdrw8AAAAA%2BBxbxI9zYst3%2BGsu2fpWSs5ys40dAAAAANKHgH2cE2c5K0vL5ZGhkMyUhOBEvycGuAEAAACAdWwRd0h4%2B/bI7qeo2r83JcG%2B5Tb2eLeMR3e%2B2VoOAAAAAPHJ%2BYC9cvcGLduxVg3BJtUFG1W1fU1azi2HQ2zDwZ3q4PWl7OvE%2BprtBWcGuAEAAACAdTm/RXzZzmOhU5J65BdKUsxzy21tm05kS3V4%2B3ZrXy8V4t0yPrH3YC0YPo3uNQAAAABYkPMBe3KfchV68yUdC6BT%2Bp0TM4S2NTAskWFi4RDb2tdLBYIzAAAAAKROzgfsipIh6uD1qS7Y2GZAbqv7m8yANEIvAAAAAGSHnD%2BDLTU/c9yyGx3P3dh23IkNAAAAAHA3ArZODMhV29eoIdikqu1rIp3tTAvQ8U4EBwAAAACkR85vEW9pYu/BkS3jkixt/U7n/dGJnPsGAAAAAKQOATuG8JnqKf3O0YLh0yQpruCcztCbzLlvAMhG6XyTEwAAIBa2iMfQcst4Jt4fnei572S2lrMtHUAmi/fvagAAgFShgx2HbLo/OpkuO9vSAWQydvYAAACn0cFuQ3THNrxV3O2S6bKns0MPAFZxowMAAHAaAVutb33Oxu2GyfwDlH%2B8AgAAAEDr2CKuz4P0kq1vNRuO48R2Q4b0AAAAAIA7EbB1LEh7ZCgks9n54ugz1ekKvpxzBgAAAAB3ImDrWJCeccqoNrvV6Qq%2BDOlJHN1/AAAAAE7iDPZxLc8Xh89llxUVq9q/VyflddCBxnqVFRUn9PrxXnHFOefEZeOZeQAAAADuQQe7FeGw9s7%2BraptrNO/6vcrJFPV/r1JvR5bv1OH7j8AAAAAJ9HBbkX4SqpwBzv8v4mGN664Sj26/wAAAACcRMA%2BruUWbrvDWq6Gv3i3xgMAAACA2xGwjwtv4a7avibjA6GbQivnogEAAJAK%2BV6vDKeLyEI%2Br1eSZBiSsnSFTdNM2WvndMCub2rU3HefUmXJMFWWlqtq%2BxrVBxtVF2zUkq1vSVJGhkI3hVa2xgMAAMBuhiEN7JbY8GG0z%2Bs15A82KHUx1Fkd8nzyBlIzjiynA3Zd4Khqj/q1fNc6LRg%2BTct3rVNdsFGSIndiJxNgU9VpdlNozdWt8QAAAEgd05S2HaxVIBR0upSsFAyZCpohp8tICZ/Xq6HdSlRkdEhJJzunA3ZhXoF6FBSpsmSYpBMHm8UKsFZCs92d5uivvWD4tKRfDwAAAHCr%2BqZGNQYDTpcBNJPTAbuTL18LR0xXIHDs3Zn2uq2rajZqyda34u5u291pdtPWcAAAAADINTkdsKPF05levmudQjLlkRFXaLZ7e3S8gd1NQ9AAAAAAIFsQsI9rqzscDqxlRcXS8a3jE3sPTnuQjTew0%2BkGAAAAgPRLzeg0F6osLVeP/MKY3eGq7WtU21inDw/u1ILh0yKhNTrIZpK2vhcAAAAAQGrQwT4uuju8qmajqravkSRN6XdOq5%2BTqdO8w9/LqpqNuuX9p9kqDgAAAABpkPMBe%2BXuDVq2Y20kJC/ftU4NwabIdV3Ld63TlH7nxAzSiZyxTue2craKI1MxJwAAAADZKOcD9rKdn4fQ6GCdb3jl83gjAcCua7asTCGP9fnthZLoj7HaYSf0IF148wcAAADZKOfPYE/uE/u88km%2BDrp3xIyk/vEf3qK9qmajJOtTyFuK58x3y%2BASfWbcjte3ouX3D4QxJwAAACTqyPGGGJCJcj5gV5QMiYTQKf3OUaE3X4XefFv%2B4d8ysIZDxYxTRiUU3OMJJckEF7tDT6YOgYPzrL75AwAAEFYfIGAjc%2BX8FvFo0cPBwqEwmQDQcot2slvN4/n8ZL6GU/d2AwAAAPHqlJfvdAlAqwjYMdh1PtTuwOo2uf79AwAAwH4dvfkKyXS6DCCmnA/YK3dv0NJt70o6diXXxN6Dc6bzylAzAAAAALBPzgfsZTvXRSaHL9n6lqT0dF6dCLctvyaTnAEAAADAPjk/5Gxyn3IVevNlSJHrs9LBiQFgrQ1dy/ZOPQAAAACkQ853sCtKhmhcr0HNurthqewyO7EN3e6ha4BbcTwCAAAAqZDzATssVthM5RZqJ8ItgTq9CHGZi%2BMRAAAASIWc3yIey6qajbrl/adVVlSsHvmFKisq1i3vP61VNRubPR/%2BPRAL94BnLo5HAAAAIBUI2DGEg1G1f68WDJ%2Bmav/eZkGpveBkdwAn0LsTIS5zTew9WAuGT6N7DQAAAFsRsGNoGYzKiorlkaGyouKYz7dkd%2BeSTqg7EeIAAACA3MIZbJ14VrblWeVq/16FZKrav1dS%2B2eZ7R5glsjrrarZqKrtayR9fr83dMIwO85IAwAAALALAVsndohbhi6rATc6gNsx6CqR4WTLd31%2BvzeDnD7X8mfNoCsAAAAAdmGLuJpv%2BY61HTuerb7hc9KLN/%2B12Xlpp7Z3V5Yeu9%2B70Juf1jPAmX5ePPpnzRlpAAAAAHaig60TO8SJbO8OB%2BkD%2B7cqJDPSFXXivmvJuSu57Lr%2BKFVXXLVcFzrXAAAAAOxCwG4h0WAaDtJlRcWq9u%2BNBOpYr5fN9yPb9YYC9xQDAAAAcBsCdpRkBmBZCebZHB7t6pw71fkHAAAAgEQRsKOEg2/V9jU6EmxqttXbToTH9jm1xR0AAAAAEsWQsyjhoVeSFJIZufs63qFdLQd8tTbwK9bQtEwfDgYAAAAAaBsB%2B7jo7eFT%2Bp2jHvmFmnHKKH14cGekq92eWNd9xTtB3Klp4wAAAAAAexCwj2t5Lrq9a7liaXntk5VroMIfa6VjDgAAAADIHJzBPq61c9FT%2Bp0Teby96d%2BxroCKN6SHP/aW95/O2gFoAAAAgF3yvV4ZTheRI0ynC7CRz%2BtN6evndMCub2rU3HefUmXJsFY/JjokpyP82j0ALZuvBAMAAEBuMgxpYLdip8vIGXkejzyh7Hk7o4PXJzOQmrcNcjpg1wWOqvaoP3Luub3wbCX8Jhps7Z6enc1XggEAACA3maa07WCtAqGg06VkvTyPV4O69lahUSAzS1rZqQrXUgYE7G3btumhhx7S2rVrtXnzZg0YMEAvvPDCCR/37LPPavHixdq5c6f69%2B%2Bv733ve5o0aVJSX7swr0A9CooiHeyq7WvUEGzSqpqNcW0Bb0umBFuuBAMAAEA2qm9qVGMw4HQZWS/fm6eQacqUZGZLwk4hxwP25s2btXr1ap155pkKhUIxf2grVqzQrbfeqlmzZum8887Tq6%2B%2Bqrlz5%2Bqkk07SmDFjEv7anXz5WjhiugKBkCR7Q3GmBFvukwYAAACA9HA8YFdUVOhLX/qSJOnWW2/Vhx9%2BeMLH3H333fryl7%2Bsm266SZI0atQoffLJJ7rnnnuSCtgthUNxeJJ3W9u7rQ48SxfOXAMAAACAMxy/psvjabuE7du3a8uWLbr44oubPX7xxRdr3bp12r9/v221hK/nqvbvbfdO6ky9tzpT6wIAAACAbOd4wG7Pli1bJEkDBgxo9vjAgQNlmmbkeTtVlpar0JsfOY/d2sfEe8d1MlbVbLR0L3a66mqN1XoBAAAAIFs4vkW8PQcPHpQkde7cudnjXbp0afZ8orzeE99juKDPUC3f/cGxCeO7P9AFfYbG/JhYj9tt%2Be4PjnWkW6nDqbpaE2%2B94XWPtf5IPdbfWay/c1h7Z7H%2BzmL9ncX628/rkbxm9lwdlam8HsnwGMrzGDJZ73ZlfMAOM4zmP8zwMLSWj1vVuXPHmI9PP22kHt/4ho6GmvTWoS2a1L/1u7JTafppI7W0%2Bl1NLRuhbt0KHanBCqv1trb%2BSA/W31msv3Myfe1f3PZB5O9Sp/7/J5Uyff2zHevvLNbfHmYopI4dC5THNV0p5/N41bGDT107ZX4WyQQZH7CjO9U9e/aMPH7o0CFJJ3a2rTp06IiCwVDk9yt3b9Cynes0uU%2B5Cjw%2B1R7166mP3tGozgPaeJXYol%2BromRIQvWN6jxAo84%2B9rUPHKhL6DXSKd56vV6POnfueML6Iz1Yf2ex/s5xy9o/9dE7Sf3/T6Zyy/pnK9bfWay/fTp37ihTpo4cOarGIAE71fK9Xh1paNJnjXVZcw92W5JtamZ8wA6fvd6yZYsGDhwYefzjjz%2BWYRgnnM22KhgM6ZWd/xeZvB0eErZsx1pVlpYfuxs70KhXdv6f5ancy3asjbzWuF6DkqozWwWDocg1aUg/1t9ZrL9zMn3tK0uGHfv/pZJhGV1nojJ9/bMd6%2B8s1t8%2BwZAUDOVA4nNY0JDMkKlAyOQe7Dhk/CGQfv36acCAAVq%2BfHmzx1944QWVl5ere/fuSX%2BN6Mnb4SFhZUXFkUncdcHGhKZyOz1wDMlhYBsAp4RvteC6RQAA3MXxDvaRI0e0evVqSdLOnTvl9/u1YsUKSdIXv/hFde/eXdddd53mzp2rk08%2BWeeee67%2B8pe/6O9//7t%2B%2B9vf2lJDuHMdvjt6Yu/BuuX9p1XbWKdCb37CIbnlXdjcUe0u0W%2B8OPXz4s8MAAAA4B6OB%2Bza2lpdf/31zR4L//7xxx/Xv//7v2vSpElqaGjQr371Kz300EPq37%2B/Fi5cqDFjxthSQ8sgLJ0Yuu2QCYEN8Yv%2BM%2BAU/swAAAAA7uF4wO7bt682bdrU7sddeumluvTSS9NQ0TGxQnd72us2ZkJgQ/wS%2BTNgN/7MAAAAAO7heMB2k/YCdHvdxkwIbHAX/swAAAAA7pHxQ84ySXSAjiXZoWYM1QKcwX97AAAAsAMB24L2AnSyU1/bC/BwBuEr%2B/HfHgAAAOxAwLagtQBtVwDjWq/MRPjKfvy3BwAAADtwBrsNsc5cx3rMrknPnLfNTAway378twcAAAA70MFuQ6zOZazH6H5lt2S3/gMAAADIDQTs42Jt844VnGM9RgADAAAAALBF/LhY27xjbRuNZytpe9d52SVdX8ctWA8AAAAATqKDfVxZUbE8MlRWVJz0a6VjKNaqmo1asvUthm9FYRgZAAAAACcRsI%2Br9u9VSKaq/XuTfq10nMlevmudQjLlkcHZ7%2BM4Cw8AAADASWwRP87qpOi2tiOnYyJxdL1shz6GSdAAAAAAnETAPi76yq3o37fGrqu5EkWYBAAAAIDMwhbxKFXb16i2sU5V29e0%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%2B7GT87AAAAAJmCLeJiO7eb8bMDAAAAkCnoYDuk5dRywG78GQMAAADSi4Adp9bCSqIhJhVnhwlUiMb5dAAAACC9CNhxai2shB%2Bv2r7GUrhNxdlhAhWicT4dAAAASC/OYB/X3nVPlaXlkedjPd4QbIqE23jOBFs5O9xebeHny4qKJf/erA5UXMsVP86nAwAAAOlFwD4uuvsbK5S0FlbCj0cHv3TXFn5e/r1aMHya7V8/k7S3FgAAAADgFLaIHxdrO62Vc9cTew/WguHTUhL62tvqm0tbgXPpewUAAADgLjndwa5vatTcd59SZcmwmM%2B31i1Ndxe1va2%2BubQVOJe%2B13RYuXuDlu1Yy5Z7AAAAwAY53cGuCxxV7VG/lu9aF3NAWLhbWlZU3KxjHW8XlaneyHTLdjIYDwAAALBLTnewC/MK1KOgKNLBbnmGOtwtveX9p5t1rFvrorY8h71k61sKyeS8MDLW5D7lkQ42AAAAgOTkdMDu5MvXwhHTFQiEJCkSgltOqm5tgnhLLbvgIZnyyCC8IGNVlAzRuF6DnC4DAAAAyAo5HbBb0/KMdVvnfqPDeMsgznVSAAAAAJA7CNgxxNuxlpqH8ZZTxAnWAIBUarnjCgAAOCunh5y1xsqVW1au9wIAwE6xBnQCAADn0MFOUqzt4%2Bm%2BxgsAkJus7LgCAACpR8BOASf/wcN2QQDIHW3NCAEAAOlHwE4BJ//BE%2B6eV21fQ9AGAAAAgDTiDHY7nDpPnejXDZ8Jl8S5vAzE%2BXwAAAAgexGw2%2BHUAJlEv254QNuUfuecMHwNzmMgEQAAAJC92CLejkTOU4fPQZcVFavav7fVbdptnZdO9hw35/IyEwOJAAAAgOxFwG5HIkE13KU8sH%2BrQjJbnSbe1rRxAnJ24ucKAAAAZC%2B2iCeorbO04XPQJ3fqLo8MlRUVx3yNWHdoAwAAAADciYDdivaGUbV1ljZ8DvpwoEEhmar27435GuGPo6MJAAAAAO5HwG4hHKyrtq9pcxhVPN1nOtQAAAAAkDs4g91CuDNd6M1vMxzHc5bWTedt2xq4BgAAAGSafK9XhtNF2Mx0ugBJPq/X6RJcjYDdQvSU51wKmm0NXAMAAAAyiWFIA7vFnnPkZnkejzwh59826OD1yQxkQtx3HwJ2C27qOtuJ66MAAADgFqYpbTtYq0Ao6HQptsnzeDWoa28VGgUyHc62hOvEEbBt5OZt1uE3FsJn0N34PQAAACB31Dc1qjEYcLoM2%2BR78xQyTZmSTKcTNhKW80POVu7e0Oa0cCvamiye6eId7gYAAAAAiC3nA/aynfaFYjdPDQ%2B/OdBkBtu8uxsAAAAAEFvObxGf3Kdcy3astSUUu/n8dvgMdkOwSY0Ktnp3NwAAAAAgtpwP2BUlQzSu1yCny3Bc9Blshp0BAAAAgHU5H7CzUTLD1tzchQcAAAAAJ%2BX0Gez6pkbNffcpWwacZRI3D1sDAAAAALfK6YBdFziq2qP%2BjAui4YneiQZ/Nw9bAwAAAAC3yukt4oV5BepRUKTKkmFxfXy67rmO7kAn8nXY5g0AAAAA6ZfTHexOvnwtHDE97jAaa%2Bt1st3mllbVbFRDsEmF3nw60AAAAADgIjkdsK2KtfXa7vPOy3etU12wUR28PrrQAAAAAOAiBGwLJvYeHLkvOtyxtvu8M%2BenAQAAAMCdcvoMdiJano%2B2%2B7wz56cBAAAAwJ3oYLch1vlqOswAAAAAgFjoYLch1jRvOswAAAAAgFjoYLcQ3bV2S7fa7knmAAAAAADrCNgttOxaLxg%2BTRN7D04oxKYr%2BNo9yRwAAAAAYB0Bu4XWutaJhNh0BV%2B3dNoBAAAAIJtxBlvHOs3Ld61TZWl5q2esw9dzWQmxiXxOIjgXDgAAAADOI2Ar9jCzlloLsS3DeTyfAwAAAADIPmwRV3JbrDn/DAAAAACQ6GBLSq7TnK5t4Jmkra49AAAAAOQqAnaScnEbeDxb6gEAAAAg17BFHJYxtbx93E0OAAAA5J6cDtj1TY2a%2B%2B5ThCCLou8HR2yczQcAAAByT04H7LrAUdUe9ROCYDu6/AAAAEDuyekz2IV5BepRUKTKkmHtfmwyg70YCpZ7cvFsPgAAAJDrcrqD3cmXr4UjpscVhJLZ8st2YQAAAADIfjkdsNsTPaiqrS2/7Q20YrswAAAAAGS/nN4i3p7oznNbQ73au7aK7cIAAAAAkP0sB%2BxXX31V559/vgzDSEU9GaWytDxydtqOjwMAAABgj3yvV25LJGYbz/m83rTVgdSxHLDnzJmj0tJSXXHFFZo6daq6deuWirocZ2UwGR1qAAAAIH0MQxrYrdjpMizL83jkCbX%2BtkAHr09moK0YjkxnOWA/8sgjWrJkie6%2B%2B27df//9qqys1Ne%2B9jUNG9b%2BJG43aW/bNwAAAABnmKa07WCtAqGg06XELc/j1aCuvVVoFMhsJUMTrt3PcsAePXq0Ro8erT179uj3v/%2B9nnnmGT333HM644wz9PWvf12TJk1Sfn5%2BKmpNK7Z9Zz6uPwMAAMhd9U2NagwGnC4jbvnePIVMU6Yks7WEDddLeIr4v/3bv%2BnGG2/UX//6V91xxx0KBAK69dZbNWHCBC1atEi1tbV21pl2E3sPbnOwWbT2pogjNbj%2BDAAAAEAmSfqarpqaGm3atEk7d%2B6Ux%2BPRqaeeqocfflgXXHCBVq9ebUeNGSscrKu2ryHoOYDrzwAAAABkkoSv6Vq9erWWLFmi119/XSeddJKmTZumGTNmqKSkRJ9%2B%2BqnmzZunn//85xo/fryd9aaU1S3H4Q5qoTc/7UGP7dEMlwMAAACQWSwH7IcfflhPPvmkduzYobKyMt1222366le/qg4dOkQ%2BplevXrr66qv1zW9%2B09ZiU83qYLPoc9rpDnoMYQMAAACAzGI5YN95550aP368fvazn2n06NGtflz//v01e/bspIpLN6uDzZzsoDKEDQAAAAAyi%2BWA/dJLL6lfv37tflzv3r11ww03JFRULK%2B%2B%2BqoWL16sjz/%2BWB06dNDZZ5%2BtG2%2B8UQMGDLDta7hpy7GbagUAAACAXGB5yNn/%2B3//T1u2bIn53NatW/Xtb3876aJaeuONNzRnzhydeuqpuvfeezV//nx98sknmjlzpvx%2Bf8KvW9/UqLnvPuWq6d9MLAcAAACAzGS5g/3GG2%2B0Gmr9fr/efPPNpItq6c9//rNKS0v1i1/8QoZhSJL69OmjqVOnas2aNQkPUqsLHFXtUb%2BrzjFz9hoAAAAAMlPS13RF27dvX7NhZ3YJBAIqLCyMhGtJOumkk5J%2B3cK8AvUoKHLVOWauprIfuwIAAAAA2CGuDvbKlSu1atWqyO8XL16s7t27N/uYhoYGvfXWWxo82P6u6uWXX65vfetb%2Bt3vfqdLLrlEhw4d0i9%2B8QsNHDiwzUFr7enky9fCEdMVCIRsrDa1OHttP3YFAADgPK4gBZAN4grYmzZt0vPPPy9JMgxDr732WrNusiTl5%2BfrtNNO049//GPbixw5cqTuu%2B8%2B3XTTTfqv//ovSVJZWZkefvhh5efnJ/XaXq%2BtTXzEKbzumbD%2Bk/ueqWU712lyn3Ll5TlfTzpk0vrnItbfOay9s1h/Z2X6%2Bi/f/cGxN7x3f6AL%2Bgx1uhzbZfr6u5HXI3lNo/0PzBBej2R4DOV5DJkuqhvWGKZpmlY%2BYfDgwXr66adVXp6%2BLcrvvfeeZs2apUsvvVQVFRXy%2B/361a9%2BpcbGRj355JMqKipKWy0AAACw34vbPtDS6nc1tWyEJvUf5nQ5yHCBUEird25SUyjodClx83m8Gtajj4o7dXa6FKSQ5YAdDAbl9XpTVU9MU6ZMUWlpqe67777IY/v379e4ceN00003aebMmQm/9qFDRxQMumeLeLbwej3q3LmjK9d/5e4NkY53RckQp8tJiJvXPxuw/s5h7Z3F%2BjuL9XcW62%2Bfzp07KiRTL338gRqD7gnY%2BV6vhvXspy6eDrKWwJBO3boVJvX5lqeIpztcS9LHH3%2BsioqKZo91795dxcXF%2Bte//pXUaweDIVedwc42blz/ZTvWqraxTst2rNW4XoOcLicpblz/bML6O4e1dxbr7yzW31msv32CISkYck9SDRqSGTIVCJmy2OOEi8QVsC%2B66CLdfffdGjx4sC688MITzl%2B39NJLL9lSXFhpaanWr1/f7LFPP/1Ue/fuVZ8%2BfWz9WkB7KkvLI0NYAAAAACAsroBdXl6uwsLCyK/bC9h2mzFjhm6//Xb97Gc/0/nnn69Dhw5p8eLF6tSpk7761a%2BmtZZ0YppmZmKSOwAAAIBY4grYCxYsiPz6zjvvTFkxrZkxY4Z8Pp9%2B//vf69lnn1WnTp00bNgw/eIXv1BxcXHa60kXro8CAAAAAPewfAbbCYZhaPr06Zo%2BfbrTpaRVOrYi0yUHAAAAAHvEFbBramosvWjv3r0TKibbWQ2z6diKTJccAAAAAOwRV8AeP368pXPXGzZsSLggN2svQGdimGVgFwAAAADYI66Affvtt6e6DtdbVbNRS7a%2BpZDMVgN0JoZZBnYBAAAAgD3iCthTp05NdR2ut3zXOoVkyiOj1QBNmAUAAACA7OVxuoBsUVlarh75hZpxyihN7D1Yq2o26pb3n9aqmo1OlwYAAAAASIOEpoiHQiG9/vrr2rJlixoaGpo9ZxiGZs%2BebUtx6bBy9wYt27E26SnaLbvTmXjeGgAAAACQOpYD9meffaYrr7xSmzdvlmEYMk1TkpoNQXNTwF62MzVB2Mp5a67KAgAAAAD3s7xF/O6775bH49Err7wi0zT15JNPavny5bryyit1yimnaOXKlamoM2Um9ylXoTdfDcEmW7dzT%2Bw9WAuGT4srMEd3uwEAAAAA7mQ5YL/xxhuaOXOmSktLJUk%2Bn08DBgzQvHnzNGrUKN155522F5kqnx2t1%2BNb3lRTKKi6YKNjATd8fjuTposDAAAAAKyxvEV8z5496tu3r7xerzwej44cORJ5rqKiQjfffLOtBaZSQ6BJIZlqMoOOBlymiwMAAACA%2B1kO2F27dpXf75ck9erVS5s3b9bIkSMlSYcPH1YwGLS3whTqkOeTR4ZGdj9Fs78wwelyAAAAAMQp3%2BuV0f6HZQyf1ytJOja6yrnKwzO0kBqWA/bQoUNVXV2tCRMmaNy4cXrggQfUpUsX%2BXw%2BLVy4UGeeeWYq6kyJrgWd9Oh531YgEHK6FAAAAABxMgxpYLdip8uwzOs15A82yMmI2yHPJ2%2BA25pTxXLAnjFjhrZt2yZJuuGGG/TPf/5TN910kySpT58%2Bmjdvnr0VplB9U6PmvvuUKkuGsUUbAAAAcAnTlLYdrFUg5J7ds5IUDJkKms4193xer4Z2K1GR0YFOdopYDthjxozRmDFjJEk9evTQ888/r40bN8owDJWVlcnn89leZKrUBY6q9qg/oSu6uFors/DzAAAAyC31TY1qDAacLgNoJum9AR6PR0OHDtWQIUNcFa4lqTCvQD0KimION1tVs1G3vP90q1d3cbVWZuHnAQAAAMBpljvY7733Xrsfc/bZZydUTLp18uVr4YjpMc9gRwe2WB3RytLySMcUzsuGnwddeAAAAMDdLAfsr33tazKMtqfebdiwIeGCMkV7gY2rtTJLNvw82ntTBwAAAEBmsxywH3nkkRMeO3DggP7yl79o7dq1%2BvGPf2xLYU7LhsAGd8mGLjwAAACQyywH7NGjR8d8vLKyUvPnz9ebb76pCRMmJFsXkHN4UwcAAABwN1svQLvwwgv1wgsv2PmSadXeYDMAAAAAAFpja8A%2BfPiwGhsb7XzJtIp3EjVBHAAAAADQkuUt4jU1NSc81tjYqE2bNumuu%2B5Sebl7z4/GewY2l4dRMekaAAAAAGKzHLDHjx8fc4q4aZrq37%2B/5s%2Bfb0th6bJy9wYt27E2EhjjCY25PIwql99cAAAAAIC2WA7Yt99%2B%2BwmPFRQUqE%2BfPjrrrLPk9XptKSxdlu20HhhzeRhVLr%2B5AAAAAABtsRywp06dmoo6HPOFk4p14GidyoqKYz6/qmajqravkSRN6XdO3ME6W7dS5/KbCwAAAADQFluHnLnR5sN7FZKpav/emM8v37VOdcFG1QUb2x1%2B1vLz4hmYBgAAAADIDpY72N/%2B9rfj/ljDMPTQQw9Z/RJpNblPeeQMdiyVpeWRDnZ726Kju9bJbKXO1u43AAAAAGQzywH7yJEj2r59u/bt26fevXurZ8%2Be2rdvn2pqatSzZ0%2BdfPLJqagzZSpKhmhcr0GSYgfb6C3R4eu5Wgu%2B0V3rBcOnJRyOGSQGAAAAAO5jOWB/73vf049%2B9CM98cQTGjFiROTxd955RzfffLO%2B%2B93vauzYsbYWmS7tBdv2nrdrAJhbBonRaQcAAACAz1kO2AsXLtScOXOahWtJGjlypK699lr98pe/dG3ALisq1oH9W1sdeNZe8LVrAJhbBonRaQcAAACAz1kO2Js3b1ZpaWnM5/r06aOPP/446aLSpb6pUXPffUqVJcMkSW/v/0SmpA8P7oz58W4Jvunilk47AAAAAKSD5YDdo0cPvfzyyzrvvPNOeO7ll19Wjx49bCksHeoCR1V71B%2BZ9G06XI/b8IYDAAAAAHzOcsC%2B4oortHDhQh0%2BfFgXX3xxZMjZsmXLtGLFCt1www2pqDMlCvMK1KOgSJUlw/TRoT3av/8T%2BQyvpvQ7x%2BnSAAAAAAAuYzlgz549W/X19XrkkUf04osvSpJM05TP59PVV1%2Bt2bNn215kqnTy5WvhiOkKBEJavmudTEkn%2BTrE1ZXNlQFfufJ9AgAAAECyLAdsSZo7d65mzpyp999/X5999pm6du2q4cOHq2vXrnbXlzZWzxPnyoCvZL9PAjoAAACAXOFJ9BO7du2qiRMn6tJLL9XEiRNdHa6lY%2BeJFwyfJkm65f2ntapmY5sfX1larh75hVk/4CvZ7zM6oAMAAABANkuog53N4u3Y5sqAr2S/TyaNAwAAAMgVOR2wo6/pCofIloEwvMW5rKhY1f69bHW2KFfeiAAAAACAnA7Y0dd0hUNgy0AY7mgf2L9VIZlZf%2BYaAAAAAJCYhM9gZ4PINV1tbF8On0Ee2f2UhM4ir6rZGNeZbgAAAACAu%2BV0BzseyW5xzpVp4wAAAACQ63K6gx3eIl61fU27XeZEO9HJTuGmA54arCsAAAAAu8XVwT799NNlGEbcL/rhhx8mXFA6hbeINwQa2%2B0yJ9qJpgOemVhXAAAAAHaLK2B/5zvfaRaw//SnP8nv92v8%2BPHq2bOnPv30U7322msqLCzUJZdckrJi7dbJl6%2BFI6brlZ3/F5kcHp4a3nJauFPXTXHNVWqwrmhLa38PAACAzOHzep0uwXVYs9SLK2DPnTs38utHH31U3bp105/%2B9CcVFRVFHj98%2BLC%2B%2Bc1vqkuXLvZXmWLRXeZb3n86ZmfTqeumuOYqNVhXtIUdDgAAZDZDhoZ2K3G6DFfq4PXJDJhOl5G1LA85W7JkiW6%2B%2BeZm4VqSTjrpJM2aNUsLFizQzJkzbSsw3ehsAuDvAQAAMpshqUgdnC7DlQjXqWU5YO/Zs0c%2Bny/mcz6fT3v37k26KCfR2QTA3wMAAGQ%2B0yQoIvNYniJ%2B6qmn6tFHH1UgEGj2eFNTkx599FGdeuqpthUHAAAAAIBbWO5g33DDDZozZ44uuOACXXTRRerZs6f27dunl19%2BWTU1NbrnnntSUScAAAAAABnNcsCuqKjQ4sWLtXDhQj322GMyTVOGYWjo0KG67bbbNG7cuFTUCQAAAABARrMcsCVp7NixGjt2rPx%2Bvw4ePKguXbqcMPQMAAAAAIBcklDADisqKiJYAwAAAACgBAN2KBTS66%2B/ri1btqihoaHZc4ZhaPbs2bYUBwAAAACAW1gO2J999pmuvPJKbd68WYZhRMbjG4YR%2BRgCNgAAAAAg11i%2Bpuvuu%2B%2BWx%2BPRK6%2B8ItM09eSTT2r58uW68sordcopp2jlypWpqBMAAAAAgIxmOWC/8cYbmjlzpkpLSyVJPp9PAwYM0Lx58zRq1CjdeeedthcJAAAAAECmsxyw9%2BzZo759%2B8rr9crj8ejIkSOR5yoqKvT666/bWiAAAAAAAG5gOWB37dpVfr9fktSrVy9t3rw58tzhw4cVDAbtqw4AAAAAAJewPORs6NChqq6u1oQJEzRu3Dg98MAD6tKli3w%2BnxYuXKgzzzwzFXUCAAAAAJDRLAfsGTNmaNu2bZKkG264Qf/85z910003SZL69OmjefPm2VshAAAAAAAuYDlgjxkzRmPGjJEk9ejRQ88//7w2btwowzBUVlYmn89ne5EAAAAAAGQ6ywG7JY/Ho6FDh9pRCwAAAAAArmV5yJkkHThwQIsWLdLXvvY1TZo0SdXV1ZKkpUuXauPGjbYWCAAAAACAG1gO2Dt27NAll1yihx9%2BWI2Njdq6dauOHj0qSVq/fr0ee%2Bwx24sEAAAAACDTWQ7YCxYsUGFhoV566SX94Q9/kGmakedGjBih9957z9YCAQAAAABwA8sB%2B80339ScOXNUUlIiwzCaPderVy/t3bvXtuIAAAAAAHALywG7oaFBXbt2bfU5AAAAAABykeWAfeqpp%2Bqtt96K%2Bdw777yj0047LemiAAAAAABwG8sBe%2BrUqXr00Ue1ZMkS%2Bf1%2BSVIwGNSrr76q3//%2B95o6dartRQIAAAAAkOks34P99a9/XevXr9ftt9%2Bun//855Kk//zP/1QoFNKUKVN0%2BeWX214kAAAAAACZznLAlqQ77rhDl112mVavXq19%2B/apW7dumjhxokaOHGl3fQAAAAAAuIKlgH306FH96le/0pe%2B9CWNGDFCI0aMSFVdAAAAAAC4iqUz2AUFBXrooYdUX1%2BfqnoAAAAAAHAly0POBgwYoJ07d6aiFgAAAAAAXMtywL7mmmv04IMPaseOHamoBwAAAAAAV7I85OyFF15QfX29Jk2apCFDhqhXr14yDCPyvGEYuvfee20tEgAAAACATGc5YK9bt04ej0fdu3dXTU2Nampqmj0fHbYBAAAAAMgVlgP2a6%2B9loo6AAAAAABwNctnsAEAAAAAwIkI2AAAAAAA2ICADQAAAACADQjYAAAAAADYgIANAAAAAIANCNgAAAAAANjA8jVdYdu2bdPbb7%2BtAwcOaMqUKerZs6dqa2t10kknKT8/384aAQAAAADIeJYDdigU0m233aZnnnlGoVBIhmHovPPOU8%2BePfXDH/5QZ5xxhq677rpU1AoAAAAAQMayvEV88eLFevbZZzV37lw999xzMk0z8tz48eP1t7/9zdYCAQAAAABwA8sd7KqqKn33u9/V1VdfrWAw2Oy5vn37avv27bYVBwAAAACAW1juYO/evVtnn312zOc6dOigurq6pIsCAAAAAMBtLAfs7t27a8eOHTGf%2B%2BSTT9S7d%2B%2BkiwIAAAAAwG0sB%2Bxx48Zp8eLF2rt3b%2BQxwzDk9/v1xBNPaOLEibYWCAAAAACAG1g%2Bg33dddfp8ssv11e%2B8hWNHj1ahmHonnvu0aZNm2QYhr773e%2Bmok4AAAAAADKa5Q52cXGxnnnmGV144YV67733JElr167VqFGj9OSTT6p79%2B62Fxm2dOlSffWrX9WwYcM0evRoXXPNNSn7WgAAAAAAWGG5gy0dC9n//d//bXctbbr33nv16KOP6pprrtGZZ56pgwcPciUYAAAAACBjJBSw0%2B3jjz/Wgw8%2BqF//%2BtcaM2ZM5PELLrjAwaoAAAAAAPic5YA9f/78Vp8zDEOdO3fWsGHDVFFRIZ/Pl1RxYVVVVerXr1%2BzcA0AAAAAQCaxHLBfe%2B011dXVye/3y%2BPxqHPnzjp06JBCoZCKiooUCoVUX1%2BvsrIyPfbYY%2BrRo0fSRa5du1annXaa7r//fj3xxBM6fPiwzjrrLP3oRz/SkCFDkn59AAAAAACSZTlgL168WNdee61%2B8pOfaNKkSfL5fGpqatLy5cu1aNEi3XPPPWpoaND111%2BvX/7yl7ac1f7000%2B1fv16bd68WT/96U/l8/l03333aebMmXr55ZfVuXPnhF/b67U85w02CK876%2B8M1t9ZrL9zWHtnsf7OYv2dxfrbLy%2BPtUTmMUzTNK18wje%2B8Q2df/75%2BuY3v3nCc48%2B%2BqheeeUVLVmyRI888ogefvhhWwaRXXjhhdq2bZteeOEFfeELX5Ak7d27V%2Beff76uu%2B46XX311Ul/DQAAAADuYJqmDMNwugzgBJY72OvWrWv1ruvTTjtNixYtkiQNGTJEBw4cSK6647p06aKePXtGwrV0bJL5gAEDVF1dndRrHzp0RMFgKNkSYZHX61Hnzh1Zf4ew/s5i/Z3D2juL9XcW6%2B8s1t8%2BnTt3lCQdOlTvcCXIRt26FSb1%2BZYDdmFhod5%2B%2B22NHj36hOfefvttFRYeK%2Bjo0aORXydr4MCB2rVr1wmPm6Ypjye5rSHBYEiBAH/JOYX1dxbr7yzW3zmsvbNYf2ex/s5i/e3DOiITWU6nX/nKV/Sb3/xG99xzjz766CPt379fH330kRYtWqTf/va3uvjiiyVJ69ev14ABA2wpcsKECdq3b58%2B%2BuijyGM1NTXasmWLBg0aZMvXAAAAAAAgGZY72DfffLNqamr0wAMP6MEHH4w8bpqmvvzlL%2Bumm26SJJWXl8fscifiggsu0Omnn67vf//7uv7665Wfn6/7779f3bt317Rp02z5GgAAAAAAJMNywM7Pz9fdd9%2BtTZs26Z133tFnn32mrl27auTIkc26yXbeWe31evWb3/xGP//5z/WTn/xEgUAS6N6PAAAgAElEQVRAI0eO1F133aVOnTrZ9nUAAAAAAEiU5YAdNmjQoLRuz%2B7Ro4fuuuuutH09AAAAAACsSDhgS9LBgwfV0NBwwuO9e/dO5mUBAAAAAHCdhAL2r3/9az3%2B%2BOOqra2N%2BfyGDRuSKgoAAAAAALexPEX82Wef1QMPPKDp06fLNE1dffXVuuqqq1RcXKz%2B/fvrpz/9aSrqBAAAAAAgo1kO2L/73e80e/ZsXXvttZKkiy66SDfffLNWrFihTp06ye/3214kAAAAAACZznLA3rZtm8466yx5PMc%2BNRAISJI6duyoq666Sn/4wx/srRAAAAAAABewHLDz8o4d2zYMQ0VFRdqzZ0/kue7du6umpsa%2B6gAAAAAAcAnLAfvkk0%2BOhOgzzjhDS5cuVTAYVCgU0tKlS1VaWmp7kQAAAAAAZDrLAXvMmDH6xz/%2BIUmaNWuW3nzzTY0YMUKjRo3Siy%2B%2BqKuuusr2IgEAAAAAyHSWr%2Bm6/vrrI78%2B99xz9cQTT%2BjPf/6zDMPQhAkTdN5559laIAAAAAAAbmApYDc2NupPf/qThg8froEDB0qShg8fruHDh6ekOAAAAAAA3MLSFvH8/Hzddtttqq2tTVU9AAAAAAC4kuUz2P369dO%2BfftSUQsAAAAAAK5lOWBfeeWV%2Bu1vf6u6urpU1AMAAAAAgCtZHnK2bds21dbWqqKiQueee6569eolwzAizxuGoVtvvdXWIgEAAAAAyHSWA/Zjjz0W%2BfWLL754wvMEbAAAAABALrIcsNevX5%2BKOgAAAAAAcDXLAdvr9aaiDgAAAAAAXM1ywA5788039Y9//EMHDhzQNddco5KSEq1fv16lpaXq1q2bnTUCAAAAAJDxLAfshoYGfe9739Mbb7wh0zRlGIamTZumkpIS/frXv1Zpaal%2B8IMfpKJWAAAAAAAyluVruhYtWqS1a9fql7/8pd555x2Zphl5bsyYMXrzzTdtLRAAAAAAADew3MF%2B8cUXdd1112nSpEkKBoPNnispKdGuXbtsKw4AAAAAALew3MGura3VaaedFvM5r9erhoaGpIsCAAAAAMBtLAfs3r17q7q6OuZzmzZtUt%2B%2BfZMuCgAAAAAAt7EcsC%2B44AI9%2BOCD2rhxY%2BQxwzC0e/duPf7447roootsLRAAAAAAADewfAZ7zpw5%2Bvvf/67LL79cgwYNkmEY%2BvGPf6xt27bp5JNP1qxZs1JRJwAAAAAAGc1yB7uoqEhPPfWUrr32WuXl5am0tFQej0czZ87UE088oY4dO6aiTgAAAAAAMprlDrYkderUSddee62uvfZau%2BsBAAAAAMCVLHew77zzTm3ZsiUVtQAAAAAA4FqWA/Zjjz2mr3zlK7riiiu0dOlS%2Bf3%2BVNQFAAAAAICrWA7Yf/vb3zRv3jw1NjZq/vz5Gjt2rH7wgx/o7bffTkV9AAAAAAC4guWA3bVrV1155ZWqqqrS888/r2nTpun111/XN77xDZ1//vm6//77U1EnAAAAAAAZzXLAjjZo0CD98Ic/1GuvvaZ7771XwWBQ9913n121AQAAAADgGglNEY%2B2fft2VVVV6bnnntOePXtUXFxsR10AAAAAALhKQgH7yJEjWrFihaqqqvTuu%2B8qLy9PEydO1G233aaxY8faXSMAAAAAABnPcsCeN2%2BeVqxYofr6eg0ZMkTz5s3T5MmT1bVr11TUBwAAAACAK1gO2CtXrtSUKVN02WWXaciQIamoCQAAAAAA17EcsP/2t7/J5/O1%2Bvz%2B/fvVvXv3pIoCAAAAAMBtLE8RjxWuTdPU6tWr9f3vf1/jxo2zpTAAAAAAANwkqSni//rXv/THP/5Rzz77rD799FP5fD5ddNFFdtUGAAAAAIBrWA7YR48e1Ysvvqg//vGPevfdd2WapgzD0Le%2B9S3NmjVL3bp1S0WdAAAAAABktLgD9rp16/TMM89o%2BfLlqqurU8eOHXXppZfqoosu0uzZs1VRUUG4BgAAAADkrLgC9uTJk1VdXS1JOuuss3TZZZepsrJSnTp10uHDh1NaIAAAAAAAbhBXwN68ebMMw9D48eN18803q6ysLNV1AQAAAADgKnFNEZ83b54GDRqkv/71r5o8ebKmT5%2BupUuXyu/3p7o%2BAAAAAABcIa6A/Y1vfEPPPfecli5dqmnTpmnLli2aP3%2B%2Bxo4dq/nz58swDBmGkepaAQAAAADIWJbuwR42bJh%2B%2BtOf6vXXX9f//M//6IwzztBLL70k0zT1ox/9SA8//LAOHDiQqloBAAAAAMhYlgJ2WEFBgf7jP/5Dv/vd7/TSSy9p1qxZOnLkiP73f/9XEyZMsLlEAAAAAAAyX0IBO9rJJ5%2BsG2%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%2B%2BMDpcgAAAAAAcGfAfuCBBxQMBp0uAwDw/9u78%2BgqyzsP4L8QjCAYNq0OqFVAKEvYRkQUiGJxTXVqXfAMLtURRRSLe0/Vui9FO7ihjlgGFTrUFjsji3VBA45APYIjbtNDtKIoCigkCoYkvPMHhzuEBAnwwk308zknB/LcJ2%2Be%2B33fvPC99703AABkNLiCXVJSEpMnT45LL70020sBAACAjAZXsG%2B77bYYOnRoHHTQQdleCgAAAGQ0qIL97LPPxnvvvRcjR47M9lIAAACgmsbZXkBdrV27Nu688864/PLLo3nz5qltNze3QT3G8J2xMXf5Z4f8s0v%2B2SP77JJ/dsk/u%2BSfvsaNZUn902AK9kMPPRRt2rSJU045JdXt5uc3TXV7bBv5Z5f8s0v%2B2SP77JJ/dsk/u%2BSfjiRJolWrZtleBtTQIAr20qVL43e/%2B108%2BOCD8dVXX0VExJo1azJ/fv3119Gs2fb9gJWWro2qqvWprZW6yc1tFPn5TeWfJfLPLvlnj%2ByzS/7ZJf/skn96Nj5IUVq6Jssr4btoRx%2B4aRAF%2B%2BOPP46KiooYPnx4jdvOPvvs6NmzZ/zhD3/Yrm1XVa2PykonuWyRf3bJP7vknz2yzy75Z5f8s0v%2B6ZEj9VGDKNhdunSJxx9/vNrYu%2B%2B%2BG3fccUfcdNNNUVBQkKWVAQAAwAYNomDn5%2BdHv379ar2tW7du0a1bt128IgAAAKjOW%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%2B%2B%2B1YvXp17L///nHmmWfG0KFDo1EjjxEAAACQfQ2iYE%2BYMCHatm0bV199dbRp0ybmz58ft912W3z00UdxzTXXZHt5AAAA0DAK9sMPPxytW7fOfH7YYYfFmjVrYtKkSTF69OjIy8vL4uoAAACggbwGe9NyvVGXLl2ivLw8Vq1alYUVAQAAQHUNomDX5vXXX4%2BWLVtGmzZtsr0UAAAAaBiXiG9u0aJFMXXq1Bg5cmTk5ubu0LZycxvsYwwN2sbc5Z8d8s8u%2BWeP7LNL/tkl/%2BySf/oaN5Yl9U9OkiRJthexLZYvXx6nn3567LPPPvHEE0/Ebrvtlu0lAQAAu1CSJJGTk5PtZUANDapgl5WVxVlnnRXl5eUxefLkaNWq1Q5vs7R0bVRVrU9hdWyL3NxGkZ/fVP5ZIv/skn/2yD675J9d8s8u%2BacnP79pRGz4fzykrVWrZjv09Q3mEvHy8vIYMWJErFixIqZMmZJKuY6IqKpaH5WVTnLZIv/skn92yT97ZJ9d8s8u%2BWeX/NMjR%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%2BOCDOP/886NXr17Rv3//uPXWW%2BObb77J9rIAAAAgIiIaZ3sBdVFaWhrnnHNOtG3bNu6777744osv4o477ohVq1bF3Xffne3lAQAAQMMo2P/xH/8RpaWl8ec//zlat24dERG5ublx5ZVXxogRI6JDhw5ZXiEAAADfdw3iEvHZs2dH//79M%2BU6IuLYY4%2BNvLy8KC4uzuLKAAAAYIMGUbBLSkpqPEudl5cXBxxwQJSUlGRpVQAAAPD/GsQl4qWlpZGfn19jPD8/P1avXr1D227RomkkyQ5tgu2Qk7PhT/lnh/yzS/7ZI/vskn92yT%2B75J%2BeRo1yYv36JBo3bhDPFfI90yAK9pYkSRI5G89W26lRIz%2BY2ST/7JJ/dsk/e2SfXfLPLvlnl/zTkZubE61aNcv2MqCGBvETnp%2BfH6WlpTXGy8rKan1mGwAAAHa1BlGwO3ToUOO11uvWrYslS5Z4B3EAAADqhQZRsAcNGhTz5s2LL7/8MjP2/PPPx7p166KwsDCLKwMAAIANcpKk/r/NQmlpaRQVFUW7du3i4osvjpUrV8add94ZAwYMiLvvvjvbywMAAICGUbAjIj744IO49dZb4/XXX48mTZpEUVFRXHnlldGkSZNsLw0AAAAaTsEGAACA%2BqxBvAYbAAAA6jsFGwAAAFKgYAMAAEAKFGwAAABIgYINAAAAKVCwAQAAIAXfu4L9wQcfxPnnnx%2B9evWK/v37x6233hrffPNNtpdVb02dOjU6d%2B5c4%2BPuu%2B%2BuNu/pp5%2BO4447LgoKCqKoqChmzpxZY1sVFRVxzz33xIABA6Jnz55x1llnxXvvvVdj3vLly%2BMXv/hF9OnTJw455JC4%2BuqrY9WqVTXmvfnmmzF06NDo0aNHDBo0KB544IFYv359end%2BF/vwww/jhhtuiJNPPjm6du0aRUVFtc6rz1nXZW31VV3yP%2Buss2r9eSgpKak276uvvoobbrgh%2BvXrF717946LLrooli5dWmN7dT0fFRcXxz/90z9FQUFBDBkyJCZNmlTrfXjsscdi8ODBUVBQED/72c9i/vz525nGrjVz5sy4%2BOKLo7CwMHr16hU/%2BclPYvLkyTWOsTRzyNY%2Bqo/qkv%2B1115b67E/e/bsatty7tl2c%2BbMiWHDhsVhhx0W3bt3j6OPPjruuOOOKCsrqzbP8b9z1CV/xz%2BwTZLvkdWrVycDBw5MzjjjjKS4uDh5%2Bumnk0MPPTS54oorsr20eutPf/pT0qlTp2T27NnJwoULMx%2BffPJJZs7MmTOTTp06JXfffXcyd%2B7c5JZbbkk6d%2B6czJkzp9q2brrppqR3797JlClTkldeeSU599xzk379%2BiWff/55Zk5FRUVy0kknJccff3zy/PPPJzNnzkwGDx6cnHnmmcn69esz85YsWZL07t07ufDCC5NXX301eeKJJ5IePXokv/3tb3d%2BKDvJ888/nwwaNCi59NJLk6KiouTEE0%2BsMac%2BZ13XtdVXdcl/2LBhydChQ6v9LCxcuDD55ptvqs0bPnx4csQRRyTPPPNM8tJLLyU//elPkyFDhiRr167NzKnr%2BWjBggVJ165dk1/%2B8pfJ3LlzkwcffDD50Y9%2BlPzhD3%2BoNm/8%2BPFJt27dkvHjxyevvvpqMnr06KSgoCB57733Ukxp5zjttNOSyy67LJk2bVoyd%2B7cZOzYsUnXrl2TO%2B%2B8MzMn7RyysY/qq7rkf8011yRHH310jWO/tLS02race7bdM888k9x9993Jc889l8ybNy954oknkkMPPTT5%2Bc9/npnj%2BN956pK/4x/YFt%2Brgv3II48kPXv2TFauXJkZ%2B6//%2Bq%2BkU6dOyeLFi7O4svprY8HeNLPNHXfcccmoUaOqjZ133nnJaaedlvl82bJlSZcuXZInn3wyM1ZWVpYceuihyZgxYzJj06dPTzp16pT87W9/y4y9/vrrSadOnZLi4uLM2A033JAUFhYm5eXlmbGHHnooKSgoSFavXr19dzbLqqqqMn%2B/5pprai149TnruqytPqtL/sOGDUuGDx/%2Brdt54403kk6dOiUvv/xyZmzp0qVJ165dk8mTJ2fG6no%2BOv/885NTTz212ve47rrrkiOOOCKz5vLy8uQf//Efk7vuuiszp7KyMjn%2B%2BOOTX/ziF1u761lX2/nl9ttvTwoKCjLHXZo5ZGMf1Wd1yX9LPxObcu5Jz5QpU5JOnToly5YtS5LE8b%2BrbZ6/4x/YFt%2BrS8Rnz54d/fv3j9atW2fGjj322MjLy4vi4uIsrqzh%2Buijj%2BL999%2BvcTltUVFRvPnmm/HFF19ERMQrr7wSVVVVceKJJ2bmNG/ePAYPHlwt%2B%2BLi4ujcuXMcfPDBmbE%2BffpEu3btqs2bPXt2/PjHP468vLzM2E9%2B8pMoLy%2BPuXPnpn4/d4VGjb79x7E%2BZ13XtdVnW8u/roqLiyM/Pz8GDRqUGWvbtm306dOnRq5bOx%2BtW7cu5s2bV21fRmzIf/ny5fHOO%2B9ERMSCBQuirKysWv65ublxwgknRHFxcSRJksp921k2zWCjLl26RHl5eaxatSr1HLKxj%2BqzreVfV8496WnZsmVERFRWVjr%2Bs2DT/OvK8Q9s9L0q2CUlJdGhQ4dqY3l5eXHAAQfUeA0l1RUVFUWXLl3i6KOPjkceeSSqqqoiIuL999%2BPiIj27dtXm9%2BhQ4dIkiRze0lJSey1116Zf7Q2nffBBx9kXlNU2z6KiOjYsWNmH61ZsyY%2B%2BeSTGvPatWsXTZs2/c7uy/qcdV3X9l3w17/%2BNXr16hUFBQUxbNiweO2116rdXlJSEgcddFDk5ORUG980143ztnY%2BWrJkSVRUVNTItWPHjpltbPpnbfl//fXX8dlnn23v3c2a119/PVq2bBlt2rRJPYds7KOGZtP8N1qyZEkccsgh0b179zjllFPihRdeqPY1zj07pqqqKsrLy%2BPtt9%2BOBx98MI466qho166d438X2VL%2BGzn%2BgbpqnO0F7EqlpaWRn59fYzw/Pz9Wr16dhRXVf3vvvXdceuml0bNnz8jJyYlZs2bF2LFj47PPPosbbrghk9vmubZo0SIiInN7aWlp7LnnnjW236JFi6ioqIg1a9ZE8%2BbNtzgvPz8/8w/Kxjce%2Bb7ty/qcdV3X1tD17ds3Tj755DjwwAPj888/j8ceeyx%2B/vOfxxNPPBG9e/eOiC3nv/mxWZfz0ZZy3fj5pvs8Ly8vmjRpUm3exvxXrVoV%2B%2B6773bd52xYtGhRTJ06NUaOHBm5ubmp55CNfdSQbJ5/xIZntAsKCqJjx45RVlYWv//972PkyJFx7733xnHHHRcRzj076qijjsqU4IEDB8Zvf/vbiEj/POD4r92W8o9w/APb5ntVsLckSZIaj%2BSywcCBA2PgwIGZzwcMGBC77757TJw4MS666KLM%2BOb5bbwUbdPx2jKu7dLVLc3bfLyu875r6nPWdVlbQzZq1Khqnx955JFRVFQU48aNi0cffTQzvqX7W5cc6pr/5uPfts8bUv7Lly%2BPUaNGRUFBQVxwwQXVbkszh2zso4ZgS/mfc8451eYNHjw4hg4dGvfdd1%2BmYEQ49%2ByIf/u3f4s1a9bE4sWLY9y4cXHRRRfFhAkTMrc7/neuLeWfm5vr%2BAe2yffqEvH8/PwoLS2tMV5WVlbro4TU7vjjj4%2Bqqqp49913t/go6cacN%2Ba6pexLS0tjt912iz322ONb5226j77tkfHv8r6sz1nXdW3fNXvssUcUFhbG22%2B/nRn7tvw3zaEu%2BW/LPi8vL4/y8vJa523cTn1XVlYWF1xwQTRp0iQeeuih2G233SIi/RyysY8agi3lX5tGjRrFMcccEyUlJZlf2%2BTcs2N%2B9KMfRZ8%2BfeL000%2BPBx54IObPnx/PP/%2B8438X2VL%2BtXH8A9/me1WwO3ToUOP1QOvWrYslS5bU%2BnoYtm7j6342f51PSUlJ5OTkZG7v0KFDrFy5ssYb5mx8LdjGN5iqbR9FRCxevDizj5o2bRpt27atMW/p0qWxdu3a7%2By%2BrM9Z13Vt30WbPzux8fV2m49vmuvGeVs7Hx1wwAGx22671ch18eLFmW1s%2Bufm2yspKYlmzZrFPvvss713b5cpLy%2BPESNGxIoVK2L8%2BPHRqlWrzG1p55CNfVTffVv%2BW1Lbse/ck44uXbpEbm5uLFmyxPGfBZvmvyWOf2BLvlcFe9CgQTFv3rz48ssvM2PPP/98rFu3LgoLC7O4soZlxowZkZubG127do39998/2rdvHzNmzKg2Z9q0adGjR4/Mu48OGDAgGjVqFDNnzszM%2Bfrrr2PWrFnVsi8sLIy//e1v1f5ReeONN2Lp0qXV5g0aNChefPHFWLduXWZs%2BvTpsfvuu0f//v1Tv8/1QX3Ouq5r%2B65Zs2ZNFBcXR0FBQWassLAwSktLY86cOZmxTz/9NBYsWFAj162dj/Ly8uKwww6rti8jNuS69957R9euXSNiwzvQ7rnnntXyr6qqipkzZ0ZhYWG9v0ywsrIyLrvssnjvvfdi/Pjx1d5YKCL9HLKxj%2BqzreVfm/Xr18df/vKXOPjggzOv%2BXXuSc/ChQujqqoq9ttvP8d/Fmyaf20c/8C3yb3xxhtvzPYidpWDDz44/vSnP8WcOXNin332iYULF8btt98eQ4YMiaFDh2Z7efXS%2BeefH59//nl89dVX8eGHH8bvfve7mDRpUpx11lmZ1x21adMmHnjggaioqIhGjRrF448/HtOmTYvbbrstDjjggIjY8KsqVq5cGRMmTIjWrVvHqlWr4vbbb4/PP/88fvOb30SzZs0iIuKggw6KF198MaZPnx777rtvLF68OH7961/HwQcfHKNHj878B6Fjx47x7//%2B7/HWW29F69atY/bs2XHvvffGueeeG0ceeWRWstpRa9eujRdffDEWL14c//3f/x0rVqzIZNC6deto2rRpvc66Lmurz7aW/9tvvx233HJLrFu3LlavXh0LFiyI66%2B/Pj766KO46667MrLj4YkAAAuISURBVM8O7bvvvvHWW2/FlClTYp999olPP/00brjhhmjSpEncfPPN0bjxhre%2BqOv5aP/994%2BHH344Pv3002jWrFk888wzMWHChPjlL38Z3bt3j4gNv4onNzc3Hn744WjSpEmUl5fHvffeGwsXLozf/OY3sddee%2B36QLfBjTfeGNOmTYvLLrssfvCDH8SyZcsyH82bN4%2B8vLxUc8jGPqrPtpb/8uXLY%2BTIkVFRURFlZWXx9ttvx6233hoLFy6Mm266KfNsmnPP9rnkkktiyZIlUVZWFsuWLYsXXnghbr/99th///3j2muvjdzcXMf/TrS1/JctW%2Bb4B7bNzvwl2/XR%2B%2B%2B/n5x33nlJz549k379%2BiW33HJLsnbt2mwvq9665ZZbkmOOOSbp0aNH0r1796SoqCiZOHFisn79%2Bmrzpk6dmhxzzDFJt27dkhNOOCGZMWNGjW2Vl5cnY8aMSQ4//PCkoKAgGTZsWPLuu%2B/WmPfZZ58lo0aNSnr37p306dMnufLKK5Mvvviixrw33ngjOeOMM5Lu3bsnAwYMSO67776ksrIyvTu/i3300UdJp06dav2YN29eZl59zroua6uvtpb/3//%2B9%2BS8885LjjjiiKRbt27JIYccklxwwQXJ//zP/9TYVllZWXLdddclffv2TXr16pVceOGFyccff1xjXl3PRy%2B//HJy0kknJd26dUuOPvro5Mknn6wxZ/369cmjjz6aHHnkkUn37t2TU045JZk7d2464exkRx11VJ2O/TRzyMY%2Bqq%2B2lv%2BXX36ZXHTRRcnAgQOTbt26Jb169UqGDRuWzJ49u8a2nHu23SOPPJKcfPLJSe/evZNevXolJ554YjJ27NikrKys2jzH/86xtfwd/8C2ykmSWt7eEAAAANgm36vXYAMAAMDOomADAABAChRsAAAASIGCDQAAAClQsAEAACAFCjYAAACkQMEGAACAFCjYAAAAkAIFG%2BB7burUqdG5c%2BfMR9euXWPAgAExevTo%2BPvf/571dX388cffOu/%2B%2B%2B%2BPzp0776JVbV1xcXHcf//9td7WuXPnuPnmm3fxigCAXaVxthcAQP1wxx13RPv27aO8vDwWLFgQDz/8cMyfPz9mzpwZLVq0yPbyGozi4uKYNGlSXHrppdleCgCwiynYAERExMEHHxwFBQUREdGvX7%2BoqqqK%2B%2B%2B/P1544YX42c9%2BluXVAQDUfy4RB6BWG8v2ypUra9w2Y8aMOOOMM6JXr17Ru3fvOP/88%2BOdd96pNmfRokUxevToGDx4cPTo0SMGDx4cl19%2BeSxdurTG9t54440YOnRoFBQUxIABA%2BKee%2B6JysrKHVp/XdZ47bXXRu/evePDDz%2BMCy64IHr37h2FhYVx5513xrp166rNXbZsWYwaNSp69%2B4dhxxySFxxxRXx5ptvRufOnWPq1KmZ7U2aNCkiotpl95tf5v7nP/85jj/%2B%2BOjZs2ecdNJJ8dJLL1W7/Ysvvojrr78%2BCgsLo3v37nHYYYfF0KFD49VXX92hTACAncsz2ADUamMpPPDAA6uNP/zwwzF27Ng45ZRTYsSIEVFRURGPPfZY/PM//3M89dRT0bFjx4iIWLp0aRx00EFx4oknRosWLWL58uXx%2B9//Pk499dSYPn16tG7dOiIiFi9eHOeee260a9cu7rzzzmjSpElMnjw5pk2btt1rr%2BsaIyIqKipixIgRceqpp8Z5550Xr732WowbNy6aN28el1xySURErFmzJs4%2B%2B%2BxYvXp1XHnllfHDH/4w5syZE6NHj672fS%2B%2B%2BOJYs2ZN/OUvf4kpU6Zkxn/wgx9k/v7yyy/HokWLYtSoUbHHHnvE%2BPHj45JLLolnn3029t9//4iIuOqqq%2BKdd96J0aNHx4EHHhilpaXxzjvvxKpVq7Y7EwBg51OwAYiIiPXr10dlZWXmNdgPPfRQ9O3bNwYPHpyZ8%2Bmnn8b9998fw4YNi%2Buuuy4zfvjhh8exxx4bDzzwQIwdOzYiIo477rg47rjjMnOqqqriyCOPjCOOOCKmTZsWZ599dkREPPjgg5EkSUycODH22muviIg48sgjo6ioaLvux7asMWJDwb700kvj%2BOOPj4iI/v37x1tvvRXTpk3LFOynn346Pvzww3j00Udj0KBBERExYMCAWLt2bbUifcABB2TuQ69evWpdX3l5eUyYMCGaN28eERHdunWLgQMHxsyZM2P48OEREbFgwYI47bTT4vTTT8983Y9//OPtygMA2HUUbAAiIqqVuYiIDh06xLhx46Jx4///p%2BKVV16JysrKOPnkk6tdwr377rtH3759Y/78%2BZmxr7/%2BOsaNGxfPPfdcLF26NKqqqjK3lZSUZP4%2Bf/786N%2B/f6aYRkTk5ubGCSecEA888MA2349tWWNERE5OTrUHESI2XN49b968zOevvfZaNGvWLFOuNyoqKqpWsOuiX79%2BmXIdEbHXXntFmzZtql0636NHj3j66aejZcuWcfjhh0e3bt1it91226bvAwDsego2ABERcdddd0WHDh3i66%2B/jhkzZsSUKVPi8ssvj/Hjx2fmrFixIiIiTj311Fq30ajR/7%2B1xxVXXBHz5s2Liy%2B%2BOAoKCqJZs2aRk5MTw4cPj/Ly8sy8VatWVSvXG9U2VhfbssaIiKZNm8buu%2B9ebSwvL69Oa2zTps02r69ly5Y1xjb/fv/6r/8aDz30UPzxj3%2BMe%2B%2B9N/bYY48YMmRIXHXVVbH33ntv8/cEAHYNBRuAiNjwjPXGNzY77LDDYv369fHUU0/Fs88%2Bm7nUu1WrVhERcd9990Xbtm23uK2ysrJ4%2BeWX45JLLslc9hwRsW7duli9enW1uS1btsyU4k3VNlYXdV3jtmjZsmW8%2BeabNca3d41b07p16/jVr34Vv/rVr%2BKTTz6JWbNmxT333BMrV66Mxx57bKd8TwBgxynYANTqqquuiueeey7uu%2B%2B%2BOOaYY6JRo0YxYMCAaNy4cSxZsiSOPfbYLX5tTk5OJEkSeXl51cafeuqpapeKR2y4ZHrWrFmxYsWKzLPEVVVVMWPGjO1ad13XuC369u0bM2fOjOLi4igsLMyMT58%2Bvcbcjff5m2%2B%2BiSZNmuzw927btm0MGzYs5s6dGwsWLNjh7QEAO4%2BCDUCtWrRoEcOHD48xY8bEM888EyeffHLst99%2BMWrUqBg7dmx89NFHMWjQoMjPz48VK1bEokWLomnTpjFq1Kho3rx59O3bNx577LFo1apVtGvXLv7617/GH//4x8jPz6/2fUaMGBGzZs2Kc845J0aOHBlNmjSJSZMmxdq1a7dr3XVd47b46U9/GhMnToyrr746LrvssvjhD38Ys2fPjldeeSUiql923qlTp4iIzBuiNWrUKDp37lzjwYYtKSsri7PPPjuKioqiffv20axZs1i0aFHMmTMnhgwZsk3rBgB2LQUbgC0666yzYtKkSTFu3LgoKiqK3NzcuPDCC6NDhw7x%2BOOPx/Tp02PdunWx9957R/fu3ePMM8/MfO0999wTt912W4wZMyYqKyujT58%2BMWHChLjwwgurfY9OnTrFhAkT4q677oprrrkmWrRoESeddFIce%2Byxcf3112/Xuuu6xrraY489YuLEiXH77bfHmDFjIicnJwYMGBC//vWvY/jw4bHnnntm5hYVFcWCBQti8uTJmXdIf/HFF2O//far0/fafffdo0ePHvGf//mfsXTp0qisrIx/%2BId/iAsuuCD%2B5V/%2BZZvXDgDsOjlJkiTZXgQANEQbf9/2yy%2B/HPvuu2%2B2lwMAZJlnsAGgDp588smIiGjfvn1UVFTEvHnz4oknnoiTTjpJuQYAIkLBBoA6adKkSUycODE%2B/vjjqKioyFy2PWLEiGwvDQCoJ1wiDgAAAClotPUpAAAAwNYo2AAAAJACBRsAAABSoGADAABAChRsAAAASIGCDQAAAClQsAEAACAFCjYAAACkQMEGAACAFPwfMZJ/k3OZqagAAAAASUVORK5CYII%3D">
+
+<br>
+<br>
+<br>
+<br>
+
+<h3 id="Read_lengths_vs_Average_read_quality_plot_using_a_kernel_density_estimation">Read lengths vs Average read quality plot using a kernel density estimation</h3>
+<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA9gAAAPWCAYAAAAbIDABAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDIuMi4zLCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvIxREBQAAIABJREFUeJzs3XdYU2f/P/B3AmFvRXGAqOBCq7itte5aF1pXt6P1sdbd2upjq7aP2jpbR336s1ip1rbWatGKA586Eeue1AGCOEDZW0YSkt8fNOebAyEDAkF5v66L68o8%2BeSEMz7nvu/PLVGr1WoQERERERERUaVILR0AERERERER0bOACTYRERERERGRGTDBJiIiIiIiIjIDJthEREREREREZsAEm4iIiIiIiMgMmGATERERERERmQETbCIiIiIiIiIzYIJNREREREREZAZMsImIiIiIiIjMgAk2USWtXbsWLVu2RMuWLfHpp59WenlKpVJYXsuWLZGUlGSGKEmbuX8zIqKn3cqVK4X94pIlSywdzjNj1KhRwnoNDw/X%2BZqYmBjhNYGBgdUc4dPpp59%2BEtbZe%2B%2B9Z%2BlwiESsLR0A1Qz//ve/sWfPnnKfl8lkcHJygpeXFwICAjBgwAC8%2BOKLsLKyqsYoiai2uX//Pl566SXhvlQqxbFjx9CgQQMLRkVERESkG1uwySgKhQKZmZm4desWdu/ejalTp2LYsGG4fv26pUOjWuz%2B/fvCFew2bdpYOhyqAqUv/KlUKvzxxx8WioaIyHJmzZolHPO2bNli6XBqLf4OZAhbsKkMV1dXtGvXTvSYXC5HcnIy7t%2B/Lzx29%2B5dTJgwAdu2bcNzzz1X3WES0TNOrVZj3759ZR7fs2cPpk6daoGIiIiIiPRjgk1l6Lsi9/DhQ6xevRqHDx8GAOTn5%2BOTTz7Bvn37IJWyQwQRmc%2B5c%2BeQmJgIAGjatCnkcjkSExNx7949XL16FR06dLBwhEREldeiRQtER0dbOgwiMhNmRGQSb29vrF%2B/Hn379hUeu3PnDk6dOmXBqIjoWaTdPTwoKAjDhw/X%2BRwRERFRTcEEm0wmkUgwa9Ys0WNnz561UDRE9CzKz8/H//73PwAl%2B5zhw4cjKChIeP7QoUOQy%2BWWCo%2BIiIhIJ3YRpwpp3bo1HBwckJ%2BfDwBCN05jnT17FocPH8aFCxeQmpqKJ0%2BewN3dHX5%2Bfujbty/GjBkDBwcHo5Z1584dREZG4tKlS4iNjUVKSgqKiorg7OwMLy8vdOrUCUFBQWjfvr1JMapUKuzbtw9hYWGIjo5GdnY2PD094efnh1deeQUvvfRSjaqiHhcXh/379%2BP06dN49OgRsrKy4OTkhMaNG%2BOFF17A2LFj0ahRI73L0K7YbGVlhZs3bwIAUlJSsGvXLhw5cgSPHj1CYWEhPD090aVLF4wfPx6tW7c2Ok6FQoHQ0FAcPHgQsbGxyMnJ0ble165di02bNgEAxowZgy%2B%2B%2BEJYxq5du7Bw4ULRcouLi9GyZUudnzl79mxMmzbNYGwXL17Ezp07ce3aNSQlJcHOzg4%2BPj7o168fxo8fDycnJ6O%2B49WrV7F3715cvXoViYmJePLkCaytreHi4oKGDRuiVatW6NKlC/r16wdHR0ejllnakSNHMH36dACAvb09/vrrL6O3mY0bN%2BKbb74BUDIkRNc456KiIhw8eBBHjhzBrVu3kJmZiaKiItja2qJu3brw8fFB27Zt0bt3b3Ts2LFC30Gfw4cPC/uXwMBAeHt7AwACAgJw48YNZGdn4%2BjRoxg8eHC5y5DL5ejZsydycnIAAF9//TWGDh1q1Offu3cPgwYNEu4fOHAAfn5%2B5b7%2Bzp07wvb3%2BPFjZGdnw9nZGY0bN0avXr0wbtw4eHl56f3MmJgYoZXewcEBV65cAVCyXYaGhuLUqVNISkpCRkYG7O3thee1v%2B%2BZM2dw9uxZ/P3334iPj0d2djakUilcXV3h7%2B%2BP7t27Y9y4cXB1dTVqPWg8ePAAO3bsQEREBB49egSpVAovLy/06NEDr732mrBuunXrhqysLADA7t27y9TzqKp1Z4rKrmdtp0%2Bfxv/%2B9z9cvHgRaWlpePLkCTw8PODv74%2B%2Bffti9OjRsLe3Nyqu6OhoREZG4vLly4iNjUVqaqpwLGvQoAE6deqEkSNHom3btiZ93%2BLiYuzduxdhYWHCPrdu3bpo0aIFRo0ahQEDBlT5EC9jY1i5ciVCQkIAAG%2B%2B%2BSYWL15cZlnHjx8XajD4%2B/tj//79Bj/fmOVqJCcnIyIiAufPn0dMTAwePXqE/Px8ODg4wMPDAx06dMDAgQPRv39/SCSSiqyOMsr7n9TQ3q40Vq1ahVWrVpVZlub9CoUCffr0QVpaGoCSdTBy5Eij4omPj8fLL78s3A8PD0fTpk1N%2Bk4auta9Wq3G0aNHERoaitu3byM1NRUuLi7w8/PDsGHD8Morr8Da2vwpSkJCAvbs2YPIyEgkJCQgOztbOC737NkTo0aNQpMmTcp9f0V%2BB6qdmGBThUgkEjg7OwsnwLm5uUa9LyEhAYsWLcJff/1V5rmUlBSkpKTgr7/%2BQnBwML788ku8%2BOKLepcXFBRU7rilzMxMofL5Tz/9hJdffhnLly83KglJTk7G7Nmzy%2BwcExMTkZiYiJMnT6JHjx74%2BuuvDS6rqhUWFmLFihX47bffUFxcLHpOsw6ioqIQEhKCGTNmYMqUKSYt/%2BjRo1iwYAGys7NFjz98%2BBAPHz7E3r17MW/ePEyaNMngsuLj4zFr1izExMSIHrf0epXL5Vi%2BfDl%2B%2BeUX0eNFRUWIiopCVFQUfv31V2zZsgX%2B/v56l/PJJ58gLCyszHPFxcVITU1Famoqrl27hp07d6Jv377CRQRT9e7dG25ubsjKykJBQQGOHDkiauHV58CBA8Jt7W7XGjdv3sScOXNERQ018vPz8eDBAzx48ACRkZHYtGkTvvnmG9FUWuZQunu49u0bN24AAPbu3as3wbaxscGgQYOwa9cuAEBYWJjRCbb2b9imTZtyk%2Bv8/Hx8%2BeWX%2BP3336FSqUTPZWRkICMjA9evX0dISAjmzJmDiRMnGvX5Gj///DNWrFhhsLX%2B5MmT%2BOijj4SLCaUVFhYiOTlZ%2BM0WL16MESNGGB3DqlWrUFhYKHo8NjYWsbGx%2BPXXXzF//ny8/fbbxn2pf1T1ujOFsetZ4/79%2B1i4cCHOnz9f5rnk5GRhXW/evBkrVqxAjx49yl2WQqHAK6%2B8gjt37uh8XrMfv3nzJrZv345hw4bhiy%2B%2BgJ2dncE4ExMTMWvWLPz9999lHk9MTMTx48fx4osvYs2aNQaXVVE1IQZjLVy4UOf/IwDk5OQgJycH9%2B7dw969exEQEIANGzagcePGFojUMJlMhlGjRiE4OBgA8PvvvxudYO/evVu43blz5won17rk5uZi3rx5OHbsmOjxtLQ0pKWl4ezZs9ixYwfWr18vXFitLLVajW%2B//RbfffcdioqKRM%2Blp6cjPT0dUVFR2LJlCyZNmoQPPviAdYWoUphgU4Wo1WrRiZwxrXC3b9/G5MmTkZqaKjzm4OAAPz8/2NvbIyUlBfHx8QCA1NRUTJs2DWvXrsXAgQPLXaZ2ci2TyeDr6ws3NzdIpVKkp6cjPj5eSDrDw8ORmpqK7du36215zsjIwMSJE3H37l3hMRsbG7Ro0QL29vaIj49HWloazpw5g%2BnTp6Nz584Gv3tVycnJwZQpU0QXAqytrdG8eXO4u7sjJycHMTExUCqVKCoqwldffYXMzEzMnz/fqOVHRkZixowZUKlUkMlk8Pf3h7OzM5KSkoTkS6VSYcWKFfD29saAAQPKXVZiYiImTJiA5ORk4TE7Ozv4%2B/vDzs4O9%2B/fR0pKilHr1cvLCy%2B88AIKCwtx8eJFACUXfXr27Knz9T4%2BPnq/56effiq04rq7u8PX1xdSqRR37twR/s%2BTk5Pxr3/9C/v37y%2B3JXvevHk4dOiQcN/a2hrNmjWDu7s71Go1srOzce/ePeEAr1ar9calj0wmw6BBg7Bz504AJQmhMQn2jRs3hP9tiUSCYcOGiZ5PTk7GpEmTRFfpXV1d4evrC0dHRxQUFCAlJQWPHj0S4td1MloZiYmJQuIik8lESfTQoUOxatUqFBcXIzIyEmlpaahbt265yxo%2BfLiQYEdGRiIzMxPu7u4GY9BuFdN1EQIoSXymTJkimq5QJpOhefPmcHNzQ3Z2NmJiYlBcXIyCggIsX74cmZmZ%2BOCDDwx%2BPlDSU2PJkiXCcv38/ODs7IzU1FTRdgQAjx49Eu2T3dzc4O3tDScnJxQVFeHBgwdCS1ZeXh7mzZuH4uJijBo1Sm8MP//8sxCDhpeXF3x8fFBQUICYmBgUFRVh2bJlJvXGqOp1ZwpT1jNQsg1NnjwZGRkZwmOOjo7w8/ODnZ0dkpOTce/ePQBAUlIS/vWvf%2BG///0vevfurfPzVSqVKLmWyWRo2rQpXF1dIZVKkZaWhvj4eGE7279/P9LS0vDDDz/oTQLS0tIwceJEPHjwQHjM1tZW2OfGx8cjPT0dERERmDVrFlq1amX8SjNSTYjBFDExMcJ6lkqlaNy4MerUqQM7Ozvk5OQgLi5OuNB048YNvPbaa9izZw88PT2rNK4ePXogNzcXt2/fFrbjpk2b6uyVpn3hZdy4cdi8eTPUajXOnz%2BPe/fuwdfXV%2B9nKZVK0VSIY8eONc%2BXQMkx78MPP0RERASAkuNts2bNIJfLcefOHdG6nThxInbs2IF69epV%2BnMXLVokHAc0fH19Ua9ePWRkZCA2NhZAycWu4OBgPHz4EF9//XWZ7auivwPVPkywqUJu3LiBgoIC4b6%2BrpNAyRXLadOmCcl1gwYNMH/%2BfAwcOFDUDSg%2BPh5Lly7F6dOnoVAosGDBAgQEBKBhw4Y6l%2Bvi4oJRo0Zh4MCBaN%2B%2BPWQymej5rKws/Pzzz/h//%2B//QaFQ4NKlS/jhhx8wefLkcmNdtmyZKLkeP348Zs6cCRcXFwAlJ0N//vknPvvsM1y%2BfFm4KGAJn3zyiZBc29raYsaMGXjjjTdECWB2djY2btyIH3/8EQAQEhKCTp066U2GgZLv%2BeGHHwIApk6dismTJ8PZ2Vl4/sqVK5g1axZSUlIAAMuXL9fbZW7hwoXCyapUKhWWqTkpV6vViIyMxOLFiw2u1169eqFXr16iLu1SqbRC81EeOXIEWVlZaNiwIRYuXIi%2BffsKB1WFQoEtW7Zg7dq1AIDHjx9j69atmDFjRpnlXLt2TUiuJRIJpk2bhkmTJonWGVDSkn3lyhWEh4eLTtArIigoSEiw//rrL2RkZMDDw0Pve7RbZrt06YIGDRqInv/222%2BF5NrLywtLlixBr169ypxo5OTkICIiArt37zZbN0mNvXv3Csn7iy%2B%2BCDc3N%2BE5T09P9OjRA5GRkVAqlQgLC9Pbe6Jr167w8vJCUlISFAoFwsPD8frrr%2Bv9/OvXrwsJklQqLbfVe/78%2BUKCaG9vj9mzZ2PcuHGiRDMzMxMbNmwQekd899136Ny5M3r16qU3BrlcjmXLlkEikWDKlCmYPHmysA8CIEpYNAICAjB69Gj06dNH5wlfVFQU1qxZI9TMWLp0KV544YVyT2BjY2OxfPly4X6jRo2wbNkyPP/888JjeXl52Lx5M7777jssXbq0TC%2Ba8lTlujOFqes5KysL06ZNE7bdRo0aYcGCBejXr5/owm1cXBw%2B//xznD9/HgqFAvPmzcO%2BfftQv359nXG4ublh1KhReOmll9CuXbsy3WMzMjLw008/ITg4GAqFAmfPnsXPP/%2Bst9fAZ599Jor/3Xffxfvvvy/sk4qLixEeHo4lS5bg7NmzVVLFuibEYAqZTIbhw4djyJAh6N69e5keb5qhM6tXr0Z6ejpSU1OxZMkSYchNVVm3bh2AkvmXNbO4jB07Fu%2B%2B%2B67e93l7e6NHjx5Cr8Hff/8dc%2BfO1fueEydOCOdqzs7Ooq7ilXXo0CFkZmbCxcUFixYtwtChQ4XtRntfolarkZCQgMWLF1e4l5fGrl27RMl1p06dsGTJEtF56/379/H5558L6%2BnQoUNo165dmfVb0d%2BBah/2fyCTqdVqbNy4UfSY9lhFXdasWSOM0/b19UVoaCgGDx5c5iSiadOmCA4OxgsvvACgJDH/9ttvy13uyZMnsWDBAnTu3LlMcg2UnLRMnz4dX331lfDY9u3boVQqdS7vypUrou6zU6ZMwaeffio64ZJKpRg0aBBCQkJgZ2eHzMxMvd%2B9qhw8eBB//vkngJIrpdu2bcOUKVPKtK66urri008/xezZs4XHVq9ebbD1VNPiumTJEnzwwQdlEsXAwEBs3LhRSK4SEhKE1uTSTpw4IRoWMH/%2BfMyePVt0Mi2RSNCrVy/8%2BOOPcHNzq7b1mpWVBU9PT%2BzYsQP9%2B/cXJZIymQxTp04VJWTlVa8%2BefKkcPuVV17BrFmzyqwzoGRse%2BfOnbFw4UKsXr26UrF36tRJSKSUSqWo9VwXlUqFgwcPCvd1tcxqWhaAkv%2BT3r1762wlc3FxwbBhw7B161aDF2tMpd16oqtV3pRq4hKJRJQg6%2Bq%2BX5p263XXrl11JkV79uwRfnMHBwds374dkyZNKtOK6%2B7ujs8%2B%2B0wYM6pWq3WO1ytNqVSisLAQCxcuxIcffijaBwFle2WMGDECoaGhePPNN8uttdCuXTuEhIQICWp%2Bfr5wgUaXNWvWQKFQAAA8PDywfft2UXINAE5OTvjggw8wd%2B5c5Ofnl%2Bl%2BqUtVrztTmLqeV65ciaSkJAAlF5ZDQ0MxcODAMr2imjdvjpCQEHTt2hVAyX5G01W3NBsbG5w4cQLz589HYGCgzrGnHh4emDVrFr788kvhsW3btpXbe%2BTs2bM4cuSIcH/mzJmYN2%2BeaJ9kZWWFoUOHYvPmzbCxsTH7PrcmxGCqzZs3Y82aNejXr5/O4WS2trZ45ZVX8NNPPwnPHzlyBA8fPqzuUI02btw44faePXvKPf/R0O4ePmzYMLO2xGZmZkImkyE4OBhBQUGi7UazL9Fc2AdKxttHRkZW%2BPOePHmClStXCvc7duyIH374oUyjUJMmTRAcHCzqBbd%2B/fpKXwSn2osJNpnk4cOHmD17No4fPy48NmzYML1FrjIyMkQnwStXrtTbymZtbY0lS5YIJxlhYWHIy8vT%2BVpjizoNGjQIgYGBAEq67GmKd5WmfbLp4%2BODmTNnlrvMNm3a4J133jHq86vC999/L9yePn268P3KM3XqVGEc1b1793DmzBmDn6Epjlae9u3bi%2BYivnz5ss7X/fbbb8LtgIAATJgwodxlent7613vVeHf//633iJK2vEmJCQIrfbaNCfdAIwu%2BlXZInmmJo/nz58XehHIZDKdLRPaXWIN/U9pmLPY36VLl4ThB87OzqIpATUGDhwoFI6Kjo7GrVu39C5TO0m/fPmy3qKMpS9ClNftXru3xJw5cwwW85o1a5YwVjMmJqbci1HaAgMD8dZbbxl8HWD8vtDKygofffSRcL/0OEgNTaEnjTlz5ugtkvjuu%2B%2BWW2SwtOpYd6Ywdj0nJycL25hEIsHq1atFvStKk8lkWLp0qXCBKjQ0VOcFCIlEYnQhtKCgILRp0wZAyfG4dD0LDe1jWfPmzfH%2B%2B%2B%2BXu8znnnvO5PHzxqgJMZjK2O2oWbNmQuKqUqlE50Q1zYABA1CnTh0AJcPvtC8Gl1Z6uzdn93CNN998U%2B%2BxZfLkyaJzyl9//bXCnxUWFibUCLK2tsYXX3wBW1tbna%2BVyWRYtmyZcEGhqKioTLdyImMxwaYyoqOj8e6774r%2Bxo8fj0GDBmHgwIFCtxgA6NmzJ5YuXap3eeHh4cJJRemErDyNGjUSkpTCwkJcu3atEt%2BoxHPPPSfcjoqKKvO8Wq0WnWyOHTsWNjY2epf5xhtvWKQQRlxcnFDoSSaTGezyCpS0vGuPtz137pzB92hf%2BS6PdjKp3bVeQ6lU4vTp06JlGupSPHLkyGobv%2BTq6mqwC1zTpk2FExRA9/fUPmjfvn3bfAEaoJ0AXrlyRW9LinYC3qdPnzKtdQBE//OW6K6pfTFu0KBBOk%2BGHB0d0b9/f53v0aVVq1Zo0aIFgJLtXLuXSmlnz54Vukfa2trqLN528%2BZNYcysvb29USehVlZWGDJkiHDfmO2vKk5ugZL1oVmvmjHUpZ06dUro7u3g4FDuOHQNqVRq1P6iutadKYxdz4cOHRJa9Lt06SIkuvr4%2BvoKx578/Hydxx5TGTqWFRcX48SJE8L9V1991eBFsDfffNOsQz1qQgxVTXtmEnP8rlVFJpPhlVdeEe5rt1CXtmfPHmG7b9OmDQICAswez5tvvqn3ealUKjqnOXnypLDdmero0aPC7RdeeAHNmjXT%2B/qGDRuKemRpv5/IFByDTWVkZ2cb7JLj6%2BuLadOmISgoyOAB8dKlS8Ltbt26GR1HixYthEJHN27cKLeAFVAyVvbMmTOIiorCw4cPkZubi6KiIlE3aO2KyLoK19y/f19UKduYcX6enp5o3bq1kOxWF%2B0WnICAAJ1dkXXRroBtTMzGXAzRbvnVVcE4NjZWVH3YmP8BJycnBAQEiP53qkrbtm2Nmg6kfv36SE9PB6C7ar721Dm//PILvL298frrr5d7tdxc/P390apVKyGp379/v86WIrlcLswrDZRfuKtt27a4cOECAGDu3Ln48ssv0alTpyqIvKzCwkKEh4cL9/UVbQsKChK6coeFheHjjz/WOUxEY/jw4cJQkbCwsHKr6Ze%2BCKFr29Le/tq1a2d0q5f29ldeLxptFV3vycnJOH36NG7fvo309HTk5eWV6Raq6VqsVCqRnp5eps6FdsJg7Hc0ZtuurnVnCmPXs3bsphzL/P39cfXqVQAl%2B119BRw1U61pjmV5eXlljmXa9Sl0HctiY2OFGT4ACEOu9GnUqBGaN28uFHuqrJoQQ2VdvXoVV65cQVxcHHJycpCfny/6HbS7s%2Bv6HWqScePGYcuWLVCr1YiIiEBqamqZwmxqtRq///67cH/MmDFmj8PHx8dg0VEAohlk5HI5oqOjTZ6eDoCoiKKhWWk0%2BvbtKxxbbt26BblcbrCxhag0JthUIQkJCYiNjTXqarN2ddSjR48afXKknRCXNy5LqVRi69at2Lx5c5m5CfXRlSBpF2KRSqVo3ry5Ucvy8/Or9gRbe50mJCQYXWBDex0ZM9ZNX3VmDe2ujaWn8QFKqhtrWFtb651jUluzZs2qJcE25jsC4oqg2gX%2BNAYPHox169YhJSUFKpUKy5cvx8aNG9GrVy90794dgYGB8Pf3r5IWmuHDhxtMsCMiIoQLIM7OzujTp4/OZU2cOFFIsO/du4c33ngDTZs2Re/evdGlSxcEBgaKWvPN6ciRI8K26eXlJYxf1aVnz56oU6cO0tPTkZGRgYiICFGrdmnDhg3D119/DbVajZiYGERHR5fp0iyXy4W6BkD5Cb52AhAfH2/09qc9ns%2BY7c/U6X8SEhKwfPlyHDt2zKTK7rr2h48fPxZuG2r10WjatCkkEone%2Bg7Vte5MYex61t7vhoeHGz3HrXZCXF7sCoUCISEhCAkJMelYpmv4lHYvFs3sGsbw8/MzW3JbE2KoqD///BOrV6/WOU1hecobxlZTNGnSBN26dcPZs2ehVCqxZ8%2BeMhcZz507J5wH2dnZGT3toyn0TXOprUGDBnBychLW64MHD0xOsHNyckTbkqYXkyHaxwW5XI7k5GSzTRdGtQcTbCqja9eu2L59u3BfqVQiOTkZt27dQkhICC5dugSlUong4GAolUqDUz5p7%2BDi4uIQFxdncky6Dl4KhQIzZ86s0NgnXXOdare%2BOjg4GH3FUt8YvKqivU7T0tIqVATE0AmBlZWVyWNrdZ1Ya5%2B8Ozo6Gt2l3thW%2BcrS1%2BpZHl3f08HBAZs2bcLUqVOFMdq5ubk4ePCgMKbXw8MDffr0wZgxY8zaKjxs2DB89dVXUKlUiI2Nxa1bt8rURdBMQwYAL730Urkt6wMGDMAHH3yA9evXC0lafHw84uPjsXXrVkgkErRo0QIvv/wyxo0bZ/QFCmNod/UeNmyY3osR1tbWGDJkiLCv2rt3r94Eu2HDhujUqZPQChkWFlYmwT5%2B/Ljw/%2Brq6lpui4f29qeZ29xUupJabXZ2dkb1rNC4efMmJk6cWGa%2BemPo2h9qx6drKIEu1tbWsLe3F7VcllYd684Upqxn7djv3LlT7rzV%2Buja78rlcrz//vsV2o/r%2Bu20/wdcXFyM3o%2Bb81hWE2KoiG%2B%2B%2BaZMEVdjGDt/uiW9%2BuqrwgwCv//%2Be5kEW7vr%2BKBBg6rkGGzK7%2Bvq6ipsLxXZr5XuUWfM9Iy6Xpednc0Em0zGBJsMsra2RqNGjdCoUSP0798fixcvFopWhYSEoHv37uXO7wnobu0zla7WmM2bN4uS644dO2LEiBFo164dGjRoAEdHR1ESsXbtWr3TPWiP8TEl6bJE16GqWqdVoTJzPT9tAgICcOjQIWzbtg2hoaFISEgQPZ%2BRkYHQ0FCEhoaiX79%2B%2BPLLL40%2B6Ovj5eWFzp07C0MqwsLCRAl2Xl6eqLCNoZaJqVOnonfv3vj%2B%2B%2B9x9OhR0f%2BbWq1GdHQ0oqOjERwcjDlz5mDixImV/g7Jycmiwns7duzQO1YQEJ/UHj9%2BHFlZWXpP4IYPHy4k2AcOHMDcuXNFSbx29fCXX3653G1bXwJpLEPbhSm1HeRyOWbPni2chNrZ2WHEiBHo3bs3mjVrBk9PzzKJZLdu3fS2lFbVdlsd684Upqznqtrv/ve//xUl1126dEFQUBDatm0LLy%2BvMseylStXIiQkpNzPqAnHspoQg6nOnDkjSq59fHwwduxYdOrUCY0bN4aLiwvs7OyEfcbx48eFCvdPgwEDBsDDwwMZGRm4d%2B8ezp8/L/QSysnJEfXeqar6DxX9X6jIBYzS7zH2s0v/Dz4NF0%2Bo5mGCTSaRSCRYvHgxrl27JhRA%2Bs9//oPw8PByD4zOzs7ClcTVq1ebpduRUqnEDz/8INyfMGECPvnkE73vefLkid7ntae3MvRaU5ZbFbRblMaOHYtly5ZVewzG0o71yZMnUKlURp3UmrOVqjo5OTlh%2BvTpmD59OuLj43HhwgWcP39eVDwLKKnePGXKFPz6669vsIyVAAAgAElEQVRmqcIdFBQkJNgHDhzAxx9/LJwI/vnnn0L3/fr16%2Bvteq3RunVrfPXVV5DL5bh69SouXryI8%2BfP4%2BLFi8LJc0FBAZYvXw4rK6tKVwD%2B448/RHMom7pdKRQKHDhwQG8BncGDB2PZsmVQKBR49OgRLl26JIyHzc3NFV2E0FfUS/t/%2Bq233sKiRYtMitXcDh06JOra%2BcsvvxgsTmQo0dX%2BjrpqK%2BiiVCoNJqE1bd2ZwsXFRdiGN2zYYHB6SmPI5XL8%2BOOPwv1//etfoirvujwNx7KaEIM2Yy4of/fdd8Ltrl27YvPmzXqLbVri2F8ZNjY2GDlypHBxZvfu3cKxICwsTDhG%2BPr6okuXLlUSQ0X/FyrSml76PcZ%2BduleJsb24CHSxiriZDKZTCY6KUpMTMSOHTvKfb32eE1TxjTpExUVJZz0OTg4YO7cuQbfo2tqJW3aU4fJ5XKjuy6WbqWsDtqxmmudVhXt4klKpdLoeHVV6n7aNG3aFOPGjcOaNWtw6tQp/Pjjj6ICR9evXzc4d7WxtFtck5KShHHUgLhw19ChQ01qtbOxsUHXrl0xbdo0bN26FWfPnsVnn30mailev369zvH3ptCe%2B7qiDFUTL93tW3u9HD58WKim3aBBA72FqLS3v3v37lUwWvPRnmN%2B9OjRBpPrzMxMg60yDRo0EG4buy3Gx8cbbF2uaevOFFWx3718%2BbJwscPV1RWzZ882%2BB5DxzLtY25ubq7RF0jMeSyryhi0WyKNrS5t6PPlcrmoiN28efMMzmRh6HeoiV599VXh9uHDh4UL2dq9haqiuJmGvikStRUWFgpFRQFUqO6Hq6ur6OK1sf/f2vV4AOidVpaoPEywqUK6dOkiqgoaHBxc7gm29lQWxsy9bAztAjwtWrQwWKlZrVYbnOqrVatWosTDmGk3VCpVtRc4A8TVva9evWqWbpdVxc/PT1QITdPKqk9eXp5R61X796rpXdElEgm6deuG77//XlTwR3sKs8ooXbhMkzympaUJ4%2B4Aw93DDXFycsIbb7yBtWvXCo/l5uaKqrWa6vr166LCRkeOHBG6oRv6O3LkiPC%2BqKgogzUetFumw8PDhRN07e7hhsZ/l5773dJdCLULCRqaUxqAUcW5tJcTFRVlVPdoY7btmrbuTKEde1Ucy1q2bGmwG6tKpTLqWKbNmGOZUqk06/SCVRmDo6OjcNvYxL28%2BcI1UlNThX2BlZWVUdNTGVvkzpy090sVOeb5%2BvoKrdaFhYUICwvDzZs3heKz1tbWoim9zO327dtGbfM3btwQ9WgqXVPEGDY2NvDz8xPuGzvdq/brvLy8dCbYlf0d6NnHBJsqTLtScVpaGnbu3KnzddqJ%2BOXLl80yt672VWtjqjKfOXMGSUlJel/j6Ogo2olrClPpc%2B7cOdFV1urStWtX4URMLpcbbLmzJGtrazz//PPC/Z07dxo8IP3xxx9GtYhqJ%2B4qleqpOFm3t7cXTTmXlpZmtmVrJ4%2BHDx%2BGXC7HwYMHhRMVPz%2B/Cp2o6NKjRw/RFEuV%2BR579%2B4VbgcEBJhUUMbb21t0MmxoW%2BjXr5/QfTUrKwunTp1CSkqKaG5lQ3M%2Bd%2B/eXRjPnJ%2Bfb5bW98rQnoLLmP2h9vouT69evYTWn/z8fFFrvy4qlUqozaFPTVt3ptDebs%2BdOyeqDl5Rpv52J0%2BeFFVU18Xd3V2UWBhzLIuMjKxQISlLxKDdKyojI8Pgvufx48e4deuW3teUnsbOkIyMDNE839VFe59b0V5D2q3Yu3fvxq5du4T7ffv2NWvhytLy8/MRERFh8HXa/y8%2BPj6oV69ehT5PuyfSoUOHREm7Lmq1WnSxtbyeTOb4HejZxgSbKqxz586isZzff/%2B9zgTnxRdfRNOmTQGU7Lw%2B%2B%2ByzSidC2jvb6OhovWNr5HI5VqxYYdRytVv3Dh48qPeqt0qlwvr1641arrm5urpi5MiRwv0NGzYY3fXKEsaNGyfcvnHjhqhKfWmJiYn45ptvjFqum5ubqMVHe2qY6mbKVWztHgeurq5mi6FPnz7CeLHs7GxERESIEiNDrdemfAe5XC46Walo9V%2B5XI4DBw4I9ysyrlX7Pfv27dM73tLW1hYvvfSScH///v04ePCg8J6WLVuWqS5eWt26dTFkyBDh/rp16yw6D672fLaXL1/W%2B9qzZ8%2BK5kMvT/369UXd6detWydqbS1t69atRrU%2B1rR1Z4r%2B/fsLU3oVFxdj8eLFJidmpWn/djdv3tR7sl5UVIRVq1YZtdwRI0YIt//44w%2B9FwOKi4uxYcMGo5ZriqqKoX79%2BqIuw4cPH9b7%2Bg0bNhhMrOrUqSNc4CguLjbY2rlq1SqLXNDVTn4rerx76aWXhOKaN27cqPK5r0v75ptv9G43Dx8%2BFCX9lWlRHz16tHA7MTERv/76q97X7927V3TeV976MMfvQM82JthUKdqt2CkpKTqr/kqlUnz88cfC/StXrmDq1KkGW34LCgoQGhqKd955p8xz7du3F8ab5ufnY%2BXKlTqTg7y8PMyaNcvoVvPRo0cLO87i4mJMnz5d50llcXExlixZYpEuYhrTpk0TkrOsrCyMHz/eYLdqlUqFv/76C%2B%2B%2B%2B26ZcUZVqU%2BfPqJW7OXLl%2BObb74pc2Hk9OnTePvtt5GZmWlUdW1ra2vR3Jbbtm2rturopc2ePRubN282OEdvVFQUwsPDhfvmLCZjY2MjSja/%2B%2B47oeu2RCLB0KFD9b7/4cOHeOutt3DixAmDJ6QbNmwQxizb2Njgueeeq1DMmurfGhVJsF9%2B%2BWXhdnJysmhMsi7aFxqOHTsmOsE01HqtMXPmTKElPC0tDePHjze4nykuLkZERAQmTJhg1qRS%2B0Lnnj17yk2yr1y5glmzZhl9IeWjjz4SLmClp6fj7bffLtM1Oi8vD%2BvWrcOqVavg4OBgcLgOULPWnSmsra1FBcjOnz%2BP6dOnG9zm8/PzsWvXrjLTIgFAYGCg0KKfm5uLNWvW6FxGbm4upk2bZvR4%2BLFjxwoXvRQKBaZNm6ZzvSmVSixatKhKhjpVZQwDBgwQbn/77beiYRLagoODERoaanB5Tk5OaNOmjXB/xYoVOodeqVQqrF271mK9xrRjPHbsWIWO45piZxqa/Xj9%2BvXRq1evygdpwO3bt/Hpp5/qHD%2BflpaGadOmCTG5urritddeq/BnBQQEiL7TihUrRMUstZ07dw7/%2Bc9/hPuBgYHo0aOHztea43egZxuriFOlPP/88%2BjQoQOuXr0KoGTqrLFjx5YZR9a/f3%2B89957QpXO06dPo3///hg6dCi6du2KevXqwcrKCjk5OYiPj8f169cRGRmJ/Px81K9fv8znOjg4YMyYMfjll18AlHQ7jo2NxZgxY%2BDt7Y38/HxERUXht99%2BQ3JyMhwdHfHiiy8aLCjl7OyMTz/9FB988AGAkmIXw4cPx%2Buvv47OnTvD1tYWd%2B/exa5du3Dz5k3Y2tqiZ8%2BeOHbsWKXXpakaNmyI1atXY9q0aVAqlUhISMDo0aPRp08f9OrVC02aNIGdnR3y8vKQmJiIv//%2BG6dOnRKKt1X3uKFly5bh9ddfR3JyMlQqFTZu3Ijvv/8eLVq0gJ2dHe7fvy%2BcfHXs2BGdO3dGcHAwAP1TtwwbNkw4Mdu5cyeOHTsmLFNj%2BPDhGDx4cBV%2Bu5IxfGvWrMG6devQvXt3BAYGokWLFnBzc4NEIhESv7CwMKHlo1GjRhg2bJhZ4xg%2BfLhw9V97XHTHjh2F1rfyqNVqXLhwARcuXBDm7G7bti0aN24MJycnFBYW4u7duzhw4IDo4tJbb70lqhpsCu0T1ZYtW4rGpxurSZMmaNWqldCCumfPHtHQlNK6deuGevXqISUlBQUFBUKLhUQiMfr38PHxwYoVKzB79mwUFxfj3r17GDlyJPr27YtevXrB29tbtP1FRUUhIiJCuLBozu1vxIgR2LBhA7KzsyGXyzFhwgS8%2Buqr6NmzJ5ydnZGcnIxjx44JLfUDBw7EhQsX9E7TBZQMKViwYAGWLFkCoOQCzMSJE9GgQQN4e3ujsLAQ0dHRwsnwokWLsHLlStGFF11q0roz1eDBg3H16lVs3boVAHDixAn069cPw4YNQ5cuXVCvXj1IpVLk5OTg7t27uHr1Kk6fPo3CwkL4%2BPiUWZ6rqytGjBghXOTZvn07oqOjMXr0aDRu3BhPnjzB1atXsWvXLqSmpsLV1RXdu3c32Grr7u6OBQsWYP78%2BQBKCtUFBQXhtddeQ8eOHWFjY4O7d%2B9i586diI6Ohr29Pbp162bWbs9VGcOECRMQGhoKhUKBtLQ0jBo1ChMnThRqvty9exd//PEHrl27BmdnZ3Tu3Fk0racu48ePF2K9evUqRo4ciTfeeAOtW7dGcXExYmNjERoaKnQ3HzNmjMGpBM2td%2B/ecHZ2FgrHDR48GG3atEGdOnWEmiR2dnb4%2Buuv9S5n3LhxoplYAGDUqFFmmdFCn169euHy5cvYu3cvbty4gVdffRV%2Bfn5QKBS4cuUKduzYIbpgNX/%2B/EoXGVu2bBlGjBiBrKwsyOVyvPfeexg8eDAGDhwIT09PpKen4/jx46LeTw4ODli%2BfHm5yzTX70DPLibYVGnvv/8%2B3nvvPQAlxXb27t2rcw7FDz/8EG5ubli9ejVUKhUKCgqwe/fuCh%2Bg5s6di4sXLwonx5cuXcKlS5fKvM7W1harVq0yqsgKAAwZMgQJCQn46quvAJS0HAQHBwvJnoZUKsXixYvx8OFDiyTYAIS5iufMmYOsrCyo1WocP37c4ImEJTRq1Ahbt27F7Nmzhd%2BssLCwTHGsHj164Ouvv8bmzZuFx/RN0fHWW2/h2LFjQtXs1NTUMhXg27Zta66vYZBSqURkZKRoXltd6tati2%2B//VZUsMccunbtCi8vrzI1B4xtmdXQnrNbnwEDBggXpEyVnp6OU6dOCfcrM%2B3Ryy%2B/LCTYR44cQV5eXrlJv1QqxdChQ8ucYHbp0kVUPduQgQMHYtOmTfjwww%2BRm5sLlUqFo0eP4ujRoxX%2BHhXh7OyMlStXYsaMGVAqlZDL5di%2BfbvOoRitW7fG8uXLRS2A%2BmimPdNOnB8/fizq2SOTyTBv3jyMGjUKS5cuFcVVnpqy7ipiwYIFcHd3x7p166BWq5Gfn4/ffvvNqDHouvz73//GlStXhNbp8%2BfP6ywYZ29vj9WrV4uKFuozcuRIJCQkCENusrKysGnTpjKvs7a2xpIlS3Dr1i2zjyuuqhiaN2%2BOjz76SEiCMjMzRYUXNezs7PDVV1/h7NmzBo%2BLI0eOREREhDBk5f79%2B%2BUmWTNnzkRAQEC1J9gODg5YunQpPv74YygUCiiVyjLHUO3xweVp1qwZunTpIhw3JRKJqDt1VfHx8cHo0aPx8ccf486dO3qnGH3//ffNEpOXlxe2bduGd955B%2Bnp6VCr1Th48GC5dQFcXV0RHBwsDG3UxVy/Az272EWcKq1Pnz6iIkPBwcHljq955513sG/fPgwZMkRvqyRQcgB97733sG3bNp3POzk54ZdffkFQUFC50w4FBgbit99%2BM/pkUmPKlCnYtGlTuS1%2BTZs2xffff18t45UM6dGjBw4dOoTJkycbHAfr6emJ0aNH46effkKTJk2qKcL/06xZM4SGhuI///kPunbtijp16sDGxgYNGzZE7969sXbtWmzZsgUeHh6iIQT6uovb2Nhg69at%2BPLLL9GnTx94eXkZnF6lKrz33nsYMmSIwa7tmircYWFhZSrtmoOuruAymUzUjbo89erVw9y5c9GpUyeD1YybNWuGL774Ahs3bjS4LZcnLCxMtK8wJsbyaL%2B3sLDQYG8VXRccTL0IAZTUmAgPD8ekSZMMzpdav359jBs3Dr/88gu8vLxM/ix9%2Bvbti5CQEDRr1kzn846Ojhg/fjx27txp8pyyb775Jvbv349JkyahefPmcHBwgKOjI/z8/PD2229j7969GD9%2BPAoKCoRutRKJxGB9gZqy7ipi6tSp2Lt3LwYNGmTw/9/f3x9Tp07Fli1bdD7v4uKCHTt2YOjQoToLnUkkEnTp0gW7du1C7969TYpzxowZ2Lhxo6gwmDY/Pz%2BEhIRUenYBS8QwceJErFixotwWzg4dOuC3334zaZ2tWbMGM2bMKDc58vX1xcaNGzFjxgyTYjWnwYMHY8%2BePXjrrbfQunVrODs7V6jlWbvWRI8ePUwqLlkZgwcPxtatW0XDu7R5eXlh/fr1mDNnjtk%2Bs1WrVti/fz9effXVcs8PbGxsMGrUKISFhYlmDCiPuX4HejZJ1KwvTxZSWFiIy5cvIyEhQeiq6OzsDG9vb7Ro0cKkqpHJyck4d%2B4ckpKSIJPJ4Onpifbt21f6gKFWq3H58mXExMQgJycHderUgb%2B/v2jqsZpEM23YnTt3hLlunZyc4OXlBT8/P71XZGuawYMHCy06W7duLXcsVE0UHx%2BPuLg4PHr0CE%2BePIGVlRVcXV3RvHlztGvXzqhxqpZWVFSEW7du4d69e0hPT0dhYSEcHBzg6emJ1q1bo3nz5pYOscYpLi4WbX9KpRKOjo5o0KAB/P39q%2BWilkqlwvXr13Hjxg3k5ubC1dUVDRs2RNeuXUVV96vC%2BfPn8fbbbwMo6bZvTDE1jZqw7iqqoKBAdCyTSCRwdnaGj48PWrZsaVJV5sePH%2BPcuXNISUmBTCZDvXr10L59e4PDOwxRq9W4dOkSYmJikJeXhzp16qBFixZGTetmLsbEsHLlSoSEhAAoubCzePFig8uVy%2BW4cOEC4uLiUFhYCE9PT7Rt2xb%2B/v4VjjU3Nxfnzp3DgwcPoFQqUa9ePWH//SxQKBTo3bu3cCF77dq1ouKD5qTvN71x4waio6ORlpYGJycn%2BPv7o1OnTuU2mphDYWEhzp8/j4SEBOTk5MDZ2VnYR5q7RxnVXkywiajGuXLlilDYRCaT4a%2B//jLYwkVEljV//nxhCrARI0YYXfGaSKMiCTaZLjw8HLNnzwZQ0kMsIiKiwj2RDOFvSrURu4gTUY2Sl5eHRYsWCff79%2B/P5JrIQoy9Bn/8%2BHHRnNaVmVqHiKqW9nCF0aNHV1lyTVRbMcEmomrx5MkTBAUFYceOHUhJSSnzvFKpxJEjRzB69GjcuXMHQEnrtaaAHhFVv%2B3bt%2BPjjz9GZGSkznl/09PTsW7dOsyYMUNIxjt16oTu3btXd6hEZIBarcamTZuEglw2NjYYP368haMievawijgRVZvo6Gh8/vnn%2BPzzz%2BHl5YWGDRvC1tYWubm5uHv3bpl5Rz/88EPRfJNEVL0UCgX27duHffv2QSaToWnTpnB3d4darUZKSgru378vauWuU6cOVq5cqbNYFxFVv5MnT2Lnzp1QKpWIi4tDQkKC8Nz48eN1ToVKRJXDBJuIqkXpE%2B6kpKQyU0lpODs7Y/78%2BTqneyOi6qNdbEihUAhT7OnSrl07rF27ttqqERORYQ8fPtQ5/V2HDh0wc%2BZMC0RE9Oxjgk1E1cLBwUGY5/bSpUuIi4tDcnIyCgoKYGNjAzc3N/j7%2B%2BP555/HqFGjOO6aqAYYP348WrdujVOnTuH69et4%2BPAhMjMzoVAo4OzsjLp16yIwMBADBw40eQopIqpeMpkMPj4%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%2BLYvr33K47i2L69%2ByuP4ti%2BufqHao1Qk2ERERERERkbkwwSYiIiIiIiIyAybYRERERERERGbABNuAtKJcRGUlWDoMIiIiIiIiquGYYOuhVKmw%2BtZhrI3%2BE39nJVo6HCIiIiIiIqrBmGDrcS79LlKLcgEAEanRFo6GiIiIiIiIajIm2OVQqVU48Oi6cP9K5gPkKAosGBERERERERHVZEywy3Ex4z6SCrPhYGWDenbOKFarcTb9rqXDIiIiIiIiohqKCbYOarUa%2Bx9dAwB092yGDm7eAICIlBio1WpLhkZEREREREQ1FBNsHa5lPURCfiZspdbo4OaN1i4NYC2R4lFBFu7mpVo6PCIiIiIiIqqBmGCXolarEZb4T%2Bt13WawlljB1kqGli5eAIDItDuWDI%2BIiIiIiIhqKCbYpdzMeYT4J2mQSawQ6OEjPN7OtTEA4Fx6PIqKFZYKj4iIiIiIiGooJtil7E8sqRzepa4vbCTWwuPeDu5wt3FAYbECFzPuWyo8IiIiIiIiqqGYYGuJyUlCdG4SrCRSdPbwFT0nkUjQ1rURAOBUaowFoiMiIiIiIqKajAm2lv3/zHvdqU4T2EllZZ5v69oIEgAxuclIKsiu5uiIiIiIiIioJmOC/Y/4vDT8nZ0IKSToWsdX52ucZXZo6ugJADidFluN0REREREREVFNxwT7H5p5rzt4eMNBalvu655zK%2BkmHpl6B8VqVbXERkRERERERDUfE2wAqYW5uJL5ABIAXes01fva5s714GBlg2xFAf7OTqieAImIiIiIiKjGY4IN4P6TdABAYwcPuFrb632tlUSKNq4NAQCnUtlNnIiIiIiIiEowwQbwuDALAOBp5wy1Ea/XdBO/mvkA2YqCKoyMiIiIiIiInhZMsAE8/qciuIeNg1Gvr2vrjAZ2rlCp1TiTFleVoREREREREdFTggk2gMeFmgTb0ej3aObEvp71sEpiIiIiIiIioqdLrU%2Bw1Wq1MKe1u63xCba3owcAIC4vFUoVq4kTERERERHVdrU%2Bwc6U56NIpYRUIoGrTH%2BBM211bBxhJ5VBoSrGw4L0KoyQiIiIiIiInga1PsF%2BVFBS4KyurRMkxlQ4%2B4dEIkEjBzcAQGxuSlWERkRERERERE%2BRWp9gawqcedoaV0FcWyN7dwBATG6ymaMiIiIiIiKipw0T7PySFmwPE8ZfazR2KEmw7%2BQmQ602NT0nIiIiIiKiZ0mtT7AfFZheQVzDy84FVhIpchSFSCnKNXdoRERERERE9BSp9Qn243/GYFckwbaWWqG%2BnQsAIC6P47CJiIiIiIhqs1qdYOcripApzwcAuNs4VGgZjf8Zh32HCTYREREREVGtVqsT7IQnJa3XLjI7yKTWFVqGppJ4TE6S2eIiIiIiIiKip0/tTrDzMgD8U0G8gkXKNJXEHxdkI09ZZLbYiIiIiIiI6OlSyxPsTABAHVunCi/DwdpGGL/NcdhERERERES1FxNsVGyKLm2N7Eu6id/hfNhERERERES1FhNsAB4VLHCm8X/zYbMFm4iIiIiIqLaq1Qn24ycVn6JLm2YcdnxeKhSq4krHRURERERERE%2BfWp1gK9UqyKRWcLSyrdRy3G0c4GBlA6Vahfv5aWaKjoiIiIiIiJ4mtTrBBoB6ds6oWP3w/yORSIRx2LG5qZUPioiIiIiIiJ46tT7B9rRzNstyGgnjsFnojIiIiIiIqDaq9Ql2ZcdfazTWSrArOqc2ERERERERPb1qfYJdmTmwtdW3c4G1RIo8ZRGSCnPMskwiIiIiIiJ6etT6BLuyc2BrWEmk8LJ3BQDE5nG6LiIiIiIiotqmVifYEgBulZwDW1vjf6bris3jOGwiIiIiIqLaplYn2HXsnGAFidmWpyl0FpPDBJuIiIiIiKi2qdUJdn0Hl0pP0aVNM1VXcmEOchQFZlwyERERERER1XS1OsH2tDfPFF0adlYy1P2naFpcHufDJiIiIiIiqk1qdYJd1848FcS1NfpnHPYdjsMmIiIiIiKqVWp1gu1pZ94WbABo7FDSTfwOx2ETERERERHVKrU6wa5rX3Ut2PeepKOoWGH25RMREREREVHNVKsTbHsrG7Mv01VmDxeZHYrVKnYTJyIiIiIiqkVqdYJtxhm6/m%2BREgmaONQFANzIfmT%2BDyAiIiIiIqIaqXYn2FWkqVMdAMDfWYkWjoSIiIiIiIiqCxPsKtDEoSTBTizIQpY838LREBERERERUXVggl0F7K1t4GXnAgC4lfPYwtEQERERERFRdWCCXUWaOJa0Yt/IYTdxIiIiIiKi2oAJdhXxdfyn0FnWI6jVagtHQ0RERERERFWNCXYVaWTvDpnECtmKAiQWZFo6HCIiIiIiIqpiTLCriLVUisYO7gCAmxyHTURERERE9Mxjgl2FfB05XRcREREREVFtwQS7CmnGYUfnJkGhUlo4GiIiIiIiIqpKTLCrUF1bJzhZ20KhKkZsXoqlwyEiIiIiIqIqxAS7Ckkkkv%2Bbriv7kYWjISIiIiIioqrEBLuK%2BTLBJiIiIiIiqhWYYFexJg4lCfaDJ%2BnIVRRaOBoiIiIiIiKqKjJIM8sAACAASURBVEywq5iTzA6ets5QA7jF6bqIiIiIiIieWUywq4FmHPbNHHYTJyIiIiIielYxwa4G2vNhq9VqC0dDREREREREVYEJdjXwdvCAlUSKDPkTJBXmWDocIiIiIiIiqgJMsKuBTGqFRvZuANhNnIiIiIiI6FnFBLua%2BDrWBQDcyE60cCRERERERERUFZhgVxPNOOzbOUlQqlQWjoaIiIiIiIjMjQl2Nalv5wJ7KxkKixWIf5Ji6XCIiIiIiIjIzJhgVxOJRCJ0Ez%2Bffs%2BywRAREREREZHZMcGuRu3cGgEA/kqLRVGxwsLREBERERERkTkxwa5GTRzqwE3mgIJiBc5n3LN0OERERERERGRGTLCrkUQiQXv3xgCAE8m3LRwNERERERERmRMT7GrWzrUxpBIJ4p%2Bk4f6TNEuHQ0RERERERGbCBLuaOVjboIVzfQDAyZQYC0dDRERERERE5sIE2wI6uHkDAM6kxaGAxc6IiIiIiIieCUywLcDbwQMeNo4oUilxLv2upcMhIiIiIiIiM2CCbQESiQTt/2nFPpFyG2q12sIRERERERERUWUxwbaQtm4NYSWR4sGTDMSz2BkREREREdFTjwm2hdhb2aCVixcA4GRKtIWjISIiIiIiospigm1Bmm7i59LvIl9ZZOFoiIiIiIiIqDKYYFtQI3s31LV1glxVjDMsdkZERERERPRUY4JtQRKJRJiy60Qyi50RERERERE9zZhgW1gb14awlkiRWJCF2LwUS4dDREREREREFcQE28LsrGRo7dIAAHA0%2BZaFoyEiIiIiIqKKYoJdAwS6%2BwAAzqfH4%2B%2BsRAtHQ0RERERERBXBBLsG8LJ3Rcd/kuxt8adRUKywcERERERERERkKibYNcSL9VrATWaPdPkT7H5w0dLhEBERERERkYmYYNcQNlJrDGrQFgBwPOU2bmU/snBEREREREREZAom2DVIE8c6CPxn2q4f4k%2BjkF3FiYiIiIiInhpMsGuYF%2Bu1hKvMHmlFedj98JKlwyEiIiIiIiIjMcGuYWytrDGoQQAA4FjyLdzOeWzhiIiIiIiIiMgYTLBrIF/Humjv1hgA8MPd0yhiV3EiIiIiIqIajwl2DdWnXiu4yOyQWpSL3xMuWzocIiIiIiIiMoAJdg1la2WNQV4lXcWPJN1EZOodC0dERERERERE%2BjDBrsGaOnmii4cvAOCHu5E4nRpr2YCIiIiIiIioXEywa7g%2B9Voi0N0HagAhd0/hTFqcpUMiIiIiIiIiHZhg13ASiQQD6rdGoLs31AC%2Bj2OSTUREREREVBMxwX4KlCTZbdDBzRtqqPF93CmcTbtr6bCIiIiIiIhICxPsp4REIsFArzZo79YYaqixOS4C59OZZBMREREREdUUTLCfIhKJBC95BeC5f5Ls4NgIdhcnIiIiIiKqIZhgP2UkEgkGeQXgObdGUP3Tkh3%2B%2BG9Lh0VERERERFTrMcF%2BCpUk2W2FKbx%2Be3ABv94/D5VabdnAiIiIiIiIajEm2E8piUSCvvVboW/9VgCA/yXdwOa4CChUxRaOjIiIiIiIqHZigv2U6%2BLhi2ENn4MUEpxLv4t10X%2BiQCm3dFhERERERES1DhPsZ0Ab14YY490JNlIr3Mp5jJW3DiFLnm/psIiIiIiIiGoVJtjPCF%2BnunjNpyscrW3wID8DX948gMcF2ZYOi4iIiIiIqNZggv0M8bJ3xRtNusPDxgFpRXlYfvMA4vJSLR0WERERERFRrcAE%2BxnjbuOA15t0QwN7V%2BQpi7D6VjiuZT60dFhERERERETPPCbYzyBHa1u86tMFzZw8IVcp8U3MUZxKibF0WERERERERM80JtjPKBupNV5pHIh2ro2ggho/xJ9GWOJVqDlXNhERERERUZVggv0Ms5JI8XKDtuhRpxkAYE/CFfx07yyK1SoLR0ZERERERPTsYYL9jJNIJOhVrwUG1G8DCYDjKbexPvoIniiLLB0aERERERHRM4UJdi3R0cMHQY06QCa1wt/ZiVh2Yz8eF2RZOiwiIiIiIqJnBhPsWqSlixfeaNINrjJ7JBfmYNmN/awwTkREREREZCZMsGuZ%2BnYueMu3O7wdPFBQrMCGmCM4%2BOg6i58RERERERFVEhPsWsjR2hbjfDoj0N0bagC7H15CcFwEioqVlg6NiIiIiIjoqcUEu5aykkgx0CsAg7wCIIUE59Lv4rOovbjKLuNEREREREQVwgS7lmvv7o1xPl3gbG2LlKJcbIg5gnXRfyK5MNvSoRERERERET1VmGATfBw98E6zXuhRtxmsJBJcz0rAwut7sevBRRQWKywdHhERERER0VOBCTYBAGytrNHLswUmNu2J5k6eKFarcOhxFD65FopTqXdQxESbiIiIiIhIL2tLB0A1Sx1bJ4xq3BF3n6TiWPJtZMrz8cPdSPx87yw6uvugW51mCHBtBGspr80QERH9f/buPDyuu7D//eecWbTvi7XYli3JjmPHzp7YjhMnDtkgJaQ0bIGSkNKUklsIaZ%2BHNe2P8IPLLW0I9NJAIWlTSgr0dyE4i7Nik5UskHiJ7djyLmuxZO3LbOfcP7REsiVbI83Md5b36yGPpJnRnI%2BPR8Kf%2BS4HAICJKNg4iWVZasivVF1umf7YfUhvdR3R8eCAXuncp1c69ynfm6ULShfp4rJ61edXyGd7TEcGAAAAAOMo2JiW1/bowtLFuqBkkdoCvdrV26q3e46qPxzQ5vbd2ty%2BWx7LUk1OieryylSXW6q6vDItyC1Vlsc3p2MPhgNqG%2B7TsUCvuoKD6g0Nqy88rN7QkPpCw%2BoNDWvYCanQm61if65K/Lkq8eep2DfyeU1OsSqzC2VbVozOBgAAAACcGgUbp2VZlqqyi1SVXaTLKpboyGCXdva1ak9vmwYjQR0ePK7Dg8f1wtjjJRX7clXoz1GxL1dFvhwVjX6e4/Ep7DpyLFe%2Bbo96%2B4cUjIQVdCLqDPSrbbhX7YE%2BDYQDM8o2EA6oZZodz3M8PtXllqkur0yL8su1KK9clVkFsijdAAAAAOKAgo2o2JathXllWphXpqvnLVd/JKBjgT61D/epbbhHLUM96g0Nqys0qK7QoA6qc9bHKvRlqzQrX0W%2BHOV6fMr1ZinX61eux69cj08%2By6uBSED94YD6wsPqDwXUHx4Z3W4d6tVQJKRdfa3a1dc6/pxZtldV2UWal12oeTmFqsouUmV2oeZlFyrP46d8AwAAAJg1CjZmzbIsFXizVeDNVn1exfjtQ5Gg%2BsPDGggHNRAJjHwMBzQQDijghOW1PPLatrJ8XrkRyWNZ8lq2Crw5KvbnqtifoyJvjjy2R67rnjJDsXKnvN1xHXUFB9UW6FPrcI9ah0b%2BCzhhHRzs1MHBk4t/lu1VqT9PJf688Snnpf5clWXlqyKrQOVZ%2BfKy3hwAAADANCjYiLkcj185Hr8qsqZ/jMdjqyA/W339w4pEnCkfc7pyfSq2ZassK19lWflaXlgtSYq4jnrDw%2BoODqorOKjjwQF1BQfUGehXb2hYASesluGeaaecW5JK/XmqyCpQRXbB%2BMfKrJHP87xZjIADAAAAGYyCjYzhsWyV%2BHJV4svV4rzJ94XcyPgoe9/olPO%2B0LD6Q8PqDg3peGBAQSeszuCAOoMDk6adj8nx%2BEZKd1aBiv25I6P7vuzxj/nebOX7skamt9v86AEAAADphn/lA5J8lkfFvlwV%2B6aecu66roadkHpCQ%2BP/dQcHx8t3b2hIQ5GQDg0e16HB46c9ntfyKNfjU47XPzri71Ouxz/6tU85npG15jkTHpPr8SvX6xufIeCzPXJcR2HXUdhxFHYjox8dRdzI%2BO0TP7csS9ken/L8foWyIhoOheRzPUx9BwAAAGKAgg3MgGVZ48W2KrvopPvDrqO%2B8LB6goPqCQ1pMBLUYDj47sfRdeiDkeDo4yPqDUfUGx6efSZJs59EP5nX8qjEnzu6Bn3kY2lW3via9FJ/nvJTdAq847oajoQ0FAkq6IQVchyF3IjCTkQhJ6KwG5Erjb%2BxkTO6iV6O1y%2BPZZuODwAAgBRCwQZiwDth%2BvnpBJ2Ry5IFnZACTkTBSFiB0c8DTkiBSFhBJ6yAE1YwEtZwJKRhZ/Tj6H/S1OXaY9nyWLa8ox899oTPLVuO67773E5YISciaaTwHwv06Vigb9rcftszvgFcqT9Phb6c8Q3rfKMfvZZHHstW2B0pr8HREhtywgq5I1%2BHncj4sUPuWMl1ZMsaz2lb1uSPsuSxbXn07m2u3NGR%2BcikjyEnoqFIUEOjpXo4Epr1GxFZtlfFo3/esqz8kY/%2BPJVm5avUn6ui0UvPpeIbD0guISesgfE35UY2hww4IUVcV47rypEr13XluI5cSV7bo2zbqyyPT1m2V9ker7Jsn7JH3yjy2x5elwAAGEDBBhLMb3vlt72STrEL3DTG/rkcdMIKu6481lgptWTJmvQP6pE94typi7jHVmF%2Btnr6hzQcCinghDUQCqg3PDxyybPRy531hUY2hesPBxR0Imob7lXbcO8s/tTmeSxbWbZ3/I0Arz32ZsTI9PiA8%2B4bGMHRNx4CTvi0f2a/7VHR6PXei/25KvRlK8fjV9Zo%2BZlYgry2LUuWvB5bhU6OBvoCch13/O/OkiXb0qSvR7z7tzj22eQ9AN1pHjWzx0%2B%2B68Tnms3jxx7nzujYjutM%2BWbM2Nfjn4%2B/cTP6Bs3of0H33a8d133379iy5bXHPtry215lebwqyMmWGxpZGuK3PeM/k5M%2B93jkszyyLVuWRmax2BP%2BXtyxwnvCx/Don2UsY8AJKzT6ptb4bJZIYHyGy0B45POQG5niDM6eZ8Ksm6mWoORMWHIy9uf0WNbJHzX29eT7ZlvdPR5bPZ4h9Q4MTbvBZfyk8hsOU/1ETvj6pB/AqR/v8VjqtAfU1//u%2BY/2uRyN/MxGXGf0DaCxz53xN1bHXvdjPwvjbyxHJnw%2BerurkWVYria/meQZ/fn1TXojd%2BTn2Wd7Jt3ntTzyTfX16OOlkZlmYddRZOxN2dE3ZgNOWIFIaPTjyM9qwAmNv/k79ubt2J9P0qTfLZ7RPB5r9HfMhN8h7/5uGbk92%2BdTyUCuwkMReeSRz7LHf6eM/I6RNOHzkfsm/n/CyP1T/d2c%2Bu/xVK%2Bf6b%2Ba6XOc/JKZnGvi6yXsRia8Xpzx18m0r5mxzyMjv%2BsnboB7/5V/fuKRgaRguXPZqjnFBSNhOa4bu3m2mDlLsi2L82/KLM7/uyNorhw5evdb3Un/F%2B%2B6Gi/6Y/8MsGRp9H9jX418blnT/FNBknvymwMnVzlrwjFGnm/s84n/ILFm8Q9rd/TP5biuXNeRM/aPvxNGFIFYGnvN2tY0r9zRn6NJP3/uu69XXpMAMkFpdp58zNRBksrogu1MeDdytjxijeZs2bYlx8nYl59xnP9EOHm8YYxt8wbTdE49Vjd3J7/2rSk%2Bm7t4/zliY/rXaFyOZo28ieC67hQjpYi3RJx/c6976xRfjTg5TaLyTXjz17bk8v%2B946Yfgz81j20r4jh6/fABhSKz/7f8q537tbl9tyTpk4vXan3lGbN%2BLqSPioqCOX1/Rk8RD0Yi2tZ5ZM7Ps8guj0GazOL12iopyVNP74DC4URPEwTn36yx89/bPcj5TzBe%2B2aNnf9uXvtGcP7NGjv/Xb2c/7kqLc07/YNm4MLSRRqKBPX7zv16aP9L8tterSlviMlzI3Mx/BoDB5wO0xEAAAAARMGyLF1WsVTnlSyUK%2BnHTc/rtc79pmMhxVGwY4SSDQAAAKQWy7J05bwztap4vly5%2BlHTFr3eecB0LKQwCnYMUbIBAACA1GJZlq6uWqHlhdWKuK7%2Bde9m/a79HdOxkKIo2DFGyQYAAABSi21Zem/NKp1dvECuXP37/hf1xNFtpmMhBVGw44CSDQAAAKQW27J0ddVyrS6rlyT98vDr%2Bp9Dr3MJRESFgg0AAAAAGt34rHKpLh%2B9ZNfjLdv0wL4X5nxpX2QOCnacMIoNAAAApKaLyhbr2qoVsmXpxY69%2BqddT6ovNGw6FlIABTuODjgdFG0AAAAgBa0qWaAPLjhPWbZX7/S16X/veFQtQ92mYyHJUbATgKINAAAApJ7F%2BRW6edFqFftz1R7o0zd2PKYdPUdNx0ISo2AnECUbAAAASC3lWfn6eN1qzc8t0VAkqHt3PaVNLdvY/AxTomBPY09Pu/b0tMf8eRnNBgAAAFJLrtevDy24UCuLa%2BXI1S8Ova4f7PmthiIh09GQZCjYU5hYrONZtAEAAACkBq9t69qqs3R11XJ5LEtvdB3UN7Zv1FHWZWMCCvYJpivT8SjaY6PZlG0AAAAg%2BVmWpXNKFuqjdRer0JetluEe3bN9o17t3Gc6GpIEBXuCmRToeE8dp3ADAAAAya0mp1ifWLRGi/LKFHDCun/vFj20/yUFnbDpaDCMgq3ZleZ4lOyJKNoAAABA8srzZunPFpyvNWUNsiRtbt%2Bte7ZvVPNgl%2BloMCjjC/ZcinK8S7ZE0QYAAACSlW3ZurRyiT608ALle7PUPNStr2/fqM3tu9llPENldMEOO5E5P0ciSrZE0QYAAACSVV1euT65eK3q8ysUciN6aP9L%2Bte9mzUQDpiOhgTL6IIdK4kq2RK7jwMAAADJKM%2BbpQ/OP09XVJ4hW5ZeP35Ad297RG/3HDUdDQlEwY6RRJdsijYAAACQXCzL0oVli3XzotUq9eepKzig7%2Bx6Uv998FWF2AAtI1CwYyiRJVtiNBsAAABIRtU5RfrzxWt0bslCSdJTrTv09e0bdXjwuOFkiDcKdowlumQDAAAASD5%2B26urqpbrg/PPU97oBmj3bN%2BoJ45uk%2BM6puMhTijYKY5RbAAAACB5NRRU6pbFa7WkYJ7CrqNfHn5d//fbT6htuNd0NMQBBXsaTT3t4/9Fi1FsAAAAAGPyvFn6QO05uq76LGXZXu3tb9ffb3tEz7bulMPlvNIKBXsKJ5bqZC/ZjGIDAAAAyc2yLK0snq9b6i/RorwyBZ2w/uvgK/qnXU%2BqM9BvOh5ihIJ9gunK9GxGsxnJBgAAADBRkS9HNy24QFdVLZfP8mhnb4u%2Btu3Xer79HbmMZqc8CvYEMynQyVqyGcUGAAAAUoNlWTq3ZKE%2BWb9W83NLNBwJ6cH9L%2Bq%2Bd55Rd3DQdDzMAQV7VDTFOdrRbEayAQAAAJyo1J%2Bnjyy8SFfMO0Mey9bW7iP62tZf6ZWOfYxmpygK9hxQsgEAAADMhW1ZurB0sf580RpV5xRpIBLUj5q26F/3blZvaNh0PESJgq3ZbWI2m%2B%2BNd8lmmjgAAACQmiqyC/Sxuou1rmKJbFl6/fgB3b3tV3qz65DpaIhCxhfsuZTr2WAkGwAAAMBUPJatteUN%2Bvii1arIKlBvaFjfe%2BdZ/fu%2BFzUUCZmOhxnI6IIdciIxeZ5k3fgMAAAAQOqpyinSJxat1sVli2VJ%2Bt2xd/QP236td/raTEfDaWR0wY6lZCnZTBMHAAAAUp/X9mh95Rn68MKLVOTL0bFAv7799uP65aHXYzZQiNijYJ/C3u7oSnCylGwAAAAA6WFhXqluWXyJVhXPlyvpiZZt%2BsaOjToyeNx0NEyBgj2NsXIdbcmOFiUbAAAAwKlkeby6tvos3Vh7rnI9fh0e7NLXt2/UppZtclzHdDxMQMGewomlOpqSPZtN0yjZAAAAAE5nSeE83Vp/iZYUVCrsOvrFodf1jzs3qSPQZzoaRlGwTzBdmd7b3T7jok3JBgAAABAPed4sfaD2XF1XfZb8tle7%2B9p097ZH9PyxPXJd13S8jEfBjlK8p4wDAAAAwKlYlqWVxfN1y%2BK1WpBbouFISA/ue0E/bNqioXDQdLyMRsGeYKbleSaPYxQbAAAAQDwV%2B3P14YUXaX3lUtmy9Grnfv3D9t9ofz9XFjKFgj1L0UwZBwAAAIB4sC1LF5fV66N1Y5fz6tM3335MT7Zsl8OU8YSjYI%2BKR1lmFBsAAABAItTmluiTi9dqWWGVIq6jnx96Td975xn1h4ZNR8soFGzNrVyf7ntnU7Ln6oDDlBAAAAAg02R7fPqTmrN1TdUKeS1bW7uP6H/t2KiDA/SDRKFgJyFGsQEAAADMhmVZOrtkgT6%2BaI1K/LnqDPTrf%2B94XC8c22M6WkagYMdAMo5iAwAAAMhcldkF%2BsSiNWosqFTYjeiBfS/oof0vKeRETEdLaxlfsKcrxy0tLWppaUlwmncxig0AAABgLrI9Pt1Ye64urWiUJWlz%2B279PzufUE9w0HS0tJXxBft0ZlqyGcUGAAAAkGwsy9Ka8kZ9cMH5yvb41NR/TN/Y8aiODHaZjpaWMrpgTzc94sRSbXIkGwAAAADmqj6/Qp9YtFpl/jx1Bgf0zbcf0/buZtOx0k5GF%2BxozKRkM4oNAAAAIFmV%2BPP0sUUXa2FuqYYjIX1399Pa3LbLdKy0QsGOQqJHslmHDQAAACCWcjx%2B3bTwAq0sqpUjVw8deFm/PPS6XNc1HS0tULBPcLoSfbr7GcUGAAAAkMw8lq1rq8/SpRVLJElPtGzTTw%2B8IoeSPWcU7FlgTTYAAACAVDay%2BVmDrqlaIUvSb9t36YF9zyviOqajpTQK9gTRFGdKNgAAAIBUd3bJAl1fs0q2LL3U0aT7927mWtlzQMGeg%2BlKNtPEAQAAAKSKM4tqdMP8c%2BSxbL1x/KB%2BsOc5hR1GsmeDgp3kZrPR2SK7PA5JAAAAAKSrJQXz9MH558lnefRW9xH9ZN/zcpguHjUK9iimfAMAAADIZIvyy3XD/HNky9LvO/fpvw68wu7iUaJgz9Fsp4kDAAAAQLKpz6/Q%2B2pXjW58tlv/5/AbpiOlFAq2IazDBgAAAJCMziys1tVVKyRJj7ds07OtbxtOlDoo2AAAAACASc4uWaDLRq%2BT/fDBV7Wz56jhRKmBgq2pp3l37z2k7r2HZv39AAAAAJDKLi6r14qiGjly9YO9m9U%2B3Gc6UtKjYJ/GTEv2VFiHDQAAACBVWZala6pWqCanSAPhgL7/zjMaioRMx0pqxgv2wYMHdffdd%2BuGG27Q8uXLdf3110%2B6v7%2B/X9///vd100036YILLtDq1at12223aceOHQnLOJeSDQAAAACpymt7dEPtucr3Zql5qFsP7X%2BRncVPwXjB3rNnj7Zs2aK6ujo1NDScdP/Ro0f185//XGvXrtW9996rb33rW3IcRx/5yEfiVrJnU6iZJg4AAAAgHRX4svWB%2BefKkqXfd%2B7Xyx1NpiMlLeMFe8OGDdqyZYu%2B973vacWKFSfdP3/%2BfD399NO68847demll%2BqKK67Q/fffr6KiIv30pz%2Bd8/FnWozjMYrNTuIAAAAAUkFNTrHWVTRKkn568BXWY0/DeMG27VNHyM3NVU5OzqTbsrKy1NDQoPb2xBbU2ZRs1mEDAAAASAcXl9VrQW6JhiMh/VvTFkVcx3SkpGO8YM/G4OCgdu7cqfr6etNRktIBp8N0BAAAAABpxrYsva9mlbJsr5r6j%2Bnp1sTti5UqvKYDzMZ3v/tdDQ0N6eMf/3jCj92995CKGxcm/LjR8nqT%2B70Tj8ee9BGJxfk3i/NvDufeLM6/WZx/szj/sWbJ47HliM22Eq3Ek6f3VC/XY81b9esjf9TFFfWqyC4wHStppFzB3rhxo/7jP/5Dd999t%2Brq6mL%2B/HNZa93S0qLq6uoYphmxp6ddS4oqo/qekpK8mOeIh8LCnNM/CHHD%2BTeL828O594szr9ZnH%2BzOP%2Bx4biO8nOzFGaKshFr8xr0du9R7e/r0MOHX9XdF/6JLMsyHSsppFTBfvHFF/WlL31Jt912m26%2B%2BWZjOVJhFLura8B0hFPyeGwVFuaot3dIkQi/GBON828W598czr1ZnH%2BzOP9mcf5jp7AwR66k/sGAQpGI6TgZ66qq5fpx//N6vf2Antq7QxeVLzYdKSbmOlCZMgV769atuuOOO3Tttdfq7/7u72LynJE0/oEMh1PjF3ck4qRM1nTE%2BTeL828O594szr9ZnH%2BzOP%2Bx4ioScXizwqBib65Wl9XrpY4mPbz/91pZWCufnTL1Mm5SYhFIU1OTPv3pT%2Bu8887Tt771raSYfhCPy3YBAAAAQKq4uKxeBd5sdQYH9EzbTtNxkoLxtxiGhoa0ZcsWSVJzc7P6%2B/u1adMmSdJFF10k13V12223yefz6S/%2B4i%2B0Y8e7O9X5/X4tX77cSO5o7O1uV2NxdGuoAQAAACCZ%2BWyPLq1YosdbtunR5q1aV75EBb5s07GMMl6wOzs79bnPfW7SbWNfP/TQQ5JGNg%2BTpFtuuWXS42pra/Xcc8/FLEu0o9KpsBYbAAAAAOJlRVGN3ug6oLbhPj169C19tO5i05GMMl6w58%2Bfr927d5/yMae7HwAAAACQeJZl6fLKZfr5odf027Zdurb6LJX4U%2BOKRvGQEmuwAQAAAADJqS6vTAtySxR2HW1q2W46jlEU7Bgbm84%2BU0097XFKAgAAAACJsba8UZK0uW23uoODhtOYQ8EGAAAAAMzJwtxS1eYUK%2BRG9GRr5o5iU7DT1AGnw3QEAAAAABnCsqzxUezftu1ST2jIcCIzKNijuK41AAAAAMzeorwyVecUKehE9FTrjtN/QxqiYAMAAAAA5mziKPazrTvVGxo2nCjxKNjT6NlzWD17Dp/2cYx8AwAAAMCI%2BrxyVWUXKuiE9XQGjmJTsNMY67ABAAAAJJJlWVozOor9TOvb6g8HDCdKLAr2acxkFBsAAAAAMKIxv0KVWQUKOGE90/q26TgJRcEGAAAAAMTMyCh2gyTp6da3NRgOGk6UOBTsNMc0cQAAAACJtrRgnsqz8jUUCerZtp2m4yQMBXsGkmGa%2BJ6edtMRAAAAAGBGLMvS6rJ6SdJTrTs0FAkZTpQYFGydvBN4MhTqWGIUGwAAAECiLSusVqk/TwPhgDa37zIdJyEo2AAAAACAmLMnjGJvOrpdgQwYxaZgz1Cqj2ozig0AAAAg0c4sqlaxL0d9WfqzbwAAIABJREFU4WE9lwGj2BTsOGhpaTnptr3drKEGAAAAkFk8lq21o9fFfrx5qwbT/LrYFOwYOHENNwAAAABgxPKiGlVk5WsgEtTjLdtNx4krCnYUmCYOAAAAANGxLUuXViyVJD3TukNdwQHDieKHgp1hKNkAAAAAEq0hv0Lzc0oUdCL6/478wXScuMn4gp1Kl%2BjiWtgAAAAAUpFlWbpi3hmSpBeP7VVTX3p2m4wv2JmIUWwAAAAAiVadU6yzimolST87%2BHs5rms4UexRsKOUzCPcAAAAAJDMLqtcKr/t1f6BDr3Yscd0nJijYGcoRrEBAAAAJFq%2BN0tryxskSb849Lp6Q0OGE8UWBRsAAAAAkDDnl9apMqtAA%2BGA/vvQq6bjxBQFexZMThOP5UZnjGIDAAAASDSPZeua6rNkSXqlY5%2B2dh8xHSlmMrpgO6HwpK9NFecmdgcHAAAAkEGqc4p0fmmdJOk/97%2BkoXDQcKLYyOiCDUaxAQAAAJixrmKJinw56gwOpM1UcQp2jJx4Pe1UQskGAAAAkGh%2B26v31qyUJD1/bI/%2BcPyg4URzR8GepXRZhw0AAAAApizILdXFZYslSf%2Bx/0X1pPiu4hTsafQ0HVZPU%2BZc85pRbAAAAAAmXFK%2BRJVZBeoLB/Tgvhfkuq7pSLNGwR5lckQaAAAAADKV17b1vppV8li2tnYf0ZOtO0xHmjUKdopimjgAAACAdFGRXaAN85ZJkv7P4dfV1H/McKLZoWCfxqmmiZ9q1LulpSUeceKKaeIAAAAATDmneIGWFVYp4rq6f%2B9mDYQDpiNFjYKdQHu7GXUGAAAAgKlYlqVrqs5SiT9XnYF%2B/WTf83JSbD02BXsKqbK5WTymiTOKDQAAAMCULI9Xf1JztjyWrTe7Duuxo2%2BZjhQVCvYMJKJwN7GmGgAAAABUlVOkq6uWS5J%2BfeSP2tp9xHCimaNgK7V3EGezMwAAAADpZmXxfJ1bslCupB/t3aL24V7TkWaEgh1D3XsPGTlurEs208QBAAAAmLZh3jLV5hRrMBLUv%2Bx5ToFIyHSk06Jgz1CqrMsGAAAAgHTgsWy9v/Yc5XmzdGSwS/%2B%2B/yW5Sb7pGQU7TTBVHAAAAEC6KfBl6/21Z8uWpd937tPTrW%2BbjnRKFOwTRDtSnUzrt2NZspkmDgAAACAZLMgt1RXzlkmSfnHoNe3qbTGcaHoU7CgwTRwAAAAAEu%2B8koVaUVQjR67%2Bdc9mHQ8MmI40pYwv2Mk0Ah2LS3UxVRwAAABAurEsS1dXrVBldoH6wsP6wd7fKuRETMc6ScYX7ETb2x3/Ahyrks00cQAAAADJwmd79IHac5Xt8Wlf/zH996FXTUc6CQU7jlpakndtAAAAAACkmmJ/rq6vWSVL0m/bdunFY3tMR5qEgh2lVFmHzVRxAAAAAOmoPr9Ca8sbJUkP7X9ZBwc6DSd6FwV7glQpzzMVi5LNNHEAAAAAyWZteYMa8isUciP6f/c8p/7QsOlIkijYMde995DpCAAAAACQ1izL0vtqVqnYl6uOQL9%2B1PQ7Oa5jOhYFGwAAAACQerI9Pn1g/rnyWra29zTrN81vmY5EwZ5O997D6t479ZTxE6eSx/JSX7G4VNdErMUGAAAAkK4qswt0TfVZkqSNzW9qd2%2Br0TwZXbCdUNh0BAAAAADAHKwoqtFZRbVyJf1b0%2B80EA4Yy5LRBTtTzHUUm43OAAAAACSzK%2BedqRJ/ro4HB/TQ/pfluq6RHBTs05humvhMcS1sAAAAAIivLI9X19eski1Lrx3fr5c6mozkoGCPSrdLdAEAAABAJqnOKdYlFSPXx/7vQ6%2Bq18CluyjYszSXQr63m43HAAAAACDWLipbrMrsAg2EA/r5oVcTfnwKdoZgN3EAAAAA6c5j2bqmamRX8Zc7mrS9uzmhx6dgJ6FYX6oLAAAAADJFdU6Rzi%2BpkyT954GXFXYiCTs2BXsKc93YDAAAAABgzqWVS5TvzdKxQJ9%2Bd%2BydhB2Xgj0D0Rbu7r2H4pQEAAAAAHA6fturNeUNkqTfNL%2BlQCSUkONSsOdg4kZnPXsY9QYAAACAZLGqeL6KfTnqDQ3pmbadCTkmBTuDzGWjswNORwyTAAAAAEB8eSxbl1QskSRtOrpNQScc92NSsBOgpaXFdAQAAAAAyDhnFlaryJejgUhQbxw/EPfjUbABAAAAAGnJtiytKp4vSdrcHv/NzijYAAAAAIC0tbKoVpYs7elrU/NgV1yPRcEGAAAAAKStfF%2B2GvMrJEm/P74vrseiYGNGFtnlpiMAAAAAwKw0FlRKknb2xHd/LAr2DEV7LWwAAAAAQHJYmFcmSdrf36GhOF4Tm4JtyN7u2V8yCwAAAAAwc0W%2BHBX5cuTI1d6%2Btrgdh4INAAAAAEh783NLJEkHBjridgwKNgAAAAAg7RX5ciRJXaHBuB2Dgg0AAAAASHt53ixJUneQgg0AAAAAwKzle7MlSV0UbAAAAAAAZi/L9kiShtlFHLGwpKhyVt/HNbABAAAApLqAE5Ek5Xh8cTsGBRsAAAAAkPaCzsjIda7XH7djULABAAAAAGkvEAlLknI8FGwAAAAAAGZtbHOzEn9e3I5BwcYpsf4aAAAAQDo4OtQtSWosqIjbMSjYM1TcuGBO39/S0hKjJAAAAACAaIQdR%2B2BXklSfT4FO%2BV07z1kOsIks91BHAAAAABSXXugVxHXVZ43S2W%2B/Lgdh4KNaTE9HAAAAEA62N3bKklaVlgly7LidhwKNgAAAAAgbTmuq529I0t2L6lojOuxKNhTmOt6awAAAABAcjg8eFz94YByPX6tLKqN67Eo2AAAAACAtLW1%2B4gk6cLyRfJYnrgei4I9qqhh%2BlHrVB/Rns0GZ6y/BgAAAJDquoKD2jU6PfyKymVxP15GF2zb543bcxc3Lpz0dXV1ddyOBQAAAAA42e8798mVdFZxrRbmlsX9eBldsAEAAAAA6ak3NKTt3c2SpA/MPychx6RgAwAAAADSzovH9sqRqzMKq1SfF/2y2dmgYJ9GJq6/BgAAAIBUdnSoW9t6Rkavb1p4QcKOS8HGSdjgDAAAAECqcl1Xz7TulCStLW9QfV5Fwo5NwQYAAAAApI1tPc1qHe5Rlu3Vh%2BouTOix47eNdopL9anhAAAAAJBp%2BkLD2ty2W5J044LzVOjNSejxjY9gHzx4UHfffbduuOEGLV%2B%2BXNdff/2Uj/vVr36la6%2B9VitXrtT111%2BvJ554IuZZTnUt7FTE%2BmsAAAAAmcJ1XT3ZukPDTkgL80p15bwzE57BeMHes2ePtmzZorq6OjU0NEz5mE2bNumLX/yirrrqKv3bv/2bVq9erTvvvFMvvPDCnI9ftCS9SvVcsf4aAAAAQCra3tOsff3H5LFs3d64Xh4r8XXX%2BBTxDRs26D3veY8k6Ytf/KK2b99%2B0mPuu%2B8%2BXXvttbrrrrskSatXr9b%2B/fv1ve99T%2BvWrUto3onmMuLdWDz96HIDI88AAAAAMGO9oSE927ZLkvSnC85TdXaxkRzGR7Bt%2B9QRDh8%2BrH379p00dfz666/X1q1bdfz48XjGS1lMDwcAAACQCRzX0aPNWxV0wlqcX65rq1cYy2K8YJ/Ovn37JEn19fWTbm9oaJDruuP3AwAAAAAyz4sdTToy1KUs26vPLLlclsGaa3yK%2BOn09PRIkgoLCyfdXlRUNOl%2BvGu2o9eN/sSNens89qSPSCzOv1mcf3M492Zx/s3i/JvF%2BY81Sx6PLUeu6SAw7GB/p17uaJIk3bZknapyi4zmSfqCPcayrElfu6475e1zVdSwQD1Nh2f0uHRTUpKX8GMWFiZ223xMxvk3i/NvDufeLM6/WZx/szj/seG4jvJzsxR2HdNRYFBfcFgbm9%2BSJG2Yv0zXLVllOFEKFOyJI9Xl5e/ucN3b2yvp5JHtWR1jyQL17Dl9qT7dc6S6rq6BhB3L47FVWJij3t4hRSL8Ykw0zr9ZnH9zOPdmcf7N4vybxfmPncLCHLmS%2BgcDCkUipuPAEMd19PCBV9UXGlZVTqE%2BuuCimPSZuQ46Jn3BHlt7vW/fvkmX8WpqapJlWSetzU6EZB69nsvmZuFw4n/ZRyKOkeNiBOffLM6/OZx7szj/ZnH%2BzeL8x4qrSMThzYoMtrl9tw4NHFeW7dXfLH2PPI5HYcf86yHpF4EsWLBA9fX1evzxxyfd/uijj2rVqlUqLS01lAwAAAAAkGi7e1v1aud%2BSdJtjetUlW123fVExkewh4aGtGXLFklSc3Oz%2Bvv7tWnTJknSRRddpNLSUv3N3/yN7rzzTi1cuFBr167Vs88%2BqxdffFE//vGPE543XUevF9nlp38QAAAAABjUGejXEy3bJElXV6/QBSWLDSeazHjB7uzs1Oc%2B97lJt419/dBDD%2Bniiy/Wddddp%2BHhYd1///36yU9%2Borq6Ot17771at26dicgAAAAAgAQLOmH9%2BsgfFXQiWlJQqQ8tvMB0pJMYL9jz58/X7t27T/u4G2%2B8UTfeeGMCEk2/k3giRq8b5jAKDQAAAADpyHVdPXF0uzqDAyry5eiOpVfKTsIVz8mXyJB02AUcAAAAANLR68cPandfq2xZ%2BuwZG1TgzTYdaUoU7BmKZvS6uHHhpK%2Brq6tjHeckrL8GAAAAkI4ODx7X5vaRWc8fXXSRGvOSd9ZvRhds2zezGfLJvLEZAAAAAKSr/tCwfnPkLblydXH5Ym2oPNN0pFPK6IIdK0wvBwAAAIDYiriOHml%2BUwORgGpyinXr4nWyLMt0rFOiYE9jbNSa0WsAAAAASLzNbbvVPNStbI9PnzvjPfLbxvfoPi0K9imkSrmey/prAAAAAEg2O3tb9EbXQUnS7UsuU0VWgeFEM0PBniBRU70biynEAAAAADCVzkC/NrVslyS9r3aVzi5aeJrvSB4UbAAAAABAUgg6Yf36yJsKORGdUVilP51/rulIUcn4gn3iJbUyDZfoAgAAAJAMXNfVUy071BnsV6EvR3%2B95ApZKVZZUystTsL6awAAAADp4M3uw3q7t0W2LH126RUq8GabjhQ1CnYSaaAsAwAAAMhALUM9eq5tpyTpproLtCR/nuFEs0PBPkG0G51xDWwAAAAAmL2hSFCPNP9REdfVuSULdfW8FaYjzRoFO8YyfU03AAAAAMyU67p67Og29YaGVZ6Vr79ouEyWZZmONWsUbFGKAQAAAMCE148f1L7%2BY/JaHv1fZ1ypHI/PdKQ5oWADAAAAABKubbhXW9p3S5I%2BtuhiLcgpNZxo7ijYcVZdXR2352YHcQAAAACpKOiEtbH5LTlydU7JAq2vWGo6UkxQsKfAxmUAAAAAED/Pte3S8eCAin05uq3%2B0pRedz0RBXsOKOIAAAAAEJ3dva3a2n1ElqTbl1yuPG%2BW6UgxQ8EeFc1GZ0VLFlCuAQAAACBKvaEhbWrZLkl6b%2B0qnVFQZThRbHlNB0gllGoAAAAAmB3HdfVo81YFnLAW5ZXrhppzTUeKOQr2DMy0WHO5LwAAAACY2isdTToy1KUs26u/Xnq5vHb6TajO6ILt8XimvY/RagAAAACIjebBLr3Y0SRJ%2BvP6tSr3FxhOFB/p95ZBimrgklsAAAAA0lAgEtKjR7fKlavV5fVaU9ZgOlLcULAnSMQU78bi2BTpWF0D%2B4DTEZPnAQAAAIATua6rJ1t3qCc0pLKsfP35ojWmI8UVBRsAAAAAEBc7eo5qV2%2BrbFn6zJLLle3xm44UVxRsAAAAAEDMdQUH9HTr25KkDyw4V/V5FYYTxR8FO0bYQRwAAAAARkRcRxub31LIjWhp4Ty9t3ql6UgJkfEFu7q6OiWfGwAAAACS1QvH9qh1uFe5Hr9ub1wv28qM6pkZf8ooMBINAAAAALN3cKBTv%2B/cL0n6VMM6lfjyDCdKHAo22EkcAAAAQEwMhoN69OhWSdJllUt1Xkmd4USJRcFOQbG6RBcAAAAAxIrrunqiZZsGwgHNyy7Ux%2BouNh0p4SjYMcC0cgAAAACZ7s2uw2rqPyaPZeuOM66Q3/aajpRwFGyxGRkAAAAAzEX7cK%2Bea98lSfpQ3QWqzS41nMgMCvYUEj0i3cCUbwAAAAApKuiE9Ujzm4q4js4qrtV7KpebjmQMBRuS2OgMAAAAQPRc19VTLW%2BrKzioIl%2BObm9cL8uyTMcyhoIdJ1NNO28sZqQaAAAAQPrY3tOst3uPypalzy69QnmeLNORjKJgz1Gip5OzgzgAAACAZNAR6NPTrW9Lkj6w4Fw15s8znMg8CvaoE0ec2RkcAAAAAKYWciJ65MhbCruOziys1vtqVpmOlBQyb9/0KEws2d17DxlMAgAAAADJ45nWneoM9qvAl62/WnK5LGXuuuuJKNgzdOKIdvfeQ2k3yn3A6dAiu9x0DAAAAABJbEfPUW3rOSJL0l8tXa8Cb7bpSEmDKeKzdKpyzXW1AQAAAKSj44EBPdWyQ5J0fe3ZOjO/xnCi5ELBNiyaa2CzwRkAAAAAU8JORL9pflMhN6IlBfP0gfnnmo6UdCjYEzDyDAAAAABTe65tl9oDfcr3ZumzZ1zBuuspZHTB9tmehB2La2ADAAAASFW7elv1ZvdhSdJfLlmvQk%2BO4UTJKaMLdjzEaxSc6eEAAAAATOgKDmpTy3ZJ0nU1K3VWYa3hRMmLgo1JDjgdpiMAAAAASBJhx9Fvmt9U0AmrPr9CH1xwvulISY2CDQAAAACY0pZju9U23Ktcj1%2BfXXqFbNZdnxIF%2BwSJ3Ogsmh3EAQAAACCR9vS16Y3jByVJf9F4qUp8eYYTJT8Kdgyx/hoAAABAOugJDenxo9skSVdVL9c5xQsNJ0oNGV%2BwE7G7NzuIAwAAAEgVEdfRxuY3FXDCqssr04cWXGg6UsrI%2BIKd7Bi9BgAAAJBIzx/bo6NDPcr2%2BHTH0g3yWNTGmeJMTWE2U70TuXYbAAAAAOJhX/8xvdq5X5J0W%2BM6lfnzDSdKLRRsAAAAAID6QsN67OhWSdIVVct0fvEis4FSEAXbkJnsIM70cAAAAACJ4LiONja/paFISAtyS/TRhay7ng0Kdgycano4G5wBAAAASHYvHmvSkaEuZdle3bH0Snktr%2BlIKYmCLUowAAAAgMx1aKBTL3c2SZJubbxEFVkFhhOlLgr2NKqrq9m4DAAAAEBaG4oE9djo9a7XVS7RRSX1hhOlNgr2aZyuaMerhLP%2BGgAAAEA8ua6rp1p2qC88rMrsAt1ct9p0pJRHwZ4hRrQBAAAApJNtPc3a3dcm27L0mSVXKMtm3fVcUbCjFE3Rnm5t90x2EAcAAACAeDkeHNCzrTslSX%2B64DzV5ZYZTpQeeItiVGNxpfZ2t8/48YxmAwAAAEhFEdfRo81vKeRGdEZhla6tWmk6UtpgBBuTLLLLTUcAAAAAEEcvHNuj1uFe5Xr8ur1xvWzLMh0pbVCw44RLfwEAAABINocGjuv3nfslSbc2XKJiX67hROmFgp2E2EEcAAAAQKwFnbCeaHn3klznlywyGygNUbATjA3OAAAAAJjwfPse9YSGVOLP1ce4JFdcULDjIFWnh7P%2BGgAAAEhPzYNdeqProCTp1oZ1yuaSXHFBwZ4gVYsxAAAAAEwn7Dh6omW7JGltRYPOKqw1nCh9UbCTjKn114xeAwAAAOnpteP7dTw4oEJfNlPD44yCHWOMggMAAABIFr2hIb3c0SRJ%2Bsiii5Tr8RtOlN4o2AmUrBucMXoNAAAApKfn2nYp7DpqLKjUxSX1puOkPQo2AAAAAKShgwOdeqevTbYsfXLxWlmWZTpS2qNgZzhGrwEAAID047qutrTvliRdXnWGanNKDCfKDBTsGJrr%2ButEb3BGuQYAAADS0zt9bWod7pXf9uoD8881HSdjULBPkCmblFGuAQAAgPTkuI6eP7ZHknRtzQrle7INJ8ocFOwESaYNzijXAAAAQPp6u6dFx4MDyvP6dW3VStNxMgoFO0YyZeQbAAAAQPJyXVevHt8vSbquZqWyPT7DiTILBTtJJGr9NaPXAAAAQPraP9ChjkC/smyvrqhcZjpOxqFgZxDKNQAAAJDeXus8IElaP%2B8M5Xj8ZsNkIAp2DKTC9HDKNQAAAJDeOgJ9OjjYKVuWrqleYTpORqJgJ4DpDc4o1wAAAED629bdLEk6u2SBSnx5htNkJgp2Eojn%2BmvKNQAAAJD%2BHNfR2z0tkqRLK5cYTpO5KNhpjHINAAAAZIYDA50aiASU583SyqJa03EyVtQF%2B5lnnpHruvHIkpJSYf01AAAAgPS2s3dk9Hp1eb08lsdwmswVdcG%2B4447dOWVV%2BpHP/qRurq64pEJMcDoNQAAAJAZXNfV/v4OSdIFpYvMhslwURfsBx98UMuXL9d9992nyy%2B/XF/60pe0bdu2eGQzJpaj0qfb4Cwe668p1wAAAEDmaB3u1WAkqCzbq8Z8Ztia5I32G9asWaM1a9aotbVVP/vZz/Q///M/%2BvWvf62zzjpLH//4x3XdddfJ7%2Bd6awAAAACQCPv6j0mSVhTXyGOxzZZJsz77VVVV%2BsIXvqDNmzfrW9/6lsLhsL74xS/q8ssv13e/%2B111dnbGMidmiNFrAAAAILMcGhzpXquK5xtOgjm/vdHW1qbdu3erublZtm1r8eLFeuCBB3TVVVdpy5YtsciYtNjgDAAAAIBJjuuqdbhXktTA9HDjop4iPmbLli36r//6L73wwgsqKCjQhz70Id18882qrq7WsWPH9OUvf1nf/OY3tX79%2BljmxSkweg0AAABklq7ggEJORH7bo%2BqcItNxMl7UBfuBBx7Qww8/rCNHjqixsVH/8A//oPe///3Kzs4ef0xFRYU%2B/elP65Of/GRMwyaTWIxex2ODMwAAAACZo2WoR5K0MK9M9twnKGOOoi7Y3/nOd7R%2B/Xp9/etf15o1a6Z9XF1dnW6//fY5hUtWMy3Xp9tBPJYYvQYAAAAyT0egX5JUl1dmOAmkWRTsJ598UgsWLDjt4%2BbNm6fPf/7zswo1lWeeeUY//OEP1dTUpOzsbJ133nn6whe%2BoPr6%2BpgdY8ze7vaYPycAAAAAxFp3aFCSVJVdaDgJpFlscvb3f//32rdv35T3HThwQJ/61KfmHOpEL730ku644w4tXrxY3//%2B9/W1r31N%2B/fv16233qr%2B/v6YHy/VMHoNAAAAZKbu4JAkqTyrwHASSLMYwX7ppZemLbX9/f16%2BeWX5xzqRI899phqamr07W9/W5ZlSZJqa2t100036Y033mAjNQAAAAAZqWd0BLsym4KdDGK6Cr6jo2PSZmexEg6HlZeXN16uJamgwMwLiEtzAQAAAEgGISeigBOWJBX7cg2ngTTDEeznnntOv/3tb8e//uEPf6jS0tJJjxkeHtYrr7yiZcuWxTahpD/7sz/TLbfcov/8z//UDTfcoN7eXn37299WQ0PDKTdaywRMDwcAAAAy03AkJEmyZSnb9hlOA2mGBXv37t165JFHJEmWZel3v/vdpNFkSfL7/Vq6dKm%2B%2BtWvxjzkhRdeqH/5l3/RXXfdpW984xuSpMbGRj3wwAPy%2B/0xP14q8XpTcyt%2Bj8ee9BGJxfk3i/NvDufeLM6/WZx/szj/sWbJ47HlyDUdxKhgaGT0Os/rl8/nMZwGkmS5rhvVq3LZsmX6xS9%2BoVWrVsUr00n%2B8Ic/6C//8i914403asOGDerv79f999%2BvYDCohx9%2BWPn5%2BbN63q7hAf3LtudOuv1Uu4jH8hJdc70O9oXzFs/p%2BwEAAIBU5LiOdh9vVdh1TEcxal/vMf347edVnVukH234pOk40Cw2OduxY4c8nsS%2BO/KNb3xDq1ev1le%2B8pXx284//3xddtll%2BuUvf6lbb701YVn2drfHZB32XMu1JHV1Dcz5OUzxeGwVFuaot3dIkUhm/2I0gfNvFuffHM69WZx/szj/ZnH%2BY6ewMEeupP7BgEKRiOk4RvUODEuSfJYnpbtBMikpyZvT90ddsBNdriWpqalJGzZsmHRbaWmpKisrdejQoYTnSRbhcOr/co5EnLT4c6Qqzr9ZnH9zOPdmcf7N4vybxfmPFVeRiJPxb1ZERt9gsGTxukoSMyrY11xzje677z4tW7ZMV1999Unrr0/05JNPxiTcmJqaGu3YsWPSbceOHVN7e7tqa2tjeqxTTQ9PJmxuBgAAAGS2sUptn6afIXFmVLBXrVqlvLy88c9PV7Bj7eabb9Y999yjr3/967ryyivV29urH/7wh8rNzdX73//%2BhGYBAAAAgGQwtp2WbbF5XrKYUcH%2Bx3/8x/HPv/Od78QtzHRuvvlm%2BXw%2B/exnP9OvfvUr5ebmauXKlfr2t7%2BtykquSw0AAAAg87iju6hTr5NH1GuwTbAsSx/%2B8If14Q9/2HSUpMD0cAAAAAAOI9hJZ0YFu62tLaonnTdv3qzCAAAAAABmZuw64B7WYCeNGRXs9evXR7XueufOnbMOZFKqbHAGAAAAAONrsEXBThYzKtj33HNPvHMAAAAAAKIwtgbbYop40phRwb7pppvinQMzxPprAAAAANLENdiMYCcL3uqYBaaSAwAAADDt3V3EKdjJYla7iDuOoxdeeEH79u3T8PDwpPssy9Ltt98ek3CJlMjSvKSIS4sBAAAAmBtGsJNP1AW7u7tbn/jEJ7Rnzx5ZljW%2BsH7iJmipWLBTAdPDAQAAAIwJu44kyW%2BnxNWXM0LUU8Tvu%2B8%2B2batp59%2BWq7r6uGHH9bjjz%2BuT3ziE1q0aJGee%2B65eORMKQ2MUAMAAACIs5ATkSRleSjYySLqgv3SSy/p1ltvVU1NjSTJ5/Opvr5eX/7yl7V69Wp95zvfiXlIAAAAAMBkYXekYDOCnTyiLtitra2aP3%2B%2BPB6PbNvW0NDQ%2BH0bNmzQCy%2B8ENOAAAAAAICTBUdHsHM8PsNJMCbqgl1cXKz%2B/n5JUkVFhfbs2TN%2BX19fnyKRSOzSJUgq7ArO%2BmsAAAAAE/WHA5KkIl%2BO4SQYE/VcguXLl2vv3r26/PLLddlll%2BlZV0VEAAAgAElEQVQHP/iBioqK5PP5dO%2B99%2Brss8%2BOR04AAAAAwAQD4ZErOhVSsJNG1AX75ptv1sGDByVJn//85/Xmm2/qrrvukiTV1tbqy1/%2BcmwTAgAAAABOMhAOSpKK/bmGk2BM1AV73bp1WrdunSSprKxMjzzyiHbt2iXLstTY2Cifj/n/AAAAABBPYSei3tDICHapP89wGoyZ83Zztm1r%2BfLlsciSEZbM4hJerL8GAAAAMFFHoF%2BuXOV5/SryMkU8WURdsP/whz%2Bc9jHnnXferMIAAAAAAE7vWKBPkjQ/t1SWZRlOgzFRF%2ByPfexjp/0L3Llz56wDAQAAAABOrX14pGAvyC01nAQTRV2wH3zwwZNu6%2Brq0rPPPqu33npLX/3qV2MSDAAAAAAwtYODnZKkxoIKw0kwUdQFe82aNVPe/t73vldf%2B9rX9PLLL%2Bvyyy%2Bfay6MYv01AAAAgIl6Q0PqCPTLkqUVRfNNx8EEdiyf7Oqrr9ajjz4ay6cEAAAAAEzQ1H9MklRfUK48j99wGkwU04Ld19enYDAYy6dMOQ2z2CUcAAAAAGZqT1%2BbJOmckoWGk%2BBEUU8Rb2trO%2Bm2YDCo3bt365/%2B6Z%2B0atWqmARLZo3FsyvR0V6ii%2BnhAAAAACbqCg7qwMDI%2BusLSxeZDYOTRF2w169fP%2BUu4q7rqq6uTl/72tdiEgwAAAAAMNmbXYckSSuKalSZVWg4DU4UdcG%2B5557TrotKytLtbW1Ouecc%2BTxeGISDAAAAADwrpAT0bbuZknSVdXLDafBVKIu2DfddFM8cgAAAAAATuGt7sMadkIqy8rTyqJa03EwhZhucobYYf01AAAAgDHDkZBe6miSJL2vdpUsqlxSinoE%2B1Of%2BtSMH2tZln7yk59EewgAAAAAwAQvdzRpOBJSdU6RLqtYajoOphF1wR4aGtLhw4fV0dGhefPmqby8XB0dHWpra1N5ebkWLkzvreJPtYP4qS7RFe0O4gAAAAAgSd3BQf2h66Ak6aN1F8lm9DppRV2wP/vZz%2BorX/mKfvrTn%2BqCCy4Yv/21117T3/7t3%2Bozn/mMLr300piGjLfG4krt7W43HQMAAAAAJnFdV5tativiujqzqForCll7ncyifuvj3nvv1R133DGpXEvShRdeqL/%2B67/WP//zP8csXKZi/TUAAAAASXrt%2BAEdGjwuv%2B3VJxevnfKSyUgeURfsPXv2qKamZsr7amtr1dTUNOdQyepU08MBAAAAIJbah3v1/LF3JEkfXXQR171OAVEX7LKyMj311FNT3vfUU0%2BprKxszqFMiGd5Zv01AAAAgGiEnIgePbpVEdfV2SXzdVk5G5ulgqjXYH/kIx/Rvffeq76%2BPl1//fXjm5xt3LhRmzZt0uc///l45Ex6p9rgLBpMDwcAAAAym%2Bu6evzoVnUE%2BlXgzdJtDZcyNTxFRF2wb7/9dg0ODurBBx/UE088IWnkBeDz%2BfTpT39at99%2Be8xDJgOmhwMAAABIhBeO7dXuvjZ5LEt3nHGl8j3ZpiNhhqIu2JJ055136tZbb9Uf//hHdXd3q7i4WOeee66Ki4tjnS%2Bh4rGbONPDAQAAAMzUjp6jerlzZF%2BrW%2Bov0ZL8eYYTIRqzKtiSVFxcrCuuuCKWWZJWokavmR4OAAAAZK7Dg8e1qWWbJOm9NSt1SfkSw4kQLa5QfoLZlOlYrb8GAAAAkJmODnXrfw6/oYjr6tzShfrggvNNR8IsULCnMLFkz2X0Oprp4YxeAwAAAJmpdahHvzz0ukJORGcUVumvGtfLEpuapSIKNgAAAAAYcmy4T788/LoCTlgNBZW684yr5LNmvZIXhvE3N42ZjlwzPRwAAADAbLQP9%2BkXh17TUCSkRXlluuuMq%2BW3qWipjL%2B9OGF6OAAAAIDpHB3q1i8PjYxcL8gt0d%2Beea2yPT7TsTBHFOw5YPQaAAAAQLQODHToV4f/qJAbUX1%2Bhe5adrVyPH7TsRADMyrYK1askGXNfJH99u3bZx0o0zB6DQAAAGSOd3rbtPHo/8/encfXdOd/HH/fbEIim62N0tqSBkEMRYVYqqrSmlFVnaGbH7WrVqe7X1c1U%2B2otVpdtLRjtHRapNuohClqilItLVpbLRGyL5Kb8/vDL3dEonLlG%2BdeeT0fDw/xPV8nn/s5J4f3Peees1VOy1LL0Ms1Ieo6Lgu/hFRoS/7P//xPqYD90UcfKTs7WwkJCapbt65SU1OVkpKioKAgDRgwoMqK9SS/dfa6opeHE64BAACA6mPLif364uj3siS1j2isUc17yM/ha3dZMKhCAXvSpEmur9966y2Fh4fro48%2BUnBwsGs8KytLd955p0JDQ81X6WG4NBwAAABARRVblr48ulPfnNwnSYqv10J3Nb1WPjzU6ZLj9hZdvHixRo4cWSpcS1Lt2rU1cuRILVq0yFhxVc3fh3eLAAAAAFSdAmeRlh3c7ArXtzRur7ubdCVcX6Lcvtj/yJEj8vcv/%2B52/v7%2BOnbsWKWLupiahdbXnoyK13y%2Bs9dcHg4AAABAkjIL8/TBgc1KLciSn8NHI1skqEP4VXaXhSrk9tsmTZo00VtvvaWioqJS44WFhXrrrbfUpEkTY8VdLBW95JtLwwEAAABUxOG8DL3z8walFmSptl%2BgHm3Vn3BdDbh9Bvu%2B%2B%2B7TuHHj1KdPH/Xt21d169bV8ePH9dlnn%2Bno0aOaOXNmVdRZ5c53JptwDQAAAKAidmUe0cpft6nIKlZkzTA9EHO9wv2D7C4LF4HbAbtXr16aP3%2B%2B/va3v2nhwoWyLEsOh0MtW7bUk08%2Bqe7du1dFnRfFuUJ2RcM1l4cDAAAA1ZdlWdqYtlcpqT9JklqHRWpsVG/VcPAYrurigrZ0t27d1K1bN2VnZysjI0OhoaFlbnrmrc4O2Zy5BgAAAHA%2BTqtYnx7eoe8yDkmSel92tW6/shM3M6tmKvVWSnBw8CUTrM90IaGas9cAAABA9ZTnPKUPD27RgdyTckj6Y5NO6l2/pd1lwQYXFLCLi4u1bt067d27V/n5%2BaWWORwO3XvvvUaKAwAAAABPduJUjj448I1OnspVDR8/jY3uqdYhV9hdFmzidsBOT0/XsGHD9NNPP8nhcMiyLEmng3WJ6hawOXsNAAAAVD/7c07ow0NblO8sVERAkO6PuV6RgWF2lwUbuf2BgJdfflk%2BPj76/PPPZVmW3nvvPa1atUrDhg3TVVddpdWrV1dFnR6rouEaAAAAwKVje/pB/WP/JuU7C3VVUF39b%2BzNhGu4H7C/%2Buor3X333YqMjJQk%2Bfv7q2nTpnr00UfVuXNnTZ8%2B3XiRlwLOXgMAAADez7IspRz7UUmHv1OxLHWIuFKPtLpRtf0C7S4NHsDtgH3kyBFdccUV8vX1lY%2BPj/Ly8lzLevXqpXXr1hkt0JNx9hoAAACoPgqLnfro0FZtSNsrSUps2EajmveUv8PX5srgKdwO2GFhYcrOzpYk1atXTz/99JNrWVZWlpxOp7nqPJg74Zqz1wAAAIB3yy4q0Hv7vtaurKPydTg0vHk3Dbzid/I5415UgNs3OWvZsqV2796tHj16qHv37po7d65CQ0Pl7%2B%2Bvv/3tb2rbtm1V1OlRCNcAAABA9ZGan6UPDnyjzKJ8BfkFaEL0dWoR3MDusuCB3A7Yf/rTn7Rv3z5J0n333aetW7fqgQcekCQ1bNhQjz76qNkKq5Cfj69ahNbXTxnHKjSfS8IBAACA6mV/TpqWH9yiguIi1Q%2BsrQeu7qt6NWrbXRY8lNsBOz4%2BXvHx8ZKkOnXq6J///Kd27twph8Oh5s2by9/f33iRVa0kOP9W0L6QcM3ZawAAAMB7/ZBxWKsOb5PTstSsdn1Niu6jWr4BdpcFD%2BZ2wD6bj4%2BPWrZsaaIW253rbDZnrgEAAIDqw7IsbTrxi9Yc2yVJah/RWKOaJ8jPUen4hEuc2zc5k6STJ09qxowZ%2BuMf/6h%2B/fpp9%2B7dkqSlS5dq586dRgu82FqE1i8VqC80XHP2GgAAAPA%2BlmVpzbFdrnDd%2B7IYjW3Rk3CNCnF7Lzl48KD%2B%2BMc/Kj09XVFRUfrll19UUFAgSdqxY4c2b96s559/3nihF1tlzloTrgEAAADvU2xZ%2BuzIDm1LPyhJGnxlB/Vt0FoOcadwVIzbZ7BfeOEFBQUF6dNPP9Xf//53WZblWtahQwdt3rzZaIEAAAAAUNWcVrFW/rpN29IPyiHpnmbxuuGyWDl4DBfc4HbAXr9%2BvcaNG6fLL7%2B8zM5Wr149HTtWsTtyX6o4ew0AAAB4l6Jip/55cKt%2ByDwsHzk0OqqH4uu2sLsseCG3LxHPz89XWFjYOZcBAAAAgLcoKi7W8oNb9HPOcfk5fDQuupfahDayuyx4KbfPYDdp0kQbNmwod9mmTZsUFRVV6aK8FWevAQAAAO/htIr10aGt%2BjnnuAJ8fPVATF/CNSrF7YB966236q233tLixYuVnZ0tSXI6nfriiy/07rvv6tZbbzVepDcgXAMAAADeo9iytOLQNu3OPiY/h4/uu7qPomtfZndZ8HJuXyI%2BdOhQ7dixQ88884ymTp0qSbr99ttVXFysgQMHatCgQcaL9HSEawAAAMB7WJalTw5v166sI/J1ODT%2B6l66uvbldpeFS8AFPczt%2Beef1y233KLk5GQdP35c4eHh6tmzpzp27Gi6Po9HuAYAAAC8y5pju/Rdxq/ykUOjonooNoTLwmGGWwG7oKBAr7zyiq677jp16NBBHTp0qKq6vALhGgAAAPAuW0/u16YTv0iS7mker9%2BFXWVrPbi0uPUZ7Bo1auj1119Xbm5uVdXjNQjXAAAAgHf5OTtVnx/5QZL0%2B0ZxurZOc5srwqXG7ZucNW3aVIcOHaqKWrzCVT51CdcAAACAl0nNz9I/D22VJUtd6jbTTZe3tbskXILcDtijRo3SvHnzdPDgwaqo56IK9PNX84D6FQ7MBGsAAADA%2BxQ4i7T84BadKnYqKqSB7mnaVQ6Hw%2B6ycAly%2ByZnK1asUG5urvr166eYmBjVq1ev1M7pcDg0a9Yso0VeDCXh%2BZfi4%2BdcBgAAAMC7nL5j%2BHdKL8xVRECQJkRdJ1%2BHr91l4RLldsDetm2bfHx8FBERoaNHj%2Bro0aOllnv7O0GEaQAAAODSsTX9gHZlHZGPHBob1VO1fAPsLgmXMLcDdkpKSlXUAQAAAABGHcvP1OqjOyVJg67soCZB9WyuCJc6tz%2BDDQAAAACezmkVa9Wv2%2BW0itUm/Ar1bdDK7pJQDRCwAQAAAFxy/pP2i44VZKmWb4D%2Bp1k3r/8oK7wDARsAAADAJeXkqRz9%2B/huSdLtTa5RsG%2BgzRWhuiBgAwAAALhkWJalzw5/ryKrWDGhl%2BvaiOZ2l4RqhIANAAAA4JKxNztV%2B3LT5Ofw1d087xoXGQEbAAAAwCXBsiylpP4kSbru8hjVDahtc0Wobtx%2BTFeJffv26euvv9bJkyc1cOBA1a1bV2lpaapdu7YCAni2HAAAAICL64fMw0otyFJNX3/1j2xrdzmohtwO2MXFxXryySf1/vvvq7i4WA6HQ127dlXdunX1yCOPqHXr1powYUJV1AoAAAAA5Sq2irXu/89e94uMVZAvJ/1w8bl9ifj8%2BfO1fPlyTZo0SR9%2B%2BKEsy3ItS0hI0Nq1a40WCAAAAADn82PWMaUX5inYr4auv4xnXsMebp/BXrZsmUaPHq0RI0bI6XSWWnbFFVfowIEDxooDAAAAgIr45sQvkqSeDa5WgM8FfxIWqBS3z2AfPnxY7du3L3dZYGCgcnJyKl0UAAAAAFTUkbwMHcpLl4/Dod6XxdhdDqoxtwN2RESEDh48WO6yn3/%2BWQ0aNKh0UQAAAABQUZtP7pckdYi4SiF%2BNW2uBtWZ2wG7e/fumj9/vo4dO%2BYaczgcys7O1qJFi9SzZ0%2BjBQIAAADAuRQWO7Ur64gk6TrOXsNmbn84YcKECRo0aJD69%2B%2BvLl26yOFwaObMmdq1a5ccDodGjx5dFXUCAAAAQBl7s1NVWOxUeEAtNQ2qb3c5qObcPoNdv359vf/%2B%2B7r%2B%2Buu1efNmSdK3336rzp0767333lNERITxIkssXbpUN998s2JjY9WlSxeNGjWqyr4XAAAAAM%2B3M/OwJKlT3abycThsrgbV3QXdXq9%2B/fp67rnnTNfym2bNmqW33npLo0aNUtu2bZWRkcEjwQAAAIBqrLDYqT3ZqZKkznWa2lwNcIEB%2B2Lbs2eP5s2bp1dffVXx8fGu8T59%2BthYFQAAAAA7Hcg9oSKrWOEBtdSoZtVdSQtUlNsB%2B4knnjjnMofDoZCQEMXGxqpXr17y9/evVHElli1bpkaNGpUK1wAAAACqt305aZKkVqEN5eDycHgAtwN2SkqKcnJylJ2dLR8fH4WEhCgzM1PFxcUKDg5WcXGxcnNz1bx5cy1cuFB16tSpdJHffvutoqKiNGfOHC1atEhZWVlq166dHnvsMcXEcKdAAAAAoDr65f8Ddmx4Q5srAU5zO2DPnz9fY8aM0ZQpU9SvXz/5%2B/ursLBQq1at0owZMzRz5kzl5%2Bdr4sSJeumll4x8Vjs1NVU7duzQTz/9pKeeekr%2B/v6aPXu27r77bn322WcKCQm54HX7%2Brp9nzcYUNJ3%2Bm8P%2Bm8v%2Bm8fem8v%2Bm8v%2Bm8v%2Bm%2BaQwVWoVILsiRJrcMj5edHb2E/twP21KlTdeedd%2Brmm292jfn7%2B2vAgAE6efKkpk2bpsWLF2vEiBF64403jBRpWZZyc3M1a9YstWjRQpLUqlUr9e7dW0uWLNGIESMueN0hITyI3k70317031703z703l703170317034xiq1gnnDmSpMtrhapxvbo2VwSc5nbA3rZt2zmfdR0VFaUZM2ZIkmJiYnTy5MnKVff/QkNDVbduXVe4lk7fybxp06bavXt3pdadmZknp7O4siXCTb6%2BPgoJqUn/bUL/7UX/7UPv7UX/7UX/7UX/zQkJqSlL0t7045Kkq4Lq6uTJHHuLwiUjPDyoUn/f7YAdFBSkr7/%2BWl26dCmz7Ouvv1ZQ0OmCCgoKXF9XVrNmzfTrr7%2BWGbcsSz4%2BlbsUxOksVlERBzm70H970X970X/70Ht70X970X970X9TLB3KOX0yr0lQXXoKj%2BF2Ou3fv79ee%2B01zZw5Uz/%2B%2BKNOnDihH3/8UTNmzNCCBQuUmJgoSdqxY4eaNjXzLLoePXro%2BPHj%2BvHHH11jR48e1d69exUdHW3kewAAAADwHkfyMiWdDtiAp3D7DPbkyZN19OhRzZ07V/PmzXONW5alG264QQ888IAkqU2bNuWe5b4Qffr0UatWrTR%2B/HhNnDhRAQEBmjNnjiIiIjR48GAj3wMAAACAd7AsKasoX5J0ec1Qm6sB/svtgB0QEKCXX35Zu3bt0qZNm5Senq6wsDB17Nix1Nlkk8%2Bs9vX11WuvvaapU6dqypQpKioqUseOHfXiiy%2BqVq1axr4PAAAAAM/ntE5fEl7bL1C1fGvYXA3wX24H7BLR0dEX9fLsOnXq6MUXX7xo3w8AAACAZyoJ2JfVvPDH9QJV4YIDtiRlZGQoPz%2B/zHiDBg0qs1oAAAAAOKeSgN0gkMvD4VkuKGC/%2Buqrevvtt5WWllbu8h9%2B%2BKFSRQEAAADAuRRbliSpXo1gmysBSnP7LuLLly/X3Llzddttt8myLI0YMULDhw9X/fr1deWVV%2Bqpp56qijoBAAAAQNJ/z2BH1DDzWGDAFLcD9jvvvKN7771XY8aMkST17dtXkydP1ieffKJatWopOzvbeJEAAAAAUKJYp89ghwcQsOFZ3A7Y%2B/btU7t27eTjc/qvFhUVSZJq1qyp4cOH6%2B9//7vZCgEAAADgDCWXiIf680QheBa3A7af3%2BmPbTscDgUHB%2BvIkSOuZRERETp69Ki56gAAAADgLNb/B%2BxgvwCbKwFKcztgN27c2BWiW7duraVLl8rpdKq4uFhLly5VZGSk8SIBAAAA4GxBBGx4GLcDdnx8vDZu3ChJGjlypNavX68OHTqoc%2BfOSkpK0vDhw40XCQAAAABn8nf4ys9RqacOA8a5vUdOnDjR9fW1116rRYsWaeXKlXI4HOrRo4e6du1qtEAAAAAAOFstzl7DA7kVsE%2BdOqWPPvpIcXFxatasmSQpLi5OcXFxVVIcAAAAAJQnyK%2BG3SUAZbh1iXhAQICefPJJpaWlVVU9AAAAAHBefP4ansjtz2A3atRIx48fr4paAAAAAKBCOIMNT%2BR2wB42bJgWLFignJycqqgHAAAAAM4r0Nff7hKAMty%2Bydm%2BffuUlpamXr166dprr1W9evXkcDhcyx0Ohx5%2B%2BGGjRQIAAADAmfx9fO0uASjD7YC9cOFC19dJSUlllhOwAQAAAFS1AAI2PJDbAXvHjh1VUQcAAAAAVJi/D8/Ahudxe6/09eWdIgAAAAD2CvAlYMPzXPBeuX79em3cuFEnT57UqFGjdPnll2vHjh2KjIxUeHi4yRoBAAAAoBR/Byf%2B4HncDtj5%2BfkaO3asvvrqK1mWJYfDocGDB%2Bvyyy/Xq6%2B%2BqsjISD300ENVUSsAAAAASOImZ/BMbj%2Bma8aMGfr222/10ksvadOmTbIsy7UsPj5e69evN1ogAAAAAJytlm%2BA3SUAZbh9BjspKUkTJkxQv3795HQ6Sy27/PLL9euvvxorDgAAAADOFuRXQx3Cr7S7DKAMtwN2WlqaoqKiyl3m6%2Bur/Pz8ShcFAAAAAOdSyy9A%2Bb6FdpcBlOH2JeINGjTQ7t27y122a9cuXXHFFZUuCgAAAAAAb%2BN2wO7Tp4/mzZunnTt3usYcDocOHz6st99%2BW3379jVaIAAAAAAA3sDtS8THjRunf//73xo0aJCio6PlcDj0%2BOOPa9%2B%2BfWrcuLFGjhxZFXUCAAAAAODR3D6DHRwcrCVLlmjMmDHy8/NTZGSkfHx8dPfdd2vRokWqWbNmVdQJAAAAAIBHc/sMtiTVqlVLY8aM0ZgxY0zXAwAAAACAV3L7DPb06dO1d%2B/eqqgFAAAAAACv5XbAXrhwofr3768hQ4Zo6dKlys7Oroq6AAAAAADwKm4H7LVr1%2BrRRx/VqVOn9MQTT6hbt2566KGH9PXXX1dFfQAAAAAAeAW3A3ZYWJiGDRumZcuW6Z///KcGDx6sdevW6Y477lDv3r01Z86cqqgTAAAAAACP5nbAPlN0dLQeeeQRpaSkaNasWXI6nZo9e7ap2gAAAAAA8BoXdBfxMx04cEDLli3Thx9%2BqCNHjqh%2B/fom6gIAAAAAwKtcUMDOy8vTJ598omXLluk///mP/Pz81LNnTz355JPq1q2b6RoBAAAAAPB4bgfsRx99VJ988olyc3MVExOjRx99VDfddJPCwsKqoj4AAAAAALyC2wF79erVGjhwoG655RbFxMRURU0AAAAAAHgdtwP22rVr5e/vf87lJ06cUERERKWKAgAAAADA27h9F/HywrVlWUpOTtb48ePVvXt3I4UBAAAAAOBNKnUX8f379%2BuDDz7Q8uXLlZqaKn9/f/Xt29dUbQAAAAAAeA23A3ZBQYGSkpL0wQcf6D//%2BY8sy5LD4dBdd92lkSNHKjw8vCrqBAAAAADAo1U4YG/btk3vv/%2B%2BVq1apZycHNWsWVN/%2BMMf1LdvX917773q1asX4RoAAAAAUG1VKGDfdNNN2r17tySpXbt2uuWWW3TjjTeqVq1aysrKqtICAQAAAADwBhUK2D/99JMcDocSEhI0efJkNW/evKrrAgAAAADAq1ToLuKPPvqooqOjtWbNGt1000267bbbtHTpUmVnZ1d1fQAAAAAAeIUKBew77rhDH374oZYuXarBgwdr7969euKJJ9StWzc98cQTcjgccjgcVV0rAAAAAAAey63nYMfGxuqpp57SunXrNG3aNLVu3VqffvqpLMvSY489pjfeeEMnT56sqloBAAAAAPBYbgXsEjVq1NDvf/97vfPOO/r00081cuRI5eXl6a9//at69OhhuEQAAAAAADzfBQXsMzVu3Fj333%2B/1qxZo3nz5qlbt24m6gIAAAAAwKtU%2BDnY5%2BPj46OePXuqZ8%2BeplYJAAAAAIDXqPQZbAAAAAAAQMAGAAAAAMAIAjYAAAAAAAYQsAEAAAAAMICADQAAAACAAQRsAAAAAAAMIGADAAAAAGAAARsAAAAAAAMI2AAAAAAAGEDABgAAAADAAAI2AAAAAAAGELABAAAAADCAgA0AAAAAgAEEbAAAAAAADCBgAwAAAABgAAEbAAAAAAADCNgAAAAAABhAwAYAAAAAwAACNgAAAAAABhCwAQAAAAAwgIANAAAAAIABBGwAAAAAAAwgYAMAAAAAYAABGwAAAAAAAwjYAAAAAAAYQMAGAAAAAMAAAjYAAAAAAAYQsAEAAAAAMICADQAAAACAAQRsAAAAAAAMIGADAAAAAGAAARsAAAAAAAMI2AAAAAAAGEDABgAAAADAAAI2AAAAAAAGELABAAAAADCAgA0AAAAAgAEEbAAAAAAADCBgAwAAAABgAAEbAAAAAAADCNgAAAAAABhAwAYAAAAAwACvDNg5OTnq3r27oqOjtX37drvLAQAAAADAOwP23Llz5XQ67S4DAAAAAAAXrwvYe/bs0bvvvqvx48fbXQoAAAAAAC5eF7Cfe%2B45DRkyRE2aNLG7FAAAAAAAXLwqYH/yySfauXOnxo4da3cpAAAAAACU4md3ARWVl5enadOm6f7771dwcLCx9fr6etV7DJeMkr7Tf3vQf3vRf/vQe3vRf3vRf3vRf/P8/OglPI/XBOx58%2BapTp06GjhwoNH1hoTUNLo%2BuIf%2B24v%2B24v%2B24fe24v%2B24v%2B24v%2Bm2FZlsLDg%2BwuAyjDKwL2oUOH9MYbb2jOnDnKzs6WJOXm5rp%2Bz8nJUVDQhf2AZWbmyeksNlYrKsbX10chITXpv03ov73ov33ovb3ov73ov73ovzklb1JkZubaXAkuRZV948YrAvbBgwdVWFiokSNHlll2xx13qG3btr70fXQAACAASURBVPrHP/5xQet2OotVVMRBzi70317031703z703l70317031703xz6CE/kFQE7JiZGb7/9dqmxH374Qc8//7yeeuopxcbG2lQZAAAAAACneUXADgkJUadOncpd1qpVK7Vq1eoiVwQAAAAAQGnceg8AAAAAAAO84gx2eTp16qRdu3bZXQYAAAAAAJI4gw0AAAAAgBEEbAAAAAAADCBgAwAAAABgAAEbAAAAAAADCNgAAAAAABhAwAYAAAAAwAACNgAAAAAABhCwAQAAAAAwgIANAAAAAIABBGwAAAAAAAwgYAMAAAAAYAABGwAAAAAAAwjYAAAAAAAYQMAGAAAAAMAAAjYAAAAAAAYQsAEAAAAAMICADQAAAACAAQRsAAAAAAAMIGADAAAAAGAAARsAAAAAAAMI2AAAAAAAGEDABgAAAADAAAI2AAAAAAAGELABAAAAADCAgA0AAAAAgAEEbAAAAAAADCBgAwAAAABgAAEbAAAAAAADCNgAAAAAABhAwAYAAAAAwAACNgAAAAAABhCwAQAAAAAwgIANAAAAAIABBGwAAAAAAAwgYAMAAAAAYAABGwAAAAAAAwjYAAAAAAAYQMAGAAAAAMAAAjYAAAAAAAYQsAEAAAAAMICADQAAAACAAQRsAAAAAAAMIGADAAAAAGAAARsAAAAAAAMI2AAAAAAAGEDABgAAAADAAAI2AAAAAAAGELABAAAAADCAgA0AAAAAgAEEbAAAAAAADCBgAwAAAABgAAEbAAAAAAADCNgAAAAAABhAwAYAAAAAwAACNgAAAAAABhCwAQAAAAAwgIANAAAAAIABBGwAAAAAAAwgYAMAAAAAYAABGwAAAAAAAwjYAAAAAAAYQMAGAAAAAMAAAjYAAAAAAAYQsAEAAAAAMICADQAAAACAAQRsAAAAAAAMIGADAAAAAGAAARsAAAAAAAMI2AAAAAAAGEDABgAAAADAAAI2AAAAAAAGELABAAAAADCAgA0AAAAAgAEEbAAAAAAADCBgAwAAAABgAAEbAAAAAAADCNgAAAAAABhAwAYAAAAAwAACNgAAAAAABhCwAQAAAAAwgIANAAAAAIABBGwAAAAAAAwgYAMAAAAAYAABGwAAAAAAAwjYAAAAAAAYQMAGAAAAAMAAAjYAAAAAAAYQsAEAAAAAMICADQAAAACAAQRsAAAAAAAMIGADAAAAAGAAARsAAAAAAAP87C6gIpKSkvTxxx9rx44dysjIUKNGjXT77bdryJAh8vHhPQIAAAAAgP28ImC/%2BeabioyM1J///GfVqVNHGzdu1HPPPacDBw7ooYcesrs8AAAAAAC8I2C/8sorioiIcP25c%2BfOys3N1eLFizVp0iQFBATYWB0AAAAAAF7yGewzw3WJmJgYFRQUKD093YaKAAAAAAAozSsCdnm%2B%2BeYbhYWFqU6dOnaXAgAAAACAd1wifrbt27dr2bJlGjt2rHx9fSu1Ll9fr32PwauV9J3%2B24P%2B24v%2B24fe24v%2B24v%2B24v%2Bm%2BfnRy/heRyWZVl2F%2BGO1NRUDR48WA0aNNA777wjf39/u0sCAAAAcBFZliWHw2F3GUAZXhWws7KyNGzYMBUUFOjdd99VeHh4pdeZmZknp7PYQHVwh6%2Bvj0JCatJ/m9B/e9F/%2B9B7e9F/e9F/e9F/c0JCako6/f94wLTw8KBK/X2vuUS8oKBAo0eP1vHjx7VkyRIj4VqSnM5iFRVxkLML/bcX/bcX/bcPvbcX/bcX/bcX/TeHPsITeUXALioq0sSJE7Vz504tWrRIDRs2tLskAAAAAABK8YqA/fTTT%2BvLL7/Ugw8%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%2BfLjatWunLl266Nlnn1V%2Bfr7dZQEAAAAAIEnys7uAisjMzNSdd96pyMhIzZw5UydOnNDzzz%2Bv9PR0TZ8%2B3e7yAAAAAADwjoD997//XZmZmfrwww8VEREhSfL19dXkyZM1evRoNWvWzOYKAQAAAADVnVdcIp6SkqIuXbq4wrUk9e3bVwEBAUpOTraxMgAAAAAATvOKgL1nz54yZ6kDAgLUuHFj7dmzx6aqAAAAAAD4L6%2B4RDwzM1MhISFlxkNCQpSRkVGpdYeG1pRlVWoVuAAOx%2Bnf6b896L%2B96L996L296L%2B96L%2B96L85Pj4OFRdb8vPzinOFqGa8ImCfi2VZcpQcrS6Qjw8/mHai//ai//ai//ah9/ai//ai//ai/2b4%2BjoUHh5kdxlAGV7xEx4SEqLMzMwy41lZWeWe2QYAAAAA4GLzioDdrFmzMp%2B1PnXqlPbv388dxAEAAAAAHsErAnb37t21YcMGnTx50jX2%2Beef69SpU0pISLCxMgAAAAAATnNYluffZiEzM1OJiYlq2LChxowZo7S0NE2bNk3x8fGaPn263eUBAAAAAOAdAVuSfv75Zz377LP65ptvFBgYqMTERE2ePFmBgYF2lwYAAAAAgPcEbAAAAAAAPJlXfAYbAAAAAABPR8AGAAAAAMAAAjYAAAAAAAYQsAEAAAAAMICADQAAAACAAQRsAAAAAAAMqHYB%2B%2Beff9bw4cPVrl07denSRc8%2B%2B6zy8/PtLstjLVu2TNHR0WV%2BTZ8%2BvdS85cuX64YbblBsbKwSExOVlJRUZl2FhYV68cUXFR8fr7Zt22rYsGHauXNnmXmpqam677771L59e3Xo0EF//vOflZ6eXmbetm3bNGTIELVp00bdu3fX7NmzVVxcbO7FX2T79u3TlClTNGDAALVs2VKJiYnlzvPkXlekNk9Vkf4PGzas3J%2BHPXv2lJqXnZ2tKVOmqFOnToqLi9OoUaN06NChMuur6PEoOTlZv//97xUbG6s%2Bffpo8eLF5b6G119/Xb169VJsbKxuueUWbdy48QK7cXElJSVpzJgxSkhIULt27XTTTTfp3XffLbOPmeyDXdvIE1Wk/w8//HC5%2B35KSkqpdXHscd/atWs1dOhQde7cWa1bt1bv3r31/PPPKysrq9Q89v%2BqUZH%2Bs/8DcItVjWRkZFjdunWzbrvtNis5Odlavny5dc0111gPPPCA3aV5rA8%2B%2BMCKioqyUlJSrC1btrh%2B/frrr645SUlJVlRUlDV9%2BnRr/fr11jPPPGNFR0dba9euLbWup556yoqLi7OWLFlirVu3zrrrrrusTp06WceOHXPNKSwstG6%2B%2BWarX79%2B1ueff24lJSVZvXr1sm6//XaruLjYNW///v1WXFycde%2B991pfffWV9c4771ht2rSxXnrppapvShX5/PPPre7du1vjx4%2B3EhMTrf79%2B5eZ48m9rmhtnqoi/R86dKg1ZMiQUj8LW7ZssfLz80vNGzlypNW1a1fr448/tr788kvrD3/4g9WnTx8rLy/PNaeix6PNmzdbLVu2tB555BFr/fr11pw5c6yrr77a%2Bsc//lFq3oIFC6xWrVpZCxYssL766itr0qRJVmxsrLVz506DXaoat956qzVx4kRrxYoV1vr1660ZM2ZYLVu2tKZNm%2BaaY7oPdmwjT1WR/j/00ENW7969y%2Bz7mZmZpdbFscd9H3/8sTV9%2BnTrs88%2BszZs2GC988471jXXXGPdfffdrjns/1WnIv1n/wfgjmoVsOfPn2%2B1bdvWSktLc4199NFHVlRUlLV7924bK/NcJQH7zJ6d7YYbbrAmTJhQauyee%2B6xbr31Vtefjxw5YsXExFiLFi1yjWVlZVnXXHON9cILL7jGVq5caUVFRVk//vija%2Bybb76xoqKirOTkZNfYlClTrISEBKugoMA1Nm/ePCs2NtbKyMi4sBdrM6fT6fr6oYceKjfgeXKvK1KbJ6tI/4cOHWqNHDnyN9ezdetWKyoqylqzZo1r7NChQ1bLli2td9991zVW0ePR8OHDrUGDBpX6Ho8//rjVtWtXV80FBQXW7373O%2Bsvf/mLa05RUZHVr18/67777jvfS7ddeceXqVOnWrGxsa79zmQf7NhGnqwi/T/Xz8SZOPaYs2TJEisqKso6cuSIZVns/xfb2f1n/wfgjmp1iXhKSoq6dOmiiIgI11jfvn0VEBCg5ORkGyvzXgcOHNDevXvLXE6bmJiobdu26cSJE5KkdevWyel0qn///q45wcHB6tWrV6neJycnKzo6Wi1atHCNtW/fXg0bNiw1LyUlRdddd50CAgJcYzfddJMKCgq0fv1646/zYvDx%2Be0fR0/udUVr82Tn639FJScnKyQkRN27d3eNRUZGqn379mX6er7j0alTp7Rhw4ZS21I63f/U1FR9//33kqTNmzcrKyurVP99fX114403Kjk5WZZlGXltVeXMHpSIiYlRQUGB0tPTjffBjm3kyc7X/4ri2GNOWFiYJKmoqIj93wZn9r%2Bi2P8BlKhWAXvPnj1q1qxZqbGAgAA1bty4zGcoUVpiYqJiYmLUu3dvzZ8/X06nU5K0d%2B9eSVLTpk1LzW/WrJksy3It37Nnj%2BrWrev6R%2BvMeT///LPrM0XlbSNJat68uWsb5ebm6tdffy0zr2HDhqpZs%2BYluy09udcVre1S8PXXX6tdu3aKjY3V0KFDtWnTplLL9%2BzZoyZNmsjhcJQaP7OvJfPOdzzav3%2B/CgsLy/S1efPmrnWc%2BXt5/c/JydHRo0cv9OXa5ptvvlFYWJjq1KljvA92bCNvc2b/S%2Bzfv18dOnRQ69atNXDgQH3xxRel/g7HnspxOp0qKCjQjh07NGfOHPXs2VMNGzZk/79IztX/Euz/ACrKz%2B4CLqbMzEyFhISUGQ8JCVFGRoYNFXm%2BevXqafz48Wrbtq0cDodWr16tGTNm6OjRo5oyZYqrb2f3NTQ0VJJcyzMzM1W7du0y6w8NDVVhYaFyc3MVHBx8znkhISGuf1BKbjxS3balJ/e6orV5u44dO2rAgAG66qqrdOzYMb3%2B%2Buu6%2B%2B679c477yguLk7Suft/9r5ZkePRufpa8uczt3lAQIACAwNLzSvpf3p6ui677LILes122L59u5YtW6axY8fK19fXeB/s2Ebe5Oz%2BS6fPaMfGxqp58%2BbKysrSe%2B%2B9p7Fjx%2Brll1/WDTfcIIljT2X17NnTFYK7deuml156SZL54wD7f/nO1X%2BJ/R%2BAe6pVwD4Xy7LKvJOL07p166Zu3bq5/hwfH68aNWpo4cKFGjVqlGv87P6VXIp25nh5PS7v0tVzzTt7vKLzLjWe3OuK1ObNJkyYUOrPPXr0UGJioubOnavXXnvNNX6u11uRPlS0/2eP/9Y296b%2Bp6amasKECYqNjdWIESNKLTPZBzu2kTc4V//vvPPOUvN69eqlIUOGaObMma6AIXHsqYxXX31Vubm52r17t%2BbOnatRo0bpzTffdC1n/69a5%2Bq/r68v%2Bz8At1SrS8RDQkKUmZlZZjwrK6vcdwlRvn79%2BsnpdOqHH34457ukJX0u6eu5ep%2BZmSl/f3/VqlXrN%2BeduY1%2B653xS3lbenKvK1rbpaZWrVpKSEjQjh07XGO/1f8z%2B1CR/ruzzQsKClRQUFDuvJL1eLqsrCyNGDFCgYGBmjdvnvz9/SWZ74Md28gbnKv/5fHx8dH111%2BvPXv2uB7bxLGncq6%2B%2Bmq1b99egwcP1uzZs7Vx40Z9/vnn7P8Xybn6Xx72fwC/pVoF7GbNmpX5PNCpU6e0f//%2Bcj8Pg/Mr%2BdzP2Z/z2bNnjxwOh2t5s2bNlJaWVuaGOSWfBSu5wVR520iSdu/e7dpGNWvWVGRkZJl5hw4dUl5e3iW7LT251xWt7VJ09tmJks/bnT1%2BZl9L5p3veNS4cWP5%2B/uX6evu3btd6zjz97PXt2fPHgUFBalBgwYX%2BvIumoKCAo0ePVrHjx/XggULFB4e7lpmug92bCNP91v9P5fy9n2OPWbExMTI19dX%2B/fvZ/%2B3wZn9Pxf2fwDnUq0Cdvfu3bVhwwadPHnSNfb555/r1KlTSkhIsLEy77Jq1Sr5%2BvqqZcuWatSokZo2bapVq1aVmrNixQq1adPGdffR%2BPh4%2Bfj4KCkpyTUnJydHq1evLtX7hIQE/fjjj6X%2BUdm6dasOHTpUal737t31r3/9S6dOnXKNrVy5UjVq1FCXLl2Mv2ZP4Mm9rmhtl5rc3FwlJycrNjbWNZaQkKDMzEytXbvWNXb48GFt3ry5TF/PdzwKCAhQ586dS21L6XRf69Wrp5YtW0o6fQfa2rVrl%2Bq/0%2BlUUlKSEhISPP4ywaKiIk2cOFE7d%2B7UggULSt1YSDLfBzu2kSc7X//LU1xcrE8//VQtWrRwfeaXY485W7ZskdPp1BVXXMH%2Bb4Mz%2B18e9n8Av8X3ySeffNLuIi6WFi1a6IMPPtDatWvVoEEDbdmyRVOnTlWfPn00ZMgQu8vzSMOHD9exY8eUnZ2tffv26Y033tDixYs1bNgw1%2BeO6tSpo9mzZ6uwsFA%2BPj56%2B%2B23tWLFCj333HNq3LixpNOPqkhLS9Obb76piIgIpaena%2BrUqTp27Jj%2B%2Bte/KigoSJLUpEkT/etf/9LKlSt12WWXaffu3frf//1ftWjRQpMmTXL9B6F58%2BZ666239N133ykiIkIpKSl6%2BeWXddddd6lHjx629Kqy8vLy9K9//Uu7d%2B/Wv//9bx0/ftzVg4iICNWsWdOje12R2jzZ%2Bfq/Y8cOPfPMMzp16pQyMjK0efNmPfHEEzpw4ID%2B8pe/uM4OXXbZZfruu%2B%2B0ZMkSNWjQQIcPH9aUKVMUGBiop59%2BWn5%2Bp299UdHjUaNGjfTKK6/o8OHDCgoK0scff6w333xTjzzyiFq3bi3p9KN4fH199corrygwMFAFBQV6%2BeWXtWXLFv31r39V3bp1L35D3fDkk09qxYoVmjhxourXr68jR464fgUHBysgIMBoH%2BzYRp7sfP1PTU3V2LFjVVhYqKysLO3YsUPPPvustmzZoqeeesp1No1jz4UZN26c9u/fr6ysLB05ckRffPGFpk6dqkaNGunhhx%2BWr68v%2B38VOl//jxw5wv4PwD1V%2BZBtT7R3717rnnvusdq2bWt16tTJeuaZZ6y8vDy7y/JYzzzzjHX99ddbbdq0sVq3bm0lJiZaCxcutIqLi0vNW7ZsmXX99ddbrVq1sm688UZr1apVZdZVUFBgvfDCC9a1115rxcbGWkOHDrV%2B%2BOGHMvOOHj1qTZgwwYqLi7Pat29vTZ482Tpx4kSZeVu3brVuu%2B02q3Xr1lZ8fLw1c%2BZMq6ioyNyLv8gOHDhgRUVFlftrw4YNrnme3OuK1Oapztf/X375xbrnnnusrl27Wq1atbI6dOhgjRgxwvr222/LrCsrK8t6/PHHrY4dO1rt2rWz7r33XuvgwYNl5lX0eLRmzRrr5ptvtlq1amX17t3bWrRoUZk5xcXF1muvvWb16NHDat26tTVw4EBr/fr1ZppTxXr27Fmhfd9kH%2BzYRp7qfP0/efKkNWrUKKtbt25Wq1atrHbt2llDhw61UlJSyqyLY4/75s%2Bfbw0YMMCKi4uz2rVrZ/Xv39%2BaMWOGlZWVVWoe%2B3/VOF//2f8BuMthWeXc3hAAAAAAALilWn0GGwAAAACAqkLABgAAAADAAAI2AAAAAAAGELABAAAAADCAgA0AAAAAgAEEbAAAAAAADCBgAwAAAABgAAEbAAAAAAADCNgAUM0tW7ZM0dHRrl8tW7ZUfHy8Jk2apF9%2B%2BcX2ug4ePPib82bNmqXo6OiLVNX5JScna9asWeUui46O1tNPP32RKwIAABeLn90FAAA8w/PPP6%2BmTZuqoKBAmzdv1iuvvKKNGzcqKSlJoaGhdpfnNZKTk7V48WKNHz/e7lIAAMBFRsAGAEiSWrRoodjYWElSp06d5HQ6NWvWLH3xxRe65ZZbbK4OAADA83GJOACgXCVhOy0trcyyVatW6bbbblO7du0UFxen4cOH6/vvvy81Z/v27Zo0aZJ69eqlNm3aqFevXrr//vt16NChMuvbunWrhgwZotjYWMXHx%2BvFF19UUVFRpeqvSI0PP/yw4uLitG/fPo0YMUJxcXFKSEjQtGnTdOrUqVJzjxw5ogkTJiguLk4dOnTQAw88oG3btik6OlrLli1zrW/x4sWSVOqy%2B7Mvc//www/Vr18/tW3bVjfffLO%2B/PLLUstPnDihJ554QgkJCWrdurU6d%2B6sIUOG6KuvvqpUTwAAQNXiDDYAoFwlofCqq64qNf7KK69oxowZGjhwoEaPHq3CwkK9/vrr%2BtOf/qSlS5eqefPmkqRDhw6pSZMm6t%2B/v0JDQ5Wamqr33ntPgwYN0sqVKxURESFJ2r17t%2B666y41bNhQ06ZNU2BgoN59912tWLHigmuvaI2SVFhYqNGjR2vQoEG65557tGnTJs2dO1fBwcEaN26cJCk3N1d33HGHMjIyNHnyZF155ZVau3atJk2aVOr7jhkzRrm5ufr000%2B1ZMkS13j9%2BvVdX69Zs0bbt2/XhAkTVKtWLS1YsEDjxo3TJ598okaNGkmSHnzwQX3//feaNGmSrrrqKmVmZur7779Xenr6BfcEAABUPQI2AECSVFxcrKKiItdnsOfNm6eOHTuqV69erjmHDx/WrFmzNHToUD3%2B%2BOOu8WuvvVZ9%2B/bV7NmzNWPGDEnSDTfcoBtuuME1x%2Bl0qkePHuratatWrFihO%2B64Q5I0Z84cWZalhQsXqm7dupKkHj16KDEx8YJehzs1SqcD9vjx49WvXz9JUpcuXfTdd99pxYoVroC9fPly7du3T6%2B99pq6d%2B8uSYqPj1deXl6pIN24cWPXa2jXrl259RUUFOjNN99UcHCwJKlVq1bq1q2bkpKSNHLkSEnS5s2bdeutt2rw4MGuv3fdddddUD8AAMDFQ8AGAEhSqTAnSc2aNdPcuXPl5/fffyrWrVunoqIiDRgwoNQl3DVq1FDHjh21ceNG11hOTo7mzp2rzz77TIcOHZLT6XQt27Nnj%2BvrjRs3qkuXLq5gKkm%2Bvr668cYbNXv2bLdfhzs1SpLD4Sj1JoJ0%2BvLuDRs2uP68adMmBQUFucJ1icTExFIBuyI6derkCteSVLduXdWpU6fUpfNt2rTR8uXLFRYWpmuvvVatWrWSv7%2B/W98HAABcfARsAIAk6S9/%2BYuaNWumnJwcrVq1SkuWLNH999%2BvBQsWuOYcP35ckjRo0KBy1%2BHj899bezzwwAPasGGDxowZo9jYWAUFBcnhcGjkyJEqKChwzUtPTy8VrkuUN1YR7tQoSTVr1lSNGjVKjQUEBFSoxjp16rhdX1hYWJmxs7/f3/72N82bN0/vv/%2B%2BXn75ZdWqVUt9%2BvTRgw8%2BqHr16rn9PQEAwMVBwAYASDp9xrrkxmadO3dWcXGxli5dqk8%2B%2BcR1qXd4eLgkaebMmYqMjDznurKysrRmzRqNGzfOddmzJJ06dUoZGRml5oaFhblC8ZnKG6uIitbojrCwMG3btq3M%2BIXWeD4RERF67LHH9Nhjj%2BnXX3/V6tWr9eKLLyotLU2vv/56lXxPAABQeQRsAEC5HnzwQX322WeaOXOmrr/%2Bevn4%2BCg%2BPl5%2Bfn7av3%2B/%2Bvbte86/63A4ZFmWAgICSo0vXbq01KXi0ulLplevXq3jx4%2B7zhI7nU6tWrXqguquaI3u6Nixo5KSkpScnKyEhATX%2BMqVK8vMLXnN%2Bfn5CgwMrPT3joyM1NChQ7V%2B/Xpt3ry50usDAABVh4ANAChXaGioRo4cqRdeeEEff/yxBgwYoCuuuEITJkzQjBkzdODAAXXv3l0hISE6fvy4tm/frpo1a2rChAkKDg5Wx44d9frrrys8PFwNGzbU119/rffff18hISGlvs/o0aO1evVq3XnnnRo7dqwCAwO1ePFi5eXlXVDdFa3RHX/4wx%2B0cOFC/fnPf9bEiRN15ZVXKiUlRevWrZNU%2BrLzqKgoSXLdEM3Hx0fR0dFl3mw4l6ysLN1xxx1KBIGmfwAAAbxJREFUTExU06ZNFRQUpO3bt2vt2v9r7%2B5VGgkDKAyfrIUiiJWgkMqAVbBInVZsQnoLOzXkClKJlYKEtGlD/OtTWArCNqm8Cr0JE8hWG7BYjMtgduF56hnmtC/zMfMzBwcHX9oNAHwvgQ3AHx0fH%2Bf%2B/j79fj%2BNRiMrKytptVqpVCq5ubnJ4%2BNj3t/fs7W1lWq1mqOjo/m9vV4vl5eX6Xa7mU6nqdVqGQwGabVaH56xt7eXwWCQ6%2BvrdDqdbG5uptls5vDwMOfn53%2B1e9GNi1pfX89wOMzV1VW63W5KpVLq9XouLi5ydnaWjY2N%2BbWNRiMvLy95eHiYfyH96ekp5XJ5oWetrq5mf38/o9Eob29vmU6n2dnZyenpaU5OTr68HQD4PqXZbDZb9ggA%2BB/9/t/28/Nztre3lz0HAFgyb7ABYAF3d3dJkt3d3Uwmk4zH49ze3qbZbIprACCJwAaAhaytrWU4HOb19TWTyWR%2BbLvdbi97GgDwj3BEHAAAAArw4/NLAAAAgM8IbAAAACiAwAYAAIACCGwAAAAogMAGAACAAghsAAAAKIDABgAAgAIIbAAAACiAwAYAAIAC/AKn/FgtWr0MsgAAAABJRU5ErkJggg%3D%3D">
+
+<br>
+<br>
+<br>
+<br>
+
+<h3 id="Number_of_reads_generated_per_channel">Number of reads generated per channel</h3>
+<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAioAAAGMCAYAAAD0nYndAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDIuMi4zLCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvIxREBQAAIABJREFUeJzs3Xtczvf/P/DHpUSMSLHJsejqKpUcOjtUbCEMY%2Ba05RQTOU7MeQhzDnOoELNhTivkrA0bdhLGlCxkyOWjpKLD6/fHfl3fXa6iq6u36upxv93ctvfrej3fz9f7cF3Xs/f7fb3fMiGEABEREVEZVKm0B0BERERUGBYqREREVGaxUCEiIqIyi4UKERERlVksVIiIiKjMYqFCREREZRYLFSIiIiqzWKgQERFRmcVChYiIiMosFioVzN69eyGXy2Fvb4/k5GSN1wcPHgw/P79SGBlw/vx5yOVyxMTElEp%2Bbd29excjR46Es7Mz5HI5FixYUNpDeqXg4GB4e3uX9jDKld9%2B%2Bw2hoaFIS0sr8Xnr2/Yozc8OKejb9inPWKhUUC9evMDKlStLexjlWkhICC5duoSFCxdi586d%2BOSTT0p7SFTCfv/9d6xZs0aSQoWIioaFSgXVrl07REdH4/r166U9lDcuKysLJfGIq/j4eDg4OKBTp05o2bIlLCwsihwrhEBWVpbOYyDtZGZmlvYQyiTuj1SWsVCpoIYPH45atWrhyy%2B/fGW/u3fvQi6XY%2B/evRqvyeVyhIaGqqZDQ0Mhl8tx/fp1jBs3Dq1bt4azszNCQkKQk5ODxMREDBs2DE5OTvD29samTZsKzPn8%2BXOEhITAw8MDDg4OGDRoEP7880%2BNfpcvX8aoUaPg7OwMe3t7vP/%2B%2Bzh06JBan/xTXWfOnMG0adPg6uoKR0dHvHjxotBlvnfvHiZPngw3Nze0aNECXbp0QUREBPLy8gD83ymqpKQk/PDDD5DL5ZDL5bh7926h85TL5Zg3bx6%2B%2BeYbdOnSBfb29ti3bx%2BAf49urVu3Dr6%2BvmjRogVcXV0xbdo0PH78WG0ehw4dwtChQ%2BHp6QkHBwd06dIFS5cuRUZGhka%2BvXv34r333lONf//%2B/QWOa8eOHejRowecnJzg5OQEX19fLF%2B%2BvNDlyHf//n2MGzcOTk5OaNOmDSZNmoS4uLgC9xVtttPPP/%2BM2bNnw8XFBS4uLggMDMSDBw808h86dAgffvghWrZsCScnJwwbNkxjHwkODoaTkxP%2B%2BusvDB06FE5OTqqjXmfPnsXo0aPRvn172Nvbo3Pnzpg1a5baOg8NDcWSJUsAAD4%2BPqrtfP78ea3Gkb98RdkeBfH29kZAQACOHTuG7t27w97eHj4%2BPoiMjNTom56ejsWLF8Pb2xstWrRAu3btsGDBAo195FX7Y2GioqLw4YcfqvaVnj17Yvfu3Rr94uLiMGDAADg6OsLHxwcbN25UvXeAf9/fixYtQs%2BePVWfER9%2B%2BCGOHz%2BuMa/8ce7fvx9dunSBo6MjevTogVOnTqn1y//siY%2BPx8SJE9G6dWu4u7tj2rRpePr0qVpfIQS%2B/vpr9OzZEw4ODmjbti3GjRuHO3fuvHL5qfQYlvYAqHRUr14do0ePxoIFC/DTTz/Bzc2txOY9fvx49OjRA/3798fZs2cRFhaGnJwcnDt3DgMGDMCwYcMQFRWFpUuXonHjxnj33XfV4lesWAFbW1vMnz8fT58%2BxZo1azB48GDs378fDRs2BAD8/PPPGD58OBwdHTFnzhzUqFEDhw4dwoQJE5CVlYXevXurzXP69Ono2LEjlixZgszMTBgaFrzrP378GP3790d2djaCgoJgYWGB06dPY/Hixbh9%2BzbmzJkDOzs77Ny5E4GBgWjYsCGmTp0KAKhbt%2B4r18vx48fxyy%2B/YMyYMTAzM0OdOnWQl5eHTz/9FL/%2B%2BiuGDRuGVq1aITk5GaGhoYiLi8OePXtQtWpVAMDff/%2BN9u3b4%2BOPP4axsTESExOxadMmxMXFqX1p7d27F9OmTYOPjw%2BCg4NV6/DFixeoVOn//jY5ePAg5s6di8GDB2Pq1KmoVKkSkpKSkJCQ8MrlyMjIwJAhQ5CamorJkyejcePG%2BPHHHzFhwgSNvtpupxkzZqBjx45YtmwZ/vnnH3z55ZeYMmWK2vKtX78eK1euRO/evTF69GhkZ2cjPDwcAwcOxO7du9GsWTNV3%2BzsbIwePRr9%2B/fHiBEjkJubCwC4ffs2nJyc0LdvX9SoUQPJycnYvHkzBgwYgKioKFSuXBl9%2B/ZFamoqtm3bhjVr1sDc3BwAVPMv6jiKuj1e5dq1a1i4cCECAwNhZmaGqKgoLFiwANnZ2Rg2bBiAf48WDRo0CPfv38eoUaNUX9yrV6/GjRs3sGXLFshkMtU8C9ofC7Nq1SqsW7cO7777Lvz9/VGjRg3Ex8fj3r17av1SUlIwZcoU%2BPv7IzAwEMeOHcOyZctQt25dvP/%2B%2BwD%2BLcxTU1MxdOhQ1KtXD9nZ2Th37hzGjh2LkJAQVb98p0%2BfxuXLlzFu3DhUq1YNYWFhCAwMRExMjOrzIN/YsWPRtWtXfPDBB7hx4waWLVsG4N/TtPlmzZqFffv2YfDgwZg8eTJSU1Oxdu1a9O/fHwcOHICZmVmRtgm9QYIqlD179ghra2sRFxcnnj9/Lnx8fETv3r1FXl6eEEKIQYMGiW7duqn637lzR1hbW4s9e/ZozMva2lqsXr1aNb169WphbW0tIiIi1Pr17NlTWFtbi6NHj6rasrOzhaurqwgMDFS1/fzzz8La2lr06tVLNR4hhLh7966ws7MTn3/%2BuarN19dXvP/%2B%2ByI7O1stV0BAgPDw8BC5ublqy/vZZ58Vaf0sXbpUWFtbi0uXLqm1z549W8jlcpGYmKhq8/LyEiNHjizSfK2trUXr1q3FkydP1Nqjo6OFtbW1OHLkiFp7XFycsLa2Fl9//XWB88vLyxPZ2dniwoULwtraWly7dk0IIURubq7w9PQsdB16eXmp2ubNmyfatGlTpPH/1/bt24W1tbWIjY1Va585c6bGvqLtdpozZ45av02bNglra2vx8OFDIYQQ9%2B7dE7a2tuKLL75Q65eeni48PDxEUFCQqm3q1KnC2tpafPfdd69cnvx1mZycLKytrcXx48dVr4WFhQlra2tx584dtZiijkOb7VEYLy8vIZfLVds4n7%2B/v2jVqpXIyMgQQgixYcMGYWNjI%2BLi4tT6xcTECGtra3H69GlVW2H7Y0Fu374tFAqFmDRp0iv7DRo0qMD3TteuXcXQoUMLjcvJyRHZ2dli%2BvTp4v3331d7zdraWri7u4unT5%2Bq2lJSUoSNjY3YsGGDqi3/s2fTpk1q8XPmzBH29vaqdf/7778X%2BBn1zz//CAcHB7FkyRJV29SpU4u0fUh6PPVTgRkZGWH8%2BPG4cuUKDh8%2BXGLz7dixo9q0lZUVZDIZ2rdvr2ozNDRE48aNC/zlkZ%2Bfn9pffhYWFnByclIdck9KSkJiYiK6d%2B8OAMjJyVH9a9%2B%2BPVJSUnDr1i21eb581KYwP//8M5o1awYHBwe19t69e0MIgZ9//rlI8ymIq6srTExM1NpOnTqFmjVrwsvLS205FAoFzM3NceHCBVXfO3fuYNKkSfDw8IBCoYCdnR0GDRoEAEhMTAQA3Lp1Cw8fPix0Hf6Xvb090tLSMHHiRBw/flzjVFNhLl68iOrVq6ttTwAav/goznZ6%2BVcWcrkcAFR/uZ85cwY5OTno2bOn2vyqVKmCtm3bqq2vfO%2B9955Gm1KpxKxZs9ChQwfY2trCzs4OXl5eAICbN2%2B%2Bdh0UdRzabI9Xad68OWxsbNTa/Pz8kJ6ejqtXrwL4d19q3rw5FAqF2pg8PT0hk8k01k1B%2B2NBzp07h9zcXAwcOPC1fc3NzTXeO3K5XOPIy%2BHDh9G/f384OTmp1v93331X4Lp3cXHBW2%2B9pZrOP/pT0GdHQfvP8%2BfPoVQqAfy7jmQyGXr06KG2jszMzGBjY1Pg/kOlj6d%2BKrhu3bohIiICK1asQOfOnUtkni9/%2BFWuXBnGxsaoUqWKRnt6erpGfEGHXs3MzFQX/j569AgAsHjxYixevLjAMfzvf/9Tm84/bP86T548KfCi2PzTOk%2BePCnSfApS0BiUSiXS0tLQokWLAmPyl%2BPZs2cYMGAAqlSpgvHjx6NJkyaoWrUq7t%2B/j8DAQNWFkPn9C1uH//1wf//995Gbm4vdu3dj3LhxyMvLg729PcaPHw8PD49Cl%2BPJkycFzv/lUwfF2U61atVSmzYyMgIA1fLlz/ODDz4ocH4vn0oxNjZW%2B5IDgLy8PAwdOhQPHz7Ep59%2BCmtraxgbG0MIgX79%2BuH58%2BcFzrugZXvdOLTZHq9SWDzwf/ukUqlEUlIS7OzsCpxHcd8T%2BQXs22%2B//dq%2BL28/4N9t%2BN91evToUYwfPx6%2Bvr4YPnw4zMzMYGBggG%2B%2B%2BQZ79uwp1jwL6/vy/qNUKiGEgLu7e4Hjf/lUEpUNLFQqOJlMhsmTJ8Pf3x%2B7du3SeD2/uHj54tOXP/RKUv6XwMtt%2BR9CtWvXBgAEBAQUWlw1bdpUbfq/f82%2BSq1atZCSkqLR/vDhQ7XcxVHQGGrXro1atWohLCyswJjq1asD%2BPdIz8OHD7Ft2zY4OzurXn/5QsH88RW2Dl/Wp08f9OnTBxkZGbh48SJCQ0MREBCAI0eOFPorplq1aiEuLu618y/Odnqd/HmuXr0a9evXf23/gtb5jRs3cP36dSxatAi9evVStSclJZX4OLTdHoV5Vfx/3xdVqlTBwoULXzmWfEV9T5iamgL49wLqd955p8hjLsz333%2BPBg0aYOXKlWpj2Lp1q87zfp3atWtDJpPh66%2B/VhUx/1VQG5U%2BFioEd3d3eHh4YO3atRp/NZmZmaFKlSr466%2B/1NpPnDgh2Xiio6Ph7%2B%2Bv%2BhBLTk7G77//jp49ewIALC0t0aRJE1y/fh0TJ04s0dxubm7YsGEDrl69qvaX6f79%2ByGTyeDi4lKi%2BTp27IiDBw8iLy8Pjo6OhfbLXxcvf5B%2B%2B%2B23atNNmzaFubl5oeuwsAt%2Bq1Wrhg4dOiA7OxtjxoxBQkJCoYVK27ZtcfjwYcTGxqJDhw6q9oMHD6r1k2I7eXp6wtDQELdv3y7wlE5RFHVd/rfPy3%2B9F3Ucxd0eL4uPj8f169fVTv9ER0ejevXqqv20Y8eO2LBhA2rVqlWiRwY8PDxURzy0OV1VGJlMhsqVK6sVKSkpKZJ%2BpuTr2LEjNm7ciAcPHqBr166S56OSwUKFAACTJ09G7969oVQq0bx5c1V7/vncPXv2oFGjRrCxsUFcXByio6MlG8vjx48xZswY9OvXD0%2BfPkVoaCiMjIwQEBCg6jN37lyMGDECw4YNQ69evVCvXj2kpqbi5s2buHr1KlavXl2s3J988gn279%2BPgIAAjBs3DvXr18fp06exY8cOfPTRR1ofAXidbt26ISoqCiNHjsTgwYPh4OCAypUr4/79%2Bzh//jx8fHzQuXNnODk5wcTEBLNnz0ZgYCAMDQ0RFRWlUUBWqlQJQUFBmDFjhmodpqWlYc2aNRqnD2bMmIGqVauiVatWMDc3R0pKCjZu3IgaNWrA3t6%2B0DH36tULW7duxWeffYagoCA0btwYP/zwA86cOaMaQ76S3k4NGjTAuHHjsHLlSty5cwft27dHzZo18ejRI1y%2BfBnGxsYYN27cK%2BdhaWmJRo0aYdmyZRBCwMTEBKdOncLZs2c1%2BlpbWwP496/9Xr16wdDQEE2bNi3yOLTZHq9St25djB49GoGBgTA3N8f333%2BPs2fPYvLkyTA2NgYAfPzxxzh69CgGDRqETz75BHK5HHl5efjnn39w5swZDB069JXFcGEaNGiAgIAArFu3DllZWfDz80ONGjWQkJCA//3vf69d3y/r2LEjjh49ijlz5uC9997D/fv3sW7dOtStWxd///231uPTRuvWrfHhhx9i%2BvTpuHLlCtq2bQtjY2OkpKTg119/hbW1NQYMGCDpGEh7LFQIAGBra4tu3boVWIAEBwcDAMLCwpCRkQEXFxesX79esttLT5gwAZcvX8a0adOQnp4OBwcHLF%2B%2BHI0aNVL1cXV1xe7du7F%2B/XosXLgQaWlpqFWrFqysrNClS5di5zY1NcW3336LZcuWYdmyZXj27BkaNGig%2BsllSTMwMMBXX32FyMhIHDhwABs3boSBgQHefvtttG3bVvVFWbt2bWzYsAGLFy/GlClTYGxsDB8fH6xYsULt9AUA9O3bFwBUP%2BO0sLBAQEAALl68qHaxYJs2bbB3714cPnwYqampqF27Nlq3bo3FixerDvcXpFq1ati6dSsWLlyIL7/8EjKZDJ6enpg9ezZGjhyJGjVqqPpKsZ0CAgJgZWWFyMhIHDx4EC9evIC5uTlatGiBjz766LXxlStXxvr167FgwQLMmjULhoaGcHNzw5YtWzQuBHdxcUFAQAD27duH3bt3Iy8vD5GRkar2ooyjqNvjVRQKBXr37o3Q0FD8/fffqFu3LqZNm6Z2N%2BRq1arh66%2B/xsaNG7Fz507cvXsXVatWxTvvvAN3d3etbkj4svyCdPv27Zg8eTIMDAzQpEkTDB48WOt59enTB0qlEt9%2B%2By327NmDhg0bYuTIkbh//z7WrFlT7DEW1bx58%2BDo6IidO3fim2%2B%2BQV5eHurWrYtWrVppXAhMZYNMiBK4RScRVXj59xU5ffp0kS68pKLx9vZG8%2BbNsWHDhtIeClGp4BEVItLa9u3bAfx7GiU7Oxs///wztm3bhh49erBIIaISxUKFiLRWtWpVbN26FXfv3kV2djbeeecdjBgxAqNHjy7toRGRnuGpHyIiIiqzeGdaIiIiKrNYqBAREVGZxUKFiIiIyiwWKkRERFRmlatf/WTlZhQrrqpBNQBA67DexYr/dfhenXPrEs/czK1N7tQXymLFmxjV0SkWqLjrnLmZm7lfH19cPKJCREREZZYkR1SSkpIQHh6OS5cuIT4%2BHpaWlpI%2BG4aIiIj0kySFSnx8PGJjY%2BHo6Ii8vDzwVi1ERERUHJKc%2BvH29kZsbCxWr16tegQ5ERERkbYkKVT%2B%2B5h3IiIiouJiRUFERERlFgsVIiIiKrNYqBAREVGZxUKFiIiIyiwWKkRERFRmsVAhIiKiMkuSG75lZmYiNjYWAJCcnIz09HTExMQAAJydnWFqaipFWiIiItIzkhQqSqUSQUFBam3505GRkXBxcZEiLREREekZmeD97YmIiKiM4jUqREREVGZJcupHKlm5GcWKq2pQTed45i5/uVNfKIsVb2JUp1wv94PM5GLF1zO2KNfLXV5z67K9ACDx6V/FiresIS/V95gu4wa4n5e33LrgERUiIiIqsyQ5onL48GFERUXh6tWrSE1NRcOGDfHRRx%2Bhf//%2BfGAhERERFZkkhcrmzZtRv359fPbZZ6hTpw7Onz%2BPBQsW4M6dO5g6daoUKYmIiEgPSVKorF%2B/Xu1eKa6ursjIyMDXX3%2BNCRMmwMjISIq0REREpGckOQ9T0A3dFAoFnj9/jidPnkiRkoiIiPTQG7tg5Ndff0WtWrVQp06dN5WSiIiIyrk3UqhcvnwZe/fuxccffwwDA4M3kZKIiIj0gOSFSkpKCsaNGwd7e3uMGDFC6nRERESkRyQtVJ4%2BfYoRI0agatWq%2BOqrr1C5cmUp0xEREZGekezOtM%2BfP8fo0aPx6NEj7Ny5E7Vr15YqFREREekpSQqVnJwcBAUF4fr169i%2BfTssLCykSENERER6TpJCZd68eTh16hSmTJmCrKws/PHHH6rXmjVrhrfeekuKtERERKRnJClUzpw5AwD48ssvNV6LjIyEi4uLFGmJiIhIz8iEEKK0B0FERERUEMkuppVCRX08tq6PgS/N5S7NR7GfuX%2BiWPGeb/uU6vaOe/xLsWIdTNsAAFJfKIsVb2JUp1RzV9T3ty7rDCjdda5L7vL8uabLcuvyuQSU3/1cF3yUMREREZVZkhxR%2BfHHH7FhwwYkJCQgPT0d9erVQ6dOnRAYGIgaNWpIkZKIiIj0kCSFSmpqKpycnPDxxx%2BjZs2aiI%2BPR2hoKOLj4xERESFFSiIiItJDkhQqfn5%2B8PPzU027uLjAyMgIM2fOxIMHD1CvXj0p0hIREZGeeWPXqNSqVQvAvzeDIyIiIioKSX/1k5ubi5ycHCQkJGDt2rXw8vLiXWqJiIioyCQtVLy8vPDgwQMAQLt27bB8%2BXIp0xEREZGekbRQ2bhxIzIyMpCQkIB169Zh1KhR2Lx5MwwMDKRMS0RERHpC0kLFxsYGANCqVSvY2tqiT58%2BOHbsGHx9faVMS0RERHrijV1Mq1AoYGBggNu3b7%2BplERERFTOvbFC5ffff0dubi4aNGjwplISERFROSfJqZ/AwEC0aNECcrkcVatWxfXr1xEWFga5XI5OnTpJkZKIiIj0kCSFioODAw4dOoSNGzdCCAELCwv069cPw4YNg5GRkRQpiYiISA/JhBCitAdBREREVBA%2BPZmIiIjKLEl/nlzSUl8oixVnYlQHAJCVm1Gs%2BKoG1Uo1ty6xpZ1bl/Wma%2B4HmcnFiq9nbFGu1zlzM3dR48/cP1GsWM%2B3fXTOretyzzo/u1jx81zmluvPc13GrutyyzoX78cw4tjdYsXl4xEVIiIiKrMkL1SePXuG9u3bQy6X4/Lly1KnIyIiIj0ieaGybt065ObmSp2GiIiI9JCkhcrNmzexY8cOjB07Vso0REREpKckLVQWLFiA/v37o2nTplKmISIiIj0lWaESExOD69evY8yYMVKlICIiIj0nSaGSmZmJRYsWYeLEiXjrrbekSEFEREQVgCSFyldffYU6deqgd%2B/eUsyeiIiIKogSv%2BFbcnIyIiIisHbtWqSnpwMAMjIyVP999uwZqlevXtJpiYiISA%2BVeKFy9%2B5dZGdnY%2BTIkRqvDRkyBI6Ojti1a1dJpyUiIiI9VOKFikKhQGRkpFrbtWvXEBISgrlz58Le3r6kUxIREZGeKvFCpWbNmnBxcSnwNTs7O9jZ2ZV0SiIiItJTfNYPERERlVkyIYQo7UEQERERFaTET/1IiY9i105ZeBR74tO/ihVvWUNeYbe3rrkfZCYXK76esQXiHv9SrFgH0zY65y7P67y8bu/yvNypL5TFijcxqqNTrK65dflM1DW3LvsKoPt3cHHx1A8RERGVWZIUKnv37oVcLtf4t3TpUinSERERkZ6S9NRPWFgYatSooZquV6%2BelOmIiIhIz0haqNjZ2cHU1FTKFERERKTHeI0KERERlVmSFip%2Bfn5QKBTw8fHBhg0bkJubK2U6IiIi0jOSnPoxNzfH2LFj4ejoCJlMhpMnT2LlypV48OABZs2aJUVKIiIi0kOSFCrt2rVDu3btVNOenp6oUqUKtm7dilGjRqFu3bpSpCUiIiI988auUenSpQtyc3Nx7dq1N5WSiIiIyjleTEtERERl1hsrVA4dOgQDAwPY2tq%2BqZRERERUzklyjcqwYcPg6uoKa2trAMCJEyewa9cuDBkyBObm5lKkJCIiIj0kSaHStGlTfPfdd7h//z7y8vLQpEkTTJ8%2BHYMHD5YiHREREekpmRBClPYgiIiIiArCi2mJiIiozJL0WT8lLSs3o1hxVQ2q6RxfmrlTXyiLFWtiVAcAdIrXNfeDzORixdcztijVdZ749K9ixVrWkOucuzSXW5ftpWvuivr%2Brqj7mq65dflsKs/LXV5z64JHVIiIiKjMkrRQ2b17N3r06AF7e3u4ublh1KhRUqYjIiIiPSPZqZ/Q0FBs2bIFo0aNgqOjI1JTU/Hjjz9KlY6IiIj0kCSFys2bN/HVV19h48aN8PT0VLV37txZinRERESkpyQ59bN37140bNhQrUghIiIi0pYkhcqlS5dgbW2NtWvXws3NDS1atMCgQYP4QEIiIiLSiiSFSkpKCs6cOYOoqCjMnTsXoaGhyMzMhL%2B/P9LS0qRISURERHpIkmtUhBDIyMhAaGgomjdvDgCws7ODj48Pdu7ciREjRkiRloiIiPSMJEdUTExMYGZmpipSAKBu3bqwtLREQkKCFCmJiIhID0lSqFhZWRXYLoRApUq8xxwREREVjSRVQ8eOHfHo0SPcuHFD1fbgwQMkJiZCLpdLkZKIiIj0kCTXqHTu3Bl2dnYYO3YsgoKCYGRkhLVr18LU1BT9%2BvWTIiURERHpIUmOqBgYGGDTpk1o0aIFZs2ahcmTJ8PMzAxbtmxBtWq6PZyIiIiIKg6ZEEKU9iCIiIiICiLZs36koMtjvYHy%2B3js0szNdc7c2uTWZX8pz8vN3BUr94PM5GLF1zO2KNX3WGl%2BnuuCP8EhIiKiMkuSIyqDBw/GhQsXCnxt%2BfLl6NatmxRpiYiISM9IUqjMnj0b6enpam1bt27F0aNH4ebmJkVKIiIi0kOSFCrNmjXTaJs0aRI8PDxgamoqRUoiIiLSQ2/kGpXffvsNd%2B/eRffu3d9EOiIiItITb6RQiY6OhrGxMXx8fN5EOiIiItITkhcqOTk5iImJgY%2BPD2/2RkRERFqRvFA5e/YslEol/Pz8pE5FREREekbyQiU6Ohq1atWCp6en1KmIiIhIz0haqGRlZeHEiRPw9fVF5cqVpUxFREREekjSQuXkyZN49uwZf%2B1DRERExSJpoRIVFYX69eujdevWUqYhIiIiPSVZoZKamooff/wRXbt2hUwmkyoNERER6TGZEEKU9iCIiIiICsKnJxMREVGZJcmzfqSSlZtRrLiqBtV0jtc1d%2BoLZbHiTYzq6Jz7QWZyseLrGVsg7vEvxYp1MG0DoHTXOXO/%2Bdy67GvleblL8/2d%2BPSvYsVb1pCX63VeXre3Lu8RoPwuty54RIWIiIjKLMkKlePHj6Nv375o1aoV3N3dERgYiMTERKnSERERkR6SpFA5d%2B4cAgMD0bRpU4SGhmLmzJm4desW/P39kZ6eLkVKIiIi0kOSXKNy8OBB1K9fH4sXL1b9NNnCwgJ9%2B/bFr7/%2Big4dOkiRloiIiPSMJEdUcnJyUL16dbX7p9SoUUOKVERERKTHJClUPvjgAyQmJmLbtm1IS0vD3bt3sXjxYlhZWcHNzU2KlERERKSHJClU2rZtizVr1mDFihVo27YtfHx8cOfOHURERMBKnlcsAAAgAElEQVTIyEiKlERERKSHJClUfvvtN0yZMgV9%2BvTBli1bsGbNGlStWhUjRozgxbRERERUZJJcTDt//ny4urri888/V7W1bt0a7du3x%2B7du%2BHv7y9FWiIiItIzkhxRuXnzJmxsbNTaTE1NUbduXdy%2BfVuKlERERKSHJClU6tevj6tXr6q1paSk4OHDh7CwsJAiJREREekhSQqVgQMH4uTJk5g3bx7Onj2Lw4cPY8SIEahWrRp69OghRUoiIiLSQ5JcozJw4EBUrlwZO3bswL59%2B1CtWjXY29tj8eLFqFu3rhQpiYiISA/JhBCitAdBREREVBBJjqhIpTw/FlyXR7Hr%2BmhtXeJ1zV1eH0Gv66PYdYkvzeXWdXuX5nuMubWPL8/buzQ/U8vr%2B7s0c%2BtCsqcnExEREelKskLl1KlT6NWrF1q0aIEOHTpg9erVyM3NlSodERER6SFJCpU//vgDn376KSwtLfHVV1/B398f4eHhWLp0qRTpiIiISE9Jco1KaGgoFAoFli1bBgBo164dcnNzsWLFCgwbNgxmZmZSpCUiIiI9I8kRlWvXrsHT01OtrV27dsjOzsaZM2ekSElERER6SJJC5fnz56hcubJaW/5Tk2/evClFSiIiItJDkhQqTZo0QVxcnFrbH3/8AQBITU2VIiURERHpIcluof/DDz9g69atePLkCX755ResXLkSBgYGkMlkUqQkIiIiPSRJodKrVy/4%2B/tjyZIlcHFxwSeffIL%2B/fvDxMQE5ubmUqQkIiIiPSTJr35kMhmCg4MxZswYJCcno379%2BsjJycGKFSvg6OgoRUoiIiLSQ5LembZGjRqwsbFBzZo1sW3bNlhYWMDd3V3KlERERKRHJDmiEhcXhwsXLkChUCArKwsnT57EgQMHsGnTJhgYGEiRkoiIiPSQJIVK5cqVcfToUaxduxYA4OjoiG3btsHJyUmKdERERKSnZEIIUdqDICIiIioIn55MREREZZYkp36k8iAzuVhx9YwtAABZuRnFiq9qUE2nWABIfaEsVryJUZ0Ku9y65i7N5WZu5mZuaXPr8rlYnj9TdRl7aW5vXfCIChEREZVZWhcqSUlJmDVrFnr27AlbW1v4%2BfkV2G/fvn3w9fWFvb09/Pz8cPjwYZ0HS0RERBWL1oVKfHw8YmNj0bhxY1hZWRXYJyYmBsHBwejcuTM2bdoEV1dXTJgwgU9OJiIiIq1ofY2Kt7c3OnXqBAAIDg7GlStXNPqsWrUKvr6%2BmDRpEgDA1dUVt27dwurVq%2BHp6anjkImIiKii0PqISqVKrw65c%2BcOEhMTNU4J%2Bfn5IS4uDo8fP9Y2JREREVVQJX4xbWJiIgDA0tJSrd3KygpCCNXrRERERK9T4oVKamoqAKBmzZpq7SYmJmqvExEREb2OZD9PlslkatP5N8B9uZ2IiIioMCVeqBR25CQtLQ2A5pEWIiIiosKUeKGSf23Ky9ei3Lx5EzKZTOPaFSIiIqLClHih0rBhQ1haWuLQoUNq7dHR0XBwcICpqWlJpyQiIiI9pfV9VDIzMxEbGwsASE5ORnp6OmJiYgAAzs7OMDU1xbhx4zBhwgQ0atQI7u7uOHHiBM6ePYuwsLCSHT0RERHpNa0LFaVSiaCgILW2/OnIyEi4uLigS5cuyMrKwvr16xEeHo7GjRtjxYoVvNkbERERaUUm8n%2BOQ0RERFTGaH1EpTTp%2Bojp1BfKYsWbGNXRKRaouI9i12W9leZyl%2Bb2Ls3cB2/vLVZst0a9Aei2vXV5fD1Quvu5LmPXdblLc52X5nLrEq/re6w0P9d0We7S/EzVhWT3USEiIiLSldaFSlJSEmbNmoWePXvC1tZW45k%2BAHDo0CGMHTsW7dq1g1wuR3h4eIkMloiIiCoWrQuV%2BPh4xMbGonHjxrCysiqwT0xMDO7cuQMvLy%2BdB0hEREQVl9bXqHh7e6NTp04AgODgYFy5ckWjz8qVK1VPWd65c6eOQyQiIqKKSusjKvkFiK59iIiIiF6HFQURERGVWSxUiIiIqMxioUJERERlFgsVIiIiKrNYqBAREVGZxUKFiIiIyiyt76OSmZmJ2NhYAEBycjLS09MRExMDAHB2doapqSkSEhKQkJCgirlx4wZiYmJgbGyMDh06lNDQiYiISN9pXagolUoEBQWpteVPR0ZGwsXFBYcPH8aaNWtUr%2B/fvx/79%2B%2BHhYUFTp48qeOQiYiIqKKQCSFEaQ%2BCiIiIqCC8RoWIiIjKLK1P/ZSm1BfKYsWZGNUBAGTlZhQrvqpBNZ1idc2t63LrEl%2Bay/0gM7lYsfWMLXTOretyl%2BY6j3v8S7HiHUzbYHt8RLFiBzUfCqB0l7u87uflOXd5Xefl%2BbtEl/d3aa5zXfCIChEREZVZWh9RSUpKQnh4OC5duoT4%2BHhYWloiOjpa9Xp6ejo2b96MH374Abdu3YKhoSHs7OwwceJE2NnZlejgiYiISL9pfUQlPj4esbGxaNy4MaysrDRev3fvHnbu3Al3d3esWLECISEhyMvLQ//%2B/XH16tUSGTQRERFVDFofUfH29kanTp0AAMHBwbhy5Yra6w0aNMCxY8dgbGysanN3d4ePjw%2B2b9%2BOkJAQHYdMREREFYXWhUqlSq8%2BCFOtmuZFM1WqVIGVlRUePnyobToiIiKqwN7IxbQZGRm4du0aLC0t30Q6IiIi0hNvpFBZuXIlMjMzMWjQoDeRjoiIiPSE5IVKVFQUtm7diuDgYDRu3FjqdERERKRHJC1Uzp49i2nTpmHYsGEYOHCglKmIiIhID0lWqMTFxSEwMBC%2Bvr6YMmWKVGmIiIhIj0lSqNy8eRMjRoxAq1atEBISAplMJkUaIiIi0nNa/zw5MzMTsbGxAIDk5GSkp6cjJiYGAODs7AwhBIYNG4bKlStj%2BPDhajd5MzIygq2tbQkNnYiIiPSd1oWKUqlEUFCQWlv%2BdGRkJADgn3/%2BAQB88sknav0sLCxw8uTJ4oyTiIiIKiCZEEKU9iCIiIiICqL1EZXSVJ4fh16auR9kJhcrvp6xRbl%2BFHt5fQR9eV7nFXV765K7NNf59viIYsUOaj4UQPld5%2BX5/V1el1sXb%2BSGb0RERETFofURlaSkJISHh%2BPSpUuIj4%2BHpaUloqOj1fp8%2BeWXOH36NO7duweZTIamTZti6NCh6NatW4kNnIiIiPSf1oVKfHw8YmNj4ejoiLy8PBR0iUtmZib69%2B%2BPpk2bQgiBI0eOYOLEicjLy0P37t1LZOBERESk/7QuVLy9vdGpUycAQHBwMK5cuaLRZ9asWWrT7dq1Q0JCAvbt28dChYiIiIpM62tUKlUq3mUttWrVQnZ2drFiiYiIqGKS7GJaIQRycnKQlpaG/fv34%2BzZs3zeDxEREWlFsp8n//TTT/D39/83iaEhZs6cCV9fX6nSERERkR6SrFBxcHDAd999h/T0dPzwww/44osvYGBggL59%2B0qVkoiIiPSMZIXKW2%2B9BXt7ewCAm5sbXrx4gUWLFqF3794wMDCQKi0RERHpkTd2wzc7Ozukp6fj8ePHbyolERERlXNvrFD59ddf8dZbb6F27dpvKiURERGVc1qf%2BsnMzERsbCwAIDk5Genp6YiJiQEAODs74%2BHDh1i6dCl8fX1hYWGBjIwMnDp1Ct999x0mTZoEQ8Ny9XghIiIiKkVaVw1KpRJBQUFqbfnTkZGRsLKyQs2aNbFu3TqkpKSgRo0asLS0xNq1a1U3iiMiIiIqCpko6B74RERERGUAn55MREREZVa5umAkKzejWHFVDarpHF%2BaueMe/1KsWAfTNjrnTn2hLFasiVEdnXNX1O3N3G8%2Bt67vMV3eJ7oud2nm1iX%2BQWZysWLrGVvonLs017muy61LfGlub13wiAoRERGVWVoXKklJSZg1axZ69uwJW1tb%2BPn5vbL/sWPHIJfLX9uPiIiI6GVan/qJj49HbGwsHB0dkZeXh1ddi5uVlYWQkBCYmZnpNEgiIiKqmLQ%2BouLt7Y3Y2FisXr0adnZ2r%2By7YcMG1K9fH%2B3atSv2AImIiKji0rpQqVSpaCG3b9/G5s2bMWPGDK0HRURERARIeDHtggUL0LNnT9jY2EiVgoiIiPScJD9PPnnyJH7//XfVrfWJiIiIiqPEj6g8f/4cCxcuxNixY2FqalrSsyciIqIKpMSPqGzduhWVKlVCt27dkJaWBgDIzs5GXl4e0tLSULVqVRgZGZV0WiIiItJDJV6oJCYmIikpCW5ubhqvtW3bFnPmzMFHH31U0mmJiIhID5V4oTJixAj06tVLrW3jxo24desWQkJC0KRJk5JOSURERHpK60IlMzMTsbGxAIDk5GSkp6erLpp1dnaGlZUVrKys1GL27duHBw8ewMXFpQSGTERERBWF1oWKUqlEUFCQWlv%2BdGRkJIsRIiIiKjEy8ap74BMRERGVIknuoyIVXR8xXV4fj33m/olixXq%2B7QNAt0eSJz79q1ixljXkAEp3neuy3LrEAuV3uUtzP497/EuxYh1M2%2BicuzSXW5d9BdBtX9N1neuSW9fPltJ8f5fXfW315RXFih1nP0Hn3LqQ7M60RERERLrS%2BohKUlISwsPDcenSJcTHx8PS0hLR0dFqfQYPHowLFy5oxB46dEjjQlsiIiKiwmhdqMTHxyM2NhaOjo7Iy8tDYZe4tGrVClOnTlVra9CgQfFGSURERBWS1oWKt7c3OnXqBAAIDg7GlStXCuxXs2ZNtGzZUrfRERERUYWm9TUqlSrxshYiIiJ6MySrOi5cuICWLVvC3t4egwYNwsWLF6VKRURERHpKkp8nt23bFj179kSTJk3w8OFDhIeHw9/fH9u2bYOTk5MUKYmIiEgPSVKojBs3Tm26Y8eO8PPzw7p167Bp0yYpUhIREZEeeiMXnFSrVg0dOnTA1atX30Q6IiIi0hNv7MpY3qmfiIiItPVGCpWMjAzExsbC3t7%2BTaQjIiIiPaH1NSqZmZmIjY0FACQnJyM9PR0xMTEAAGdnZyQmJiI8PBydO3dG/fr18fDhQ2zevBkpKSlYtWpVyY6eiIiI9JrWhYpSqURQUJBaW/50ZGQk3n77bbx48QLLly/HkydPYGxsDCcnJ8ydOxcODg4lM2oiIiKqEGSCF48QERFRGcXbzBIREVGZJcl9VKRy8PbeYsV1a9QbAJCVm1Gs%2BKoG1ZD6QlmsWBOjOgCgU7wu4wZ0W25dcyc%2B/atY8ZY15OV6uXWJj3v8S7FiHUzb6Jy7oq7z0tzPdf1seZCZXKz4esYW5fr9XVE/U3VZ7tWXVxQrdpz9BJ1z64JHVIiIiKjM0vqISlJSEsLDw3Hp0iXEx8fD0tIS0dHRGv2ePHmClStX4vjx40hNTUX9%2BvXh7%2B%2BP/v37l8jAiYiISP9pXajEx8cjNjYWjo6OyMvLK/BGbs%2BePcPgwYNRpUoVTJ8%2BHXXq1EFSUhKys7NLZNBERERUMWhdqHh7e6NTp04AgODgYFy5ckWjz4YNG5CVlYXdu3ejatWqAAAXFxcdh0pEREQVjdbXqFSq9PqQPXv24IMPPlAVKURERETFUeIX0965cwePHj1CzZo1ERAQgBYtWsDFxQVz585FVlZWSacjIiIiPVbihcqjR48AAEuWLIGpqSk2bdqEwMBA7N%2B/H/Pnzy/pdERERKTHSvw%2BKnl5eQAAKysrhISEAADc3NyQk5ODJUuWICgoCObm5iWdloiIiPRQiR9RqVWrFgDA1dVVrd3V1RV5eXm4efNmSackIiIiPVXihUrDhg1RuXJljfb8nzEX5WJcIiIiIkCCQsXIyAgeHh746aef1Np/%2BuknGBoaolmzZiWdkoiIiPSU1teoZGZmIjY2FgCQnJyM9PR0xMTEAACcnZ1hamqKMWPGYMCAAfjss8/Qo0cPJCQkIDQ0FAMHDoSpqWnJLgERERHpLa0LFaVSiaCgILW2/OnIyEi4uLjAwcEBGzZswLJlyzBq1CjUqlULgwYN0ogjIiIiehWZKOge%2BERERERlAK9sJSIiojKLhQoRERGVWSxUiIiIqMxioUJERERlFgsVIiIiKrNYqBAREVGZxUKFiIiIyiwWKkRERFRmsVAhIiKiMouFChEREZVZLFSIiIiozGKhQkRERGUWCxUiIiIqs1ioEBERUZnFQoWIiIjKLBYqpSwjIwP9%2B/fHtWvXSnsoREREZY5haQ9AKv/73/%2BQkJCAtm3bqrVnZ2cjNTUVderUgUwm04hLT0/HtWvXNOLypaSkICcnB%2B%2B88w4AQAiBY8eOISkpCY0aNYKPjw8MDdVX69WrVwsdZ0ZGBv744w9cuXIFeXl5AAA7O7siLeOjR49UBY6trS3q1KlTpLj09HTs3LkTCQkJkMlkUCgU6Nu3L6pWrarR99ChQ3B3d0etWrWKNO%2BXPXv2DL/99huEEHBzc0PlypXx7Nkz7N69G3fu3EGDBg3QvXt3mJmZFTqPx48f48cff0RiYiKePHmCSpUqwczMDE5OTnBzcytwOxIRkX6QCSFEaQ9CCkeOHMH48eNVX%2BRCCCxduhRff/01nj9/DhMTE/j7%2B2P48OEwMDBQxV26dKnAIxzp6ekICgrCuXPnAADe3t5YtmwZAgICcP78eRgYGCA3NxcKhQLbt29H9erVVbE2NjaqL1MhhMYXa35b/n9fzr18%2BXIMHDgQ9erVAwDk5eVh4cKF%2BPbbb5GbmwshBAwNDTF48GBMnTpVLfbTTz%2BFubk55s6dCwC4fv06hg4divT0dFhaWkIIgcTERJiZmWHz5s1o0qSJWryNjQ0MDQ3h6emJHj16wNvbu8CCpiC3bt3C0KFD8c8//wAAmjdvjrCwMAwfPhx///036tatiwcPHqB69erYvn07mjdvrhafl5eHpUuXYtu2bcjOzla1GxoaombNmnj8%2BDEaNGiAhQsXwtnZ%2BZVjefLkCRITE5GamgqZTIaaNWvC0tKy2AVYaRJC4PHjx6hduzYqVdLuoGh2djb27t0Lb29vmJubSzRCTUqlEjdv3kSlSpVgZWWF2rVrv7HcwL/F7r1792BhYVGk3Dk5Obh7965qfzE3N1f9cfIqf/75J27evKm2n1lZWcHW1rYkFuONUiqVSE5ORoMGDWBqaqpV7IsXL7BmzRr069cPDRo00Dr3ixcvAABGRkZaxV2%2BfFn1B5iNjQ1sbGwK7Pfo0aNX/nFUFFlZWRBCwNjYWNV27do13L59GxYWFmjRosVr53H//n21/cXc3BwKhULt%2B%2BNV9Gl/eyWhp2JiYoSNjY1qeseOHcLOzk6EhISI/fv3ixkzZgg7OzsxYMAA8eTJE1W/P/74Qy0uX0hIiHBxcRG7du0SR44cET179hQjRowQHTt2FFeuXBG5ubni4sWLwsPDQ4SGhqrFtmvXTnh4eIidO3eK8%2BfPq/07efKkkMvlYsuWLaq2l9nY2IhLly6ppjds2CAUCoVYvHixiIuLE5cuXRIhISFCoVCI7du3q8W6ubmJY8eOqaYHDRok%2BvTpIx4%2BfKhqu3//vujVq5cICAjQyC2Xy8WECROEj4%2BPkMvlomXLlmLy5Mni9OnTIicn51WbQAQGBopu3bqJS5cuicTERDFq1Cjh5%2BcnPvjgA6FUKoUQQjx8%2BFC8//774tNPP9WIX716tXB0dBTh4eHixo0b4u%2B//xb79u0THTt2FBs2bBBKpVKsXLlS2Nvbq62f/zp79qz48MMPhUKhEDY2NkIul6v%2BKRQK8eGHH4pz5869cjleJzY2Vnh7e2u0//nnn2LatGli2LBhIiQkRNy%2BfbvAPgXFCiFEdHS0GDp0qBgyZIg4evSoEEKI7777TrRp00bY2NiINm3aiLCwMK3GmpaWJmxsbMTFixcL7ZOYmCieP3%2Bu1vbHH3%2BIkSNHCg8PD%2BHh4SFGjRolLl%2B%2BrBG7c%2BdOsWPHDtV0VlaWmDlzprC1tVWtfzs7O7Fo0aIC9x97e3sxduxYceTIEY0xvM7z58/F/PnzhYeHh3B3dxfr1q0TQvy7H9nZ2QkbGxthY2MjJk6cKDIyMgqcx59//ik%2B/fRT4eDgoOqf/69du3YiNDRUZGZmasTt3r1btGvXTmMfk8vlqtjvvvtOq%2BV52cufaflOnz4thgwZInx9fcWYMWPEL7/8otGnsM81If79PHnvvfeEj4%2BP2Lp1qxBCfZ0pFAoxd%2B5ckZeXV%2BSxFmU/%2B/HHH8XTp0/V2o4cOSK6deumWud%2Bfn7i%2BPHjGrFr1qwR69evV03/73//E0OHDlVb/zY2NmLs2LHi2bNnGvE2NjaiV69eIiIiQty/f7/Iy5W/bKNHjxa2trZCoVCIzz//XOTk5IipU6eq5R4wYIB4/PhxgfM4deqU6Nmzp8Y%2BZmNjI%2Bzt7UVwcLBISUkpdAxS72%2BF7WtC6L6/FUe5K1T8/PyK9M/Ly0ttRXXv3l2sXr1abV5xcXGiY8eOolu3buKff/4RQhS%2Bgn18fNSKgCtXrgi5XC527dql1i8iIkL4%2BfmptT179kwsWbJEtGzZUixZskSkp6erXktLSxNyuVxcuHCh0GWWy%2BVqX8Q%2BPj7iiy%2B%2B0Og3c%2BZM0aNHD7U2e3t7tQ8LOzs7cfr0aY3YY8eOiZYtW74y96%2B//irmzp0r3N3dhVwuF66urmLu3Lni119/LXDc7u7uIiYmRjV9584dIZfL1QonIYQ4dOiQ8PDw0Ijv0KGD2LJli0b7xYsXhb29vepDbvr06cLf31%2Bj3%2BHDh4WNjY0YOnSo2Ldvn4iLixNJSUni77//FnFxcWLv3r1i6NChQqFQiCNHjhS4DEVR0Jv66tWrwt7eXnh6eoqPP/5YODs7CwcHB/HNN9%2Bo9Stsfzt48KCQy%2BWif//%2BYtSoUcLBwUHs3LlT2NnZiS%2B%2B%2BELs3btXTJ8%2BXdjY2IiTJ0%2Bqxb7qfdGtWzchl8uFj4%2BP8PPzE927d9fI/XJhfPHiRWFnZye8vLzE3LlzxZw5c4SXl5ewt7fXKFbee%2B89tffE3LlzRcuWLcXmzZvFtWvXxJ9//inCwsJEy5YtxfLlyzVyy%2BVy0aZNG9V/p02bJs6dO1ekL8nQ0FBhZ2cn5syZI5YtWyZcXV3F/PnzRatWrcTWrVvFhQsXRHh4eKG5z507J1q0aCG6d%2B8uFi1aJJYvXy6GDBkibG1txdq1a0VYWJjw9fUVvXr1Emlpaaq4r7/%2BWigUCjFz5kxx4cIFoVQqRU5OjsjJyRFKpVJcuHBBVaz9t4jTVkH72blz51RfutOnTxddunQRCoVCLF26VK1fYfvZ9u3bhY2NjZg0aZL44osvRNu2bcWqVauEo6OjiIiIEOfPnxdr164VdnZ2Yt%2B%2BfWqxTk5Or/wnl8uFo6OjcHJyEq1atdLI/fJ%2BduzYMSGXy0W/fv1EWFiY2LRpk%2BjTp49QKBTi7NmzarFeXl7iwIEDqumJEycKNzc3cfToUZGWlibS0tLE4cOHhaurq5g9e7ZGbrlcLt59913VHyyDBw8Wu3btEqmpqYVvgP9v/vz5ok2bNmLTpk3i22%2B/Fe%2B%2B%2B64YO3as8PDwEMePHxfJyckiJiZGuLm5iblz52rEHzx4UNjY2IiAgACxfft2sWvXLjFt2jTh6OgoNm/eLA4fPiyGDBkivLy8Ciyi3sT%2BVlihouv%2BVlzl7hqVxMRENGvW7LWHtpKTk1WnHADgzp07cHFxUetjb2%2BPXbt2YcSIEejXrx/Cw8MLnd%2BDBw9gbW2tms4/TfHy6QobGxskJyertVWrVg1TpkxB7969sXDhQrz33nuYNGkSevXq9eqFLcS9e/fg7e2t0e7j44MDBw6otTVt2hRxcXFo06YNAKBmzZpqp1HyZWdno3Llyq/M26pVK7Rq1Qqff/45zpw5g%2BjoaBw4cADffPMN3nnnHfj5%2BWHixImq/llZWahZs6Zq2sTEBABQo0YNtfmamJggIyNDI59SqUSzZs002ps3b44XL17g3r17sLa2ho%2BPD6ZMmaLRb%2B3atRg8eDCmT59e4PLY29ujV69eWLhwIUJDQ/Huu%2B%2Bqvb558%2BZXrI3/89dff2m0LV%2B%2BHG3atMH69ethZGSEzMxMrFixAnPmzEFycjImTZr0ynlGRESgX79%2BmDdvHgBg//79mDFjBoYMGYLPPvsMANCrVy/IZDJERETAy8tLFRsfHw8zMzO0a9dOY74vXrxAQkICmjRpUuipH/HS2eBVq1ZBoVAgMjJSdZg7IyMDAwcOxJo1a7B%2B/XpV33v37qmdPjx48CAmT56MgQMHqtoUCgUMDAwQERGBCRMmaOQPCwtDVlYWoqOjcfToUezbtw916tRBt27d4OfnB3t7%2BwLHHRUVhfHjx2P48OEAAHd3d/j7%2ByM4OBhDhgwBALRt2xa5ubnYs2ePRu7ly5fj3XffxbJly9Taw8PDsWPHDhw/fhwDBw5Ev379sGrVKsyYMQMAsGXLFowbNw6jRo3SGJOpqSlMTU3Rtm1bvPPOO9i8eTM%2B%2BugjtT7z588vcHledvv2bY22tWvXomvXrqoxCyEQGRmJpUuX4t69e1i8eLHGNXP/9e2332LkyJGqdeHp6YnRo0dj7Nix8Pf3BwA4Ozvj6dOn%2BOabb/D%2B%2B%2B%2BrYjMzM1GnTh306dNH47MjKysLYWFh6NKlCywsLArM/fJ%2Btm7dOnh6emLTpk2q0%2BPDhg3DJ598gg0bNsDd3V3VNyUlBfXr11dNnz59GjNnzkTnzp1Vbb6%2Bvnj69CmWL1%2BOOXPmaOT/8ssvUadOHURFReHgwYOYOXMm5s2bhw4dOsDPzw9eXl6oUqWKRtyJEycwceJE1Xa0tbVF37598cUXX8DHxwcAUL9%2BfSiVSkRERGjEf/XVVxg4cKBq/wGAvn37wtnZGUuWLEFsbCw6d%2B6MTz75BCtXrkRISIhavC77my77GqD7/lZc5a5Qad68ORo3bqyx8V525MgRXLx4UTVtYmKCR48eafQzNzfH9u3bMWrUKAwcOLDAjQ8Ab731FlJTU1XThoaGqFevHqpVq6bW7/nz54VeN2BlZWJcd3IAABgMSURBVIXw8HDExMRg8eLF2LFjB8aOHVuki0HT09Px5MkTAEDt2rU13uT5Xs49aNAgLFmyBAqFAm5ubhg0aBCWL1%2BOpk2bwsrKCgCQkJCAVatWoUOHDq8dBwAYGBigQ4cO6NChA54/f44TJ04gKioKW7ZsUStUrKys8P3338PNzQ0A8P3336N69eo4deqUWtF44sQJNG7cWCNP8%2BbNceDAAXh4eKi1HzhwAIaGhqoPqsKumUlKSsLMmTNfuzydOnXCt99%2Bq9G%2BePFi1bVDr/PyNrx69SoWLVqkOsdubGyM6dOnw97eHtOnT8fDhw%2BxcOHCQud369YttS9SHx8fBAcHo3379mr9vL29MWvWLLW20NBQLFq0CHfv3sWMGTMgl8tVr6WlpeHgwYMICAgo9ILxl126dAmLFy9WOxdfrVo1%2BPv7Y8GCBWp9a9asCaVSqZrOyMhQ7Wf/1bx5c9X%2B/DKZTAYXFxe4uLhg9uzZiI2NRVRUFHbt2oXIyEg0atQIfn5%2B6NatGywtLVVxDx48gIODg2rawcEBQgiNi9MdHBywdu1ajbw3btzA%2BPHjNdr79OmDL7/8EomJibCyslJ9geR/0dy/fx%2BtWrUqcFn%2Bq3Xr1vjqq6802rdv3w4TE5PXXpeQlZVV4JhHjx6tmpbJZPj444%2BhUCgwZswYjBgxAmvWrCl0nnfv3oWrq6tq2tnZGUIIjX3D1dUV%2B/btU2vbvXs35s%2Bfj5iYGEyfPl3t8%2BPp06cICwtD7969i7yf3bhxA6tWrVJ7L8lkMnz00Uf4/PPP1fqam5sjOTlZ9QdYbm4u6tatqzHPevXqITMzs9CcFhYWGDVqFEaNGoXr168jKioKhw8fxvHjx1G9enV07twZfn5%2B8PT0VMU8fvxYbZ/O//%2BmTZuqzdvKyqrA75y///67wD%2BevL29ERwcjKSkJDRr1gz9%2BvUr8DNCl/1Nl30N0H1/K65yV6g4ODjgxx9/LFLf/37B2NnZ4fjx4%2BjatatGv7feegsREREYN24clixZUmDh0KxZM1y%2BfBmdOnUC8G9BEBsbq9Hvr7/%2BQqNGjV45Ll9fX3Ts2BHr1q3DmDFjirQsw4YNU1uuS5cuaXyBx8fHqy64zde3b1/cv38fw4cPR8OGDWFtbY379%2B/Dz89P9SshpVIJhUKBadOmFWks/1WlShV07doVXbt2RVpamtprI0eOxNixY3Hx4kVUr14dN2/exJo1azBlyhTcu3cPNv%2BvvXuPiqJ84wD%2BRQQRFAovxzT9pXQEL6hHATEMQ8RLKeGtyAtleDkHELWTpZWWqYFkmYKGWIpKZt5OSV4zT1nq8RwruXkFOVw9CqIiN1nY%2Bf1BO7E7s%2BzKkjO5388f5c7MO%2B%2BzO%2B/uPPPOOy8eHsjKysLJkyfFnoPG5s%2Bfj8jISOTk5GD48OGws7NDRkYGTp06hTfeeAPt2rUD0DCATa7npVu3bjh9%2BrTJgbanT5%2BWverr3LkzRo4cKXs11tjRo0clV%2Bd1dXWyVxYTJkyAq6sr5s%2Bfjzt37uDNN9%2BU3adgMOhalxAb9kY5Ojri/v37esuCgoLg7%2B%2BPxMREhIaGYuLEiViwYAFcXFya9YSUra2t0ZOAYU/YqFGjsHXrVowcORL29vbw8/NDamqq3skQaEhaG/dQGtO6dWsEBgYiMDAQVVVVOH78OA4dOoTNmzdj06ZNegPPO3XqhGvXronHOzs7G0DDiUF3QgMakkC5gZTOzs7Izc2VfK9yc3NhY2MjJmpPP/20XpLl5uaG1NRUk%2B0sNTVVNmnr3r07fHx8JEmfIbl2Zmtri7q6Osm2Pj4%2B2LlzJ2bPno2ZM2ciKipKdp%2BtW7fW62HV9SAYXoDZ2dnhwYMHesv69%2B%2BP3bt3Y9%2B%2BfVi6dCk8PT2xdOlSyYB8c7Vt21avB1bHxcVF0gs8fvx4JCYm4vnnn4erqytGjx6NnTt3wsfHR/zeaTQapKSkGO2BM6QbfLt48WKcP38eqampOH78OH744Qe9dvbUU0/hwoUL4vFOS0uDjY0NLl68qNfOMjMzJb/HQMPvyl9//SVewOlcuHABNjY2Ys%2Bz3PcLsKy9WdLWAMvbW3P95xKV2bNnm3XlP2LECPz888/i6/HjxyM5ORl37tyRHfVvb2%2BPjRs3YsWKFfj9998l6%2BfNm6fXo2JMZmYmxo0bZ3I7BwcHvPXWWwgNDUVhYSH69OljdFu53iO5bvuzZ89KrriBhhP%2Biy%2B%2BiAMHDiA9PR2dO3eGIAhwcXGBm5sbXnjhBQQFBcn2BHl7e5s9At3wR2bUqFH4%2BuuvcfjwYdTV1WHZsmXw8vLC5s2bsXr1apw6dQpdu3bFBx98gKlTp0r2FxAQgF27diE%2BPh779u3DgwcP8Mwzz%2BCTTz7Ru23m7e0tObkADYnS0qVLUVBQgBdffBFubm5wdnaGjY0N7t27h5ycHBw5cgRHjhyRvXIZNGgQ0tPTTb5vuZN/z549cf78edm4/Pz8kJycjLlz58resgIauo5zc3PF7m5bW1ts27ZNctVWVFQke9Jt06YNFixYgIkTJ2L16tUYPXo0oqOjZRN1OWvWrBGTolatWiEvLw9DhgzR26a4uFjy1NSiRYswY8YMTJgwAVOmTMELL7yAuLg4ZGdni71oZ8%2BexeXLl5GUlGRWLDqOjo4ICQlBSEgIysrKcOTIEb31Y8aMwbp163Dnzh20a9cOKSkpmDp1KtavX4%2BOHTvCw8MDmZmZSEhIELvoGwsODsbnn38OGxsbMTFOT0/H2rVr4enpKfbg3bhxA126dBHLLVy4EJGRkbh69arYy6P7LpSXl4vtLDMzE5s2bZLUO2DAAKSlpZl8/3K9e88%2B%2ByzOnDkj%2B5vo4eGBXbt2ITw83Gg7e/rpp5GdnS3%2Bbtja2uL48eN67w9o6J2US1YBYMqUKeJnHxISgmnTpmHmzJkm3w8AvP3222JypNFocO3aNUkPTEFBgeSpo8jISKSlpWHcuHEYO3YsevXqhaSkJAQFBYm9DX/88QeqqqqQnJxsViyNeXl5wcvLC8uXL5ecDyZOnIgNGzYgNzcX7dq1w8GDBxEZGYn4%2BHjY2trC3d0dWVlZ2LRpE6ZNmybZd2hoKNavX4%2BKigq9drZlyxYMHz5c/G3Py8uTvYCypL1Z0tYAy9tbcz22jycTAQ1XBhs2bMD169dlHwvv1asXoqOjMXbsWEnZw4cP49ixY1i/fn2Tdeh%2BGBpfRcTHx2PPnj04ceKE7H1uXbnw8HDcvHlT8kj62rVrUVNTo3cfW86cOXPg7OwsGVdh6OTJk4iJiUGrVq2Qn5%2BPHTt2GO2SlzvJDB06VHKVFBERAY1Ggy1btugtr6qqQmJiIg4cOCDp%2Brazs4Ofnx8iIiL0btPoeHh4YM%2BePbLrTKmursaHH36IY8eOob6%2BHpMmTcJHH32ETz/9FNu2bRN/fAcMGIDExETJyU%2Bj0WD16tXYu3evOKeRIAjw8fFBbGysmKh88803qK2tFcdwAMBff/2FjRs34ty5c9BoNHrTEdjZ2cHX1xeRkZEYNGiQJO4zZ87g1KlTWLJkSZPvr7i4GOfOndNL0rds2YKkpCScPHlS0tumU1paivDwcFy9elXSzrZt24aKigrMnz%2B/ybpfe%2B019OzZs8nblUBD7%2BbKlSuRk5OD8vLyJtuZXA9u3759Je0vLCwM7du3l9yu02q12Lt3L/bv34%2BLFy/qXel37doVAQEBCA8P1xvLomNJO6uvr0dCQgIOHTqEuro6vPrqq5g3bx5SUlIQFxcHjUYDQRAwevRoxMbGSnqngIbjlpiYiMrKSgANFwMvv/wylixZIvaopKamQhAEBAcHS8o3t71Z0tZ0cZtqbyUlJZg9e7Zse2suJipkFQoLC8UfTwDifAPNmePBHBUVFbhx4wa6d%2B/e5LwzZWVlyM7ONtmNa8yVK1fQsWNHsyb7q62tRXJyMnJzczF37lxJ78zDOn/%2BPDp37tzkrc7CwkKUlpZCq9XCxcUFPXr0aHLQdlFRETp16vTQ82c01nhuIZ1r164hOztbnN%2Biqflnbt68iStXrqC2thbPPPOM7G1FY2pra1FQUCD2vrq4uKB79%2B4WvZ%2BmaLVa1NTUwMHBocn39ODBA5SWlhod2GpKRUUF7O3tzX4fhw4dQm5uLiZNmiSbKDyM4uJiODk5iSdwORqNBnfv3hXbmblzPbW0u3fvivOomPpOajQa5Ofno7a2Fj169DC757qxx7W9SbTY80NE/1FlZWVNPh7%2Bb5a3tG7d44is%2B9HVbax8bW2tUFJSYvRR6vv37zdZryXlTZWtqKiwqO6myqv5ff%2BXP3NTsd%2B6dUsoLi4WX2u1WuHYsWNCUlKScPToUUGj0fwrZU2VP3LkiMnyD4uJClm9piY3%2BrfLs%2B7/ft1arVaIi4sTBg4cKHh4eAhDhw4VEhMTJRPaGZtbwpLyrNu66haEhgRGN7mdh4eHEBERIVRXVwthYWGCu7u70LdvX8Hd3V0ICQnRm7PL0rItUb65%2BEcJiYgssHv3bmzfvh2hoaGIjY1FUFAQ4uPjERYWZtYAfEvKs27rqhsAEhISkJWVhY8//hjr169HUVERoqOjkZ%2Bfj/379yMjIwMpKSkoKSmRzAVlSdmWKN9cHKNCj60JEyaYtV1lZSVu3LghGfhlSXnWbT11BwcHIygoSG9AakZGBqKjo%2BHk5ISvvvoKXbp0Mfp3xCwpz7qtq26g4WnKWbNmiZMoZmVlYfLkyVi5cqXe05Pbtm3DgQMHkJqa2iJlW6J8c/3nHk8mMldzZzFuifKs23rqtnTWa0vKs27rqhuwbJZ0S8q2RPnmYqJCj63mzmLcEuVZt/XUbems15aUZ93WVTdg2Szpls6w3hIztDcHx6jQY2vAgAFmTdgGSP/uiKXlWbf11K2b9VqObtbrwYMHIy4uTnYbS8qzbuuqG/hnlnQd3SzphjM9y82SbknZlijfbC02LJdIZfLy8mT/RLyh6upqobCwsEXLs27rqfvw4cPCK6%2B8IpSVlRktU1dXJyxbtkwICAiQrLOkPOu2rroFQRB%2B%2B%2B034ccffzRaVicqKkpISkpqsbItUb65OJiWiIiIVIu3foiIiEi1mKgQERGRajFRISIiItViokJERESqxUSFiIiIVIuJChEREakWExUiIiJSLSYqREREpFpMVIiIiEi1mKgQERGRajFRISIiItViokJERESqxUSFiIiIVIuJChEREakWExUiIiJSLSYqREREpFpMVIiIiEi1mKgQERGRajFRISIiItViokJERESq1VrpAB5GTX0VBAh6ywRB91po9N9GrwXp8pbYh25P8vuB3vrG21la1z/rjbxuYrmk7oco21J1i5/FQ9ahhdasGLTi63%2B2l%2B7LsKz8vrVG69Ka2N8/r//5t9bktvrrm65DGptWstxY/Frdvg3fp7H3Y%2BQYGN%2B/IH5Ghvs2t06tYR3idmh6O7kyMtvI7vtht5OJxZxt9F/rr4fh52WwXvr/f9abs40565sTQ0vVbfT7/fd2kvYkCGbU0XRdWmPrjXwPmvrMje5LXADobaA1ttzgtdx6w3XG9iVZ39xyjdabE1/j1wCEnwrRXOxRISIiItViokJERESqxUSFiIiIVIuJChEREakWExUiIiJSLSYqREREpFpMVIiIiEi1mKgQERGRajFRISIiItViokJERESqxUSFiIiIVIuJChEREakWExUiIiJSLSYqREREpFpMVIiIiEi1mKgQERGRajFRISIiItViokJERESqxUSFiIiIVIuJChEREakWExUiIiJSLSYqREREpFpMVIiIiEi1mKgQERGRarVWOgBzBQYGAgB%2B/vlnhSMhOTw%2B6sbjo348RurG46Mc9qgQERGRajFRISIiItViokJERESqxUSFiIiIVIuJChEREakWExUiIiJSLSYqREREpFo2giAISgdBREREJIc9KkRERKRaTFSIiIhItZioEBERkWoxUSEiIiLVYqJCREREqqX6RCU3Nxfh4eEYNGgQhg0bhlWrVqGmpkbpsEhGZWUl/P394e7ujoyMDKXDob%2BdOHECU6dOxeDBg/Hcc88hKioK169fVzosq5SXl4fly5fj5ZdfRt%2B%2BfTF%2B/Hi99RUVFYiPj8fUqVPh5eUFX19fhIeHIysrS6GIrYup46Nz9%2B5dfPTRRxg%2BfDg8PT0xZswY7N69%2BxFHaz1aKx1AU8rLy/H666%2Bja9eu2LBhA8rKyhATE4O7d%2B9i7dq1SodHBjZt2oT6%2Bnqlw6BGzpw5g6ioKAQHB2PhwoUoLy9HQkICZs2ahUOHDqFdu3ZKh2hVrl27hl9//RUDBw6EVquF4ewQxcXF%2BO677zB58mRER0ejrq4OO3bsQGhoKHbv3o1%2B/fopFLl1MHV8gIYLspkzZ6JNmzZ477330KFDB%2BTl5UGj0SgQsZUQVGzz5s3CwIEDhdu3b4vLDh48KPTu3VvIzs5WMDIylJ2dLQwaNEj49ttvhd69ewvp6elKh0SCILz33ntCQECAoNVqxWVpaWlC7969hV9%2B%2BUXByKxTfX29%2BO93331XeOmll/TWV1ZWClVVVXrLampqBD8/P2HJkiWPJEZrZur4CIIgfPbZZ8KoUaOE6urqRxmaVVP1rZ9Tp05h2LBhcHV1FZeNGTMG9vb2%2BPXXXxWMjAytXr0aoaGh6Nmzp9KhUCN1dXVwcnKCjY2NuKx9%2B/YKRmTdWrVq%2BifX0dERbdu21VvWpk0buLm54datW/9maATTxwcA9u/fjylTpsDBweERRESAyseo5OTkwM3NTW%2BZvb09evTogZycHIWiIkNHjx7F5cuXERkZqXQoZGDKlCm4fv06du7cifLychQWFmLNmjVwc3PDsGHDlA6PzFBVVYVLly6hV69eSodi9QoKClBaWgpnZ2fMmzcP/fv3x9ChQ7FixQqOnfwXqTpRKS8vh7Ozs2S5s7Mz7t27p0BEZKi6uhqxsbF46623ON5Bhby9vZGQkIB169bB29sbgYGBKCgowNatW2Fvb690eGSGL774AtXV1ZgxY4bSoVi90tJSAEBcXBxcXV2xZcsWREVF4fvvv8eqVasUju7xpepExRhBEPS6skk5X375JTp06IBJkyYpHQrJ%2BPPPP7F48WJMnjwZycnJSEhIgIODA%2BbMmYOKigqlwyMTUlNTsX37dixZsgT/%2B9//lA7H6mm1WgCAm5sbYmJiMGzYMMycORPR0dHYv38/SkpKFI7w8aTqp36cnZ1RXl4uWX7//n3JLSF69IqKirB161Zs3LhRPOlVVVWJ/6%2BsrISTk5OSIVq9VatWwdfXF%2B%2B//764bMiQIfD398fevXsxa9YsBaOjppw%2BfRpLly5FeHg4pk%2BfrnQ4BOCJJ54AAPj6%2Buot9/X1hVarRU5ODjp16qREaI81VScqbm5ukrEotbW1yM/Px%2BTJkxWKinQKCwuh0Wgwd%2B5cybqwsDAMHDgQe/bsUSAy0snJycHIkSP1lrm6uqJz587Iz89XKCoyJT09HVFRURg7diwWL16sdDj0t%2B7du8POzk6yXPj7MWZzBuPSw1N1ouLv748vv/wSd%2B7cwZNPPgkA%2BOmnn1BbW4sRI0YoHB316dMHO3bs0Ft26dIlxMTEYMWKFfD09FQoMtLp2rWrZLKwkpIS3Lp1C926dVMoKmpKTk4O5syZg8GDByMmJoa3uVXE3t4efn5%2BOHv2rN7ys2fPonXr1nj22WcViuzxpupEJTQ0FCkpKYiIiEBERARu376N2NhYTJgwgbd%2BVMDZ2RlDhw6VXdevXz9OTqUC06dPx8qVK/Hxxx8jMDAQ5eXl2Lx5MxwdHREcHKx0eFanurpanFqhqKgIFRUVOHr0KADAx8cHgiAgPDwcdnZ2mD17tl6SaW9vj759%2ByoSt7UwdXxcXV0RGRmJadOm4Z133kFwcDCys7MRHx%2BP6dOn602lQS3HRhBkpt5TkdzcXKxatQp//PEHHBwcMH78eLz99tt8hl2lzp07h7CwMOzbt489KiogCAL27NmDXbt2IT8/H46OjvD09MSiRYvg7u6udHhWp7CwEIGBgbLrdL2TYWFhsuu7deuGkydP/muxkenjo7swO336ND777DNcvXoVTzzxBEJCQrBgwQLZ20JkOdUnKkRERGS9OPKHiIiIVIuJChEREakWExUiIiJSLSYqREREpFpMVIiIiEi1mKgQERGRajFRISIiItViokJERESqxUSFiIiIVIuJChEREakWExUiIiJSrf8DcsHK0qYJKAIAAAAASUVORK5CYII%3D">
+
+<br>
+<br>
+<br>
+<br>
+
+<h3 id="Cumulative_yield">Cumulative yield</h3>
+<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAlcAAAHKCAYAAAAuK26EAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDIuMi4zLCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvIxREBQAAIABJREFUeJzs3XtYlGX%2BP/D3DDAcRgcGQRMUEnTRPKC1iiiiQZYKfksNM8vzfi0xSNQST3nI1FoTxfMx8UhtCbuwaGtoouZp2/xZ63kgj4UKg4MDCMzM7w%2BX%2BTpykAeeWRif9%2Bu6uoLncM/n43pd%2B%2B5%2B7rkfmclkMoGIiIiIRCFv6AKIiIiIniYMV0REREQiYrgiIiIiEhHDFREREZGIGK6IiIiIRMRwRURERCQihisiIiIiETFcEREREYmI4YqIiIhIRAxXRFRrFy5cwMyZMxEWFobOnTujW7duGDJkCDZt2oSCgoKGLq9Gq1atQkBAQJ3uPXz4MFatWlXlubCwMMTHx9enNKuqT321vffkyZMICAjAyZMn6/Q5RE8b%2B4YugIhsw1dffYUFCxagTZs2mDBhAtq2bYvy8nL88ssvSE5OxpkzZ7BmzZqGLtMqDh8%2BjF27diEmJqbSudWrV6NJkyYNUFXtNPb6iJ5GDFdE9EQ//fQT5s%2Bfj169emHt2rVQKBTmc71798a4ceNw5MiRBqyw4Tz33HMNXUKNGnt9RE8jPhYkoifasGEDZDIZPv74Y4tgVUGhUCA8PNz8e0BAQJWP0R5/zLR3714EBATg%2BPHjmDNnDoKCgvD888/jww8/RFFREe7cuYP3338ff/zjHxESEoJPP/0UZWVl5vurexx148YNBAQEYO/evTX2lZGRgfHjxyMkJARdunTBwIEDsWzZMhQVFZmviY%2BPx65du8x9Vfxz48aNSj3l5%2BejU6dOWLFiRaXP0mg0CAgIwPbt283H7ty5g48%2B%2BgihoaHo1KkTwsLCsHr1apSXl9dY96xZs9CjRw8UFxdXOjd69GhERESYf6/q0d79%2B/fx6aefIiwsDJ06dUKfPn3wySefWPRdHY1GgwkTJiAwMBBBQUH46KOPoNfrn3gfkZRw5oqIamQwGHDixAl07NgRLVu2tMpnzJkzBy%2B//DKWL1%2BOc%2BfOISEhAQaDATk5Oejfvz/eeOMN/PDDD9i0aROaN2%2BOcePGifK5v/76K0JDQzFmzBg4OzsjOzsbmzZtwtmzZ80hKDo6GkVFRfj222/x5Zdfmu9t3rx5pfHc3d3Rr18/pKamIjY2FnL5//336969e%2BHg4IDBgwcDeBisoqKiIJfLMXnyZPj4%2BOCnn37CunXrcPPmTSxZsqTaukePHo1vvvkG6enpiIqKMh%2B/cuUKTp48iY8%2B%2Bqjae4uLi/H222/j999/x7vvvouAgABcvnwZiYmJuHTpErZt2waZTFblvXfv3sWoUaNgb2%2BPefPmoVmzZkhLS8PHH39c7ecRSRHDFRHVSKvVori4GK1atbLaZ7z44ouYMWMGgIePGc%2BcOYP09HTMnDkTY8eOBQD06tULR48eRVpammjhKjo62vyzyWTC888/D39/f7z99tu4cOEC2rdvDx8fH3h4eAAAunbt%2BsQxhw4digMHDuD48ePo3bs3gIcB9W9/%2BxvCwsKgVqsBPFxgf%2B/ePfz973%2BHl5cXACA4OBhOTk749NNPzevaqtK%2BfXv06NEDu3btsghXO3fuRJMmTfDaa69VW9%2BOHTtw8eJFfPXVV%2BjcubP5c1u0aIHY2FhkZWWhb9%2B%2BVd67bds25OfnIzU1Fe3btwcA9O3bF%2BPHj8etW7ee%2BGdDJBV8LEhEDa5fv34Wv/v7%2BwNApf%2BT9/f3x82bN0X73OvXr2PatGno3bs3OnTogI4dO%2BLtt98GAGRnZ9dpzNDQUHh6elo8kjx69Chu376NYcOGmY99//33CAoKQvPmzVFeXm7%2BJzQ0FABw6tSpGj9n9OjROH/%2BPH788UcADx/1/fWvf8WQIUOgVCqrve/QoUNo164dOnToYPG5ISEhkMlkNX7uyZMn0a5dO3OwqhAZGVljrURSw5krIqqRWq2Gs7OzeY2RNbi6ulr87uDgUO3x0tJSUT5Tr9dj5MiRcHR0xJQpU/Dss8/CyckJv//%2BO9577z2UlJTUaVx7e3v8z//8D3bu3AmdTgeVSoW9e/fC09MTISEh5uvy8vJw6NAhdOzYscpxtFptjZ8THh4Ob29v7N69Gy%2B88AL27t2L4uJijBw5ssb78vLycPXq1Tp9bkFBQZUzmBUze0T0EMMVEdXIzs4OPXv2xJEjR/D777/jmWeeeeI9CoWiyhD0pMAglKOjIwBU%2BqzafM6JEydw%2B/Zt7NixAz169DAfLywsrHddw4YNw5YtW/D3v/8dgwYNwsGDBzFmzBjY2dmZr1Gr1QgICMCUKVOqHKOqNV2PksvleOutt5CQkIAZM2Zg9%2B7dCA4Ohp%2BfX433qdVqODo6YvHixdWer46bmxvu3r1b6XhVx4ikjI8FieiJ3nnnHZhMJsyZM6fK0FRWVoaDBw%2Baf/f29sbFixctrjl%2B/Hitvo0mhLe3NwBU%2BqxHa6lOxaLtx7/9mJycXOnaimtqO5vl7%2B%2BPwMBA7N27F%2Bnp6SgtLcXQoUMtrunXrx8uXboEHx8fdO7cudI/LVq0eOLnREVFwcHBAdOnT0dOTg7eeuutJ97Tr18/XL9%2BHW5ublV%2Bbk1r64KCgnD58mVcuHDB4nh6evoTP5dISjhzRURP1K1bN8yfPx8LFizAsGHDMGLECLRr1w7l5eU4d%2B4cvvrqK7Rr1w5hYWEAgFdffRUrV67EypUr0aNHD1y5cgU7d%2B5E06ZNRa3L09MTvXr1wsaNG%2BHq6govLy8cP34cBw4cqFVPrq6umDdvHt577z3Y29sjLS2tUlADgD/84Q8AgE2bNiE0NBRyuRwBAQFVbktRYdiwYfjoo49w%2B/ZtdOvWrdKMUmxsLH744QeMGDECo0aNQps2bVBaWoobN24gKysLCxYseOIsoUqlwquvvoo9e/bA29vb/OdfkzFjxuAf//gH3n77bYwdOxYBAQEwGo347bffcPToUYwfPx6BgYHV3vvNN99g4sSJmDJlivnbgnVdn0b0tGK4IqJaGT58OLp06YJt27Zh8%2BbNuHPnDhwcHPDss88iMjLSvBAcACZMmID79%2B8jJSUFW7duRZcuXbBy5UqLb%2BeJ5bPPPsPHH3%2BMZcuWwWAw4MUXX8Tnn39usXi8Kmq1Ghs2bMCnn36KDz74AM7OzggPD0dCQgKGDBlicW1kZCT%2B9a9/Yffu3VizZg1MJhMyMzNrnOWJiIjA4sWLzWu4Hte8eXN8/fXXWLt2LbZs2YLc3FwolUp4e3ujT58%2BUKlUtep/0KBB2LNnD0aMGGGx9UN1XFxcsGvXLmzcuBFffvklbty4AScnJ7Rs2RK9evUyzwZWxdPTEzt37sQnn3yC%2BfPnw9nZGS%2B99BLmzp1rlf9tiWyVzGQymRq6CCIiqpulS5diz549%2BP7772tcL0VE/z2cuSIiskFnzpzBr7/%2Bit27d%2BONN95gsCJqRDhzRURkgwICAuDs7IzQ0FAsWbKkxr2tiOi/i%2BGKiIiISETcioGIiIhIRAxXRERERCJiuCIiIiISEcMVERERkYi4FYOVmUwmGI3W%2Bc6AXC6z2tiNFXuWDin2zZ6lQ4p921LPcrnM/IqsumC4sjKj0YT8fL3o49rby6FWK6HTFaG83Cj6%2BI0Re5ZGz4A0%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%2BeefRa%2BDiIiICGgE4Uqn02HMmDHQ6/VITEzEjBkzkJaWhjlz5jzx3v379yM%2BPh79%2B/fHpk2b0LNnT8TFxeHo0aMW13355ZcoKytD7969rVIHERERUQX7hi4gOTkZOp0OqampcHd3BwDY2dlh%2BvTpmDRpEvz9/au9d%2BXKlRgwYACmTZsGAOjZsydycnKQmJiIkJAQ83Xff/895HI5Tp48iW%2B//Vb0OoiIiIgqNPjMVVZWFoKDg82BBgBeeeUVKBQKHD58uNr7rl%2B/juzsbERGRlocj4yMxNmzZ5Gfn28%2BJpc/uc261kFERET0qAafudJoNBg2bJjFMYVCAR8fH2g0mmrvy87OBgD4%2BflZHPf394fJZEJ2drZFULJWHbVhby9%2BhrWzk1v8WwrYs3RIsW/2LB1S7FtqPTd4uNLpdFCpVJWOq1Qq3Lt3r9r7Ks49fq%2Brq6vFeWvX8SRyuQxqtbLO9z%2BJSuVstbEbK/YsHVLsmz1LhxT7lkrPDR6uqmMymSCTyZ543ePXmEymKo9bu47qGI0m6HRFotTyKDs7OVQqZ%2Bh0xTAYjKKP3xixZ2n0DEizb/YsjZ4BafZtaz2rVM71mmVr8HClUqmg0%2BkqHS8sLKxxEfmjM1QeHh7m4xVjVTULZY06aqO83Hp/kQwGo1XHb4zYs3RIsW/2LB1S7FsqPTf4w09/f/9Ka5pKS0tx7dq1GkNNxVqrirVXFTQaDWQyWaW1WNaqg4iIiOhRDR6uQkNDceLECWi1WvOxAwcOoLS0FH379q32vtatW8PPzw8ZGRkWx9PT09GlSxdBi9nrUwcRERHRoxo8XI0YMQJNmzZFdHQ0jhw5gtTUVHz88ccYPHiwxYzRrFmz8Nxzz1ncGxsbi3379iEhIQEnT57E4sWLcezYMcTGxlpcd%2BrUKezfvx%2BnT58GAJw4cQL79%2B%2B32Km9tnUQERER1aRRrLlKSkrCokWLEBMTAycnJ0RGRmL69OkW1xmNRhgMBotjAwcORElJCdavX48tW7bA19cXCQkJFhuIAsCqVatw6tQp8%2B/Lli0DAAwZMgRLly4VVAcRERFRTWSmiq/XkVUYDEbk5%2BtFH9feXg61WgmtVi%2BJxYEAe5ZKz4A0%2B2bP0ugZkGbfttazu7uyXt8WbPDHgkRERERPE4YrIiIiIhExXBERERGJiOGKiIiISEQMV0REREQiYrgiIiIiEhHDFREREZGIGK6IiIiIRMRwRURERCQihisiIiIiEdX53YIajQanT5%2BGVqvF66%2B/Dk9PT%2BTm5sLV1RVOTk5i1khERERkMwSHK4PBgLlz5yIlJQUmkwkymQyhoaHw9PTEvHnz0KFDB7z//vvWqJWIiIio0RP8WHDdunVIT0/Hhx9%2BiPT0dDz63uc%2BffrgyJEjohZIREREZEsEz1ylpKQgOjoa48aNg8FgsDjXqlUr3LhxQ7TiiIiIiGyN4Jmr3NxcdO3atcpzjo6O0Ov19S6KiIiIyFYJDlfNmjXD9evXqzyXk5ODZ555pt5FEREREdkqweGqb9%2B%2BWL9%2BPXJzc83HZDIZCgsLsWPHDrz44ouiFkhERERkSwSvuYqNjUVWVhYGDRqEoKAgyGQyLF%2B%2BHJcvX4a9vT2io6OtUScRERGRTRA8c%2BXh4YGvv/4aERER%2BPe//w07OztcuHABoaGhSE5OhpubmzXqJCIiIrIJddpE1MPDAwsXLhS7FiIiIiKbJ8rrb3777TdkZWVBq9WKMRwRERGRzRI8c5WQkIDi4mLMmjULAPDDDz/g3XffRWlpKVxdXbFz5060a9dO9EKJiIiIbIHgmat//OMfaNu2rfn3FStWICAgAGvWrIGXlxfWrVsnaoFEREREtkTwzFVubi58fHwAAFqtFj///DM2btyIPn364MGDB/j0009FL5KIiIjIVgieuTKZTOb3Cf7rX/%2BCnZ0dunfvDgBo3rw5110RERGRpAkOVz4%2BPjh06BAAICMjA507d4aTkxMA4Pbt21CpVOJWSERERGRDBIerN954A9u3b0dQUBAyMjIwfPhw87l//etfFuuxiIiIiKRG8JqrkSNHwtXVFT/99BM6d%2B6MV1991XzuwYMHGDJkiKgFEhEREdmSOm0iGhERgYiIiErHP/7443oXRERERGTLRNlElIiIiIgeqtPM1enTp7Fjxw5oNBqUlJRUOp%2BZmVnvwoiIiIhskeCZq3/%2B858YO3YsCgsLodFo4OfnhxYtWuC3336Dvb09evToYY06iYiIiGyC4HC1atUqDB06FJs3bwYATJkyBbt378bevXuh1%2BvRv39/0YskIiIishWCw9Xly5fx0ksvQSaTAQAMBgMAoH379oiOjsaaNWvErZCIiIjIhggOV8XFxVAqlZDL5VAoFBY7svv5%2BUGj0YhaIBEREdHjtKV6nNFeh7ZU39ClVCI4XHl5eeHu3bsAgLZt2%2BLw4cPmc6dPn4abm5t41RERERE9RluqR%2BLFTGzLOYrEi5mNLmAJ/rZgjx49cOrUKQwYMABRUVFYsGABNBoNFAoFjh07hnHjxlmjTiIiIiIAwFV9PrRleijtHKEt0%2BOqPh9qhbKhyzITHK5iYmJw7949AMCbb76JkpISpKWlAQAmTZqEd999V9wKiYiIiB7hq3SH2kEJbZkeagclfJXuDV2SBcHhyt3dHe7u/9fEuHHjOFtFRERE/zVqhRKxAeG4qs9/GLQa0awVUMdNRCvk5uaioKAAbm5uaNGihVg1EREREdVIrVA2ulBVoU7h6h//%2BAc%2B//xzXLt2zXzMx8cHcXFxGDBggGjFERER0X%2BftlTfaGeFbIHgcJWRkYGpU6fCz88PkydPhoeHB%2B7cuYOMjAzExcXBaDRi0KBB1qiViIiIrKzim3gV65liA8IZsAQSHK7WrFmD0NBQrF%2B/HnL5/%2B3kMHnyZEycOBFr1qxhuCIiIrJRjf2beLZA8D5X165dw8iRIy2CFQDI5XKMHDnS4lEhERER2ZaKb%2BLpDQ8a5TfxbIHgmSsvLy8UFxdXea6kpAQtW7asd1FERETUMBr7N/FsgeCZq/Hjx2Pt2rXIz8%2B3OJ6Xl4d169Zh/PjxohVHRERE/31qhRJd1a0ZrOqoVjNXixYtsvj9/v37CA8PR8%2BePeHp6Yk7d%2B7gxIkTUKvVuHLlilUKJSIiIrIFtQpXO3furPL4oUOHLH4vLi7Grl27MGfOnPpXRkRERGSDahWuLly4YO06iIiIiJ4KgtdcEREREVH1GK6IiIiIRFSncPXXv/4VQ4cORdeuXdGhQ4dK/wiVk5ODCRMmoGvXrggODsaiRYtQUlJSq3tTUlIwYMAAdO7cGZGRkdi3b1%2Bla8rKyvD5558jJCQEgYGBGDVqVJWPOk%2BfPo1Ro0ahe/fuCAoKwrhx43D27FnB/RAREZF0CQ5XmZmZmDVrFp577jmUlJRg6NChiIiIgLOzM3x9fTF58mRB4%2Bl0OowZMwZ6vR6JiYmYMWMG0tLSarUofv/%2B/YiPj0f//v2xadMm9OzZE3FxcTh69KjFdUuWLMGuXbsQGxuLtWvXwt7eHmPHjsWdO3fM11y%2BfBkTJkyAo6Mjli1bhiVLlqC4uBhjx47FjRs3BPVERERE0iV4E9FNmzZh7NixmDp1Kr7%2B%2BmuMHDkSHTt2xJ07d/DWW2/hmWeeETRecnIydDodUlNT4e7%2BcBdYOzs7TJ8%2BHZMmTYK/v3%2B1965cuRIDBgzAtGnTAAA9e/ZETk4OEhMTERISAgDIzc1FcnIyZs%2BejeHDhwMAAgMDER4ejqSkJEyfPh0AcODAAQDA6tWr4eTkBADo0qULevfujaysLIwcOVJQX0RERCRNgmeucnJy0KtXL8hkMgCAwWAAAHh6emLSpEnYtm2boPGysrIQHBxsDlYA8Morr0ChUODw4cPV3nf9%2BnVkZ2cjMjLS4nhkZCTOnj1r3uT06NGjMBgMiIiIMF/TpEkThIWFWYxfXl4OBwcHODo6Wlwnl8thMpkE9URERETSJXjmymAwwMHBAXK5HM7OzhaP1lq2bInr168LGk%2Bj0WDYsGEWxxQKBXx8fKDRaKq9Lzs7GwDg5%2Bdncdzf3x8mkwnZ2dlwd3eHRqOBh4cH3NzcKl2XlpYGo9EIuVyOwYMH44svvsDnn3%2BO8ePHw2AwIDExEe7u7hg4cKCgnh5nby/%2B9wbs7OQW/5YC9iwdUuybPUuHFPuWWs%2BCw1WrVq1w%2B/ZtAED79u3x97//HeHh4QCAb7/9Fp6enoLG0%2Bl0UKlUlY6rVCrcu3ev2vsqzj1%2Br6urq8V5nU6Hpk2bVrrf1dUVZWVlKCoqQpMmTdCmTRts27YN0dHR2LRpEwCgefPm2Lp1q8WsmlByuQxqtfVeH6BSOVtt7MaKPUuHFPtmz9Ihxb6l0rPgcBUcHIwffvgBkZGRGD16NOLi4vDzzz/DwcEBOTk55vVP9WUymcyPHmvy%2BDUVj/AePV7VOI8/6svJyUFMTAx69uyJoUOHory8HNu3b8fEiROxZ88eeHl51aUNGI0m6HRFdbq3JnZ2cqhUztDpimEwGEUfvzFiz9LoGZBm3%2BxZGj0D0uzb1npWqZzrNcsmOFzFxcWhtLQUADBw4EDY2dkhLS0NMpkMf/rTnzB06FBB46lUKuh0ukrHCwsLa1zM/ugMlYeHh/l4xVgVM1rVja/T6eDg4AAXFxcAQEJCAjw8PLBs2TJzGOvZsyfCw8OxdevWer3Sp7zcen%2BRDAajVcdvjNizdEixb/YsHVLsWyo9Cw5XCoUCCoXC/PvLL7%2BMl19%2Buc4F%2BPv7V1pbVVpaimvXrlVai/WoirVW2dnZFiFMo9FAJpOZz/v7%2ByMvLw8FBQUW6640Gg3atGkDufxhMr1y5QoCAwMtZrkcHR3Rpk0bXLt2rc79ERERkbQ0%2BMqy0NBQnDhxAlqt1nzswIEDKC0tRd%2B%2Bfau9r3Xr1vDz80NGRobF8fT0dHTp0sW8TiokJARyudxic1G9Xo%2BDBw9ajO/l5YXz589bPC4sLi6GRqOBt7d3vfskIiIiaRA8czV69Ohqz8nlcqhUKnTq1Amvv/56rRaCjxgxAjt37kR0dDSio6ORl5eHpUuXYvDgwRYzUrNmzUJqairOnTtnPhYbG4u4uDj4%2BPigV69eyMzMxLFjx7B582bzNS1atMCIESOwbNky2Nvbw8vLC1u3bgUAjBkzxnzdyJEjMWnSJEydOhVDhgxBWVkZkpKSoNPp8MYbbwj6MyIiIiLpEhyuTCYTfv31V9y5cwfe3t7w8PDAnTt3cOvWLTRv3hzu7u44dOgQkpKSsGvXLjz77LM1jqdSqZCUlIRFixYhJiYGTk5OiIyMNG/uWcFoNJr31KowcOBAlJSUYP369diyZQt8fX2RkJBg3kC0Qnx8PFxcXLBixQoUFhYiMDAQSUlJFt9sDAsLw6pVq7B582ZMnToVdnZ2CAgIwLZt29C%2BfXuhf0xEREQkUTKTwB0yf/jhB8yZMwcJCQkIDAw0Hz9z5gzi4uIwf/58%2BPn5Yfz48ejYsSNWrFghetG2xGAwIj9fL/q49vZyqNVKaLV6SSwOBNizVHoGpNk3e5ZGzwCgMxQjT6ZHM5MSKjuJbE1gY/9bu7sr6/VtQcF3Ll%2B%2BHNHR0RbBCgC6du2K6OhoJCQkoHXr1pgwYQJOnjxZ58KIiIieNtpSPVacP4BVZzOx4vwBaEvF/49vaniCw9WlS5fQsmXLKs%2B1bNnSYuf0wsLC%2BlVHRET0FLmqz4e2tAhNHRyhLS3CVX1%2BQ5dEViA4XHl4eJhfcvy4AwcOoFmzZgCA%2B/fvV7nzOhERkVT5Kt2hVrigsOwB1AoX%2BCrr/gYQarwEL2gfPny4eWH4wIED0axZM%2BTl5SEjIwP79u3DlClTAAA//fQTAgICRC%2BYiIjIVqkVSkzp0F9ya66kRnC4evfdd1FUVIRt27aZ95gymUxQKBSYOHEi3nnnHQBAREQEoqKixK2WiIioBtpSPa7q8/8zQ2S997rWh7ujEv7q5jazuJuEExyuAGDq1Kn405/%2BhDNnzph3Pg8MDDS/kgYAty8gIqL/Km2pHokXM6Et00PtoERsQHijDVj0dKtTuAIe7k8VGhoqZi1ERER1dlWfD22ZHko7R2jLHs5gMVxRQ6hVuLp16xY8PT3h4OCAW7duPfF6Ly%2BvehdGREQkhK/SHWoHpXnmiovFqaHUKlyFh4fjyy%2B/RJcuXRAWFmbxcuOqnD9/XpTiiIiIakutePgosLGvuaKnX63C1eLFi9G6dWvzz08KV0RERA1BrVAyVFGDq1W4GjJkiPnnoUOHWq0YIiIiIltX9xfnEBEREVElgr8tuHr16mrPyeVyqFQqdOrUCV27dq1XYURERES2qE7hSiaTwWQyVTpXcVwmk6F79%2B5Yt24dlEo%2B%2ByYiIiLpEPxY8MCBA/Dx8cHUqVNx8OBBnD17FpmZmZg6dSp8fHzw1Vdf4bPPPsO///1vrFy50ho1ExERETVagmeuPvnkE7z66quYOHGi%2BZi3tzcmTpyI8vJyJCYmYvPmzbh27Rq%2B%2BeYbzJo1S9SCiYiIiBozwTNXJ0%2BeRLdu3ao8161bN/z444/mn2/fvl2/6oiIiIhsjOBwpVAocO7cuSrP/fLLL1AoFAAAo9EIFxeX%2BlVHREREZGMEPxYMDw/HqlWr0LRpUwwYMAAqlQo6nQ4ZGRlYu3YtBg0aBAC4dOkSfHx8RC%2BYiIgahrZUz93PiWpBcLiaOXMmfv31V3z00UeYN28e7OzsYDAYYDKZ8PzzzyM%2BPh4A0KJFC7z33nuiF0xERP992lI9Ei9mmt/bFxsQzoBFVA3B4app06bYtWsXsrKycPr0aRQUFMDNzQ3du3dHaGio%2BdU4ERERohdLREQN46o%2BH9oyPZR2jtBbsjmDAAAgAElEQVSWPZzBYrgiqprgcAU83M%2Bqb9%2B%2B6Nu3r9j1EBFRI%2BSrdIfaQWmeufJVujd0SUSNVp3CFRERSYta8fBRINdcET0ZwxUREdWKWqFkqCKqBb64mYiIiEhEDFdEREREImK4IiIiIhIRwxURERGRiOq0oP2vf/0r0tPTcevWLZSUlFick8lk%2BO6770QpjoiIiMjWCA5XGzduxPLly9G2bVu0b9/e/C5BIiIiIqpDuPrqq6/w1ltvYe7cudaoh4iIiMimCV5zdffuXbz00kvWqIWIiIjI5gkOVx07dsT169etUQsRERGRzRMcruLj47F161b88ssv1qiHiIiIyKYJXnM1a9YsFBQUICoqCh4eHnBzc7M4L5PJ8Le//U20AomIiIhsieBw5ebmVilQEREREdFDgsPVjh07rFEHEZGk5T/Q43LubTQzKaGyc27ocoioHuq0iSgREYlHW6rHqkuZKCgvhpu9M2L%2BEA61QtnQZRFRHdUqXN26dQuenp5wcHDArVu3nni9l5dXvQsjIpKKq/p8aEuLoHJ0gvZBEa7q8xmuiGxYrcJVeHg4vvzyS3Tp0gVhYWGQyWQ1Xn/%2B/HlRiiMikgJfpTvUChcUlBVDrXCBr9K9oUsionqoVbhavHgxWrdubf75SeGKiIhqT61QYkqH/siT6bnmiugpUKtwNWTIEPPPQ4cOtVoxRERS5e6ohL%2B6ObRaPcrLjQ1dDhHVg%2BBNRImIiIioegxXRPTU05bqcUZ7HdpSfUOXQkQSwK0YiOippi3VI/FiJrRleqgdlIgN4DYHRGRdnLkioqfaVX0%2BtGV6KO0coS3T46o%2Bv6FLIqKnHMMVET3VfJXuUDsooTc8gNpByW0OiMjq%2BFiQiJ5qasXDR4FX9fn/2U%2BKjwSJyLpqFa5Onz4taNDu3bvXqRgiImtQK5QMVUT0X1OrcDVq1CjzxqEmk4k7tBMRERFVo1bhavv27eaf9Xo9Pv74Y7Rp0waRkZHw8PDA3bt3kZaWhpycHHz00UeCi8jJycGiRYvw448/wtnZGREREZg%2BfTqcnJyeeG9KSgo2bNiAmzdvwtfXF5MnT8bAgQMtrikrK0NiYiJSUlJQWFiILl26YPbs2Wjfvn2l8b777jts3LgRFy9ehKOjIzp27IiEhAS4ubkJ7ouIiIikp1bhqkePHuaf58%2Bfjz/%2B8Y/47LPPLK4ZMmQIPvjgAxw6dAgvvvhirQvQ6XQYM2YMvLy8kJiYiPz8fCxZsgQFBQVYtmxZjffu378f8fHxmDhxInr37o3vvvsOcXFxaNq0KUJCQszXLVmyBKmpqYiPj4e3tzc2b96MsWPHIi0tDZ6enubr9u7di3nz5mH8%2BPGYOnUqioqKcOrUKZSVldW6HyIiIpI2wQva9%2B/fjz//%2Bc9Vnhs8eDA%2B/PBDLFy4sNbjJScnQ6fTITU1Fe7uD7/FY2dnh%2BnTp2PSpEnw9/ev9t6VK1diwIABmDZtGgCgZ8%2BeyMnJQWJiojlc5ebmIjk5GbNnz8bw4cMBAIGBgQgPD0dSUhKmT58OANBqtVi0aBHmzJmDN954w/wZYWFhte6FiIiISPBWDCUlJcjLy6vyXF5eHkpKSgSNl5WVheDgYHOwAoBXXnkFCoUChw8frva%2B69evIzs7G5GRkRbHIyMjcfbsWeTnP9zL5ujRozAYDIiIiDBf06RJE4SFhVmMv2/fPphMJov3KBIREREJJThcvfDCC1ixYgUuXbpkcfzixYtYsWIFXnjhBUHjaTSaSrNTCoUCPj4%2B0Gg01d6XnZ0NAPDz87M47u/vD5PJZD6v0Wjg4eFRac2Uv78/cnJyYDQ%2BfEHq//t//w9t2rRBSkoK%2BvXrh44dO2Lo0KE4fvy4oH6IiIhI2gQ/Fpw9ezbefvttvPbaa2jbti08PT1x584dXLlyBW5ubpg9e7ag8XQ6HVQqVaXjKpUK9%2B7dq/a%2BinOP3%2Bvq6mpxXqfToWnTppXud3V1RVlZGYqKitCkSRPcvXsXOTk5WLVqFaZPn45mzZph27ZtmDhxIjIyMtC6dWtBfT3K3l78vVrt7OQW/5YC9iwdUuybPUuHFPuWWs%2BCw5Wfnx/S0tLwxRdf4NSpU7h%2B/Trc3NwwYcIEjBkzBh4eHqIUVpstHwBUusZkMlU6XtU4FddVMBqNKCoqwooVK9C3b18AD/frCg8Px5YtWzB//nyhLQAA5HIZ1Grr7a%2BjUjlbbezGij1LhxT7Zs/SIcW%2BpdJznXZob9asmXkheH2pVCrodLpKxwsLC2tczP7oDNWjga5irIoZrerG1%2Bl0cHBwgIuLi8V4QUFB5mucnJwQGBiIK1euCG3LzGg0QacrqvP91bGzk0OlcoZOVwyDwSj6%2BI0Re5ZGz4A0%2B2bP0ugZkGbfttazSuVcr1m2Bn/9jb%2B/f6W1VaWlpbh27RqGDRtW7X0Va62ys7MtQphGo4FMJjOf9/f3R15eHgoKCizWXWk0GrRp0wZyudx8XXUzXLWZQatJebn1/iIZDEarjt8YsWfpkGLf7Fk6pNi3VHquVbiaOXNmrQeUyWRYvHhxra8PDQ3FunXroNVqoVarAQAHDhxAaWmp%2BfFcVVq3bg0/Pz9kZGSgf//%2B5uPp6eno0qWL%2BduHISEhkMvl2LdvH958800ADzdCPXjwIKKiosz39evXD6tXr8bx48fN%2B3QVFxfjzJkzlb6RSERERFSdWoWrkydP1npAobM8I0aMwM6dOxEdHY3o6Gjk5eVh6dKlGDx4sMWM1KxZs5Camopz586Zj8XGxiIuLg4%2BPj7o1asXMjMzcezYMWzevNl8TYsWLTBixAgsW7YM9vb28PLywtatWwEAY8aMMV/XuXNnhIeHY86cOZg2bZp5QXtJSQn%2B9Kc/CeqJiIiIpKtW4ergwYNWK0ClUiEpKQmLFi1CTEwMnJycEBkZWWlNl9FohMFgsDg2cOBAlJSUYP369diyZQt8fX2RkJBgsTs7AMTHx8PFxQUrVqxAYWEhAgMDkZSUZLE7OwD8%2Bc9/xrJly/DZZ59Br9ejS5cu2LZtG1q0aGGd5omeAtpSPa7q8%2BGrdOfLkYmIAMhMj39tjkRlMBiRn68XfVx7eznUaiW0Wr0knl8D7Lkx9qwt1SPxYia0ZXqoHZSIDQgXJWA19r6tgT1Lo2dAmn3bWs/u7sqGWdB%2B5MgRnDp1ClqtFtHR0fDy8sLZs2fRqlUri93WiejpdVWfD22ZHko7R2jLHs5gcfaKiKROcLgqLi5GdHQ0jh8/bl5f9eabb5rXMrVs2RIzZswQvVAianx8le5QOyjNM1e%2BSv6HFRGR4HCVkJCAX375BatWrUKvXr0sXnfTu3dv7Ny5U9QCiajxUisePgrkmisiov8jOFzt378f77//Pvr3719pgbmXlxd%2B%2B%2B030YojosZPrVAyVBERPULwaq38/Hy0bdu26sHkcpSUlNS7KCIiIiJbJThctWjRApcuXary3MWLF9GqVat6F0VERERkqwSHq5dffhnr16%2B32MxTJpPh5s2b2LZtGwYMGCBqgURERES2RPCaq8mTJ%2BP48eOIiopCu3btIJPJMHPmTFy7dg1t2rTBxIkTrVEnERERkU0QPHPVpEkTJCcn4/3334eLiwt8fHzg7OyMd955B7t27YKTk5M16iQiIiKyCXXaRNTJyQkTJ07kLBURERHRY%2Bq%2BtzsRERERVVKrmauZM2ciOjoarVu3xsyZM2u8ViaTYfHixaIUR0RERGRrahWuTp48iTFjxph/rknFK3GIiIiIpKhW4ergwYNV/kxERERElrjmioiIiEhEgsPV4MGDkZycjOLiYmvUQ0RERGTTBIcrtVqN%2BfPnIzQ0FIsXL8avv/5qhbKIiIiIbJPgcLV9%2B3akp6cjIiICX3/9NQYNGoQJEybg0KFD1qiPiIiIyKbUac1V27ZtMX/%2BfGRlZSE%2BPh63bt1CdHQ0wsPDsWXLFty7d0/sOokkKf%2BBHqdyc5D/QN/QpRARUS3Va0F7kyZNMHr0aGzfvh09evTAzZs38ec//xn9%2BvXD0qVLuS6LqB60pXqsOH8Aq85mYsX5A9CWMmAREdmCOr3%2BpsJPP/2EXbt24dtvv4W9vT3efPNNDBo0CJmZmdizZw9yc3ORkJAgVq1EknJVnw9taRFUjk7QPijCVX0%2B1AplQ5dFRERPIDhcPXjwAGlpadi9ezfOnz8PLy8vxMXFISoqCk2bNgUAdO/eHe3bt8eCBQtEL5hIKnyV7lArXFBQVgy1wgW%2BSveGLomIiGpBcLgKDQ2FTqfDH//4R6xatQrh4eFV7srepk0bPhYkqge1QokpHfojT6ZHM5MSKjvnhi6JiIhqQXC4eumllzB69GgEBATUeF1gYCAuXLhQ58KICHB3VMJf3RxarR7l5caGLoeIiGpBcLj65JNPrFEHERER0VOBr78hIiIiEhHDFREREZGIGK6IiIiIRMRwRURERCQihisiIiIiEdV5h3aNRoPTp09Dq9Xi9ddfh6enJ3Jzc%2BHq6gonJycxayQiIiKyGYLDlcFgwNy5c5GSkgKTyQSZTIbQ0FB4enpi3rx56NChA95//31r1EpERETU6Al%2BLLhu3Tqkp6fjww8/RHp6Okwmk/lcnz59cOTIEVELJCIiIrIlgmeuUlJSEB0djXHjxsFgMFica9WqFW7cuCFacURERES2RvDMVW5uLrp27VrlOUdHR%2Bj1%2BnoXRURERGSrBIerZs2a4fr161Wey8nJwTPPPFPvooiIiIhsleBw1bdvX6xfvx65ubnmYzKZDIWFhdixYwdefPFFUQskIiIisiWC11zFxsYiKysLgwYNQlBQEGQyGZYvX47Lly/D3t4e0dHR1qiTiIiIyCYInrny8PDA119/jYiICPz73/%2BGnZ0dLly4gNDQUCQnJ8PNzc0adRIRERHZhDptIurh4YGFCxeKXQsRERGRzRM8c7Vz507cu3fPGrUQERER2TzB4WrRokXo06cPpkyZgiNHjlhsIkpkS7SlepzRXoe2lNuHEBGReAQ/FszIyMA333yDtLQ0fPvtt/D09MSQIUMwZMgQPPvss1YokUh82lI9Ei9mQlumh9pBidiAcKgVyoYui4iIngKCZ678/PzwwQcf4Pvvv8f69evRrVs3fPHFFxg4cCBGjhyJb775xhp1Eonqqj4f2jI9lHaO0JbpcVWf39AlERHRU0JwuDLfKJejb9%2B%2BWLlyJY4ePYo5c%2Bbg1q1bmDt3rpj1EVmFr9Idagcl9IYHUDso4at0b%2BiSiIjoKVGnbws%2B6v79%2B9i3bx/%2B9re/4ffff4ezs7MYdRFZlVrx8FHgVX3%2Bw6DFR4JERCSSOoer48eP45tvvsF3332HkpISBAYGYuHChRg0aJCY9RFZjVqhZKgiIiLRCQ5XiYmJSE1NxW%2B//YZmzZrhrbfewtChQ%2BHv72%2BN%2BoiIiIhsiuBwtXHjRrz44ouYO3cuQkNDYWdnZ426iIiIiGyS4HCVlZUFd3cu/iUiIiKqiuBvCzJYEREREVWvVjNXM2fORHR0NFq3bo2ZM2fWeK1MJsPixYsFFZGTk4NFixbhxx9/hLOzMyIiIjB9%2BnQ4OTk98d6UlBRs2LABN2/ehK%2BvLyZPnoyBAwdaXFNWVobExESkpKSgsLAQXbp0wezZs9G%2BffsqxzQajRg2bBjOnTuHlStXYsCAAYL6ISIiIumqVbg6efIkxowZY/65JjKZTFABOp0OY8aMgZeXFxITE5Gfn48lS5agoKAAy5Ytq/He/fv3Iz4%2BHhMnTkTv3r3x3XffIS4uDk2bNkVISIj5uiVLliA1NRXx8fHw9vbG5s2bMXbsWKSlpcHT07PSuMnJybh9%2B7agPoiIiIiAWoargwcPVvmzGJKTk6HT6ZCammp%2B5GhnZ4fp06dj0qRJNX4LsWJWadq0aQCAnj17IicnB4mJieZwlZubi%2BTkZMyePRvDhw8HAAQGBiI8PBxJSUmYPn26xZj5%2BflYuXIlPvjgA8yePVvUXqVGW6rnPlJERCQ5gtdc3bp1C2VlZVWeKy8vx61btwSNl5WVheDgYIu1XK%2B88goUCgUOHz5c7X3Xr19HdnY2IiMjLY5HRkbi7NmzyM9/%2BDqTo0ePwmAwICIiwnxNkyZNEBYWVuX4y5cvR1BQEHr27CmoD7JU8e6%2BbTlHH77Djy9HJiIiiRAcrsLDw3H%2B/Pkqz124cAHh4eGCxtNoNJVmpxQKBXx8fKDRaKq9Lzs7G8DDdx0%2Byt/fHyaTyXxeo9HAw8MDbm5ula7LycmB0Wg0Hzt79izS09Px4YcfCuqBKuO7%2B4iISKoEb8VgMpmqPWc0Guu05kqlUlU6rlKpcO/evWrvqzj3%2BL2urq4W53U6HZo2bVrpfldXV5SVlaGoqAhNmjSB0WjEwoULMW7cOLRq1Qo3btwQ1EdN7O3r/ArHatnZyS3%2B3dj4qTzgrlBCW1oEd4USfiqPev85NPaerUGKPQPS7Js9S4cU%2B5Zaz/V%2Bt2CF0tJSZGVlQa1WizKeyWSqVVB7/JqK8Pfo8arGeTwk/uUvf8GdO3cwceLEupRbLblcBrXaeuuNVKrG%2BS5HNZSY7/oqNLo78Fd5oplzE9HGbqw9W5MUewak2Td7lg4p9i2VnmsVrlavXo01a9YAeBhU3njjjWqvjYqKElSASqWCTqerdLywsLDGxeyPzlB5eHiYj1eMVTGjVd34Op0ODg4OcHFxgV6vx/LlyxEXF4eysjKUlZXh/v37AICSkhLcv38fTZrULRwYjSbodEV1urcmdnZyqFTO0OmKYTAYn3xDA5BDhnaK5kAJoC2p/5orW%2BhZbFLsGZBm3%2BxZGj0D0uzb1npWqZzrNctWq3DVuXNnjBw5EiaTCbt378Yrr7xiEWiAh%2Buk/vCHP1RaYP4k/v7%2BldZWlZaW4tq1axg2bFi191WstcrOzrYIYRqNBjKZzHze398feXl5KCgosFh3pdFo0KZNG8jlcmi1WhQUFGDevHmYN2%2BexefMmDEDHh4eOHbsmKC%2BHlVebr2/SAaD0arjN0bsWTqk2Dd7lg4p9i2VnmsVrvr27Yu%2BffsCAIqLi80bioohNDQU69atg1arNT9SPHDgAEpLS82fWZXWrVvDz88PGRkZ6N%2B/v/l4eno6unTpYv72YUhICORyOfbt24c333wTAKDX63Hw4EHzLJunpye2b99uMf7du3cxdepUxMTEoFevXqL0SkRERE8/wWuulixZImoBI0aMwM6dOxEdHY3o6Gjk5eVh6dKlGDx4sMWM1KxZs5Camopz586Zj8XGxiIuLg4%2BPj7o1asXMjMzcezYMWzevNl8TYsWLTBixAgsW7YM9vb28PLywtatWwHAvDGqo6MjgoKCLOqqWNDetm1bPP/886L2TERERE%2BvOi9ov3TpEjQaDR48eFDp3GuvvVbrcVQqFZKSkrBo0SLExMTAyckJkZGRlTb3NBqNMBgMFscGDhyIkpISrF%2B/Hlu2bIGvry8SEhIsdmcHgPj4eLi4uGDFihUoLCxEYGAgkpKSqtydnYiIiKg%2BZKaa9laoQnFxMSZNmoQTJ05AJpNV%2Be286vbBkiKDwYj8fPE30LS3l0OtVkKr1Uvi%2BTXAnqXSMyDNvtmzNHoGpNm3rfXs7q6s14J2wXeuXbsWN2/exM6dO2EymbB69Wp88cUX6N%2B/P3x9fZGSklLnYoiIiIhsneBwlZmZif/93/9Ft27dAAAtW7ZEcHAwEhMT0bFjR%2BzevVv0IomIiIhsheBwdfPmTfj5%2BcHOzg4ymQzFxcXmc4MHD0ZmZqaoBRIRERHZEsHhqmnTpigqergpZrNmzXD16lXzufLycvM5IiIiIikSHK4CAgLw66%2B/AgCCgoKwYcMG/POf/8TZs2exZs0atG/fXuwaiYiIiGyG4K0Yhg0bZp6tmjJlCkaOHIlRo0YBeLitwsaNG8WtkIiIiMiGCA5XgwYNMv/cunVrfPvtt%2BZtGbp162bxihkiIiIiqanzJqIVXFxcEBYWJkYtRERERDav7jtkEREREVEltZq5at%2B%2BvcUO7DWRyWQW7/8jIiIikpJahavJkyfXOlwRERERSVmtwlVMTIy16yAiIiJ6KnDNFREREZGIBH9bMDU19YnXvPbaa3UqhoiIiMjWCQ5X8fHxVR5/dE0WwxURERFJleBwVdWLmbVaLTIzM5GRkYGEhARRCiMiIiKyRYLDlbe3d5XHOnXqhPLycmzfvh1Lly4VpTgiIiIiWyPqgvbg4GAcPHhQzCGJiIiIbIqo4ermzZuQy/kFRCIiIpIuwY8FT58%2BXelYaWkpLl68iA0bNiA4OFiUwoiIiIhskeBwNWrUqEq7tZtMJgBAr169MHfuXHEqIyIiIrJBgsPV9u3bKx1zdHSEt7c3PDw8RCmKiIiIyFYJDlc9evSwRh1ERERETwWuPiciIiISkeCZK4PBgB07diAtLQ23bt3CgwcPLM7LZDL8%2BOOPohVIREREZEsEh6tly5bhiy%2B%2BQIcOHdCrVy8oFApr1EVERERkkwSHq7S0NEycOBFTp061Rj1ERERENk3wmqsHDx5wLysiIiKiaggOV71798bZs2etUQsRERGRzRP8WHDOnDmYOHEinJ2d0bdvX7i6ula6xs3NTZTiiIiIiGyN4HDVpEkTtGnTBkuWLMGSJUuqvOb8%2BfP1Loxqlv9Aj8u5t9HMpITKzrmhyyEiIqL/EByu5s2bh/379yM8PBz%2B/v5wcHCwRl1UA22pHqsuZaKgvBhu9s6I%2BUM41AplQ5dFREREqEO4%2Bu677zB16lRMmDDBGvVQLVzV50NbWgSVoxO0D4pwVZ/PcEVERNRICF7Qbm9vj%2Beee84atVAt%2BSrdoVa4oLDsAdQKF/gq3Ru6JCIiIvoPwTNXL7/8Mo4cOcLtGBqQWqHElA79kSfTc80VERFRIyM4XEVERGDu3LkoLy9Hv379qvy2YMeOHUUpjqrn7qiEv7o5tFo9ysuNDV0OERER/YfgcDV27FgAwPbt27Fjxw6LcyaTCTKZjN8WJCIiIskSHK6q236BiIiIiOoQroYMGWKNOoiIiIieCoK/LUhERERE1RM8czVz5swaz8tkMixevLjOBRERERHZMsHh6uTJk5WOFRQUoKioCCqVCk2bNhWlMCIiIiJbJDhcHTx4sMrjx48fx4IFC7By5cp6F0VERERkq0RbcxUcHIy3334bn3zyiVhDEhEREdkcURe0%2B/v74%2BeffxZzSCIiIiKbImq4On36NNRqtZhDEhEREdkUwWuuVq9eXelYWVkZLl68iKysLEyYMEGUwoiIiIhskSjhSqFQwNvbG7GxsQxXREREJGmCw9WFCxesUQcRERHRU4E7tBMRERGJqFbh6t69e4iJicGhQ4eqvebQoUOIiYmBVqsVrTgiIiIiW1OrcPWXv/wFFy5cQJ8%2Bfaq9pk%2BfPrh06RJ27doluIicnBxMmDABXbt2RXBwMBYtWoSSkpJa3ZuSkoIBAwagc%2BfOiIyMxL59%2BypdU1ZWhs8//xwhISEIDAzEqFGjKj3e/OGHHzB16lSEhYUhMDAQAwcOxLp161BaWiq4HyIiIpKuWoWrjIwMREVFwd6%2B%2BiVa9vb2iIqKqnYH9%2BrodDqMGTMGer0eiYmJmDFjBtLS0jBnzpwn3rt//37Ex8ejf//%2B2LRpE3r27Im4uDgcPXrU4rolS5Zg165diI2Nxdq1a2Fvb4%2BxY8fizp075muSk5NRWFiImJgYbNy4EVFRUdi4cSOmT58uqB8iIiKStlotaM/JyUHnzp2feF3Hjh2xdu1aQQUkJydDp9MhNTUV7u7uAAA7OztMnz4dkyZNgr%2B/f7X3rly5EgMGDMC0adMAAD179kROTg4SExMREhICAMjNzUVycjJmz56N4cOHAwACAwMRHh6OpKQkc3iaP3%2B%2B%2BfMBICgoCPb29vjkk09w8%2BZNeHt7C%2BqLiIiIpKlWM1cGg6HGWasK9vb2KC8vF1RAVlYWgoODLYLNK6%2B8AoVCgcOHD1d73/Xr15GdnY3IyEiL45GRkTh79izy8/MBAEePHoXBYEBERIT5miZNmiAsLMxi/Ec/v8Jzzz0HALh9%2B7agnoiIiEi6ajVz5enpiStXrqB79%2B41Xnf58mV4eHgIKkCj0WDYsGEWxxQKBXx8fKDRaKq9Lzs7GwDg5%2Bdncdzf3x8mkwnZ2dlwd3eHRqOBh4cH3NzcKl2XlpYGo9EIubzqjPnPf/4TdnZ28PX1FdTT4%2Bztxf9Spp2d3OLfUsCepUOKfbNn6ZBi31LruVbhqkePHti9ezdef/11ODg4VHlNWVkZ9uzZg6CgIEEF6HQ6qFSqSsdVKhXu3btX7X0V5x6/19XV1eK8TqdD06ZNK93v6uqKsrIyFBUVoUmTJpXO37x5E5s3b8aQIUOqnNWqLblcBrVaWef7n0Slcrba2I0Ve5YOKfbNnqVDin1LpedahasxY8bg9ddfx3vvvYeFCxeiRYsWFudzc3Mxd%2B5c5OTkYNmyZaIUZjKZIJPJnnjd49eYTKZKx6sap%2BK6quj1esTExKBZs2aYMWNGbUuuktFogk5XVK8xqmJnJ4dK5QydrhgGg1H08Rsj9iyNngFp9s2epdEzIM2%2Bba1nlcq5XrNstQpX7du3x0cffYQFCxYgPDwcnTp1Mi/wvnnzJn755ReYTCbMnz8fAQEBggpQqVTQ6XSVjhcWFta4mP3RGapHH0VWjFUxo1Xd%2BDqdDg4ODnBxcbE4XlZWhtjYWPNC%2BKpm1YQqL7feXySDwWjV8Rsj9iwdUuybPUuHFPuWSs%2B1fv3N8OHD0a5dO2zYsAEnT57EmTNnAADOzs7o06cP3nnnHXTt2lVwAf7%2B/pXWVpWWluLatWuV1mI9qmKtVXZ2tkUI02g0kMlk5vP%2B/v7Iy8tDQUGBxborjUaDNm3aWKy3MhqN%2BPDDD/HTTz9hx44daN26teB%2BiIiISNoEvVuwW7duWL9%2BPYxGo3kndrVaXe2C8NoIDdQw/fgAACAASURBVA3FunXroNVqoVarAQAHDhxAaWkp%2BvbtW%2B19rVu3hp%2BfHzIyMtC/f3/z8fT0dHTp0sW8TiokJARyuRz79u3Dm2%2B%2BCeDhY7%2BDBw8iKirKYsyFCxfiwIED2LhxIzp27FjnnoiIiEi6BL%2B4GQDkcjmaNWsmSgEjRozAzp07ER0djejoaOTl5WHp0qUYPHiwxYzUrFmzkJqainPnzpmPxcbGIi4uDj4%2BPujVqxcyMzNx7NgxbN682XxNixYtMGLECCxbtgz29vbw8vLC1q1bATxcS1Zhw4YN2LNnD8aOHQsXFxfzzBwA%2BPj41GtROxEREUlHncKVmFQqFZKSkrBo0SLExMTAyckJkZGRlXZGNxqNMBgMFscGDhyIkpISrF%2B/Hlu2bIGvry8SEhLMG4hWiI%2BPh4uLC1asWIHCwkIEBgYiKSkJnp6e5msqdnXftm0btm3bZnH/kiVLMHToUBG7JiIioqeVzFTT1%2Bao3gwGI/Lz9aKPa28vh1qthFarl8TiQIA9S6VnQJp9s2dp9AxIs29b69ndXVmvbwtKYzcvIiIiov8ShisiIiIiETFcEREREYmI4YqIiIhIRAxXRERERCJiuCIiIiISEcMVERERkYgYroiIiIhExHBFREREJCKGKyL6/%2B3de1hU1foH8O8MiHIblBA9ohiQg0GAXARJAqTjBcXsHI9pFsdMwaKaBDHJqJMdO4SXCEwTFc0LJnpOWBDeLUyfzMqDPGVlgiWiBxCDQVCu%2B/dHv9mPmwHEYeugfD/P4xOzZq2917vXbHpZe83eREQkIyZXRERERDJickVEREQkIyZXRERERDJickVEREQkIyZXRERERDJickVEREQkIyZXRERERDJickVEREQkIyZXRERERDJickVEREQkIyZXRERERDJickVEREQkIyZXRERERDJickVEREQkIyZXRERERDJickVEREQkIyZXRERERDJickVEREQkIyZXRERERDJickVEREQkIyZXRERERDJickVEREQkIyZXRERERDJickVEREQkIyZXRERERDJickVEREQkIyZXRERERDJickVEREQkIyZXRERERDJickVEREQkIyZXRERERDJickVEREQkIyZXRERERDJickVEREQkIyZXRERERDJickVEREQkIyZXRERERDJickVEREQkIyZXRERERDJickVEREQkIyZXRERERDLqFsnVuXPnMGfOHIwYMQKBgYFYunQprl%2B/3qm22dnZmDBhAjw8PBAREYE9e/bo1WlsbMTKlSsRFBQELy8vREZG4qefftKrV1FRgfnz58PHxwd%2Bfn545ZVXUFVV1eX4iIiIqOcwenKl1Woxa9Ys1NbWIi0tDYsWLUJOTg4SExNv2nbv3r1ISEjA2LFjsX79eowaNQqxsbE4evSopF5SUhIyMzOh0WiwZs0amJqa4plnnkFFRYVYp6mpCXPnzsWZM2ewbNkyLF26FN999x1iYmIgCILscRMREdG9ydTYHdixYwe0Wi12794NW1tbAICJiQni4%2BPx/PPPw8XFpd22qampmDBhAhYsWAAAGDVqFM6dO4e0tDQEBQUBAMrKyrBjxw689tpreOKJJwAAXl5eePTRR7F582bEx8cDAPbv34%2BffvoJubm5GDZsGADA3t4eTz75JL788ksEBwfftmNARERE9w6jz1wdOXIEgYGBYmIFAOPHj4eZmRny8/PbbVdSUoLi4mJERERIyiMiIlBYWIgrV64AAI4ePYrm5mZMmjRJrGNlZYWwsDDJ9vPz8%2BHq6iomVgDg4%2BMDBweHDvtBREREdCOjz1wVFRVh6tSpkjIzMzM4OjqiqKio3XbFxcUAAGdnZ0m5i4sLBEFAcXExbG1tUVRUBDs7O/Tt21evXk5ODlpaWqBUKlFUVNTmLNkDDzzQYT86w9RU/hzWxEQp%2BW9PwJh7jp4YN2PuOXpi3D0tZqMnV1qtFiqVSq9cpVKhurq63Xa691q3tbGxkbyv1WphbW2t197GxgaNjY2oq6uDlZVVu/VUKlWXkiulUoF%2B/SwNbn8zKpX5bdt2d8WYe46eGDdj7jl6Ytw9JWajJ1ftEQQBCoXipvVa19EtPr%2BxvK3ttLVIvb16nelHe1paBGi1dQa3b4%2BJiRIqlTm02mtobm6RffvdEWPuGTEDPTNuxtwzYgZ6Ztx3W8wqlXmXZtmMnlypVCpotVq98pqamg4Xs984Q2VnZyeW67alm9Fqb/tarRa9evWChYXFTfvR1sxaZymVituaqVta9r5t2%2B6uGHPP0RPjZsw9R0%2BM%2B26JWak0fFIF6AbJlYuLi95lt4aGBpw/f15vLdaNdGutiouLJUlYUVERFAqF%2BL6LiwsqKytRVVUlWXdVVFQEJycnKJVKsd6PP/6ot5%2BzZ89izJgxBsenUChgYtK1QepIT7l%2BfSPG3HP0xLgZc8/RE%2BPuKTEbPcrg4GAcP34cv//%2Bu1h24MABNDQ0ICQkpN12Q4YMgbOzM/Ly8iTlubm58PT0FL99GBQUBKVSKbm5aG1tLQ4fPizZfkhICM6cOSNJ9AoKClBaWtphP4iIiIhuZPSZqxkzZmDbtm2IiYlBTEwMKisr8c4772Dy5MmSGanFixdj9%2B7dOH36tFim0WgQGxsLR0dHPPzwwzh06BCOHTuGDRs2iHUGDBiAGTNmYMWKFTA1NcWgQYOwceNGAMCsWbPEeuPGjYOrqys0Gg3i4uLQ3NyMZcuWwdfXF4888sgdOBJERER0L1AI3eD24%2BfOnRPviN6nTx9EREQgPj4effr0EeskJCQgOzsbP//8s6RtdnY21q5di9LSUgwdOhQvvvgiwsPDJXUaGhqQlpaG7Oxs1NTUwMvLC6%2B99hqGDx8uqVdeXo63334bX375JRQKBcLCwrB48WL069fv9gVPRERE95RukVwRERER3SuMvuaKiIiI6F7C5IqIiIhIRkyuiIiIiGTE5IqIiIhIRkyuiIiIiGTE5IqIiIhIRkyuiIiIiGTE5IqIiIhIRkyuiIiIiGRk9GcL9nQ3PvrH3NwckyZN0nv0T3uys7ORnp4uPvrnhRde0Hv0T2Njo%2BTRP56enm0%2B%2BudOMiTmq1evYtOmTThy5AjOnTsHU1NTuLu7Iy4uDu7u7pK6rq6ueu3t7Oxw7Ngx2WPpLEPHOTIyEidOnNArz8vLkzx78%2BrVq1i2bBn27duHhoYGBAQE4PXXX4eDg4PssdwKQ%2BK%2BcOECHn300Tbf69WrF77//vsO63l5eWHnzp3yBGCA3377DRkZGTh16hR%2B%2BeUXODs7Izc3t1NtMzIykJmZiYqKCqjVarzyyisICAiQ1OmOY21IzOXl5fjwww9x7NgxnD9/HpaWlvDx8cGCBQswdOhQsV53HWfA8LEOCwtDaWmpXnlhYSF69%2B4tvq6oqMDbb7%2BNI0eOQKlUio9k69u3r6xx3ApDYv7666/x97//vc33nJycsHfv3g7rTZw4ESkpKV3v/B3E5MqItFotZs2ahUGDBiEtLQ1XrlxBUlISqqqqsGLFig7b7t27FwkJCYiOjsbo0aNx8OBBxMbGwtraGkFBQWK9pKQk7N69GwkJCXBwcMCGDRvwzDPPICcnB/3797/dIeoxNOaLFy8iKysLU6dOhUajQVNTE7Zs2YIZM2Zgx44deglWZGQkIiIixNe9evW6bTHdTFfGGQB8fHywaNEiSdngwYMlrxcsWIAffvgBr7/%2BOqysrJCWlobZs2fj008/7VSifjsYGre9vT2ysrIkZYIgICoqSi/RAIC4uDhJuaWlpXxBGOCXX35Bfn4%2BvLy80NLSgs4%2BYSwjIwMpKSmIjY2Fm5sbdu3ahaioKOzatUvyB0N3HGtDYv7hhx%2Bwf/9%2BTJ06FSNGjIBWq0V6ejqmTZuGTz/9FAMHDpTU727jDBg%2B1gAwfvx4PPvss5IyMzMz8eempibMnTsXjY2NWLZsGZqamrB8%2BXLExMQgMzMTCoVCtjhuhSExu7u7653TV69eRVRUFIKDg/XqJyUlwdnZWXx9Vz7fVyCjSU9PF7y8vITKykqx7NNPPxXUarVw9uzZDttOmDBB0Gg0krJnn31WmDZtmvj6f//7n/Dggw8K27ZtE8tqamoEf39/Yfny5TJFcWsMjbm2tlaoq6uTlF2/fl0YPXq0kJCQIClXq9XChg0b5O14F3RlnJ9%2B%2BmkhOjq6wzoFBQWCWq0WvvjiC7GstLRUcHNzE7Zv3961zndBV%2BJu7fjx44JarRby8vLEspKSEkGtVgt79uyRrc9yaG5uFn9etGiRMGnSpJu2qa%2BvF3x9fYXk5GSxrKmpSQgPDxfmz58vlnXXsTYk5urqaqGxsVFSVllZKbi7uwurVq0Sy7rrOAuCYXELgiCMGTNGWLJkSYd1PvvsM0GtVgtnzpwRy7777jtBrVYL%2Bfn5hnVYBobG3Np//vMfQa1WC6dOnRLLdOd5YWFhl/tpbFxzZURHjhxBYGAgbG1txbLx48fDzMwM%2Bfn57bYrKSlBcXGxZGYGACIiIlBYWIgrV64AAI4ePYrm5mZMmjRJrGNlZYWwsLAOt387GRqzhYUFzM3NJWW9e/eGi4sLysvLb1t/5WBozJ2Vn58PlUol%2BQtw0KBB8PHxMdo4A/LGnZubK352uzul8tZ/rZ48eRI1NTWSc9rExAQTJ05Efn6%2BODvQXcfakJhVKhVMTaUXT2xtbTFw4MBuf07rGBJ3Z%2BXn58PV1RXDhg0Ty3x8fODg4HDXjXVbcnNzcf/998PT01OW7XU3TK6MqKioSLJuBvhjWtjR0RFFRUXttisuLgYAybQpALi4uEAQBPH9oqIi2NnZ6V2fd3Fxwblz59DS0iJHGLfE0JjbUldXhx9//FHvOADAunXr4O7uDj8/P8yfPx8XL17sUr%2B7oqsxnzhxAiNGjICHhweefvppfPPNN3rbd3Jy0rtM8MADD9zyMZWTXGPd2NiI/fv3Y%2BzYsZL1KDpvvvkmHnzwQQQGBiIxMRFVVVVd7vudpjsebZ3TtbW1KCsrE%2Bt1x7GWy6VLl3Dx4sU2z%2Bl7YZxvlJOTg4ceegje3t6IiorCzz//LHm/rfMHuDfG%2BvLlyzh%2B/LjeBIFOdHQ0HnzwQQQHByM5ORnXr1%2B/wz3sOq65MiKtVguVSqVXrlKpUF1d3W473Xut29rY2Eje12q1sLa21mtvY2ODxsZG1NXVwcrKyuD%2BG8LQmNvy3nvv4dq1a3j66acl5Y8//jhCQ0NhZ2eHM2fO4IMPPsDMmTPxySefiMfoTupKzCNHjsSUKVNw//33o7y8HBkZGZg9eza2bt0Kb29vcfttjbMhx1ROco31kSNHUFVVpfeL2MzMDE8%2B%2BSSCgoKgUqlw6tQprF27Ft9//z127dpl1HV2t0qr1cLMzExvzZTu81pVVYWBAwd227GWy9KlS6FSqfCXv/xFLLuXxlknLCwMnp6eGDRoEEpKSrB27VrMnDkTu3fvxpAhQwB0fF7f7clVXl4empub9c5pa2trzJ07FyNHjkTv3r1x/PhxbNy4EcXFxUhPTzdSbw3D5KobEgShU4sVW9fRXTq4sbyt7Qi3sOjyTulszDo5OTnYvHkz3njjDck3iwAgOTlZ/HnkyJHw9fXFX//6V%2BzcuRNRUVGy9bmrOhOzRqORvA4NDUVERATWrFmD9evXi%2BXtbcdYi147YshY29nZITAwUFJub2%2BPN998U3zt7%2B%2BPYcOGYd68eThw4AAmTpwoV5fviI7O1Zud0x2V3y3S09Nx%2BPBhrF69WvJH0L02zgCQmJgo/uzn54fRo0cjPDwcGRkZkljb%2B0zc7WOdk5MDd3d3ODk5Scrd3Nzg5uYmvg4MDIS9vT3eeustFBYW3lWXEHlZ0IhUKhW0Wq1eeU1NTZt/8eu0nqHS0W1L17a97Wu1WvTq1QsWFhYG991QhsZ8o2PHjuHVV1/FnDlz8NRTT920/vDhw%2BHk5IQffvjhlvsrBzli1rGwsEBISIgklo7G%2BVa3Lyc54q6trcUXX3yB8PBwmJiY3LR%2BSEgILCwsjDbWhlKpVKivr0d9fb2kXHf8dOd8dx3rrsrOzkZKSgoSExM7ta7ubh3n9tjb28PX17dT57Uhvze6k/Pnz6OwsBCPPfZYp%2Brrbi%2BkuwXL3YLJlRG5uLjoTe82NDTg/PnzbV5r19GtR9CtrdIpKiqCQqEQ33dxcUFlZaXe2gTduo3buRizPYbGrFNYWIgXX3wREyZMwMKFCzu9X2PO1nU15tZax6JbQ9e6/OzZswZtXy5yxH3gwAFcu3YNkydPvh1d7DZ0x6P18SoqKoKlpSUGDBgg1uuOY90Vhw4dQmJiIubNm9epP5buVW2d121d/rubxxr4Y9ZKqVTq3ZPxXsPkyoiCg4Nx/Phx/P7772LZgQMH0NDQgJCQkHbbDRkyBM7OzsjLy5OU5%2BbmwtPTU/x2VlBQEJRKJfbs2SPWqa2txeHDhzvc/u1kaMzAH/%2BjiYqKgo%2BPD5KSkjo9Nf7jjz/i119/hYeHR5f6bqiuxNxaXV0d8vPzJbGEhIRAq9Xiyy%2B/FMsuXbqEkydPGm2cAXnizs3NhaOjI7y8vDpV//PPP0ddXZ3RxtpQPj4%2BsLa2lpzTzc3N2LNnD0JCQsTPencda0OdOHECsbGxmDJlCmJjYzvd7m4d5/aUlZXh5MmTeuf1mTNnJAlWQUEBSktL78qx1vnss8/g7%2B8v/sHQmfoA7rqx5porI5oxYwa2bduGmJgYxMTEoLKyEu%2B88w4mT54s%2Bctk8eLF2L17N06fPi2WaTQaxMbGwtHREQ8//DAOHTqEY8eOYcOGDWKdAQMGYMaMGVixYgVMTU0xaNAgbNy4EQAwa9asOxfoDQyNubKyEnPmzEGvXr0wd%2B5cyfS5mZmZeJ0%2BIyMDJSUl8Pf3h62tLX755ResXbsWAwcOxLRp0%2B5ssP/P0Ji//fZbZGRkYOzYsRg0aBDKy8uxadMmVFRUIDU1VWzn5eWF0NBQvPbaa0hISICVlRVSU1Ph4OAgWRh8p3Xl8w0AV65cwVdffdXuOrnk5GQoFAp4eXlBpVKhsLAQ6enpeOihh/DnP//5tsbWkWvXrolflS8tLcXVq1fFO1DrPpezZs3CxYsXceDAAQB/fIaff/55pKSkwNbWVryJaElJCd59911x2911rA2JuaioCDExMRg8eDCmTp2KgoICcXtWVlZ44IEHAHTfcQYMizs3NxdffPEFgoODYW9vj5KSEqxbtw4mJiaYPXu2uO1x48bB1dUVGo0GcXFxaG5uxrJly%2BDr64tHHnnkzgf7/wyJWef06dMoKiqSxHmj%2BPh4DB06FG5ubuKC9g8//BCPPvookyvqPJVKhc2bN2Pp0qV46aWX0KdPH0RERCA%2BPl5Sr6WlBc3NzZKy8PBwXL9%2BHWvXrkVGRgaGDh2KlJQUyd3ZASAhIQEWFhZ47733UFNTAy8vL2zevNkod2cHDI/57NmzuHTpEgDgmWeekdR1cHDA4cOHAfzxKIX9%2B/cjLy8PtbW16NevH0JCQjB//nyjrVMwNOb%2B/fujoaEB7777LqqqqmBubg5vb28sWbJEb2HnypUrkZycjCVLlqCxsREBAQFYtWqV0e7YDXTt8w0Ae/bsQVNTU7uXBJ2dnfHRRx8hKysL169fx4ABA/C3v/0NGo1G7/5Jd1JlZSVefvllSZnu9ZYtWxAQENBmzM8%2B%2BywEQcDWrVtx%2BfJlqNVqrFu3Tu9xTt1xrA2J%2BdSpU6ipqUFNTQ1mzpwpaevv74%2BtW7cC6L7jDBgW9%2BDBg1FWVoZ//etfqKmpgbW1NUaNGgWNRiN%2BUxAATE1NsX79erz99ttYuHAhFAqF%2BPgbYy5oN/TzDfxxSdDMzAzjx49vc9vDhg1DTk4ONm7ciMbGRjg4OOC5555DdHS0/IHcZgqhO351jIiIiOguxTVXRERERDJickVEREQkIyZXRERERDJickVEREQkIyZXRERERDJickVEREQkIyZXRERERDJickVEREQkIyZXRHRTH3/8MVxdXcV/bm5uCAoKQmxsLH799Vej9Ss/Px%2BrVq1q872wsDAkJCTc4R7d3Pvvv4%2BJEyeipaUFAHDhwgW4uroiIyPDyD27dV999RW8vb1RVlZm7K4QdStMroio05KSkpCVlYVNmzbhqaeewuHDhzFz5kxUV1cbpT/5%2Bfl4//3323zv/fffR0xMzB3uUcfKysqQkZEBjUYDpfLu//UbGBgIDw8PyfMPiYjJFRHdgmHDhmHEiBEICAjA888/j6ioKFRWVuLgwYPG7poeNzc3ODo6GrsbElu2bIG1tTXGjRtn7K60SxAEXL9%2BvdP1n3rqKeTk5IjP/iQiJldE1AW6J9VXVlZKyl1dXdu8XNf6Up3ucuPx48fxj3/8AwEBAQgICMCLL75400tNCQkJyMzMFPen%2B3fhwoU29/X111/D1dUVOTk5WL58OYKCguDt7Y3nnnsOly9fxtWrV/H666%2BLfXj11VdRW1sr2acgCMjMzMSUKVPg6emJkSNHQqPRoKSk5KbHqqGhAf/%2B978RERHR7qzVpk2bEBYWBm9vb0yfPh0FBQV6dQ4dOoTp06fDy8sL3t7emD17Nv773//qHZuwsDC9tqtWrdJ7ELSrqyveeustfPTRRwgPD4eHhweys7MBANu3b8djjz0Gb29veHt7Y8KECXqzVGPGjIGFhQV27tx502NA1FMY95HiRHRX0yUy999/f5e2k5iYiNDQUKxcuRKXLl3C8uXLsXDhQmzZsqXdNjExMairq8O%2BffuQlZUlltvb23e4r5SUFAQEBCApKQmlpaVITk5GXFwcTE1N4erqinfffRenT59GSkoKLC0tkZiYKLZ94403kJ2djcjISMTHx6O6uhqrV6/GjBkz8Mknn8DOzq7d/RYWFqKqqgoBAQFtvp%2BZmQlnZ2csXrwYAJCamoro6GgcOnQI1tbWAICcnBzEx8cjKCgIK1euRENDAzZs2IDIyEh8%2BOGH8PPz6zD29hw8eBDffvstXnjhBdjZ2eG%2B%2B%2B7DZ599hiVLliAyMhKLFi2CUqnEb7/9hrNnz0rampmZwdvbG/n5%2BXj55ZcN2j/RvYbJFRF1WktLC5qamlBfX4%2BTJ0/igw8%2BwMiRI9ucJbkVjzzyiCSJqa6uxvLly1FRUYH%2B/fu32cbR0VFMZkaMGNHpfanVaiQlJYmvi4uLsXnzZjGJAIDRo0ejoKAAOTk5Yr8KCgqwc%2BdOJCQkYPbs2WJ7Pz8/jB8/Hps2bcLChQvb3a9udsnd3b3N9y0tLZGeng4TExMAfySJ06ZNw5EjRzBp0iS0tLRg2bJlUKvVWL9%2BvTj7FRISgrFjx2LFihXYsWNHp4/Djerq6pCTkwMbGxuxbMeOHVCpVJJxCQwMbLO9m5sb1q1bh7q6OlhYWBjUB6J7CS8LElGnPfHEE3B3d4ePjw/mzp0LlUqFNWvWwNS0a3%2BntU7OdJeuLl682KXttmXMmDGS1y4uLgCA0NBQvfKqqirx0uDnn38OhUKBxx57DE1NTeI/Ozs7DB8%2BHCdOnOhwv%2BXl5VAoFOjXr1%2Bb74eGhoqJFQAMHz4cAFBaWgoAOHfuHMrLyzFlyhTJZUVLS0uMGzcOp06dwrVr1zpxBPSNGjVKklgBf1zy1Wq1iIuLw8GDB3HlypV22993331oaWnB5cuXDdo/0b2GM1dE1GnJyclwcXFBbW0t8vLykJWVhbi4OGzYsKFL2%2B3bt6/ktZmZGQDc0sLqzmqdRPTq1avD8vr6elhaWqKyshKCIODhhx9uc7tDhgzpcL/19fUwNTWVJFA3au8Y1NfXAwB%2B//13AGhzJs/e3h4tLS3QarUwNzfvsB9taWubjz/%2BOJqbm7Fr1y5oNBq0tLTAw8MD8%2BfPx%2BjRoyV1e/fuDeD2jBfR3YjJFRF1mouLi7iIfdSoUWhpacGuXbuwd%2B9eTJgwQaxnZmaGhoYGvfa6BOFu1K9fPygUCmRmZoqJz43aKmvdvrGx0eBLZ7oZr4qKCr33ysvLoVQqoVKpxL7cyvFXKBRtlk%2BdOhVTp05FXV0dvvnmG6xatQrz5s3Dvn374ODgINbT3YqjvVk5op6GlwWJyGALFy6EjY0N0tLSxJtiAoCDgwN%2B/vlnSd2vvvoKdXV1su7/ds5wtRYaGgpBEFBWVgYPDw%2B9f62/hdeak5MTAOD8%2BfMG7d/JyQkDBgxAbm4uBEEQy%2Bvq6rB//36MGDFCnLUaPHgwKisrJZfpGhoacPToUYP2bWFhgZCQEDz33HNobGzUW9ReUlKCvn37drign6gn4cwVERnMxsYG0dHRWL58OXJycjBlyhQAwJQpU5CamorU1FT4%2B/vj7Nmz2LZtm/itN7mo1WoAwPr16xEcHAylUglXV9ebziIZwtfXF9OnT8fixYvx/fffY%2BTIkTA3N0dFRQW%2B%2B%2B47qNVqzJw5s932um8Jnjp1SlxPdSuUSiUWLlyI%2BPh4zJs3D9OnT0dDQwMyMjKg1WqxYMECsW54eDjS0tIQGxuLuXPnor6%2BHlu3bkVzc3On95eYmIg%2BffrAx8cH/fv3R0VFBdatWwdra2tx9lKnoKAA/v7%2B7c6AEfU0TK6IqEsiIyORmZmJNWvWICIiAiYmJpgzZw6uXr2K7OxsbNy4EZ6enkhNTZX9jukRERE4efIktm/fjtWrV0MQBBw6dAiDBw%2BWdT86b731Fry8vJCVlYWPPvoILS0tsLe3h4%2BPDzw9PTts%2B6c//Ql%2Bfn7ifaoMMXnyZJibm2PdunWIjY2FiYkJvLy8sGXLFvj4%2BIj1hgwZgtWrVyMlJQUajQb9%2B/fH7NmzceXKlXbvaN%2Ban58fPv74Y%2BzZswfV1dXo168ffH19kZycDFtbW7He%2BfPncebMGbz00ksGxUR0L1IIN84vExHRbbNv3z7Exsbi888/x4ABA4zdHVm89957%2BOSTT3DgwIEuf2uU6F7BNVdERHfIuHHj4OHhgfT0dGN3RRZa9lVcPwAAAHlJREFUrRbbt29HbGwsEyuiGzC5IiK6QxQKBf75z3%2BKt0642124cAHR0dGYPHmysbtC1K3wsiARERGRjDhzRURERCQjJldEREREMmJyRURERCQjJldEREREMmJyRURERCQjJldEREREMmJyRURERCQjJldEREREMvo/H/H/rmSiajoAAAAASUVORK5CYII%3D">
+
+<br>
+<br>
+<br>
+<br>
+
+<h3 id="Cumulative_yield">Cumulative yield</h3>
+<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAkkAAAHKCAYAAAAXTN/fAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDIuMi4zLCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvIxREBQAAIABJREFUeJzs3Xl8VOXd///XZJkkDAyZEIgmKIUgCYtEqBJUtiRoK8tdkRsEZVNKZUe9BaGARaygVgiLLIZVWURluw2SVmWVSnHDL7UYIVEWRWLIQnCyT%2Bb3Bz/mNmbATDIhgfN%2BPh48yMw555rPR%2BiDd69znWtMTqfTiYiIiIiU41PbBYiIiIjURQpJIiIiIm4oJImIiIi4oZAkIiIi4oZCkoiIiIgbCkkiIiIibigkiYiIiLihkCQiIiLihkKSiIiIiBsKSSIGlJqayrRp04iPj%2BfWW2%2BlQ4cO9OvXjxUrVpCbm1vb5V3R4sWLiYqKqtK1%2B/btY/HixW6PxcfHM3Xq1OqUVqOqU19lrz106BBRUVEcOnSoSp8jcr3xq%2B0CROTqeuutt3j22Wdp3rw5I0eOpGXLlpSWlvLll1%2ByadMmvvjiC5YsWVLbZdaIffv2sWHDBiZMmFDh2CuvvEL9%2BvVroarKqev1iVyPFJJEDOTw4cPMmjWLu%2B66i6VLl2I2m13H7r77bh555BE%2B/PDDWqyw9rRp06a2S7iiul6fyPVIt9tEDOTVV1/FZDLx3HPPlQtIl5jNZhISElyvo6Ki3N6e%2BuXtm61btxIVFcXBgweZMWMGsbGxdOzYkSlTppCfn09mZiaTJk3i9ttvp0uXLrz44ouUlJS4rr/cbZ7vvvuOqKgotm7desW%2Bdu7cyaOPPkqXLl1o37499913Hy%2B//DL5%2Bfmuc6ZOncqGDRtcfV369d1331XoKTs7m3bt2rFgwYIKn5Wenk5UVBSvv/66673MzEyeeeYZunXrRrt27YiPj%2BeVV16htLT0inX/%2Bc9/plOnThQUFFQ4NmzYMHr37u167e6W2U8//cSLL75IfHw87dq1o2vXrjz//PPl%2Br6c9PR0Ro4cSUxMDLGxsTzzzDPY7fZfvU7ESDSTJGIQDoeDf/3rX7Rt25Ybb7yxRj5jxowZ3HvvvcyfP5%2BjR4%2BSmJiIw%2BHg22%2B/5Z577uHBBx/ko48%2BYsWKFTRp0oRHHnnEK5974sQJunXrxvDhwwkKCuKbb75hxYoVHDlyxBVmxo4dS35%2BPv/4xz948803Xdc2adKkwnghISH06NGD7du3M3HiRHx8/u//T27duhV/f3/69u0LXAxIAwYMwMfHh3HjxnHzzTdz%2BPBhli1bxvfff8/cuXMvW/ewYcPYsmULO3bsYMCAAa7309LSOHToEM8888xlry0oKGDIkCGcPXuW0aNHExUVxfHjx1m0aBHHjh1j7dq1mEwmt9eeO3eOoUOH4ufnx1/%2B8hcaNWpEcnIyzz333GU/T8SIFJJEDCInJ4eCggKaNm1aY58RFxfH008/DVy8fffFF1%2BwY8cOpk2bxogRIwC46667OHDgAMnJyV4LSWPHjnX97HQ66dixI5GRkQwZMoTU1FSio6O5%2BeabCQ0NBeC222771TEfeOAB3n//fQ4ePMjdd98NXAya77zzDvHx8dhsNuDiQvLz58/z7rvvEh4eDsCdd95JYGAgL774omvdlzvR0dF06tSJDRs2lAtJ69evp379%2Btx///2XrW/dunV8/fXXvPXWW9x6662uzw0LC2PixIns37%2Bf7t27u7127dq1ZGdns337dqKjowHo3r07jz76KGfOnPnV/zYiRqHbbSLiNT169Cj3OjIyEqDCP9aRkZF8//33Xvvc06dP8z//8z/cfffdtG7dmrZt2zJkyBAAvvnmmyqN2a1bNxo3blzuVt%2BBAwf48ccf6d%2B/v%2Bu9vXv3EhsbS5MmTSgtLXX96tatGwAff/zxFT9n2LBhfPXVV3z22WfAxVto//u//0u/fv2wWCyXvW7Pnj3ccssttG7dutzndunSBZPJdMXPPXToELfccosrIF3Sp0%2BfK9YqYjSaSRIxCJvNRlBQkGsNTk1o2LBhudf%2B/v6Xfb%2B4uNgrn2m323nooYcICAjg8ccf5ze/%2BQ2BgYGcPXuW8ePHU1hYWKVx/fz8%2BK//%2Bi/Wr19PXl4eVquVrVu30rhxY7p06eI6Lysriz179tC2bVu34%2BTk5FzxcxISEoiIiGDjxo389re/ZevWrRQUFPDQQw9d8bqsrCxOnjxZpc/Nzc11O6N4aaZNRC5SSBIxCF9fXzp37syHH37I2bNnueGGG371GrPZ7DbM/No//J4KCAgAqPBZlfmcf/3rX/z444%2BsW7eOTp06ud6/cOFCtevq378/q1at4t1336VXr17s3r2b4cOH4%2Bvr6zrHZrMRFRXF448/7nYMd2uefs7Hx4eHH36YxMREnn76aTZu3Midd95JixYtrnidzWYjICCAOXPmXPb45QQHB3Pu3LkK77t7T8TIdLtNxEAee%2BwxnE4nM2bMcBt%2BSkpK2L17t%2Bt1REQEX3/9dblzDh48WKmnpzwREREBUOGzfl7L5VxanPzLp/U2bdpU4dxL51R2dikyMpKYmBi2bt3Kjh07KC4u5oEHHih3To8ePTh27Bg333wzt956a4VfYWFhv/o5AwYMwN/fn6eeeopvv/2Whx9%2B%2BFev6dGjB6dPnyY4ONjt515p7VlsbCzHjx8nNTW13Ps7duz41c8VMRLNJIkYSIcOHZg1axbPPvss/fv3Z9CgQdxyyy2UlpZy9OhR3nrrLW655Rbi4%2BMB%2BMMf/sDChQtZuHAhnTp1Ii0tjfXr19OgQQOv1tW4cWPuuusukpKSaNiwIeHh4Rw8eJD333%2B/Uj01bNiQv/zlL4wfPx4/Pz%2BSk5MrBC6AVq1aAbBixQq6deuGj48PUVFRbrdDuKR///4888wz/Pjjj3To0KHCDM/EiRP56KOPGDRoEEOHDqV58%2BYUFxfz3XffsX//fp599tlfnbWzWq384Q9/4I033iAiIsL13/9Khg8fznvvvceQIUMYMWIEUVFRlJWV8cMPP3DgwAEeffRRYmJiLnvtli1b%2BNOf/sTjjz/uerqtquu3RK5XCkkiBjNw4EDat2/P2rVrWblyJZmZmfj7%2B/Ob3/yGPn36uBY8A4wcOZKffvqJbdu2sXr1atq3b8/ChQvLPU3mLS%2B99BLPPfccL7/8Mg6Hg7i4OObNm1dukbQ7NpuNV199lRdffJHJkycTFBREQkICiYmJ9OvXr9y5ffr04fPPP2fjxo0sWbIEp9PJrl27rjjr0rt3b%2BbMmeNa4/RLTZo0YfPmzSxdupRVq1aRkZGBxWIhIiKCrl27YrVaK9V/r169eOONNxg0aFC5LQcup169emzYsIGkpCTefPNNvvvuOwIDA7nxxhu56667XLNz7jRu3Jj169fz/PPPM2vWLIKCgujZsyczZ86skT9bkWuVyel0Omu7CBERo3vhhRd444032Lt37xXXE4nI1aOZJBGRWvTFF19w4sQJNm7cyIMPPqiAJFKHaCZJRKQWRUVFERQURLdu3Zg7d%2B4V90YSkatLIUlERETEDW0BICIiIuKGQpKIiIiIGwpJIiIiIm4oJImIiIi4oS0AKsHpdFJWVjPr2318TDU2dl1lxJ7BmH2rZ%2BMwYt9G7Bmunb59fEyury2qKoWkSigrc5Kdbff6uH5%2BPthsFvLy8iktLfP6%2BHWREXsGY/atno3RMxizbyP2DNdW3yEhFnx9qxeSdLtNRERExA2FJBERERE3FJJERERE3FBIEhEREXFDIUlERETEDYUkERERETcUkkRERETcUEgSERERcUMhSURERMQNhSQRERERNxSSRERERNxQSBIRERFxQyFJREREakVOsZ0vck6TU%2Bz9L5H3Br/aLkBERESMJ6fYzqKvd5FTYsfmb2FiVAI2s6W2yypHM0kiIiJy1Z20Z5NTYsfiG0BOiZ2T9uzaLqkChSQRERG56ppZQrD5W7A7irD5W2hmCantkirQ7TYRERG56mzmi7fYTtqzLwamOnarDRSSREREpJbYzJY6GY4u0e02ERERETcUkkRERETcUEgSERERcUMhSURERMQNhSQRERERNxSSRERERNxQSBIRERFxQyFJRERExA2FJBERERE3FJJERERE3FBIEhEREXFDIUlERETEDYUkERERETcUkkRERETc8Dgkpaam8sknn7he2%2B12Zs2axcCBA1m4cCFOp9Oj8T788EOGDBlC586dadeuHQkJCcydO5cLFy6UO6%2BwsJD58%2BcTFxdHu3btiI%2BP55VXXil3TklJCfPmzaNLly7ExMQwdOhQUlNTPW1RREREBD9PL3jhhRdo06YNd9xxBwCJiYm8/fbbtGrViqSkJEJCQhg6dGilxzt//jwdOnRg%2BPDhWK1Wjh8/zuLFizl%2B/DirV68GwOFw8Nhjj3H27FkmTpxIREQEZ86c4Ycffig31ty5c9m%2BfTtTp04lIiKClStXMmLECJKTk2ncuLGnrYqIiFyzcortnLRn08wSgs1sqe1yrkkeh6Tjx48zZMgQAJxOJ8nJyUyYMIHRo0eTmJjIli1bPApJffr0oU%2BfPq7XsbGxmM1mZs6cSUZGBmFhYWzevJmjR4%2BSkpJCaGio23EyMjLYtGkT06dPZ%2BDAgQDExMSQkJDAa6%2B9xlNPPeVpqyIiIteknGI7i77eRU6JHZu/hYlRCQpKVeDx7ba8vDyCg4OBi7fe8vLyuO%2B%2B%2BwC48847OX36dLWLujR%2BaWkpAJs3b%2Ba%2B%2B%2B67bEACOHDgAA6Hg969e7veq1%2B/PvHx8ezbt6/aNYmIiFwrTtqzySmxY/ENIKfk4oySeM7jmaTg4GDOnj0LwKFDh2jUqBHNmjUDLq4J8nRN0iUOh4PS0lLS0tJYsmQJcXFxREREUFxczNGjR4mLi2Py5Mm89957%2BPr6EhcXx4wZM7DZbACkp6cTGhrqCliXREZGkpycTFlZGT4%2BVV%2Bn7ufn/TXuvr4%2B5X43AiP2DMbsWz0bhxH7rus9t7CGEmK2kFOcT4jZQgtrqFf%2BHavrfXubxyHp9ttvZ/HixeTk5LB27Vp69OjhOnby5EluvPHGKhUSFxdHRkYGAF27dmX%2B/PkA5ObmUlpayooVK4iNjWXJkiVkZmby0ksv8eSTT7JmzRrg4gxXgwYNKozbsGFDSkpKyM/Pp379%2BlWqzcfHhM1Wc9OUVmtQjY1dVxmxZzBm3%2BrZOIzYd13t2YaFWQ3/QHpeJpHWxjQKqtq/f5dTV/v2No9D0pNPPsmoUaN4/vnnufnmmxk3bpzr2N///ndiYmKqVEhSUhL5%2BfmkpaWxdOlSRo8ezZo1a1wzU1arlUWLFmE2mwGwWCxMmDCBI0eO0L59ewBMJlOFcas6s/VzZWVO8vLyqz3OL/n6%2BmC1BpGXV4DDUeb18esiI/YMxuxbPRujZzBm39dCzz6YuMXcBAohp9DulTGvhb4vsVqDqj3j5XFIuummm/j73/9Obm5uhVtbM2fOrPJTZNHR0QB07NiRNm3a0L9/f95//326d%2B/uev9SQALo3LkzcHEhefv27bFareTl5VUYNy8vD39/f%2BrVq1elui4pLa25vwwOR1mNjl8XGbFnMGbf6tk4jNi3EXsG4/TtcUi65JcBCSAqKqpaxVzSunVrfH19OXXqFEFBQURERFz23EvrjCIjI8nKyqoQ3tLT02nevHm11iOJiIiI8VQqJG3fvt2jQe%2B///4qFXPJ4cOHcTgcNG3aFIAePXrwwQcfUFxc7JpN%2Buijj4D/m4Hq0qULPj4%2BpKSkMHjwYODiRpe7d%2B9mwIAB1apHREREjKdSIWnq1KnlXl9a%2B/Pz9T4/Xw/kSUgaP3487dq1IyoqisDAQFJTU1m5ciVRUVH07NkTgJEjR/LOO%2B8wbtw4hgwZwo8//si8efPo2bMnrVu3BiAsLIxBgwbx8ssv4%2BfnR3h4uGszyuHDh1e6HhERERGoZEjatWuX6%2Bdz587xxBNP0KVLF/r06UNoaCjnzp0jOTmZf/7znyQmJnpUQPv27dm5cydJSUk4nU4iIiIYOHAgI0eOdM0aRUREsHbtWl544QUmTJhAUFAQv/vd75gyZUq5saZOnUq9evVYsGABFy5cICYmhtdee027bYuIiIjHTE4PH/968sknCQ0N5c9//nOFY3PmzOHHH39kwYIFXiuwLnA4ysjO9s6TAT/n5%2BeDzWYhJ8duiAVwYMyewZh9q2dj9AzG7NuIPcO11XdIiKXaT7d5fPX%2B/fvL7Y30c927d%2BfAgQPVKkhERESkLvA4JJWVlXHixAm3x06cOOGVfYlEREREapvHIalr164sWLCAvXv3lnt/z549LFy4kC5dunirNhEREZFa4/E%2BSdOnT2fEiBGMGTMGi8VCo0aNyMrKwm6306xZM6ZPn14TdYqIiIhcVR6HpCZNmrBt2za2bt3Kxx9/TG5uLm3atCE2Npb777%2BfwMDAmqhTRERE5Kqq0o7bAQEBDB482LVpo4iIiMj1Rt/VISIiIuJGlWaSPvnkE9atW0d6ejqFhYXljplMJj744AOvFCciIiJSWzyeSfr0008ZMWIEFy5cID09nRYtWhAWFsYPP/yAn58fd9xxR03UKSIiInJVeRySFi9ezAMPPMDKlSsBePzxx9m4cSNbt27Fbrdzzz33eL1IERERkavN45B0/Phxevbs6fpCW4fDAUB0dDRjx45lyZIl3q1QREREpBZ4HJIKCgqwWCz4%2BPhgNpvJyclxHWvRogXp6eleLVBERESkNngcksLDwzl37hwALVu2ZN%2B%2Bfa5jn3zyCcHBwd6rTkRERKSWePx0W6dOnfj444/5/e9/z4ABA3j22WdJT0/HbDbzz3/%2Bk0ceeaQm6hQREakzsovsHM/4kUZOC1bfoNouR2qIxyFpwoQJnD9/HoDBgwdTWFhIcnIyAGPGjGH06NHerVBERKQOySm2s/jYLnJLCwj2C2JCqwRsZkttlyU1wOOQFBISQkhIiOv1I488otkjERExjJP2bHKK87EGBJJTlM9Je7ZC0nWqWjtuf/PNN3z22Wfk5%2Bd7qx4REZE6rZklBJu5HhdKirCZ69HMEvLrF8k1qUo7bm/fvp358%2BeTmZkJwObNm2nbti2TJk3i7rvvZuDAgV4tUkREpK6wmS083voeskx2rUm6znk8k5SSksLUqVNp06YNM2fOxOl0uo61bduWlJQUrxYoIiJS14QEWOgU1pyQAN1mu555HJKSkpJ44IEHWL58OQ8%2B%2BGC5Yy1atCAtLc1rxYmIiIjUFo9DUnp6Or1793Z7LDg4mNzc3GoXJSIiIlLbPA5JQUFBXLhwwe2xjIwMGjZsWO2iRERERGqbxyGpQ4cObNiwodxapEu2bt1Kp06dvFKYiIiISG3yOCSNGzeOL774gv/%2B7/9m3bp1mEwm3nvvPUaPHs2nn36qzSRFRETkuuBxSLr11ltZsWIF%2Bfn5vPDCCzidTl599VW%2B/fZbkpKSaNWqVU3UKSIiInJVVWmfpM6dO5OSksKpU6c4d%2B4cNpuN5s2be7s2ERERkVrj0UxSYWEhXbt2Zffu3QDcfPPNdOzYUQFJRERErjsehaTAwECKiooICtLuoiIiInJ983hNUufOnTl48GBN1CIiIiJSZ3gckkaPHs27777LK6%2B8wrFjx8jJySE3N7fcL098%2BOGHDBkyhM6dO9OuXTsSEhKYO3fuZfdi%2BvLLL2ndujUdOnSocKykpIR58%2BbRpUsXYmJiGDp0KKmpqZ62KCIiIuL5wu0HHngAgFdeeYUlS5a4Peerr76q9Hjnz5%2BnQ4cODB8%2BHKvVyvHjx1m8eDHHjx9n9erV5c51Op0899xzhISEkJ%2BfX2GsuXPnsn37dqZOnUpERAQrV65kxIgRJCcn07hxYw%2B6FBEREaPzOCSNGzcOk8nktQL69OlDnz59XK9jY2Mxm83MnDmTjIwMwsLCXMe2bNlCTk4O/fv3Z926deXGycjIYNOmTUyfPp2BAwcCEBMTQ0JCAq%2B99hpPPfWU12oWERGR65/HIWnChAk1UUc5wcHBAJSWlrrey8vLY968ecyZM4cvv/yywjUHDhzA4XCU%2B165%2BvXrEx8fz759%2BxSSRESuETnFdk7as2lmCcFmttR2OWJgVdonqSY4HA5KS0tJS0tjyZIlxMXFERER4Tq%2BYMEC2rZtS1xcnNuQlJ6eTmhoqCtgXRIZGUlycjJlZWX4%2BHi8BMvFz6/q116Or69Pud%2BNwIg9gzH7Vs/G4c2%2Bs4vsLD62i5zifGzmejze%2Bh5CAupeUNKftTH6rjMhKS4ujoyMDAC6du3K/PnzXce%2B%2BuorNm/ezLZt2y57fV5eHg0aNKjwfsOGDSkpKSE/P5/69etXqTYfHxM2W839j9RqNd6WCkbsGYzZt3o2Dm/0fTzjR3JLC7AGBJJbUkCWyU6krYkXqqsZ%2BrO%2BvtWZkJSUlER%2Bfj5paWksXbqU0aNHs2bNGnx8fJg9ezYPPfQQkZGRVxzD3Vopd1/E66myMid5eRUXileXr68PVmsQeXkFOBxlXh%2B/LjJiz2DMvtWzMXoG7/bdyGkh2C%2BInKKLM0mNnBZycuxeqtR79Gdd9/u2WoOqPeNVZ0JSdHQ0AB07dqRNmzb079%2Bf999/H4fDQXp6Oi%2B//DJ5eXkAFBUVARdnjwICAggICMBqtbqO/1xeXh7%2B/v7Uq1evWvWVltbcXwaHo6xGx6%2BLjNgzGLNv9Wwc3ujb6hvEhFYJrjVJVt%2BgOv3fUn/W17dKhaSffvoJi8Xi1afarqR169b4%2Bvpy6tQpioqKOH/%2BPPHx8RXOu%2BOOOxg1ahRPPfUUkZGRZGVlkZubW25dUnp6Os2bN6/WeiQREbl6bGaLFmxLnVCpkHTHHXfw5ptv0r59e6ZNm8bYsWO56aabaqyow4cP43A4aNq0Ke3bt6dTp07ljm/bto2dO3eyYsUKwsPDAejSpQs%2BPj6kpKQwePBgAOx2O7t372bAgAE1VquIiIhcnyoVknx9fXE4HMDFgDJ48GCvhaTx48fTrl07oqKiCAwMJDU1lZUrVxIVFUXPnj0xm800bdq03DUff/wxvr6%2BxMbGut4LCwtj0KBBvPzyy/j5%2BREeHu7ajHL48OFeqVVERESMo1IhKTw8nG3btuHnd/H0b775Bl9f38ue37Zt20oX0L59e3bu3ElSUhJOp5OIiAgGDhzIyJEjMZvNlR4HYOrUqdSrV48FCxZw4cIFYmJieO2117TbtoiIiHjM5KzE41/r1q3j%2Beef/9U1SU6nE5PJ5NHXklwLHI4ysrO9/3SFn58PNtvFJzeMsAAOjNkzGLNv9WyMnsGYfRuxZ7i2%2Bg4JsVydp9uGDh3KHXfcwbFjx5gyZQpjxozh5ptvrtYHi4iIiNRlld4CIDo6mujoaN5%2B%2B2369Onzq3sWiYiIiFzLPN4n6ZdfLCsiIiJyParSZpKnTp1i8eLFHDx4kNzcXGw2G3fddRfjxo3TbTgRERG5LngcktLT0xk0aBBFRUV07tyZJk2a8OOPP5KSksLevXvZuHGjbsWJiIjINc/jkJSYmEhwcDDr1q3jhhtucL1/9uxZhg8fzoIFC1i8eLFXixQRERG52jx%2BNu6TTz5hwoQJ5QISwA033MDYsWM5dOiQ14oTERERqS0eh6SCgoJy3432czabjcLCwmoXJSIiIlLbPA5JzZs3Jzk52e2xd999lxYtWlS7KBEREZHa5vGapKFDhzJjxgwuXLhAv379aNy4MZmZmbzzzjvs3r2bv/71rzVRp4iIiMhV5XFI%2Bu///m%2BysrJYtmwZ%2B/btAy5%2BHUlgYCBPPPEE/fv393qRIiIiIldblfZJeuyxx3jooYc4fPgwubm5BAcH06FDBxo0aODt%2BkRERERqRZVCEkCDBg3o1q2bN2sRERERqTOq9/W4IiJyTckptvNFzmlyiu21XYpInVflmSQREbm25BTbWfT1LnJK7Nj8LUyMSsBmttR2WSJ1lmaSREQM4qQ9m5wSOxbfAHJK7Jy0Z9d2SSJ1mkKSiIhBNLOEYPO3YHcUYfO30MwSUtslidRpHt1uKyoqYsmSJdx77720a9eupmoSEZEaYDNfvMV20p59MTDpVpvIFXk0kxQQEMDatWspKCioqXpERKQG2cwWbrPdpIAkUgke326LjIzku%2B%2B%2Bq4laREREROoMj0PS2LFjWbZsGadOnaqJekRERETqBI%2B3ANiyZQsFBQX06tWLVq1a0aRJk3LHTSYTy5Yt81qBIiIiIrXB45B07Ngx/P39adKkCbm5ueTm5pY7bjKZvFaciIiISG3xOCTt3r27JuoQERERqVO0T5KIiIiIG1UKScXFxWzatIknn3ySRx55hBMnTgDwwQcfcPr0aW/WJyIiIlIrPL7dlp2dzfDhwzl%2B/DihoaFkZWVht1/8osRdu3Zx4MABZs2a5e06RURERK4qj2eS/va3v5GXl8eWLVvYu3cvTqfTdSw2NpZPPvnEqwWKiIiI1AaPQ9LevXuZOHEibdu2rfAkW1hYGGfPnvVacSIiIiK1xePbbT/99BPh4eFuj5WWluJwODwa78MPP%2BTVV18lLS2Nn376ibCwMHr27Mn48eNp0KABDoeD1atXs2/fPtLS0nA4HLRq1Yrx48dz5513Vhhv1apVbNiwgczMTFq1asWUKVOIjY31tE0RERExOI9nkpo2bcoXX3zh9tiRI0do3ry5R%2BOdP3%2BeDh068Nxzz7Fq1SoeeeQRtm/fzqRJkwAoLCzk1VdfJTo6mrlz5zJ//nzCwsJ45JFH2LNnT7mxVq1aRWJiIg8//DBJSUk0a9aMUaNG8fXXX3vapoiIiBicxzNJffv2ZcWKFdxyyy306NEDuLiB5JEjR3j99dcZM2aMR%2BP16dOHPn36uF7HxsZiNpuZOXMmGRkZhIaGsmvXLho2bOg6p0uXLpw4cYLVq1cTFxcHXHzibtmyZQwbNoyRI0cC0KlTJ/r27cvy5ctJTEz0tFURERExMI9D0qhRo/j8888ZP368K7iMHDmS3NxcunbtyrBhw6pdVHBwMHDx9p2vr2%2B5gAQXQ1l0dDSfffaZ673PP/%2BcCxculAtcvr6%2B9OrVi9WrV%2BN0OrUbuIgTUtnbAAAgAElEQVSIiFSaxyHJ39%2BfFStWsHPnTvbu3UtWVhY2m40ePXrQu3dvfHyqtj%2Blw%2BGgtLSUtLQ0lixZQlxcHBEREW7PLSsr4/Dhw0RGRrreS09PB6BFixblzo2MjMRut5ORkcENN9xQpdoA/Py8v%2B%2Bmr69Pud%2BNwIg9gzH7Vs/GYcS%2BjdgzGK9vj0MSXJzJ6d27N7179/ZaIXFxcWRkZADQtWtX5s%2Bff9lz161bx7fffsvs2bNd7%2BXl5WE2mwkMDCx37qVZqNzc3CqHJB8fEzabpUrXVobVGlRjY9dVRuwZjNm3ejYOI/ZtxJ7BOH1XKSQBnD17lk8%2B%2BYTc3FxsNhu33357tWZqkpKSyM/PJy0tjaVLlzJ69GjWrFmDr69vufM%2B/vhj/va3v/Hoo49yxx13lDvm7nbapX2cqnOrrazMSV5efpWvvxxfXx%2Bs1iDy8gpwOMq8Pn5dZMSewZh9q2dj9AzG7NuIPcO11bfVGlTtGS%2BPQ1JZWRlz5szhjTfeKPe4v6%2BvL4MGDWL69OlVuuUWHR0NQMeOHWnTpg39%2B/fn/fff5/e//73rnNTUVMaOHUvPnj2ZPHlyueutVitFRUUUFRUREBDgej8vLw%2BgwromT5WW1txfBoejrEbHr4uM2DMYs2/1bBxG7NuIPYNx%2BvY4JC1evJj169czcOBA%2BvTpQ2hoKOfOnSM5OZkNGzZgtVpdj%2B9XVevWrfH19eXUqVOu906dOsUf//hH2rRpw0svvVRhZujS%2BqT09HTatGnjej89PR2LxUJYWFi1ahIRERFj8TgkbdmyhWHDhvHnP//Z9V6LFi3o1KkTgYGBbNmypdoh6fDhwzgcDpo2bQpAZmYmjz76KKGhoSxduhSz2Vzhmo4dO9KgQQN27tzpCkkOh4OUlBS6d%2B%2BuJ9tERETEIx6HpPPnz7v2R/qlHj168NZbb3k03vjx42nXrh1RUVEEBgaSmprKypUriYqKomfPnhQWFvLHP/6RrKwspk6dSlpaWrnrb7vtNgDMZjNjxowhMTGRkJAQ2rRpw9tvv83p06evuAhcRERExB2PQ1J0dDTffvstd911V4VjJ06c4JZbbvFovPbt27Nz506SkpJwOp1EREQwcOBARo4cidls5rvvviM1NRWAcePGVbj%2B57tpP/roozidTtatW8e5c%2Bdo1aoVSUlJREVFediliIiIGJ3Jeenxr0r69NNP%2BZ//%2BR%2BeffbZcjNKu3fv5tlnn2XevHncfvvt3q6zVjkcZWRn270%2Brp%2BfDzabhZwcuyEWwIExewZj9q2ejdEzGLNvI/YM11bfISGWq/N0W9%2B%2Bfcu9LioqYsyYMVgsFho1akRWVhZ2u52GDRsye/Zs3nnnnWoVJSIiIlLbKhWSLn1NyOVeN2nSxHsViYiIiNQBlQpJ69atq%2Bk6REREROoUY3z5ioiIiIiHqvy1JMePH%2BfMmTMUFRVVOHbvvfdWqygRkWtRdpGd4xk/0shpweprjO%2B2ErmeeRySTp06xcSJE12P3v/y4TiTycRXX33lnepERK4ROcV2Fh/bRW5pAcF%2BQUxolYDNXHNfjC0iNc/jkDRz5kzOnTvHtGnTiIyMxN/fvybqEhG5ppy0Z5NTnI81IJCconxO2rMVkkSucR6HpCNHjvDXv/6V3r1710Q9IiLXpGaWEGzmeuSWFGAz16OZJaS2SxKRavI4JIWEhFC/fv2aqEVE5JplM1t4vPU9ZJnsWpMkcp3w%2BOm2wYMH8/bbb9dELSIi17SQAAudwpoTEqDbbCLXA49nkv74xz/ywgsv8MADD9C1a9cKG0uaTCZGjBjhrfpEREREaoXHIen//b//x7Zt2zh//jxHjx6tcFwhSURERK4HHoek2bNnY7PZmDNnjp5uExERkeuWxyEpLS2N%2BfPnk5CQUBP1iIiIiNQJHi/cvvHGGytsICkiIiJyvfE4JP3pT39i9erVbr%2BOREREROR64fHttqNHj5KRkUHPnj2JjY2t8HQbwIwZM7xSnIiIiEht8TgkrV%2B/3vXzjh07Khw3mUwKSSIiInLN8zgkpaam1kQdIiIiInWKx2uSRERERIxAIUlERETEDY9vt0VHR2Myma54zldffVXlgkRERETqAo9D0rhx4yqEpOzsbP75z3/icDi4//77vVaciIiISG3xOCRNmDDB7fvFxcWMHDmSkJCQahclIiIiUtu8tibJbDYzdOhQ1q5d660hRURERGqNVxduBwQEkJmZ6c0hRURccortfJFzmpxie22XIiIG4PHttsvJzs5m1apVNG/e3FtDioi45BTbWfT1LnJK7Nj8LUyMSsBmttR2WSJyHfM4JMXHx1dYuF1cXEx2djYmk4lly5Z5rTgRkUtO2rPJKbFj8Q0gp8TOSXu2QpKI1CiPQ1KnTp0qhCSz2UxERAS9evWiadOmHo334Ycf8uqrr5KWlsZPP/1EWFgYPXv2ZPz48TRo0MB13r59%2B0hMTCQ9PZ0bbriBESNG8PDDD1cYb9WqVWzYsIHMzExatWrFlClTiI2N9bRNEaljmllCsPlbXDNJzSx6SEREapbHIemFF17wagHnz5%2BnQ4cODB8%2BHKvVyvHjx1m8eDHHjx9n9erVABw%2BfJixY8fyhz/8galTp/L555/z17/%2BFbPZzIABA1xjrVq1isTERJ544gnatGnD22%2B/zahRo3j77beJioryat0icnXZzBdvsZ20Z18MTJpFEpEaZnI6nc7aLuKX3nrrLWbOnMn%2B/fsJCwvjj3/8I%2BfPn%2Bftt992nTNz5kz27NnD/v378fHxobi4mLvuuouBAwcyZcoUABwOB3379iUqKorExMQq1%2BNwlJGd7f2Fon5%2BPthsFnJy7JSWlnl9/LrIiD2DMftWz8boGYzZtxF7hmur75AQC76%2B1Xs%2BrUoLt7/77jtSUlI4c%2BYMhYWF5Y6ZTCbmzJlTraKCg4MBKC0tpbi4mH/961889dRT5c7p27cvb731FkePHqVdu3Z8/vnnXLhwgT59%2BrjO8fX1pVevXqxevRqn0/mrO4WLiIiIXOJxSNq7dy/jx4%2BnrKyMkJAQzGZzueNVDSIOh4PS0lLS0tJYsmQJcXFxREREkJaWRklJCS1atCh3fsuWLQFIT0%2BnXbt2pKenA1Q4LzIyErvdTkZGBjfccEOVahMRERHj8TgkJSYm0rFjRxITE2nUqJHXComLiyMjIwOArl27Mn/%2BfODimiUAq9Va7vxLry8dz8vLw2w2ExgYWO68hg0bApCbm1utkOTn5/3vAr40DVjd6cBriRF7BmP2rZ6Nw4h9G7FnMF7fHoekkydPsnjxYq8GJICkpCTy8/NJS0tj6dKljB49mjVr1riOX26G6ufvuzvn0pKr6txq8/ExYbPV3CJRqzWoxsauq4zYMxizb/VsHEbs24g9g3H69jgkhYeHk5%2Bf7/VCoqOjAejYsSNt2rShf//%2BvP/%2B%2B67bapdmjC7Jy8sD/m9GyWq1UlRURFFREQEBARXOuzSjVBVlZU7y8rzfs6%2BvD1ZrEHl5BTgcdXsBnLcYsWcwZt/q2Rg9gzH7NmLPcG31bbUGXf2F24899hirV6%2BmW7duBAXVTJJs3bo1vr6%2BnDp1ivj4ePz9/fnmm2/o1q2b65y0tDTg4pqjn/%2Benp5OmzZtXOelp6djsVgICwurVk01uYrf4Sir808JeJsRewZj9q2ejcOIfRuxZzBO3x6HpH//%2B99kZWVxzz33EBsbi81mq3DOjBkzqlXU4cOHcTgcNG3aFLPZTOfOnUlJSWHEiBGuc3bs2EHjxo1dgahjx440aNCAnTt3ut5zOBykpKTQvXt3PdkmIiIiHvE4JK1fv97187vvvlvhuMlk8igkjR8/nnbt2hEVFUVgYCCpqamsXLmSqKgoevbsCcC4ceMYMmQIM2bMoG/fvnz%2B%2Bee8/fbbzJ49Gx%2Bfi1NpZrOZMWPGkJiYSEhIiGszydOnT7sWgYuIiIhUlschKTU11asFtG/fnp07d5KUlITT6SQiIoKBAwcycuRI1/YCHTp0YOnSpcyfP5/t27dzww03MGPGjHK7bQM8%2BuijOJ1O1q1bx7lz52jVqhVJSUnabVtEREQ8Vid33K5rtOO29xixZzBm3%2BrZGD2DMfs2Ys9wbfXtjR23jbHRgYiIiIiHFJJERERE3FBIEhEREXFDIUlERETEDYUkERERETcUkkRERETc8HifJID//d//ZceOHZw5c4bCwsJyx0wmEx988IFXihMRERGpLR6HpKSkJObPn0/Lli2Jjo52bfgoIiIicj3xOCS99dZbPPzww8ycObMm6hERERGpEzxek3Tu3DnXd6qJiIiIXK88Dklt27bl9OnTNVGLiIiISJ3hcUiaOnUqq1ev5ssvv6yJekRERETqBI/XJP35z38mNzeXAQMGEBoaSnBwcLnjJpOJd955x2sFioiIiNQGj0NScHBwhWAkIiIicr3xOCStW7euJuoQkVqWU2znpD2bZpYQbGZLbZcjIlLrqrSZpIhcX3KK7Sz6ehc5JXZs/hYmRiUoKImI4VUqJJ05c4bGjRvj7%2B/PmTNnfvX88PDwahcmIlfPSXs2OSV2LL4B5JRcnFFSSBIRo6tUSEpISODNN9%2Bkffv2xMfHYzKZrnj%2BV1995ZXiROTqaGYJweZvcc0kNbOE1HZJIiK1rlIhac6cOdx0002un38tJInItcVmvniLTWuSRET%2BT6VCUr9%2B/Vw/P/DAAzVWjIjUHpvZonAkIvIzHm8mKSIiImIECkkiIiIibigkiYiIiLihkCQiIiLihkKSiIiIiBsKSSIiIiJuVGoLgE8%2B%2BcSjQe%2B4444qFSMiIiJSV1QqJA0dOtS1gaTT6dSO2yIiInLdq1RIev31110/2%2B12nnvuOZo3b06fPn0IDQ3l3LlzJCcn8%2B233/LMM8/UWLEiIiIiV0ulQlKnTp1cP8%2BaNYvbb7%2Bdl156qdw5/fr1Y/LkyezZs4e4uLhKF5CSkkJycjL/%2Bc9/OH/%2BPDfddBODBw9m0KBB%2BPhcXDJVWlrK6tWr2bp1Kz/88AONGjUiPj6eiRMnYrVaXWOVlJSwaNEitm3bxoULF2jfvj3Tp08nOjq60vWIiIiIQBUWbv/973%2Bnb9%2B%2Bbo/17duX9957z6Px1qxZg9lsZsqUKSxfvpyePXvy/PPP87e//c11zpIlS1i4cCH3338/r776KiNHjmT79u1MmTKl3Fhz585lw4YNTJw4kaVLl%2BLn58eIESPIzMz0tE0RERExuErNJP1cYWEhWVlZbo9lZWVRWFjo0XjLly8nJOT/vnG8c%2BfO5Ofns2HDBp544gnMZjM7duygT58%2BjB49utw58%2BfPJz8/n3r16pGRkcGmTZuYPn06AwcOBCAmJoaEhARee%2B01nnrqKU9bFREREQPzeCbpt7/9LQsWLODYsWPl3v/6669ZsGABv/3tbz0a7%2BcB6ZLWrVtTVFREbm4ucPF2W4MGDcqdY7VacTqdOJ1OAA4cOIDD4aB3796uc%2BrXr098fDz79u3zqCYRERERj2eSpk%2BfzpAhQ7j//vtp2bIljRs3JjMzk7S0NIKDg5k%2BfXq1i/rss88IDg6mUaNGADz44IOsWrWK%2BPh4YmJi%2BOabb1i9ejX9%2BvXDYrn4reXp6emEhoYSHBxcbqzIyEiSk5MpKytzrXGqCj8/728p5evrU%2B53IzBiz2DMvtWzcRixbyP2DMbr2%2BOQ1KJFC5KTk1mzZg0ff/wxp0%2BfJjg4mJEjRzJ8%2BHBCQ0OrVdC///1vtm7dyrhx4/D19QVg9OjRlJaW8uijj7pmju69915mz57tui4vL6/CbBNAw4YNKSkpIT8/n/r161epJh8fEzabpUrXVobVGlRjY9dVRuwZjNm3ejYOI/ZtxJ7BOH17HJIAGjVqVCNrfDIzM5k4cSK33noro0aNcr2/fv161q5dy9SpU2nbti3ffvstCxcuZMaMGbz44ouu89zt33QpVFVHWZmTvLz8ao/zS76%2BPlitQeTlFeBwlHl9/LrIiD2DMftWz8boGYzZtxF7hmurb6s1qNozXlUKSTXhwoULjBo1isDAQJYtW4a/vz8AOTk5vPjii0yePJlhw4YBF3f0DgkJYdy4cQwbNoy2bdtitVrJy8urMG5eXh7%2B/v7Uq1evWvWVltbcXwaHo6xGx6%2BLjNgzGLNv9WwcRuzbiD2DcfquVEiaNm1apQc0mUzMmTPHoyKKiooYM2YM586d480338Rms7mOnT59muLiYlq3bl3umkuvT506Rdu2bYmMjCQrK4vc3Nxy65LS09Np3rx5tdYjiYiIiPFUKiQdOnSo0gP%2B2leW/FJpaSmTJk0iNTWV9evXExERUe54eHg4AP/5z3/KfSfcl19%2BCeA6v0uXLvj4%2BJCSksLgwYOBi7uD7969mwEDBnhUk4iIiEilQtLu3btrrIDZs2ezZ88eJk%2BeTGFhIV988YXrWMuWLQkNDeV3v/sdCxcupLS0lHbt2vHNN9%2BwePFiOnToQLt27QAICwtj0KBBvPzyy/j5%2BREeHs7q1asBGD58eI3VLyIiItenWl%2BTdODAAYByO2xf8vrrrxMbG8ucOXNYtmwZb731FosWLSI0NJR7772XSZMmlbuNNnXqVOrVq8eCBQu4cOECMTExvPbaazRu3Piq9SMiIiLXB5Ozio9/ffjhh3z88cfk5OQwduxYwsPDOXLkCE2bNnW7QeS1zOEoIzvb7vVx/fx8sNks5OTYDbEADozZMxizb/VsjJ7BmH0bsWe4tvoOCbFc/afbCgoKGDt2LAcPHnStPxo8eLDr9taNN97I008/Xa2iRERERGqbxxErMTGRL7/8ksWLF/Ppp5%2BW24fo7rvv5qOPPvJqgSIiIiK1weOZpL///e9MmjSJe%2B65B4fDUe5YeHg4P/zwg9eKExEREaktHs8kZWdn07JlS/eD%2BfhQWFhY7aJEREREapvHISksLIxjx465Pfb111/TtGnTahclIiIiUts8Dkn33nsvy5cv5%2BjRo673TCYT33//PWvXruX3v/%2B9VwsUERERqQ0er0kaN24cBw8eZMCAAdxyyy2YTCamTZvGqVOnaN68OX/6059qok4RERGRq8rjmaT69euzadMmJk2aRL169bj55psJCgriscceY8OGDQQGBtZEnSLXtOwiOx9nfEt2kff32xIRkZpRpR23AwMD%2BdOf/qRZI5FKyCm2s/jYLnJLCwj2C2JCqwRsZkttlyUiIr%2BieltRisivOmnPJqc4nwb%2BAeQU53PSnl3bJYmISCVUaiZp2rRpjB07lptuuolp06Zd8VyTycScOXO8UpzI9aCZJQSbuR65JQXYzPVoZrm%2BvrZHROR6VamQdOjQIYYPH%2B76%2BUoufVWJiFxkM1t4vPU9ZJnsNHJasPoG1XZJIiJSCZUKSbt373b7s4hUTkiAhUhbk2viSyFFROQirUkSERERccPjkNS3b182bdpEQUFBTdQjIiIiUid4HJJsNhuzZs2iW7duzJkzhxMnTtRAWSIiIiK1y%2BOQ9Prrr7Njxw569%2B7N5s2b6dWrFyNHjmTPnj01UZ%2BIiIhIrajSmqSWLVsya9Ys9u/fz9SpUzlz5gxjx44lISGBVatWcf78eW/XKSIiInJVVWvhdv369Rk2bBivv/46nTp14vvvv%2Bdvf/sbPXr04IUXXtC6JREREblmVelrSS45fPgwGzZs4B//%2BAd%2Bfn4MHjyYXr16sWvXLt544w0yMjJITEz0Vq0iIiIiV43HIamoqIjk5GQ2btzIV199RXh4OE888QQDBgygQYMGANxxxx1ER0fz7LPPer1gERERkavB45DUrVs38vLyuP3221m8eDEJCQlud9lu3ry5breJiIjINcvjkNSzZ0%2BGDRtGVFTUFc%2BLiYkhNTW1yoWJiIiI1CaPQ9Lzzz9fE3WIiIiI1Cn6WhIRERERNxSSRERERNxQSBIRERFxQyFJRERExA2FJBERERE3qhyS0tPT2bRpE8uWLSMzMxOAjIwMCgsLPRonJSWFsWPH0r17d2677Tb69u3Lxo0bKSsrK3deYWEh8%2BfPJy4ujnbt2hEfH88rr7xS7pySkhLmzZtHly5diImJYejQodqGQERERKrE4y0AHA4HM2fOZNu2bTidTkwmE926daNx48b85S9/oXXr1kyaNKnS461Zs4bw8HCmTJlCo0aNOHToEM8//zynT5/m6aefdn3mY489xtmzZ5k4cSIRERGcOXOGH374odxYc%2BfOZfv27UydOpWIiAhWrlzJiBEjSE5OpnHjxp62KiIiIgbmcUhatmwZO3bsYMqUKXTt2pU%2Bffq4jnXt2pVt27Z5FJKWL19OSEiI63Xnzp3Jz89nw4YNPPHEE5jNZjZv3szRo0dJSUkhNDTU7TgZGRls2rSJ6dOnM3DgQODihpYJCQm89tprPPXUU562KiIiIgbm8e22bdu2MXbsWB555BGaN29e7ljTpk357rvvPBrv5wHpktatW1NUVERubi4Amzdv5r777rtsQAI4cOAADoeD3r17u96rX78%2B8fHx7Nu3z6OaRERERDyeScrIyOC2225zeywgIAC73V7toj777DOCg4Np1KgRxcXFHD16lLi4OCZPnsx7772Hr68vcXFxzJgxA5vNBlxcIxUaGkpwcHC5sSIjI0lOTqasrAwfn6qvU/fz8/4ad19fn3K/G4ERewZj9q2ejcOIfRuxZzBe3x6HpEaNGnH69Gk6d%2B5c4di3337LDTfcUK2C/v3vf7N161bGjRuHr68vWVlZlJaWsmLFCmJjY1myZAmZmZm89NJLPPnkk6xZswaAvLw8GjRoUGG8hg0bUlJSQn5%2BPvXr169STT4%2BJmw2S7X6uhKrNajGxq6rjNgzGLNv9WwcRuzbiD2Dcfr2OCR1796d5cuX061bN9ftL5PJxIULF1i3bh1xcXFVLiYzM5OJEydy6623MmrUKACcTicAVquVRYsWYTabAbBYLEyYMIEjR47Qvn17Vx2/dOn66igrc5KXl1/tcX7J19cHqzWIvLwCHI6yX7/gOmDEnsGYfatnY/QMxuzbiD3DtdW31RpU7Rkvj0PSxIkT2b9/P7169SI2NhaTycT8%2BfM5fvw4fn5%2BjB07tkqFXLhwgVGjRhEYGMiyZcvw9/cHLoYjgI4dO7oCEuCayTp%2B/Djt27fHarWSl5dXYdy8vDz8/f2pV69eleq6pLS05v4yOBxlNTp%2BXWTEnsGYfatn4zBi30bsGYzTt8cRKzQ0lM2bN9O7d2/%2B85//4OvrS2pqKt26dWPTpk0V1gRVRlFREWPGjOHcuXOsXLnStc4IICgoiIiIiMs38P%2BvM4qMjCQrK8u12PuS9PR0mjdvXq31SCIiImI8Hs8kwcWgNHv2bK8UUFpayqRJk0hNTWX9%2BvVuA1GPHj344IMPKC4uds0mffTRRwBER0cD0KVLF3x8fEhJSWHw4MEA2O12du/ezYABA7xSq4iIiBiHxyFp/fr19O3bl4YNG3qlgNmzZ7Nnzx4mT55MYWEhX3zxhetYy5YtqV%2B/PiNHjuSdd95h3LhxDBkyhB9//JF58%2BbRs2dPWrduDUBYWBiDBg3i5Zdfxs/Pj/DwcFavXg3A8OHDvVKriIiIGIfJ6eHK5ujoaMxmM/Hx8fTv358uXbq4XTBdWfHx8Xz//fduj73%2B%2BuvExsYC8OWXX/LCCy9w5MgRgoKC%2BN3vfseUKVPKPbFWXFzMokWL2LZtGxcuXCAmJobp06e7ZpuqyuEoIzu7%2Blsb/JKfnw82m4WcHLsh7u2CMXsGY/atno3RMxizbyP2DNdW3yEhlmov3PY4JH3zzTds2bKF5ORkMjMzady4Mf369aNfv3785je/qVYxdZVCkvcYsWcwZt/q2Rg9gzH7NmLPcG317Y2Q5PHVLVq0YPLkyezdu5fly5fToUMH1qxZw3333cdDDz3Eli1bqlWQiIiISF1Q5Yjl4%2BND9%2B7dWbhwIQcOHGDGjBmcOXOGmTNnerM%2BERERkVpR7efif/rpJ1JSUnjnnXc4e/YsAQEB3qhLREREpFZVaQsAgIMHD7JlyxY%2B%2BOADCgsLiYmJYfbs2fTq1cub9YmIiIjUCo9D0qJFi9i%2BfTs//PADjRo14uGHH%2BaBBx4gMjKyJuoTERERqRUeh6SkpCTi4uKYOXMm3bp1w9fXtybqEhEREalVHoek/fv3ExISUhO1iIiIiNQZHi/cVkASERERI6jUTNK0adMYO3YsN910E9OmTbviuSaTiTlz5nilOBEREZHaUqmQdOjQIdf3nx06dOiK51bnK0pERERE6opKhaTdu3e7/VlERETkeuXxmqQzZ85QUlLi9lhpaSlnzpypdlEiIiIitc3jkJSQkMBXX33l9lhqaioJCQnVLkpERESktnkckpxO52WPlZWVaU2SXHU5xXa%2ByDlNTrG9tksREZHrSJW/luSXiouL2b9/PzabzVtDivyqnGI7i77eRU6JHZu/hYlRCdjMltouS0RErgOVCkmvvPIKS5YsAS4%2Bvfbggw9e9twBAwZ4pzKRSjhpzyanxI7FN4CcEjsn7dkKSSIi4hWVCkm33norDz30EE6nk40bN/K73/2O0NDQcueYzWZatWpFnz59aqRQEXeaWUKw%2BVtcM0nNLNrsVEREvKNSIal79%2B50794dgIKCAtfGkiK1zWa%2BeIvtpD37YmDSLJKIiHiJx2uS5s6dWxN1iFSZzWxROBIREa%2Br8sLtY8eOkZ6eTlFRUYVj999/f7WKEhEREaltHoekgoICxowZw7/%2B9S9MJpNrS4CfP/qvkCQiIiLXOo/3SVq6dCnff/8969evx%2Bl08sorr7BmzRruuecemjVrxrZt22qiThEREZGryuOQtGvXLkaNGkWHDh0AuPHGG7nzzjtZtGgRbdu2ZePGjV4vUkRERORq8zgkff/997Ro0QJfX19MJhMFBQWuY3379mXXrl1eLVBERESkNngckho0aEB%2Bfj4AjRo14uTJk3I6/bYAACAASURBVK5jpaWlrmMiIiIi1zKPQ1JUVBQnTpwAIDY2lldffZVPP/2UI0eOsGTJEqKjo71do4iIiMhV5/HTbf3793fNHj3%2B%2BOM89NBDDB06FACr1UpSUpJ3KxQRERGpBR6HpF69erl%2Bvummm/jHP/7h2g6gQ4cOBAcHe7VAERERkdpQ5c0kL6lXrx7x8fHeqEVERESkzvB4TZK3paSkMHbsWLp3785tt91G37592bhxI2VlZW7P//LLL2ndurVrC4KfKykpYd68eXTp0oWYmBiGDh1KampqTbcgIiIi16FKzSRFR0eX21H7SkwmE0ePHq10AWvWrCE8PJwpU6bQqFEjDh06xPPPP8/p06d5%2Bumny53rdDp57rnnCAkJcfsU3dy5c9m%2BfTtTp04lIiKClStXMmLECJKTk2ncuHGlaxIRERGpVEgaN25cpUOSp5YvX05ISIjrdefOncnPz2fDhg088cT/196dh0VVtn8A/84Ag4CMgoi%2B4pJODgohggqhJi5luWW9ZpnlaypgbiQmRaWVvhUpJq4lKprgEllZYVC5hdmVWRqSLS5oSdgLyDYIOsDM%2Bf3hb87lOAdkFgSc7%2Be6vHKe85wz9z0PYzfPec45MVAoFOK2jz/%2BGKWlpZgwYQJSU1ONjlNQUIAPPvgAr7zyCh5//HEAQGBgIEaMGIFt27Zh4cKFjRI/ERER3ZkaVCTNmzev0QK4sUAy6N27N7RaLcrKyuDt7Q0A0Gg0eOedd/DWW2/h1KlTJvscOXIEOp0OY8aMEdtat26N4cOHIysri0USERERmcXqhduN4fjx42jbti3atWsntq1atQr%2B/v4YNmyYZJGUm5sLLy8vk6vrVCoV0tPTodfrIZdbvgTL0dH2y7ccHORG/7UH9pgzYJ95M2f7YY9522POgP3lbXaR9Omnn96yzyOPPGJRMADwyy%2B/4JNPPsGcOXPg4OAAAPj999/x0Ucf1fvwXI1GA3d3d5P2Nm3aoKamBlVVVWjdurVFMcnlMnh4uFm0b0MolS6Nduzmyh5zBuwzb%2BZsP%2Bwxb3vMGbCfvM0ukuLi4iTbb1yzZGmRVFRUhOjoaAQEBCAyMhLA9cXaS5cuxeTJk6FSqerdX2rdlCAIFsVyI71egEZj%2B8etODjIoVS6QKO5Cp1O%2Bmq%2BO4095gzYZ97M2T5yBuwzb3vMGWhZeSuVLlbPeJldJEk9wLa0tBQHDhxARkYGEhMTLQqkoqICkZGRaNWqFd577z04OTkBADIyMpCbm4sVK1ZAo9EAALRaLYDrs0fOzs5wdnaGUqkUt99Io9HAyckJrq6uFsVlUFvbeD8MOp2%2BUY/fHNljzoB95s2c7Yc95m2POQP2k7fZRZKPj49k2z333IPa2lqkpKTg7bffNuuYWq0Ws2bNwuXLl5GWlgYPDw9x2/nz51FeXi55w8oBAwYgMjISCxcuhEqlQnFxMcrKyozWJeXm5qJ79%2B5WrUciIiIi%2B2PThdthYWGYP3%2B%2BWfvU1tbiueeewx9//IHt27ebFGGPPvooQkJCjNr27NmDjIwMbNq0CZ06dQIADB48GHK5HJmZmXjyyScBAJWVlTh48CAmTpxoRVZERERkj2xaJOXn55s9Y7N06VIcOnQIsbGxuHbtGrKzs8Vtd999Nzp37ozOnTsb7XPs2DE4ODggNDRUbOvQoQMmTZqEFStWwNHREZ06dcKWLVsAAFOnTrUiKyIiIrJHZhdJP/74o0lbdXU1Tp8%2BjaSkJISFhZl1vCNHjgAAEhISTLalpKQYFUK3EhcXB1dXV6xatQoVFRUIDAzEtm3beLdtIiIiMptMMPPyL6lHlBgOMXDgQCQkJBjd3%2BhOoNPpUVJSafPjOjrK4eHhhtLSSrtYAAfYZ86AfebNnO0jZ8A%2B87bHnIGWlbenp9vtv7otJSXFpM3Z2Rk%2BPj7w8vKyKhhqfkqrK/FXZQm6uXnCQ9F494oiIiJqbswukm5eRE13rtLqSqw5fQClNZXwcHJDtO8IFkpERGQ3eF081emvyhKU1lTCzcEZpTXXZ5SIiIjshdkzSTqdDqmpqUhPT8elS5fEGzsayGQyHD9%2B3GYBUtPp5uYJDyc3cSapm5vpw4iJiIjuVGYXSStWrMDWrVvRu3dvDBw4EAqFojHiombAQ3H9FBvXJBERkT0yu0hKT09HVFQUFixY0BjxUDPjoXBjcURERHbJ7DVJWq3W7HshEREREbU0ZhdJgwYNQk5OTmPEQkRERNRsmH26bdGiRYiKioKLiwvCw8PRpk0bkz43PmCWiIiIqCUyu0hq3bo1unfvjvj4eMTHx0v2%2Bf33360OjIiIiKgpmV0kvfbaa/jyyy8xYsQIqFQqODk5NUZcRERERE3K7CJp//79WLBgAWbMmNEY8RARERE1C2Yv3HZ0dISfn19jxEJERETUbJhdJI0cORLffvttY8RCRERE1GyYfbptzJgxWLx4MWprazF06FDJq9v8/f1tEhwRERFRUzG7SHrmmWcAACkpKUhNTTXaJggCZDIZr24jIiKiFs/sIqmuy/6JiIiI7iRmF0mPPvpoY8RBRERE1KyYvXCbiIiIyB6YPZP00ksv1btdJpPhrbfesjggIiIioubA7CLphx9%2BMGkrKytDVVUVlEol3N3dbRIYERERUVMyu0g6ePCgZPv333%2BPJUuWYPXq1VYHRURERNTUbLYmKSwsDE8//TTefPNNWx2SiIiIqMnYdOG2SqXCL7/8YstDEhERETUJmxZJP/74Izw8PGx5SCIiIqImYfaapHXr1pm01dTU4PTp0zh8%2BDBmzJhhk8CIiIiImpJNiiSFQgEfHx9ER0ezSCIiIqI7gtlF0h9//NEYcRARERE1K2YXSbaWmZmJ9PR0/PrrrygvL0eXLl3w5JNPYtKkSZDL5dDpdNiyZQuysrJw7tw56HQ6qNVqzJ07F2FhYSbHS05Oxo4dO1BUVAS1Wo0XXngBoaGhTZAZERERtWQNWrhdXl6OefPm4dChQ3X2OXToEObNm4fS0lKzAti6dSsUCgVeeOEFbNiwAffffz/efPNNJCQkAACuXbuGpKQk9OrVC/Hx8Vi5ciU6dOiAadOmmcSTnJyMxMREPPXUU9i4cSO6deuGyMhInD592qyYiIiIiGSCIAi36rR582akpaUhMzMTjo7Sk0%2B1tbUYM2YMxo0bh7lz5zY4gJKSEnh6ehq1xcfHY9euXfjpp5/g4OCAK1euoE2bNuJ2QRAwYcIEuLm5ITU1FQBQXV2NgQMH4vHHH8cLL7wAANDpdBg3bhx8fX2RmJjY4JhuptPpUVJSafH%2BdXF0lMPDww2lpZWordXb/PjNkT3mDNhn3szZPnIG7DNve8wZaFl5e3q6wcHBuov4G7R3RkYGJk6cWGeBBACOjo6YOHFinXfkrsvNBRIA9O7dG1qtFmVlZXBwcDAqkIDrz4fr1asXCgsLxbYTJ06goqICY8eOFdscHBwwevRoZGVloQG1IBEREZGoQUXShQsXEBAQcMt%2B/v7%2B%2BPPPP62NCcePH0fbtm3Rrl07ye16vR4///wzVCqV2JabmwsA6NGjh1FflUqFyspKFBQUWB0XERER2Y8GLdzW6XT1ziKJB3N0RG1trVUB/fLLL/jkk08wZ84cODg4SPZJTU3FhQsXsHTpUrFNo9FAoVCgVatWRn0Ns1BlZWXo2LGjxXE5Otr0vpsAIE4DWjsd2JLYY86AfebNnO2HPeZtjzkD9pd3g4qk9u3b49y5cxgwYEC9/c6ePQsvLy%2BLgykqKkJ0dDQCAgIQGRkp2efYsWNISEjA9OnTTeKRyWQm/Q2n2aS2NZRcLoOHh5vF%2B9%2BKUunSaMduruwxZ8A%2B82bO9sMe87bHnAH7ybtBRVJISAh27tyJxx57DE5OTpJ9ampqsGvXLosvt6%2BoqEBkZCRatWqF9957T/J9/vjjD8yePRv3338/YmNjjbYplUpotVpotVo4OzuL7RqNBgBM1jWZQ68XoNFUWbx/XRwc5FAqXaDRXIVO17wXwNmKPeYM2GfezNk%2BcgbsM297zBloWXkrlS5Wz3g1qEiaOnUqHnvsMcydOxdLly5Fhw4djLYXFBRg8eLFuHDhAlasWGF2EFqtFrNmzcLly5eRlpYm%2Bfy3ixcvIiIiAn5%2Bfli%2BfLnJzJBhfVJubi78/PzE9tzcXLi5uZnEbK7GXMWv0%2Bmb/VUCtmaPOQP2mTdzth/2mLc95gzYT94NKpJ69eqFV199FUuWLMGIESNwzz33wMfHBwCQn5%2BPU6dOQRAEvP766/D19TUrgNraWjz33HP4448/sH37dvG4NyoqKsL06dPh5eWFd999FwqFwqRPcHAw3N3dkZGRIRZJOp0OmZmZCA8Pt%2Bp0GxEREdmfBt9x%2B/HHH0fPnj2RlJSEH374AdnZ2QAAFxcX3HfffZg5cyb69u1rdgBLly7FoUOHEBsbi2vXronHBYC7774bjo6OiIiIQHFxMeLi4nDu3Dmj/Q3vqVAoMGvWLCQmJsLT0xN%2Bfn7YvXs38vLysHLlSrPjIiIiIvtm1mNJgoKCsGHDBuj1evHO2h4eHpDLLT/nd%2BTIEQAQ77B9o5SUFPj4%2BIjPi5szZ45Jnxvvpj19%2BnQIgoDU1FRcvnwZarUaGzduNHt2i4iIiMiiZ7fJ5fI672FkrobcfLKhjxWRyWSIiIhARESEtWERERGRnbOPGx0QERERmYlFEhEREZEEFklEREREElgkEREREUlgkUREREQkgUUSERERkQQWSUREREQSWCQRERERSWCRRERERCSBRRIRERGRBBZJRERERBIsenYb2UaJthJnCwrRTnCD0sGlqcMhIiKiG7BIaiKl1ZVYe%2BYAymqvoq2jC%2BapR8BD4dbUYREREdH/4%2Bm2JvJXZQlKq6vg7uSM0uoq/FVZ0tQhERER0Q1YJDWRbm6e8FC4oqJGCw%2BFK7q5eTZ1SERERHQDnm5rIh4KN8zv/QCKZZVck0RERNQMsUhqQp7OblB5eKO0tBK1tfqmDoeIiIhuwNNtRERERBJYJBERERFJYJFEREREJIFFEhEREZEEFklEREREElgkEREREUlgkUREREQkgUUSERERkQQWSUREREQSWCQRERERSWCRRERERCSBRRIRERGRBJkgCEJTB9HcCYIAvb5xPiYHBzl0Ovt6uK095gzYZ97M2X7YY972mDPQcvKWy2WQyWRWHYNFEhEREZEEnm4jIiIiksAiiYiIiEgCiyQiIiIiCSySiIiIiCSwSCIiIiKSwCKJiIiISAKLJCIiIiIJLJKIiIiIJLBIIiIiIpLAIomIiIhIAoskIiIiIgkskoiIiIgksEgiIiIikuDY1AHcCS5cuIA33ngDx48fh4uLC8aMGYOFCxeiVatWt9x3z549SEpKQn5%2BPrp164Y5c%2BZg1KhRRn1qamqwZs0a7NmzBxUVFejTpw9eeeUV9OrVq7FSuiVLcr5y5Qq2bt2Kw4cP48KFC3B0dIS/vz8WLFgAf39/o76%2Bvr4m%2B3t5eeG7776zeS7msHSsp0yZgmPHjpm0Z2RkQKVSia%2BvXLmC5cuX46uvvkJ1dTVCQ0OxePFi%2BPj42DyXhrIk57///hsjRoyQ3Obk5IRTp07V2y8wMBAffvihbRKwwF9//YXk5GScPHkSZ8%2BeRY8ePbB3794G7ZucnIwdO3agqKgIarUaL7zwAkJDQ436NMdxBizLu7CwEO%2B//z6%2B%2B%2B47XLx4EW5ubggODsbzzz%2BPbt26if3utLEePnw48vPzTdpzcnLg7Owsvi4qKsKbb76Jw4cPQy6XY/jw4Xj55ZfRtm1bm%2BZhDkty/uGHH/Cf//xHclv37t3x5Zdf1ttv9OjRSExMtD7424xFkpU0Gg2mTp2KTp06Yc2aNSgpKUF8fDzKysqwYsWKevf98ssvERcXh6ioKAwaNAj79%2B9HTEwM3N3dMXjwYLFffHw8Pv30U8TFxcHHxwebN2/GM888g/T0dLRv376xUzRhac6XLl1CWloaJkyYgOjoaNTW1iIlJQWTJk3CBx98YFIoTZkyBWPHjhVfOzk5NVpODWHNWANAcHAwXnzxRaO2zp07G71%2B/vnn8euvv2Lx4sVo3bo11qxZg2nTpuHzzz9vUNFta5bm7O3tjbS0NKM2QRAQGRlpUjAAwIIFC4za3dzcbJeEBc6ePYusrCwEBgZCr9dDEIQG7ZecnIzExETExMTAz88Pu3fvRmRkJHbv3m1U%2BDe3cTawJO9ff/0VX3/9NSZMmIC%2BfftCo9EgKSkJEydOxOeff46OHTsa9b9TxhoAHnzwQUyfPt2oTaFQiH%2Bvra1FREQEampqsHz5ctTW1iIhIQGzZ8/Gjh07IJPJbJaHOSzJ2d/f3%2BQ7feXKFURGRmLIkCEm/ePj49GjRw/xtYeHh/WBNwWBrJKUlCQEBgYKxcXFYtvnn38uqNVq4dy5c/Xu%2B9BDDwnR0dFGbdOnTxcmTpwovv7f//4n9O7dW9i%2BfbvYVlFRIYSEhAgJCQk2ysI8luZcWVkpVFVVGbVdu3ZNGDRokBAXF2fUrlarhc2bN9s2cCtZM9ZPP/20EBUVVW%2Bf7OxsQa1WC998843Ylp%2BfL/j5%2BQk7d%2B60LngLWZPzzY4ePSqo1WohIyNDbMvLyxPUarWQmZlps5htQafTiX9/8cUXhTFjxtxyH61WK/Tr109YtmyZ2FZbWyuMGjVKmD9/vtjWHMfZwJK8y8vLhZqaGqO24uJiwd/fX1i7dq3YdieNtSAIwrBhw4QlS5bU2%2BeLL74Q1Gq1cObMGbHt%2BPHjglqtFrKysiwL2AYszflmH3/8saBWq4WTJ0%2BKbYbveU5OjtVxNgdck2Slw4cPIywsDJ6enmLbgw8%2BCIVCgaysrDr3y8vLw/nz541mSgBg7NixyMnJQUlJCQDgyJEj0Ol0GDNmjNindevWGD58eL3Hb0yW5uzq6goXFxejNmdnZ6hUKhQWFjZavLZiad4NlZWVBaVSafRbWadOnRAcHNzixlrK3r17xZ/d5k4uN/%2BfxhMnTqCiosLoO%2B3g4IDRo0cjKytL/G29OY6zgSV5K5VKODoan5Tw9PREx44dW8T32pKcGyorKwu%2Bvr7o2bOn2BYcHAwfH58mHWtb5bx3717cdddd6NOnj02O1xyxSLJSbm6u0ZoS4Pp0a9euXZGbm1vnfufPnwcAo%2BlIAFCpVBAEQdyem5sLLy8vk/PXKpUKFy5cgF6vt0UaZrE0ZylVVVX4/fffTT4HANi4cSP8/f3Rv39/zJ8/H5cuXbIqbmtZm/exY8fQt29fBAQE4Omnn8aPP/5ocvzu3bubTMHffffdZn%2ButmKrsa6pqcHXX3%2BNBx54wGi9hsHrr7%2BO3r17IywsDIsWLUJZWZnVsd9uhs9D6jtdWVmJgoICsV9zG2db%2B%2Beff3Dp0iXJ7/WdMNYG6enpuOeeexAUFITIyEicPn3aaLvU9we4M8b68uXLOHr0qMkv%2BgZRUVHo3bs3hgwZgmXLluHatWu3OULb4JokK2k0GiiVSpN2pVKJ8vLyOvczbLt53zZt2hht12g0cHd3N9m/TZs2qKmpQVVVFVq3bm1x/JawNGcpq1atwtWrV/H0008btT/yyCMYOnQovLy8cObMGbz33nuYPHkyPvvsM/Ezut2syXvAgAEYP3487rrrLhQWFiI5ORnTpk1DamoqgoKCxONLjbUln6ut2GqsDx8%2BjLKyMpN/UBUKBZ588kkMHjwYSqUSJ0%2BexIYNG3Dq1Cns3r27ydehmUOj0UChUJisKTL8vJaVlaFjx47Ncpxt7Y033oBSqcSjjz4qtt1JYw1cX7jdp08fdOrUCXl5ediwYQMmT56MTz/9FF26dAFQ/3e6pRdJGRkZ0Ol0Jt9pd3d3REREYMCAAXB2dsbRo0exZcsWnD9/HklJSU0UreVYJDUSQRAatCjv5j6GKfkb26WOI5ixuPB2aWjOBunp6di2bRteffVVo6tgAGDZsmXi3wcMGIB%2B/frh3//%2BNz788ENERkbaLGZbaEje0dHRRq%2BHDh2KsWPH4t1338WmTZvE9rqO01QLPOtiyVh7eXkhLCzMqN3b2xuvv/66%2BDokJAQ9e/bEzJkzsW/fPowePdpWId8W9X1Xb/Wdrq%2B9JUlKSsLBgwexfv16o19o7rSxXrRokfj3/v37Y9CgQRg1ahSSk5ON8qzrZ6Klj3V6ejr8/f3RvXt3o3Y/Pz/4%2BfmJr8PCwuDt7Y2lS5ciJyenxZ2a4%2Bk2KymVSmg0GpP2iooKyd/ADW6eMTIwHMuwb13H12g0cHJygqurq8WxW8rSnG/03Xff4aWXXsKMGTPw1FNP3bJ/r1690L17d/z6669mx2srtsjbwNXVFeHh4Ub51DfW5h7fVmyRc2VlJb755huMGjUKDg4Ot%2BwfHh4OV1fXJh1rSyiVSmi1Wmi1WqN2w%2Bdn%2BM43x3G2lT179iAxMRGLFi1q0NqzljrWUry9vdGvX78Gfact%2BTejObl48SJycnLw8MMPN6i/4bY2hlt/tCQskqykUqlMpk2rq6tx8eJFyXPRBoZz9Ya1Rwa5ubmQyWTidpVKheLiYpPz9oZ1DY256LAuluZskJOTg7lz5%2BKhhx5CbGxsg9%2B3qWfPrM37ZjfnY1hndnP7uXPnLDq%2BLdgi53379uHq1asYN25cY4TYbBg%2Bj5s/r9zcXLi5uaFDhw5iv%2BY2zrZw4MABLFq0CDNnzmzQLz53IqnvtNRptZY%2B1unp6ZDL5Sb39LsTsUiy0pAhQ3D06FGUlpaKbfv27UN1dTXCw8Pr3K9Lly7o0aMHMjIyjNr37t2LPn36iFcTDR48GHK5HJmZmWKfyspKHDx4sN7jNyZLcwau/w8jMjISwcHBiI%2BPb/CU8%2B%2B//44///wTAQEBVsVuDWvyvllVVRWysrKM8gkPD4dGo8G3334rtv3zzz84ceJEixxrg71796Jr164IDAxsUP9Dhw6hqqqqScfaEsHBwXB3dzf6Tut0OmRmZiI8PFz8WW%2BO42ytY8eOISYmBuPHj0dMTEyD92upYy2loKAAJ06cMPlOnzlzxqhQys7ORn5%2BfosdawD44osvEBISIhb%2BDekPoEWOM9ckWWnSpEnYvn07Zs%2BejdmzZ6O4uBhvv/02xo0bZ/Sbwssvv4xPP/0Uv/32m9gWHR2NmJgYdO3aFQMHDsSBAwfw3XffYfPmzWKfDh06YNKkSVixYgUcHR3RqVMnbNmyBQAwderU25foDSzNubi4GDNmzICTkxMiIiKMpqUVCoV4Hjs5ORl5eXkICQmBp6cnzp49iw0bNqBjx46YOHHi7U32Bpbm/dNPPyE5ORkPPPAAOnXqhMLCQmzduhVFRUVYvXq1uF9gYCCGDh2KV155BXFxcWjdujVWr14NHx8fowWwt5M1P98AUFJSgu%2B//77OdWTLli2DTCZDYGAglEolcnJykJSUhHvuuQf3339/o%2BZWn6tXr4qXaOfn5%2BPKlSviHYUNP5dTp07FpUuXsG/fPgDXf4ZnzZqFxMREeHp6ijeTzMvLw8qVK8VjN8dxNrAk79zcXMyePRudO3fGhAkTkJ2dLR6vdevWuPvuuwHcWWO9d%2B9efPPNNxgyZAi8vb2Rl5eHjRs3wsHBAdOmTROPPXLkSPj6%2BiI6OhoLFiyATqfD8uXL0a9fP9x33323P9n/Z0nOBr/99htyc3ON8rzRwoUL0a1bN/j5%2BYkLt99//32MGDGCRZI9UiqV2LZtG9544w3MmzcPrVq1wtixY7Fw4UKjfnq9Hjqdzqht1KhRuHbtGjZs2IDk5GR069YNiYmJRnfbBoC4uDi4urpi1apVqKioQGBgILZt29Ykd9sGLM/53Llz%2BOeffwAAzzzzjFFfHx8fHDx4EMD1W9x//fXXyMjIQGVlJTw8PBAeHo758%2Bc36Xl8S/Nu3749qqursXLlSpSVlcHFxQVBQUFYsmSJySLGd955B8uWLcOSJUtQU1OD0NBQrF27tsnuwmzNzzcAZGZmora2ts5TbT169MCuXbuQlpaGa9euoUOHDnjssccQHR1tcu%2Bd26m4uBjPPfecUZvhdUpKCkJDQyVznj59OgRBQGpqKi5fvgy1Wo2NGzeaPGanuY2zgSV5nzx5EhUVFaioqMDkyZON9g0JCUFqaiqAO2usO3fujIKCArz11luoqKiAu7s77r33XkRHR4tXtgGAo6MjNm3ahDfffBOxsbGQyWTiY0macuG2pT/fwPVTbQqFAg8%2B%2BKDksXv27In09HRs2bIFNTU18PHxwbPPPouoqCjbJ3IbyISmXuhBRERE1AxxTRIRERGRBBZJRERERBJYJBERERFJYJFEREREJIFFEhEREZEEFklEREREElgkEREREUlgkUREREQkgUUSkR355JNP4OvrK/7x8/PD4MGDERMTgz///LPJ4srKysLatWsltw0fPhxxcXG3OaJbW7duHUaPHg29Xg8A%2BPvvv%2BHr64vk5OQmjsx833//PYKCglBQUNDUoRA1KyySiOxQfHw80tLSsHXrVjz11FM4ePAgJk%2BejPLy8iaJJysrC%2BvWrZPctm7dOsyePfs2R1S/goICJCcnIzo6GnJ5y/9nNCwsDAEBAUbPmCMiFklEdqlnz57o27cvQkNDMWvWLERGRqK4uBj79%2B9v6tBM%2BPn5oWvXrk0dhpGUlBS4u7tj5MiRTR1KnQRBwLVr1xrc/6mnnkJ6err4fEUiYpFERID4dO7i4mKjdl9fX8nTYDefAjOcxjt69Chee%2B01hIaGIjQ0FHPnzr3lKZy4uDjs2LFDfD/Dn7///lvyvX744Qf4%2BvoiPT0dCQkJGDx4MIKCgvDss8/i8uXLuHLlChYvXizG8NJLL6GystLoPQVBwI4dOzB%2B/Hj06dMHAwYMQHR0NPLy8m75WVVXV%2BOjjz7C2LFj65xF2rp1K4YPH46goCA88cQTyM7ONulz4MABPPHEEwgMDERQUBCmTZuGn3/%2B2eSz/rIaWQAAB2FJREFUGT58uMm%2Ba9euNXlorq%2BvL5YuXYpdu3Zh1KhRCAgIwJ49ewAAO3fuxMMPP4ygoCAEBQXhoYceMpk1GjZsGFxdXfHhhx/e8jMgshdN9%2BhlImo2DAXJXXfdZdVxFi1ahKFDh%2BKdd97BP//8g4SEBMTGxiIlJaXOfWbPno2qqip89dVXSEtLE9u9vb3rfa/ExESEhoYiPj4e%2Bfn5WLZsGRYsWABHR0f4%2Bvpi5cqV%2BO2335CYmAg3NzcsWrRI3PfVV1/Fnj17MGXKFCxcuBDl5eVYv349Jk2ahM8%2B%2BwxeXl51vm9OTg7KysoQGhoquX3Hjh3o0aMHXn75ZQDA6tWrERUVhQMHDsDd3R3A9SepL1y4EIMHD8Y777yD6upqbN68GVOmTMH777%2BP/v3715t7Xfbv34%2BffvoJc%2BbMgZeXF9q1a4cvvvgCS5YswZQpU/Diiy9CLpfjr7/%2Bwrlz54z2VSgUCAoKQlZWlskT4onsFYskIjuk1%2BtRW1sLrVaLEydO4L333sOAAQMkZy3Mcd999xkVI%2BXl5UhISEBRURHat28vuU/Xrl3FoqRv374Nfi%2B1Wo34%2BHjx9fnz57Ft2zaxGACAQYMGITs7G%2Bnp6WJc2dnZ%2BPDDDxEXF4dp06aJ%2B/fv3x8PPvggtm7ditjY2Drf1zDb4%2B/vL7ndzc0NSUlJcHBwAHC92Js4cSIOHz6MMWPGQK/XY/ny5VCr1di0aZM4GxUeHo4HHngAK1aswAcffNDgz%2BFGVVVVSE9PR5s2bcS2Dz74AEql0mhcwsLCJPf38/PDxo0bUVVVBVdXV4tiILqT8HQbkR16/PHH4e/vj%2BDgYERERECpVOLdd9%2BFo6N1vzfdXGQZTgldunTJquNKGTZsmNFrlUoFABg6dKhJe1lZmXjK7dChQ5DJZHj44YdRW1sr/vHy8kKvXr1w7Nixet%2B3sLAQMpkMHh4ektuHDh0qFkgA0KtXLwBAfn4%2BAODChQsoLCzE%2BPHjjU7Xubm5YeTIkTh58iSuXr3agE/A1L333mtUIAHXT6VqNBosWLAA%2B/fvR0lJSZ37t2vXDnq9HpcvX7bo/YnuNJxJIrJDy5Ytg0qlQmVlJTIyMpCWloYFCxZg8%2BbNVh23bdu2Rq8VCgUAmLWAuKFuLgacnJzqbddqtXBzc0NxcTEEQcDAgQMlj9ulS5d631er1cLR0dGoELpRXZ%2BBVqsFAJSWlgKA5Myat7c39Ho9NBoNXFxc6o1DitQxH3nkEeh0OuzevRvR0dHQ6/UICAjA/PnzMWjQIKO%2Bzs7OABpnvIhaIhZJRHZIpVKJi7Xvvfde6PV67N69G19%2B%2BSUeeughsZ9CoUB1dbXJ/ob/0bdEHh4ekMlk2LFjh1jA3Eiq7eb9a2pqLD4lZZiBKioqMtlWWFgIuVwOpVIpxmLO5y%2BTySTbJ0yYgAkTJqCqqgo//vgj1q5di5kzZ%2BKrr76Cj4%2BP2M9wC4i6ZsmI7A1PtxERYmNj0aZNG6xZs0a8OSIA%2BPj44PTp00Z9v//%2Be1RVVdn0/RtzxulmQ4cOhSAIKCgoQEBAgMmfm68au1n37t0BABcvXrTo/bt3744OHTpg7969EARBbK%2BqqsLXX3%2BNvn37irNInTt3RnFxsdHpr%2Brqahw5csSi93Z1dUV4eDieffZZ1NTUmCzezsvLQ9u2betduE5kTziTRERo06YNoqKikJCQgPT0dIwfPx4AMH78eKxevRqrV69GSEgIzp07h%2B3bt4tXadmKWq0GAGzatAlDhgyBXC6Hr6/vLWd1LNGvXz888cQTePnll3Hq1CkMGDAALi4uKCoqwvHjx6FWqzF58uQ69zdc1Xby5ElxvZE55HI5YmNjsXDhQsycORNPPPEEqqurkZycDI1Gg%2Beff17sO2rUKKxZswYxMTGIiIiAVqtFamoqdDpdg99v0aJFaNWqFYKDg9G%2BfXsUFRVh48aNcHd3F2cTDbKzsxESElLnjBSRvWGRREQAgClTpmDHjh149913MXbsWDg4OGDGjBm4cuUK9uzZgy1btqBPnz5YvXq1ze%2BAPXbsWJw4cQI7d%2B7E%2BvXrIQgCDhw4gM6dO9v0fQyWLl2KwMBApKWlYdeuXdDr9fD29kZwcDD69OlT777/%2Bte/0L9/f/E%2BR5YYN24cXFxcsHHjRsTExMDBwQGBgYFISUlBcHCw2K9Lly5Yv349EhMTER0djfbt22PatGkoKSmp8w7lN%2Bvfvz8%2B%2BeQTZGZmory8HB4eHujXrx%2BWLVsGT09Psd/Fixdx5swZzJs3z6KciO5EMuHG%2BV4iIrqlr776CjExMTh06BA6dOjQ1OHYxKpVq/DZZ59h3759Vl/lSHSn4JokIiIzjRw5EgEBAUhKSmrqUGxCo9Fg586diImJYYFEdAMWSUREZpLJZPjvf/8rXrLf0v3999%2BIiorCuHHjmjoUomaFp9uIiIiIJHAmiYiIiEgCiyQiIiIiCSySiIiIiCSwSCIiIiKSwCKJiIiISAKLJCIiIiIJLJKIiIiIJLBIIiIiIpLwf9bs5pTNxADoAAAAAElFTkSuQmCC">
+
+<br>
+<br>
+<br>
+<br>
+
+<h3 id="Number_of_reads_over_time">Number of reads over time</h3>
+<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAkkAAAHKCAYAAAAXTN/fAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDIuMi4zLCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvIxREBQAAIABJREFUeJzs3XlYFFe6BvC32BFpFkENqEQwEEVEjII77kvAKO4xYjSKJoLiFpdEx8QsysSocRdcIu46KhMZcE3EMYl7olHRIBhENIICooBsXfcPLz22NEpBNw3W%2B3ue%2B2ifOl39fS3P5L2nilOCKIoiiIiIiEiNgb4LICIiIqqOGJKIiIiINGBIIiIiItKAIYmIiIhIA4YkIiIiIg0YkoiIiIg0YEgiIiIi0oAhiYiIiEgDhiQiIiIiDRiSiCpp3759cHNzg4eHB1JTU0sdDwwMhL%2B/vx4qA06fPg03NzccPHhQL58v1e3btzF%2B/Hh4e3vDzc0NX331lb5LeqHZs2ejW7du%2Bi6jSh04cADff/%2B9xmNubm5YsWJF1RZEpENG%2Bi6A6FVRUFCAZcuW4ZtvvtF3KTXWwoULcfHiRXz99dews7ODvb29vkui50RHRyMhIQGjR48udWzXrl2oX79%2B1RdFpCNcSSLSkk6dOiE6OhrXrl3TdylV7smTJ9DGYyATEhLQokUL9OjRAy1btoSjo2O53yuKIp48eVLpGggV/h5btmzJkESvFIYkIi0ZN24crK2tX7qSdPv2bbi5uWHfvn2ljj1/uWLFihVwc3PDtWvXMHnyZLz11lvw9vbGwoULUVRUhKSkJIwdOxZeXl7o1q0bIiIiNH5mfn4%2BFi5ciA4dOqBFixYYOXIkrl69WmreH3/8gQ8//BDe3t7w8PDAgAEDEBMTozan5PLiyZMnMWfOHLRt2xaenp4oKCgos%2Bc7d%2B5gxowZaNeuHZo3b46%2Bffti48aNUCqVAP53WTA5ORknTpyAm5sb3NzccPv27TLP6ebmhgULFmDHjh3o27cvPDw8sH//fgBPV/VWr16NPn36oHnz5mjbti3mzJmDjIwMtXPExMTggw8%2BQMeOHdGiRQv07dsXixcvRm5ubqnP27dvH3r37q2qPyoqSmNd27dvxzvvvAMvLy94eXmhT58%2BWLJkSZl9lMjKysJnn32GTp06oXnz5ujevTuWLl2q9r0OGDAAI0aMKPXe4uJidOrUCSEhIaqx8n4H3bp1w4QJE3D48GEMGDAAHh4eWLlypcYaAwMDcfz4caSmpqr%2Bjdzc3FTHn//5LflZ%2BfXXXzF37lz4%2BPigVatWmDlzJnJzc5Geno7Q0FC0bt0aHTt2RFhYGAoLC9U%2Bs7x9EOkCL7cRaYmFhQU%2B%2BugjfPXVV/j111/Rrl07rZ17ypQpeOeddzB8%2BHD8/PPPWL9%2BPYqKivDLL79gxIgRGDt2LA4cOIDFixfDyckJvXr1Unv/0qVL0axZM3z55Zd49OgRVq5cicDAQERFRaFhw4YAgFOnTmHcuHHw9PTEZ599BktLS8TExGDq1Kl48uQJBg4cqHbOTz75BF26dME///lP5OXlwchI8/%2BcZGRkYPjw4SgsLERoaCgcHR1x/PhxhIWF4datW/jss8/g7u6OXbt2ISQkBA0bNsSsWbMAAHXr1n3h93L06FGcO3cOwcHBsLOzQ506daBUKjFx4kScP38eY8eORatWrZCamooVK1bg0qVL2Lt3L8zMzAAAf/31Fzp37oz3338f5ubmSEpKQkREBC5duoTIyEjV5%2Bzbtw9z5sxB9%2B7dMXv2bNV3WFBQAAOD//3/mv/5z3/w%2BeefIzAwELNmzYKBgQGSk5Nx48aNF/aRn5%2BPUaNGISUlBZMmTYKbmxvOnTuH8PBwxMfHIzw8HAAwcOBAfPXVV/jrr7/w%2Buuvq95/8uRJpKWlqf6NpHwHAHDlyhUkJibio48%2BQoMGDWBubq6xzvnz52PevHlISUkpM0hpMnfuXPTq1QtLlizB1atXsXTpUhQXF%2BPmzZvo2bMnhg0bhl9%2B%2BQURERGoW7cuxowZU6E%2BiLROJKJK2bt3r%2Bjq6ipeunRJzM/PF7t37y4OHDhQVCqVoiiK4siRI0U/Pz/V/JSUFNHV1VXcu3dvqXO5urqKy5cvV71evny56OrqKm7cuFFtXv/%2B/UVXV1fx8OHDqrHCwkKxbdu2YkhIiGrs1KlToqurqxgQEKCqRxRF8fbt26K7u7v46aefqsb69OkjDhgwQCwsLFT7rAkTJogdOnQQi4uL1fqdOXNmub6fxYsXi66uruLFixfVxufPny%2B6ubmJSUlJqrGuXbuK48ePL9d5XV1dxbfeekvMyspSG4%2BOjhZdXV3FQ4cOqY1funRJdHV1Fbdt26bxfEqlUiwsLBTPnDkjurq6ivHx8aIoimJxcbHYsWPHMr/Drl27qsYWLFggtm7dulz1P2vHjh2iq6urGBMTozYeHh4uurq6iidPnhRFURQzMjJEd3d3ccmSJWrzQkNDxfbt26v%2B7aR8B127dhWbNm2q9u/wIuPHj1fr%2BVnP//yW/Kx88cUXavMmTpwourq6ips2bVIb79%2B/vxgQEKB6XdF/SyJt4eU2Ii0yMTHBlClTcPnyZcTGxmrtvF26dFF77eLiAkEQ0LlzZ9WYkZERnJycNP6Gnb%2B/PwRBUL12dHSEl5cXTp8%2BDQBITk5GUlIS%2BvXrBwAoKipS/V/nzp2Rnp6Omzdvqp3z%2BdWqspw6dQpNmjRBixYt1MYHDhwIURRx6tSpcp1Hk7Zt28LKykpt7KeffoJCoUDXrl3V%2BmjatCns7e1x5swZ1dyUlBRMnz4dHTp0QNOmTeHu7o6RI0cCAJKSkgAAN2/eRFpaWpnf4bM8PDyQnZ2NadOm4ejRo%2BW%2BJHTq1CnUqlULffr0URsvWRn69ddfAQA2Njbo1q0b9u/fr7pU%2BfDhQxw7dgz9%2B/dXreZJ%2BQ6Ap5fJGjduXK5aK0LTzy8A%2BPr6lhp/9udXah9E2sbLbURa5ufnh40bN2Lp0qXo2bOnVs75fBAwNjaGubk5TE1NS40/fvy41Pvt7Ow0jpXcZH7//n0AQFhYGMLCwjTWkJmZqfa6vL95lpWVpfEG7JJLaVlZWeU6jyaaanjw4AGys7PRvHlzje8p6SMnJwcjRoyAqakppkyZgtdffx1mZmb4%2B%2B%2B/ERISorp5uWR%2BWd/hs/9RHzBgAIqLi7Fnzx5MnjwZSqUSHh4emDJlCjp06FBmH1lZWbCzs1MLYQBQp04dGBkZqX1HgwYNwqFDh/Dzzz%2BrflmgoKBA7XJoeb%2BDErr%2BLUJNP79ljT97D5bUPoi0jSGJSMsEQcCMGTMwZswY7N69u9TxkmDz/I3Ouvwf/JIQ9PyYtbU1gKcrFAAwYcKEMoPd8ysNz/8HvSzW1tZIT08vNZ6Wlqb22RWhqQYbGxtYW1tj/fr1Gt9jYWEB4OnqTVpaGrZs2QJvb2/V8UePHpU6H1D2d/i8QYMGYdCgQcjNzcXZs2exYsUKTJgwAYcOHSrzt/Wsra1x8eJFiKKo1tODBw9QVFSk9h117NgRdevWxb59%2B9CpUyfs27cPnp6eaNKkieTvoER5/y2rmtQ%2BiLSNIYlIB9q3b48OHTpg1apVpX4l2s7ODqamprh%2B/bra%2BLFjx3RWT3R0NMaMGaP6j2Fqaip%2B%2B%2B039O/fHwDg7OyM119/HdeuXcO0adO0%2Btnt2rXDunXrcOXKFbi7u6vGo6KiIAgCfHx8tPp5Xbp0wX/%2B8x8olUp4enqWOa/kuzAxMVEb37lzp9rrxo0bw97evszvsKyby2vVqgVfX18UFhYiODgYN27cKDMktWvXDrGxsTh69KhaSC35DbpnfwnA0NAQ/fv3x%2BbNm3Hu3DlcvnwZCxYsqNB3UBEmJiZVttWCLvsgKg%2BGJCIdmTFjBgYOHIgHDx7gjTfeUI0LgoB33nkHe/fuRaNGjfDmm2/i0qVLiI6O1lktGRkZCA4OxtChQ/Ho0SOsWLECJiYmmDBhgmrO559/jqCgIIwdOxYBAQGoV68eHj58iMTERFy5cgXLly%2Bv0GePHj0aUVFRmDBhAiZPngwHBwccP34c27dvx7vvvqv1e2H8/Pxw4MABjB8/HoGBgWjRogWMjY3x999/4/Tp0%2BjevTt69uwJLy8vWFlZYf78%2BQgJCYGRkREOHDhQKrwaGBggNDQUc%2BfOVX2H2dnZWLlyZalLcHPnzoWZmRlatWoFe3t7pKenIzw8HJaWlvDw8Ciz5gEDBmDbtm2YNWsWUlNT4erqivPnz2PdunXw9fVF%2B/bt1eYPGjQIERERmD59OszMzPD2229X6DuoCFdXVxw%2BfBjbt29H8%2BbNIQjCC3urDF32QVQeDElEOtKsWTP4%2BflpDD%2BzZ88GAKxfvx65ubnw8fHB2rVrdfaIi6lTp%2BKPP/7AnDlz8PjxY7Ro0QJLlixBo0aNVHPatm2LPXv2YO3atfj666%2BRnZ0Na2truLi4oG/fvhX%2BbFtbW%2BzcuRPffvstvv32W%2BTk5KBBgwb4%2BOOPVb/qrU2GhoZYs2YNIiMj8e9//xvh4eEwNDRE/fr10aZNG7i6ugJ4eiln3bp1CAsLw8cffwxzc3PV3kQBAQFq5xwyZAiAp/9eISEhcHR0xIQJE3D27Fm1m4dbt26Nffv2ITY2Fg8fPoSNjQ3eeusthIWFwdbWtsyaTU1NERkZiaVLl2L9%2BvXIzMxEvXr18MEHH6jtfVSicePG8PLywm%2B//YZ%2B/frB0tKyQt9BRYwaNQoJCQlYunQpHj16BFEUSwVLbdFlH0TlIYiiFrbJJSIiInrFcAsAIiIiIg0YkoiIiIg0YEgiIiIi0oAhiYiIiEgDhiQiIiIiDRiSiIiIiDRgSCIiIiLSgJtJloMoilAqdbOdlIGBoLNzV1dy7BmQZ9/sWT7k2LccewZqTt8GBkKln0vIkFQOSqWIjIwcrZ/XyMgANjYWyM7ORVGRUuvnr47k2DMgz77Zszx6BuTZtxx7BmpW37a2FjA0rFxI4uU2IiIiIg0YkoiIiIg0YEgiIiIi0oAhiYiIiEgDhiQiIiIiDRiSiIiIiDRgSCIiIiLSgCGJiIiISAOGJCIiIiINGJKIiIiINGBIIiIiItKAIYmIiIhIAz7gVo8y8nOQcC8NdUQLKAzN9V0OERERPYMhSU8yC3Kw4s9jyCrKg7WROSa5doeNiYW%2ByyIiIqL/x8ttepKck4HMglxYGpsisyAXyTkZ%2Bi6JiIiInsGQpCdOFrawMamFR4X5sDGpBScLW32XRERERM/g5TY9sTGxwJSmPfFAyOE9SURERNUQQ5Ie2ZpawMWmLjIzc1BUpNR3OURERPQMXm4jIiIi0oAhiYiIiEgDhiQiIiIiDRiSiIiIiDRgSCIiIiLSgCGJiIiISAOGJCIiIiINGJKIiIiINNB7SIqNjcXEiRPh6%2BuLli1bol%2B/fti%2BfTuUSvXNFePi4jBgwAB4eHigZ8%2Be2LZtm8bzbdiwAd26dYOHhwcGDRqE06dPV0UbRERE9IrRe0jatGkTTExMMHPmTKxduxY9evTAV199hW%2B%2B%2BUY157fffsPEiRPRrFkzREREICAgAF9%2B%2BSX27Nmjdq4NGzZg6dKleO%2B99xAeHg4nJycEBQXh%2BvXrVd0WERER1XCCKIqiPgvIyMiAra36w10XLlyIHTt24Ny5czAxMcG4cePw8OFDtVA0b948/PTTTzhx4gQMDAxQUFCA9u3bY%2BjQoZg5cyYAoLi4GP369YObmxuWLl1a4RqLi5XIyMip8PvLYmRkABsbC1k9lkSOPQPy7Js9y6NnQJ59y7FnoGb1bWtrAUPDyq0F6X0l6fmABABNmzZFfn4%2BsrKyUFBQgFOnTsHPz09tTr9%2B/ZCeno6rV68CAC5cuIBHjx7B399fNcfQ0BBvv/024uLioOcsSERERDVMtXzA7fnz52FtbY06derg5s2bKCwshLOzs9qcJk2aAAASExPRvHlzJCYmAkCpeS4uLsjJycG9e/dQv379CtdkZKT9PFmScCubdGsSOfYMyLNv9iwfcuxbjj0D8uu72oWkP/74A/v27UNwcDAMDQ3x8OFDAIBCoVCbV/K65Hh2djZMTExgZmamNs/KygoAkJWVVeGQZGAgwMbGokLvLQ%2BFwlxn566u5NgzIM%2B%2B2bN8yLFvOfYMyKfvahWS0tPTMXnyZHh4eCAoKEjtmCAIGt/z7LimOSWX2cp6f3kolSKys3Mr/P6yGBoaQKEwR3Z2HoqLq/e1XW2RY8%2BAPPtmz/LoGZBn33LsGahZfSsU5pVe8ao2IenRo0cICgqCmZkZ1qxZA2NjYwD/WwkqWTEqkZ2dDeB/K0oKhQL5%2BfnIz8%2BHqalpqXkl56koXd6gVlysrPY3wGmbHHsG5Nk3e5YPOfYtx54B%2BfRdLS4q5ufn46OPPsL9%2B/exfv162NjYqI41atQIxsbGSEpKUnvPjRs3ADy95%2BjZP0vuTSqRmJgICwsL1KtXT5ctEBER0StG7yGpqKgIoaGhuHbtGtavXw9HR0e14yYmJmjbti1iY2PVxqOjo2Fvb49mzZoBAFq1agVLS0vExMSo5hQXFyM2Nha%2Bvr6VutxGRERE8qP3y20LFizATz/9hI8//hhPnjzB77//rjrWpEkT1K5dG8HBwRg5ciTmzp2Lfv364cKFC9izZw8WLFgAA4OnOc/ExAQfffQRli5dCltbWzRr1gx79uxBSkoKlixZoq/2iIiIqIbSe0g6efIkAKjtsF0iMjISPj4%2B8PLywurVq7FkyRJERUWhfv36mDt3LoYMGaI2/4MPPoAoitiyZQvu378PV1dXhIeHw83NrUp6ISIioleH3nfcrgm447b2yLFnQJ59s2d59AzIs2859gzUrL5fiR23iYiIiKojhiQiIiIiDRiSiIiIiDRgSCIiIiLSgCGJiIiISAOGJCIiIiINGJKIiIiINGBIIiIiItKAIYmIiIhIA8mPJbl37x5ycnLg7OwM4OlDZDdu3IirV6%2BiQ4cOGDx4sNaLJCIiIqpqkkPS/Pnz8dprr2H%2B/PkAgNWrV2PVqlVQKBQ4ePAgjI2N0b9/f60XSkRERFSVJF9uu3LlCnx8fFSvd%2B/ejdGjR%2BPMmTMYOnQotm/frtUCiYiIiPRBckjKysqCnZ0dACAxMRHp6ekICAgAAPTu3Rs3b97UboVEREREeiA5JFlaWiIjIwMAcPbsWVhZWcHNzQ0AIAgCCgsLtVshERERkR5IviepRYsWiIiIgJGRESIjI9GxY0fVsZSUFNStW1erBRIRERHpg%2BSVpNDQUKSkpGDixIl48OABPvzwQ9Wxo0ePwsPDQ6sFEhEREemD5JWkpk2b4qeffkJSUhKcnJxQu3Zt1bERI0bAyclJqwUSERER6YPkkAQA5ubmcHd3LzXepUuXytZDREREVC1UaMftjIwMfPvttxg2bBh69%2B6NhIQEAMDOnTtx9epVrRZIREREpA%2BSQ1JKSgreeecdbNmyBYIg4NatWygoKAAAXL9%2BHVu2bNF6kURERERVTXJI%2Buabb6BQKHDo0CFs3boVoiiqjr311lu4cOGCVgskIiIi0gfJIenUqVMICQlBvXr1IAiC2jF7e3ukpaVprTgiIiIifZEckvLz82FlZaXxWF5eXqngRERERFQTSQ5JjRs3xi%2B//KLx2NmzZ%2BHq6lrpooiIiIj0TXJIGjJkCCIjI7F582Y8fPgQAFBYWIiDBw9i%2B/btGDZsmNaLJCIiIqpqkvdJeu%2B993Dt2jUsXLgQYWFhAJ5uIimKIoYMGaJ62C0RERFRTVahzSS/%2BOILDBo0CMePH8eDBw9gY2ODLl26oFWrVtquj4iIiEgvJIekO3fuwN7eHi1btkTLli3VjhUVFSEtLQ0ODg5aK5CIiIhIHyTfk9S9e3fEx8drPHbt2jV079690kURERER6ZvklaRnN498nlKprNAWAMnJydiwYQMuXryIhIQEODs7Izo6WnX89u3bZYYvY2NjXL58%2BYXzPD09sXv3bsl1ERERkXxV6J4kTQoKCnDixAnY2NhIfm9CQgLi4uLg6ekJpVJZKojVrVsXu3btUhsTRRFBQUHw8fEpdb5p06apjVtYWEiuiYiIiOStXCFp5cqVWLVqFQBAEIQX/pr/kCFDJBfRrVs39OjRAwAwe/Zs1cpQCRMTk1L3P50%2BfRqPHj2Cv79/qfM5OTmVmk9EREQkRblCkoeHh%2BrX/Ldv347evXvDzs5ObY6JiQlcXV01hpaXMTCQfGsUoqOjUbt2bXTr1k3ye4mIiIheplwhydfXF76%2BvgCePnpk4sSJaNiwoU4Le5HCwkIcPnwYPXv2hKmpaanjn332GaZOnQpra2t0794dM2bMgLW1daU%2B08hIepB7GUNDA7U/5UCOPQPy7Js9y4cc%2B5Zjz4D8%2BpZ8T9LChQt1UYckJ06cQFZWVqlVKxMTE7z77rvo2LEjFAoFLl68iLVr1%2BLy5cvYs2cPjI2NK/R5BgYCbGx0d1%2BTQmGus3NXV3LsGZBn3%2BxZPuTYtxx7BuTTt%2BSQFBUV9dI5AwYMqFAx5XXgwAHY2dmhXbt2auN169bFZ599pnrt7e2NN954AxMmTMCRI0fw9ttvV%2BjzlEoR2dm5lSlZI0NDAygU5sjOzkNxsVLr56%2BO5NgzIM%2B%2B2bM8egbk2bccewZqVt8KhXmlV7wkh6TZs2drHH/2V/91GZJycnJw/PhxDB48GIaGhi%2Bd7%2Bvri1q1auHKlSsVDkkAUFSkux%2BG4mKlTs9fHcmxZ0CefbNn%2BZBj33LsGZBP35JD0rFjx0qNZWZm4tixY4iJicHSpUu1UlhZjhw5gry8PPTr10%2Bnn0NERETyJjkkOTo6ahxr3rw5ioqKEBkZiUWLFmmlOE2io6PRqFEjeHp6lmv%2BTz/9hNzcXHh4eOisJiIiInr1aG0zSQBo164dpkyZIvl9eXl5iIuLAwCkpqbi8ePHOHjwIICn9xXZ2toCADIyMvDrr78iKChI43nCwsIgCAI8PT2hUChw6dIlrFu3Ds2bN1ftw0RERERUHloNSampqRXa8%2BjBgwcIDQ1VGyt5HRkZqdo9OzY2FkVFRWVeanN2dsaOHTuwa9cuPHnyBPXq1cPgwYMxefJkGBlptVUiIiJ6xUlODmfPni01VlBQgOvXr2PdunWlfuOsPBo0aIDr16%2B/dN57772H9957r8zjQ4YMqdCO30RERETPkxySAgMDSz3EtuRZa%2B3bt8e8efO0UxkRERGRHkkOSZGRkaXGTE1N4ejoWOpRJUREREQ1leSQ5O3trYs6iIiIiKoVeTx8hYiIiEgiyStJhYWFiIiIQHR0NO7cuYP8/Hy144Ig4OrVq1orkIiIiEgfJIekJUuW4Pvvv0fnzp3Ro0cPmJiY6KIuIiIiIr2SHJJiY2MRHByMkJAQXdRDREREVC1Ivifp4cOHaN26tS5qISIiIqo2JIekNm3a4Nq1a7qohYiIiKjakByS5s6di3/96184fPgwCgoKdFETERERkd5Jviepf//%2BKCoqQmhoKARBgJmZmdpxQRBw/vx5rRVIREREpA%2BSQ1Lv3r1LPZaEiIiI6FUjOSQtWrRIF3UQERERVSvccZuIiIhIg3KtJJ09exbNmjWDhYUFzp49%2B9L5bdq0qXRhRERERPpUrpAUGBiI3bt3o0WLFggMDCzzniRRFCEIAuLj47VaJBEREVFVK1dIioyMhIuLi%2BrvRERERK%2B6coUkb29vjX8nIiIielXxxm0iIiIiDSRvAQAAV69exYEDB3Dnzh3k5%2BerHRMEAWvWrNFKcURERET6IjkkRUVFYc6cOTAwMICtrS2MjY3VjnOjSSIiInoVSA5Ja9asga%2BvL8LCwmBlZaWLmoiIiIj0TvI9SWlpaRg1ahQDEhEREb3SJIekpk2b4t69e7qohYiIiKjakBySZs6cifDwcFy7dk0X9RARERFVC5LvSWrZsiV69eqFgIAA2Nvbl7rsJggCfvjhB60VSERERKQPkkNSeHg41q1bB1tbWzg4OJT67TYiIiKiV4HkkBQZGYlBgwZhwYIFMDQ01EVNRERERHonOSTl5OTA399fawEpOTkZGzZswMWLF5GQkABnZ2dER0erzQkMDMSZM2dKvTcmJkb1TDkAePz4Mf75z3/i0KFDKCgogI%2BPD%2BbNmwdHR0et1EpERETyITkktWrVComJiWjXrp1WCkhISEBcXBw8PT2hVCohimKZnztr1iy1sQYNGqi9nj59Oq5cuYJ58%2Bahdu3aWL58OcaMGYMffvgBZmZmWqmXiIiI5EFySPr0008xefJk1K9fH507d4aJiUmlCujWrRt69OgBAJg9ezYuX76scZ5CoUDLli3LPM/Fixdx/PhxhIeHw9fXFwDg6uqKnj17Yv/%2B/Xj33XcrVScRERHJi%2BSQNGjQIBQVFWHSpEkQBKHUCo0gCDh//ny5z2dgoJ1n7MbFxUGhUKBz586qMQcHB7Rq1QpxcXEMSURERCSJ5JDUu3dvvTyf7cyZM2jZsiWKi4vh6emJ0NBQtGnTRnU8MTERjRs3LlVbkyZNcPLkyaoul4iIiGo4ySFp0aJFuqjjhdq0aYP%2B/fvj9ddfR1paGjZs2IAxY8Zgy5Yt8PLyAgBkZ2fD0tKy1HsVCgUePnxY6RqMjLSz4vUsQ0MDtT/lQI49A/Lsmz3Lhxz7lmPPgPz6lhyS9GHy5Mlqr7t06QJ/f3%2BsXr0aERERqvGyVrgqu/JlYCDAxsaiUud4EYXCXGfnrq7k2DMgz77Zs3zIsW859gzIp%2B8aEZKeV6tWLfj6%2BuLQoUOqMYVCgbt375aam52dDYVCUanPUypFZGfnVuocmhgaGkChMEd2dh6Ki5VaP391JMeeAXn2zZ7l0TMgz77l2DNQs/pWKMwrveJVI0MSgFJbBbi4uOCXX36BKIpqK0c3btxQ20upooqKdPfDUFys1On5qyM59gzIs2/2LB9y7FuOPQPy6btGXlTMzc1FXFwcPDw8VGO%2Bvr7Izs7Gf//7X9XY3bt3ceHCBdWWAERERETlpfeVpLy8PMTFxQEAUlNT8fjxYxw8eBAA4O3tjaSkJGzYsAE9e/aEg4MD0tLSsGnTJqSnp%2BO7775TncfT0xNdunTBp59%2BitmzZ6N27dr47rv5BwXrAAAgAElEQVTv4OjoiICAAL30RkRERDWX3kPSgwcPEBoaqjZW8joyMhL169dHQUEBlixZgqysLJibm8PLywuff/45WrRoofa%2Bb7/9FmFhYfj8889RWFgIHx8frFixgrttExERkWSCWNZzQDQQRVH1jLXMzEwIggBra2u88cYb8PT01Mv%2BSVWhuFiJjIwcrZ/XyMgANjYWyMzMkcW1XUCePQPy7Js9y6NnQJ59y7FnoGb1bWtrUXU3bv/nP//BP//5T6SlpZW6aVoQBNStWxczZ86En59fpQoiIiIiqg7KFZJiYmIwffp0dOjQATNnzoSbmxusrKwAAA8fPsT169exf/9%2BzJgxAwYGBujbt69OiyYiIiLStXKFpPDwcAwdOhQLFiwodcze3h5NmjSBn58f5s2bh3Xr1jEkERERUY1Xrot1SUlJ8Pf3f%2Bk8f39/JCUlVbooIiIiIn0rV0iysrJCcnLyS%2BfdunVLdRmOiIiIqCYrV0jq06cPFi9ejJiYGCiVpe9mVyqViI2NxeLFi3mpjYiIiF4J5bonaerUqUhMTMS0adMwb948uLi4wMrKCoIgICsrC4mJicjNzUX79u0xdepUXddMREREpHPlCkm1atXCxo0bERcXhyNHjuDGjRu4desWAMDGxgZ%2Bfn7o0aMHOnfurNNiiYiIiKqKpB23fX19%2BRw0IiIikoUa%2BYBbIiIiIl3TakhKTEzEypUrtXlKIiIiIr3Qaki6ceMGVq1apc1TEhEREekFL7cRERERaVCuG7e7d%2B9erpM9efKkUsUQERERVRflCkl37txBo0aN0Lhx4xfOS09PR0ZGhlYKIyIiItKncoUkJycneHp6Iiws7IXzDh48yM0kiYiI6JVQrnuSmjVrhvj4%2BJfOEwSh0gURERERVQflWknq3LkzsrKyXjqvSZMmCA4OrnRRRERERPpWrpA0YMAADBgw4KXzXFxcEBISUumiiIiIiPSNWwAQERERacCQRERERKQBQxIRERGRBgxJRERERBowJBERERFpICkkFRcX4%2BbNm8jOztZVPURERETVgqSQJIoi/Pz88Ntvv%2BmqHiIiIqJqQVJIMjIygp2dHURR1FU9RERERNWC5HuS/Pz8EBUVpYtaiIiIiKqNcu24/aw333wTMTExGDVqFHr16gV7e/tSz2zr1auX1gokIiIi0gfJIWnWrFkAgHv37uHMmTOljguCUK6H4ZZITk7Ghg0bcPHiRSQkJMDZ2RnR0dGq448fP8amTZtw4sQJ3Lx5E0ZGRnB3d8e0adPg7u6udi43N7dS57ezs8PPP/9c7nqIiIiIgAqEpMjISK0WkJCQgLi4OHh6ekKpVJa63%2BnOnTvYtWsXBg0ahMmTJ6OoqAiRkZEYPnw4du7cWSooBQYGwt/fX/Xa2NhYq/USERGRPEgOSd7e3lotoFu3bujRowcAYPbs2bh8%2BbLa8QYNGuDIkSMwNzdXjbVv3x7du3fH1q1bsXDhQrX5r732Glq2bKnVGomIiEh%2BJIekEo8ePcLvv/%2BOzMxM%2BPr6wsrKqkLnMTB48b3jtWrVKjVmamoKFxcXpKWlVegziYiIiF6mQjtur1q1Cp06dUJQUBBmzZqF27dvAwDef/99hIeHa7VATXJzcxEfHw9nZ%2BdSx8LDw%2BHu7o7WrVtjypQpuHPnjs7rISIioleP5JWkbdu2YdWqVRgxYgQ6deqECRMmqI517doVhw8fxvjx47Va5POWLVuGvLw8jBw5Um18wIAB6NKlC%2Bzs7PDnn39izZo1GDFiBP79739XeKWrhJGR9p/gYmhooPanHMixZ0CefbNn%2BZBj33LsGZBf3xUKSaNHj8bMmTNRXFysdszJyQnJyclaK06TAwcOYPPmzfjHP/4BJycntWNhYWGqv7dp0wZvvfUWBg4ciN27dyMoKKjCn2lgIMDGxqLC738ZhcL85ZNeMXLsGZBn3%2BxZPuTYtxx7BuTTt%2BSQlJKSgk6dOmk8ZmFhodPnuv3888%2BYM2cOxo4di/fee%2B%2Bl89988000btwYV65cqdTnKpUisrNzK3UOTQwNDaBQmCM7Ow/FxUqtn786kmPPgDz7Zs/y6BmQZ99y7BmoWX0rFOaVXvGSHJIsLS1x//59jcdSU1NRp06dShVUlkuXLiEkJAR9%2BvTBxx9/XO73aesRKkVFuvthKC5W6vT81ZEcewbk2Td7lg859i3HngH59C05YrVr1w7r169Hbu7/VlYEQUBRURF27NiBjh07arVAAEhMTERQUBBatWqFhQsXltrhuyzx8fH466%2B/4OHhofWaiIiI6NUmeSVp8uTJGDx4MPz8/NCjRw8IgoCtW7ciPj4ed%2B7cwbJlyySdLy8vD3FxcQCerkQ9fvwYBw8eBPB0TyZRFDF27FgYGxtj3LhxapfOTExM0KxZMwDAhg0bkJKSAm9vb9ja2iIhIQFr165F/fr1MWTIEKltEhERkcxJDklOTk7YsWMHFi5ciB07dkAURfz73/%2BGj48PFi9eDAcHB0nne/DgAUJDQ9XGSl6X7O599%2B5dAMDo0aPV5jk6OuLHH38EADRu3BiHDx9GTEwMcnJyYGNjA19fX0yZMgUKhUJqm0RERCRzgliJm3YKCgqQmZkJKysrmJmZabOuaqW4WImMjBytn9fIyAA2NhbIzMyRxbVdQJ49A/Lsmz3Lo2dAnn3LsWegZvVta2tR6Ru3K/VuY2NjWFhYwNTUtFJFEBEREVU3FXosycWLF7F8%2BXKcPXsWhYWFMDY2Rps2bTBp0iQ%2BN42IiIheCZJD0q%2B//oqgoCBYWFjAz88PdnZ2uH//Pn788UeMHDkSERERaNeunS5qJSIiIqoykkPS4sWL0axZM2zatAkWFv/bhfrx48cYPXo0Fi9ejL1792q1SCIiIqKqJvmepISEBIwbN04tIAFA7dq1ERQUhISEBK0VR0RERKQvkkNSnTp1YGCg%2BW2GhoawtbWtdFFERERE%2BiY5JA0bNgzff/89CgsL1cYLCgqwadMmDB06VGvFEREREemL5HuSjIyMkJqaih49eqBnz56wt7dHeno6jhw5AkNDQ5iammLTpk0Anj6u5PkNIImIiIhqAsmbSb755pvlP7kgID4%2BXnJR1Q03k9QeOfYMyLNv9iyPngF59i3HnoGa1bc2NpOUvJJ07NixSn0gERERUU0gOSQ5Ojrqog4iIiKiaqVy61BEREREryiGJCIiIiINGJKIiIiINGBIIiIiItKAIYmIiIhIA62EpLt37%2BLEiRPIzMzUxumIiIiI9E7yFgBLly5FXl4ePvnkEwDAL7/8gg8//BCFhYVQKBTYunUr3njjDa0XSkRERFSVJK8kHT58GE2aNFG9XrZsGdzc3LBy5Uo4ODhgzZo1Wi2QiIiISB8kryTdu3cPjRo1AgBkZmbijz/%2BQHh4ODp16oT8/HyEhYVpvUgiIiKiqiZ5JUkURZQ87u3ChQswNDREmzZtAAB169blfUlERET0SpAckho1aoSffvoJABATEwMPDw%2BYmZkBANLS0qBQKLRbIREREZEeSA5Jw4YNQ2RkJHx8fBATE4OhQ4eqjl24cEHtfiUiIiKimkryPUkjRoyAlZUVfvvtN3h4eKB///6qY/n5%2BQgICNBqgURERET6IDkkAYCfnx/8/PxKjX/xxReVLoiIiIioOuCO20REREQalGslqVu3bhAEodwnPXbsWIULIiIiIqoOyhWSvL291ULSqVOnkJ6eDi8vL9jb2yM9PR2//fYb6tatCx8fH50VS0RERFRVyhWSFi1apPp7VFQULly4gMOHD8PBwUE1npqaig8%2B%2BADe3t7ar5KIiIioikm%2BJykiIgKTJk1SC0gA4OjoiODgYISHh0s6X3JyMv7xj3%2Bgf//%2BaNasGfz9/TXO279/P/r06QMPDw/4%2B/sjNja21JzCwkJ8%2B%2B236NixIzw9PREYGIhr165JqoeIiIgIqEBIunXrFiwtLTUes7KyQmpqqqTzJSQkIC4uDk5OTnBxcdE45%2BDBg5g9ezZ69uyJiIgItG3bFlOnTsXJkyfV5i1cuBDbtm3D5MmTsXr1ahgZGWH06NFIT0%2BXVBMRERGR5JDk6OiIf/3rXxqP7d69u9QK08t069YNcXFxWL58Odzd3TXO%2Be6779CnTx9Mnz4dbdu2xdy5c9GhQwcsX75cNefevXvYuXMnpk%2BfjqFDh6JDhw5YsWIFRFHE5s2bJdVEREREJDkkjR8/HkeOHMHgwYPx/fffIzo6Gt9//z0GDx6MH3/8EUFBQdIKMHhxCSkpKUhKSip1Gc7f3x%2BXLl1CRkYGAODkyZMoLi5W27%2Bpdu3aqhBGREREJIXkzSQHDhwIAFi2bJnaDd329vb44osvMGjQIO1VByApKQkA4OzsrDbu4uICURSRlJQEW1tbJCYmws7ODtbW1qXmHThwAEql8qWB7EWMjLS/pZShoYHan3Igx54BefbNnuVDjn3LsWdAfn1XaMftgQMHIiAgAElJScjKyoK1tTWcnZ0l7aVUXg8fPgSAUg/OtbKyUjuenZ2t8V4pKysrFBYWIjc3F7Vr165QDQYGAmxsLCr03vJQKMx1du7qSo49A/Lsmz3Lhxz7lmPPgHz6rlBIAgBBEMq80VoXng9goiiWGtcU0krmVYZSKSI7O7fS53meoaEBFApzZGfnobhYqfXzV0dy7BmQZ9/sWR49A/LsW449AzWrb4XCvNIrXhUOSX/%2B%2BScSExORn59f6tiAAQMqVdSznl0xsrOzU41nZ2cD%2BN8Kk0KhUI09Kzs7G8bGxqhVq1al6igq0t0PQ3GxUqfnr47k2DMgz77Zs3zIsW859gzIp2/JISkvLw8fffQRTp06BUEQNK7oaDMkldyLlJSUpLZylZiYCEEQVMddXFzw4MED1eW/Z%2Bc1bty4UvcjERERkfxITg6rV69Gamoqtm7dClEUsXLlSmzatAk9e/aEk5MT9u/fr9UCGzZsCGdnZ8TExKiNR0dHo0WLFrC1tQUAdOzYEQYGBmqbTObk5ODHH3%2BEr6%2BvVmsiIiKiV5/klaRjx44hKCgIXl5eAIDXXnsN7u7uaNeuHaZPn47t27djwYIF5T5fXl6e6lf0U1NT8fjxYxw8eBDA02fG2draYvLkyZg6dSoaNWqE9u3b49ixY/j555%2Bxfv161Xnq1auH4cOHY/HixTAyMoKDgwM2btwIAHj//feltklEREQyJzkkpaamwtnZGYaGhhAEAXl5eapj/fr1w6effiopJD148AChoaFqYyWvIyMj4ePjg759%2B%2BLJkydYu3YtNmzYACcnJyxduhQdO3ZUe9/s2bNRq1YtLFu2DI8ePYKnpyc2b94Me3t7qW0SERGRzEkOSZaWlsjNffqbXnXq1EFycjJat24NACgqKlIdK68GDRrg%2BvXrL50XEBCAgICAF84xMTHBjBkzMGPGDEk1EBERET1P8j1Jbm5u%2BOuvvwAAPj4%2BWLduHc6dO4dLly5h1apVePPNN7VdIxEREVGVk7ySNGjQICQnJwMApkyZghEjRiAwMBDA01/DDw8P126FRERERHogOSS9/fbbqr83bNgQhw4dUm0H4OXlVeqxIEREREQ1UYU3kyxRq1YtdOvWTRu1EBEREVUbFdphsaCgADt37sS0adMwZswY1T1KR48eRUpKijbrIyIiItILyStJGRkZeP/995GQkAA7Ozs8ePAAOTk5AJ7uoXTy5El89tln2q6TiIiIqEpJXkn65ptvkJ2djb179%2BL48eNqD5D18fHB2bNntVogERERkT5IDknHjx/H5MmT4e7urva8NuDprtd///231oojIiIi0hfJIenx48dwcHDQeKyoqAjFxcWVLoqIiIhI3ySHpAYNGuD333/XeOzSpUto3LhxpYsiIiIi0jfJIalfv36IiIjA0aNHVfcjCYKAS5cuITIyEv3799d6kURERERVTfJvtwUFBeHChQsICQmBlZUVAGDs2LHIyspCp06dMGrUKK0XSURERFTVJIckY2NjREREICYmBsePH8eDBw9gY2ODLl26wM/PDwYGFdp6iYiIiKhakRSS8vPzERUVhdatW8PPzw9%2Bfn66qouIiIhIryQt%2B5iamuLLL7/EgwcPdFUPERERUbUg%2BdpYw4YNcf/%2BfV3UQkRERFRtSA5Jo0aNQnh4OB4/fqyLeoiIiIiqBck3bt%2B4cQOZmZno1q0b2rZtC3t7%2B1I7b8%2BdO1drBRIRERHpg%2BSQtHXrVtXfDx8%2BXOq4IAgMSURERFTjSQ5J165d00UdRERERNUKNzUiIiIi0oAhiYiIiEgDhiQiIiIiDRiSiIiIiDRgSCIiIiLSoFwhaeHChbh79y4A4M6dOygsLNRpUURERET6Vq6QtHnzZqSnpwMAunfvjvj4eJ0WRURERKRv5QpJVlZWque1iaKo04KIiIiIqoNybSbp6emJTz/9FC1atAAAhIWFwdLSUuNcQRCwZs0a7VVIREREpAflCknz58/H119/jRs3bkAQBCQnJ8PExETj3Oef46YtgYGBOHPmjMZjS5YsgZ%2BfX5lzYmJi4OLiopO6iIiI6NVUrpDk6OiIVatWAQDefPNNrF69WrWqVFXmz5%2BPx48fq41t3rwZhw8fRrt27VRjrVq1wqxZs9TmNWjQoEpqJCIioleH5Ge3RUZG6mVVpkmTJqXGpk%2Bfjg4dOsDW1lY1plAo0LJly6osjYiIiF5BkkOSt7c3ACA5ORmnTp1CVlYWbGxs4OPjAycnJ60XWJYLFy7g9u3bmDJlSpV9JhEREcmH5JAkiiK%2B%2BOIL7Ny5E0qlUjVuYGCAESNGYO7cuVotsCzR0dEwNzdH9%2B7d1cbPnDmDli1bori4GJ6enggNDUWbNm0q/XlGRtrfd9PQ0EDtTzmQY8%2BAPPtmz/Ihx77l2DMgv74lh6Tvv/8e27dvx7vvvouAgADUq1cP9%2B7dQ1RUFLZv344GDRpg9OjROij1f4qKinDw4EF0794dtWrVUo23adMG/fv3x%2Buvv460tDRs2LABY8aMwZYtW%2BDl5VXhzzMwEGBjY6GN0jVSKMx1du7qSo49A/Lsmz3Lhxz7lmPPgHz6FkSJGx%2B9/fbbaN%2B%2BvcYVoy%2B//BK//PILYmJitFagJnFxcRg/fjzWrl2Lrl27ljkvNzcX/v7%2BcHFxQURERIU/r7hYiezsvAq/vyyGhgZQKMyRnZ2H4mLly9/wCpBjz4A8%2B2bP8ugZkGffcuwZqFl9KxTmlV7xkrySlJKSUmYw6dq1K3bt2lWpgsojOjoa1tbW6Nix4wvn1apVC76%2Bvjh06FClP7OoSHc/DMXFSp2evzqSY8%2BAPPtmz/Ihx77l2DMgn74lRyxLS0vcuXNH47E7d%2B6gdu3alS7qRZ48eYJjx46hT58%2BMDY2ful87hBOREREFSE5JLVv3x7Lli3D5cuX1cbj4%2BOxfPnyl67uVNaPP/6InJwc9OvX76Vzc3NzERcXBw8PD53WRERERK8eyZfbpk%2BfjmHDhmHIkCFo0qQJ7O3tkZ6ejhs3bqBu3bqYPn26LupUOXDgABwcHPDWW2%2BpjZ87dw4bNmxAz5494eDggLS0NGzatAnp6en47rvvdFoTERERvXokh6TXXnsNUVFR2LRpE06fPo3bt2/D2toa48ePx/vvv6%2B2saO2PXz4EP/973/x/vvvl3r8ib29PQoKCrBkyRJkZWXB3NwcXl5e%2BPzzz6t8d3AiIiKq%2BSSHJACwtbXV%2BYqRJlZWVqUu85VwcnLChg0bqrgiIiIielXJYzcoIiIiIokYkoiIiIg0YEgiIiIi0oAhiYiIiEgDySGpoKCAGzQSERHRK09SSMrPz4enpyeOHj2qq3qIiIiIqgVJIcnU1BTW1tYwN5fH03%2BJiIhIviRfbuvatSuOHDmii1qIiIiIqg3Jm0n6%2Bfnh008/xZw5c9CrVy/Y29uX2v3a3d1dawUSERER6YPkkDR27FgAwP79%2BxEVFaV2TBRFCIKA%2BPh47VRHREREpCeSQ9LChQt1UQcRERFRtSI5JAUEBOiiDiIiIqJqpVKbSSYlJeH8%2BfPIzc3VVj1ERERE1UKFQlJUVBQ6d%2B4MPz8/jBw5Ejdv3gQAhIaGYvfu3VotkIiIiEgfJIek2NhYzJ49G82aNcO8efPUdt92d3dHbGysVgskIiIi0gfJISk8PBwDBw7E2rVrMWzYMLVjzs7OuHHjhtaKIyIiItIXySEpMTERfn5%2BGo9ZW1sjKyur0kURERER6ZvkkGRubo5Hjx5pPHbv3j1YWVlVuigiIiIifZMckry8vLBt2za1e5FK7Nu3D97e3lopjIiIiEifJIek4OBg/P777xg8eDC2bNkCQRBw%2BPBhfPjhhzh37hw%2B/PBDXdRJREREVKUkhyQPDw9EREQgNzcXixYtgiiKWLduHW7evInw8HC4urrqok4iIiKiKiV5x20AaNu2LWJjY3Hr1i3cv38fNjY2aNy4sbZrIyIiItKbCoWkEo0aNUKjRo20VQsRERFRtVGhkHT79m2Eh4fj9OnTyMrKgrW1NXx8fBAUFISGDRtqu0YiIiKiKif5nqT4%2BHgEBARg3759qFu3Ljp06IC6deti3759CAgIQHx8vC7qJCIiIqpSkleSvv76a9ja2mLTpk1wcHBQjaempuKDDz7A119/jS1btmi1SCIiIqKqJnkl6dKlS5g0aZJaQAIAR0dHhISE4NKlS1orjoiIiEhfJIckS0tLWFpaajymUChQu3btShdFREREpG%2BSQ5K/vz/27Nmj8dju3bvLfK4bERERUU1SrnuSDh8%2BrPq7u7s7Dh06hMGDB8Pf3x92dna4f/8%2BoqOjkZGRgT59%2Buik0H379mHOnDmlxoOCgjBjxgzV6/3792PdunVITU2Fk5MTgoOD0bdvX53URERERK%2BucoWkyZMnQxAEiKKo%2BvPu3bu4fPlyqbkzZ85Ev379tF5oifXr16td7qtXr57q7wcPHsTs2bMxfvx4dOjQAUePHsXUqVNhaWmJjh076qwmIiIievWUKyRFRkbquo5yc3d3h62trcZj3333Hfr06YPp06cDeLoz%2BM2bN7F8%2BXKGJCIiIpKkXCHJ29tb13VUWkpKCpKSkjBt2jS1cX9/f8yZMwcZGRllhisiIiKi51XqsST64O/vj8zMTDg4OGDo0KEYN24cDA0NkZSUBABwdnZWm%2B/i4gJRFJGUlFSpkGRkJPke95cyNDRQ%2B1MO5NgzIM%2B%2B2bN8yLFvOfYMyK/vCoWko0eP4ocffsCdO3eQn5%2BvdkwQBPzwww9aKe5Z9vb2mDRpEjw9PSEIAn788UcsW7YM9%2B7dwz/%2B8Q88fPgQwNNtCJ5lZWUFAKrjFWFgIMDGxqLixb%2BEQmGus3NXV3LsGZBn3%2BxZPuTYtxx7BuTTt%2BSQtH79eixevBi2trZo1KgRzM2r5ovq1KkTOnXqpHrdsWNHmJqaYvPmzfjwww9V44IgqL1PFEWN41IolSKys3Mr/P6yGBoaQKEwR3Z2HoqLlVo/f3Ukx54BefbNnuXRMyDPvuXYM1Cz%2BlYozCu94iU5JG3fvh2DBg3CggULYGhoWKkPr6y%2Bffti48aNiI%2BPV1sxsrOzU83Jzs4GUHqFSaqiIt39MBQXK3V6/upIjj0D8uybPcuHHPuWY8%2BAfPqWHLGysrLg7%2B%2Bv94D0vJJ7kUruTSqRmJgIQRBK3atERERE9CKSQ1KrVq1KBRF9iYmJgaGhIZo1a4aGDRvC2dkZMTExanOio6PRokUL/mYbERERSSL5ctsnn3yCkJAQ1K9fH506dYKJiYku6ipl7NixaNu2LVxdXQEAx44dw%2B7duzFq1CjY29sDeLrp5dSpU9GoUSO0b98ex44dw88//4z169dXSY1ERET06pAckpycnNC%2BfXuEhIRAEASYmZmpHRcEAefPn9dagSUaN26Mf/3rX/j777%2BhVCrx%2Buuv45NPPkFgYKBqTt%2B%2BffHkyROsXbsWGzZsgJOTE5YuXcqNJImIiEgyySHpm2%2B%2BwdatW9G0aVM4OztX2UrS3LlzyzUvICAAAQEBOq6GiIiIXnWSQ9L%2B/fsRFBSkevQHERER0atI8o3bxcXFaN%2B%2BvS5qISIiIqo2JIekDh064OLFi7qohYiIiKjakHy5beLEiZg6dSrMzc3RpUsX1SaOz7K2ttZKcURERET6Ijkk9e/fHwCwaNEiLFq0SOOc%2BPj4ylVFREREpGeSQ1JwcHClnoNGREREVBNIDkmTJk3SRR1ERERE1UrlHo9LRERE9IqSvJK0cuXKFx4XBAHBwcEVLoiIiIioOmBIIiIiItJAcki6du1aqbGsrCwcPXoUmzdvRnh4uFYKIyIiItInrdyTZG1tjcGDB6Nfv3748ssvtXFKIiIiIr3S6o3bHh4e%2BPXXX7V5SiIiIiK90GpIun79OmrVqqXNUxIRERHpheR7kqKiokqNFRQU4Pr169i7dy/eeecdrRRGREREpE%2BSQ9Ls2bM1jpuamuKdd97BzJkzK10UERERkb5JDknHjh0rNWZqago7OzutFERERERUHUgOSY6Ojrqog4iIiKha4WNJiIiIiDQo10pSv379yn1CQRDwww8/VLggIiIiouqgXCHJ2tr6pXNyc3Nx5coVCIJQ6aKIiIiI9K1cIWnLli1lHisqKsKuXbuwevVqCIIAf39/rRVHREREpC%2BSb9x%2BVmxsLJYtW4Zbt26hffv2mDFjBpo2baqt2oiIiIj0pkIh6fTp01i8eDH%2B%2BOMPNGvWDBs3bkS7du20XRsRERGR3kgKSdevX8fixYtx8uRJNGjQAN9%2B%2By38/Px0VRsRERGR3pQrJN29exfLli1DdHQ0rKys8Mknn2D48OEwNjbWdX1EREREelGukNS7d28UFhaiU6dOGDduHCwsLPDnn3%2BWOd/d3V1rBRIRERHpQ7lCUkFBAQDgxIkT%2BO9//1vmPFEUIQgC4uPjtVMdERERkZ6UKyQtXLhQ13W8VGxsLA4cOIArV67g4cOHaGPGO3YAAB/zSURBVNiwId59910MHz4cBgZPNw6fPXs29u/fX%2Bq9ERER6Ny5c1WXTERERDVYuUJSQECArut4qU2bNsHBwQEzZ85EnTp1cPr0aXz11VdISUnBrFmzVPMaNmyIxYsXq73XxcWlqsslIiKiGq5S%2ByRVpbVr18LW1lb1um3btsjNzcW2bdswdepUmJiYAADMzMzQsmVLfZVJREREr4ga84DbZwNSiaZNmyI/Px9ZWVl6qIiIiIheZTUmJGly/vx5WFtbo06dOqqxW7duoXXr1mjevDkGDhyIo0eP6rHCmi%2BzIAe/Z6YgsyBH36UQERFVqRpzue15f/zxB/bt24fg4GAYGhoCeLqy5OHhgSZNmuDRo0fYsWMHgoOD8d1336FPnz6V%2BjwjI%2B3nSUNDA7U/q5uM/Bys%2BPMYMgtyYWNSC1Oa9oStqUWlzlnde9YVOfbNnuVDjn3LsWdAfn0LoiiK%2Bi5CqvT0dAwdOhT16tXDli1bytzUUqlUYvjw4Xj8%2BDFiYmIq/HklWxvIzZl7N7Hi0jFYGpviUWE%2BJrXoDu96jfVdFhERUZWocStJjx49QlBQEMzMzLBmzZoX7vptYGCAXr164ZtvvsGTJ09gZmZWoc9UKkVkZ%2BdWtOQyGRoaQKEwR3Z2HoqLlVo/f2XVES1gbWSOzPynK0l1RAtkZlbuslt171lXHhblIU35CHUNLGFlZK7vcqqEHP%2Bt5dgzIM%2B%2B5dgzULP6VijMK73iVaNCUn5%2BPj766CPcv38fu3btgo2NzUvfo62FsqIi3f0wFBcrdXr%2BilIYmmOSa3ck52TAycIWCkNzrdVZXXvWhcyCp5cts4ryYG309Du1MancZcuaRE7/1iXk2DMgz77l2DMgn75rTEgqKipCaGgorl27hq1bt8LR0fGl71EqlTh06BDeeOONCq8iyZ2NiYWs/oOuC8k5GcgsyIXi/9q7/7ioqvx/4K/hxyggoxCiK4opOigECCpIkqCtP1DMdl1XV3PNFCwqVgw%2BkVGbri0hKQlpoqKpoaK7aUH%2B/hFuPjIrF3lYPVLRFNEF5NcgCAPM/f7hd%2B7DYQaEmdFhmNfz8fAhc%2BbcO%2Bd9z1x4zzln7u3WHZUNdbheW8FjSkRkBswmSVq5ciVOnTqF%2BPh41NfXIz8/X3xuyJAhqK6uRkJCAiIiIuDu7o7q6mrs3r0bFy9eRHp6uglbTpZuoIMznKT2qGq8ByepPQY6aF/OgoiIOh%2BzSZK%2B%2BeYbAEBKSorWczt27ICnpyd69OiB9evXo6KiAra2tnjqqaewefNmPPPMM4%2B7uUQiJ6kDlg6fiHJJLZ4QHCCztow1SURE5s5skqSTJ08%2BtM4nn3zyGFpC1HHO3Rzg4eSKyspai5jHJyLqCizjQgdEREREHcQkiYiIiEgHJklEREREOjBJIiIiItKBSRIRAeDNjImIWjKbb7cR0aNTqaxF2q8nUNlYCydbB8R4WtZVwYmIdOFIEhHdvyp4Yy0crLuhsrEW12srTN0kekQ4YkjUfhxJIqL7VwW3dRBHknhV8K6JI4ZEHcMkiYjgJL3/B1N9M2P%2B4eyadI0Ysq%2BJWsckicxepbKWf9yNwBxuZsy%2BNgxHDIk6hkkSmTVOH1gO9rXhOGJI1DFMksiscfrAcrCvjcMcRgyJOgt%2Bu43Mmnr6oLa5gdMHXRz7mqhj%2BE1Gw3Ekicwapw8sB/uaqP04PW0cTJLI7HH6wHKwry0DF%2BgbjtPTxsEkiYiIOg2OgBgHv8loHEySiIiMpKKhFpdLSvGE4ACZtZ2pm2OWOAJiHOYyPd3ZRw2ZJBERGUGlshbpl06gqukeetnY4XU5R0D0YS4jIOaQEHf26WlzGDVkkkREZATXaytQqayDrFt3VDbUcQRET%2BYwAsKE2DjMYdSQSRIRkRHc/4Nuj6rGe3CS2nfaERBz0NlHQJgQG4c5jBoySSIiMgInqQOWDp%2BIckltp56CIcMxITYOcxg1ZJJERGQkzt0c4OHkisrKWjQ1qUzdHHpEmBAbT2cfNWSSRERE1EFMiC0Db0tCREREpAOTJCIiIiIdmCQRERER6cAkiYiIiEgHJklEREREOjBJIiIiItKhyyVJ165dw6JFizBixAgEBwdj1apVqK%2BvN3WziIiIyMx0qeskKRQKLFiwAP369UNaWhoqKiqQlJSEqqoqfPjhh6ZuHhEREZmRLpUk7dmzBwqFAgcOHICz8/3LxFtbWyMuLg6vvPIKPDw8TNxCIiIiMhddarrt9OnTCA4OFhMkAJg8eTKkUiny8vJM2DIiIiIyN11qJKmwsBAzZ87UKJNKpXB3d0dhYaFB%2B7axMX4%2BaW1tpfG/JbDEmAHLjJsxWw5LjNsSYwYsL%2B4ulSQpFArIZDKtcplMhurqar33a2UlgZPTo7sBn0xmeTdHtMSYAcuMmzFbDkuM2xJjBiwn7i6VJLVGEARIJBKD9tHcbPwbGEokgJWVFVQqFQTB6LvvlCwxZsAy42bMpm7N42OJcVtizIB5xW1lJTH4b3%2BXSpJkMhkUCoVWeU1NjUGLtiUSCaytDTvQbbGysoxhywdZYsyAZcbNmC2HJcZtiTEDlhN3l4rSw8NDa%2B2RUqnEjRs3%2BM02IiIi6pAulSSNGzcOZ8%2BeRWVlpVh27NgxKJVKhIaGmrBlREREZG4kgtDZZxXbT6FQICIiAm5uboiOjkZ5eTk%2B%2BOADhISE8GKSRERE1CFdKkkC7t%2BWZNWqVfjxxx/RvXt3REREIC4uDt27dzd104iIiMiMdLkkiYiIiMgYutSaJCIiIiJjYZJEREREpAOTJCIiIiIdmCQRERER6cAkiYiIiEgHJklEREREOjBJIiIiItKBSRIRERGRDjambkBX8OBVvu3s7DBt2rR2X%2BV7//79yMjIQHFxMQYOHIhXX30V4eHhGnUaGxuRlpaG/fv3o6amBr6%2Bvnj77bcxbNiwRxXSQ%2BkT8927d7Ft2zacPn0a165dg42NDby9vbFs2TJ4e3tr1PX09NTa3sXFBWfOnDF6LB2hb1/Pnz8f586d0yo/ePCgxs2X7969i9WrV%2BPIkSNQKpUICgrCO%2B%2B8Azc3N6PH0l76xHzz5k08%2B%2ByzOp%2BztbXFxYsX26zn5%2BeHvXv3GicAPVy/fh2ZmZm4cOECLl%2B%2BjMGDByM3N7dd22ZmZiIrKwtlZWWQy%2BX4v//7PwQFBWnU6Yz9DOgXd2lpKT799FOcOXMGN27cgIODAwICAvDGG29g4MCBYr2u1tcTJkxAcXGxVnlBQQG6desmPi4rK8P777%2BP06dPw8rKChMmTMDy5cvRq1cvo8bREfrE/N133%2BGvf/2rzucGDRqEw4cPt1lv6tSpSE1NNbzxjxmTJAMpFAosWLAA/fr1Q1paGioqKpCUlISqqqqH3i/u8OHDSEhIQFRUFMaOHYvjx48jNjYWjo6OCAkJEeslJSXhwIEDSEhIgJubG7Zs2YIXX3wROTk56N2796MOUYu%2BMd%2B6dQvZ2dmYOXMmYmJi0NTUhB07dmDOnDnYs2ePVqI0f/58REREiI9tbW0fWUztYUhfA0BAQADefPNNjbL%2B/ftrPH7jjTfw008/4Z133kGPHj2QlpaGhQsX4ssvvzTJrXX0jdnV1RXZ2dkaZYIgIDIyUithAIBly5ZplDs4OBgvCD1cvnwZeXl58PPzg0qlQntvTJCZmYnU1FTExsbCy8sL%2B/btQ2RkJPbt26eR%2BHe2flbTJ%2B6ffvoJR48excyZMzFixAgoFApkZGRg1qxZ%2BPLLL9G3b1%2BN%2Bl2lrwFg8uTJeOmllzTKpFKp%2BHNTUxMWL16MxsZGrF69Gk1NTUhJSUF0dDSysrIgkUiMFkdH6BOzt7e31jl99%2B5dREZGYty4cVr1k5KSMHjwYPGxk5OT4Q03BYEMkpGRIfj5%2BQnl5eVi2ZdffinI5XLhypUrbW47ZcoUISYmRqPspZdeEmbNmiU%2B/t///icMHz5c%2BOyzz8SympoaITAwUEhJSTFSFB2jb8y1tbVCXV2dRll9fb0wduxYISEhQaNcLpcLW7ZsMW7DDWRIX7/wwgtCVFRUm3Xy8/MFuVwufP3112JZcXGx4OXlJezatcuwxuvJkJhbOnv2rCCXy4WDBw%2BKZUVFRYJcLhcOHTpktDYbQ3Nzs/jzm2%2B%2BKUybNu2h2zQ0NAgjR44UkpOTxbKmpiYhPDxcWLp0qVjWGftZTZ%2B4q6urhcbGRo2y8vJywdvbW0hPTxfLulJfC4IgjB8/XlixYkWbdb766itBLpcLly5dEst%2B/PFHQS6XC3l5efo12Aj0jbmlf//734JcLhcuXLgglqnP84KCAoPb2RlwTZKBTp8%2BjeDgYDg7O4tlkydPhlQqRV5eXqvbFRUV4erVqxojJQAQERGBgoICVFRUAAC%2B%2BeYbNDc3Y9q0aWKdHj16YMKECW3u/1HSN2Z7e3vY2dlplHXr1g0eHh4oLS19ZO01Fn3jbq%2B8vDzIZDKNT2X9%2BvVDQECA2fW1Lrm5ueJ7t7Ozsur4r8bz58%2BjpqZG45y2trbG1KlTkZeXJ35a74z9rKZP3DKZDDY2mpMSzs7O6Nu3r1mc1/rE3F55eXnw9PTE0KFDxbKAgAC4ubmZtK%2BNFXNubi6efPJJ%2BPr6GmV/nRGTJAMVFhZqrCkB7g%2B3uru7o7CwsNXtrl69CgAaw5EA4OHhAUEQxOcLCwvh4uKiNX/t4eGBa9euQaVSGSOMDtE3Zl3q6urwyy%2B/aB0HANi0aRO8vb0xatQoLF26FLdu3TKo3YYyNO5z585hxIgR8PHxwQsvvIDvv/9ea/%2BDBg3SGoIfMmRIh4%2BrsRirrxsbG3H06FFMnDhRY72G2nvvvYfhw4cjODgYiYmJqKqqMrjtj5v6eOg6p2tra1FSUiLW62z9bGy3b9/GrVu3dJ7XXaGv1XJycvDUU0/B398fkZGR%2BPXXXzWe13X%2BAF2jr%2B/cuYOzZ89qfdBXi4qKwvDhwzFu3DgkJyejvr7%2BMbfQOLgmyUAKhQIymUyrXCaTobq6utXt1M%2B13LZnz54azysUCjg6Ompt37NnTzQ2NqKurg49evTQu/360DdmXT766CPcu3cPL7zwgkb5888/j7CwMLi4uODSpUv45JNPMHfuXHzxxRfiMXrcDIl79OjRmDFjBp588kmUlpYiMzMTCxcuxM6dO%2BHv7y/uX1df63NcjcVYfX369GlUVVVp/UKVSqX4y1/%2BgpCQEMhkMly4cAEbN27ExYsXsW/fPpOvQ%2BsIhUIBqVSqtaZI/X6tqqpC3759O2U/G9uqVasgk8nwhz/8QSzrSn0N3F%2B47evri379%2BqGoqAgbN27E3LlzceDAAQwYMABA2%2Be0uSdJBw8eRHNzs9Y57ejoiMWLF2P06NHo1q0bzp49i61bt%2BLq1avIyMgwUWv1xyTpEREEoV2L8lrWUQ/JP1iuaz9CBxYXPi7tjVktJycH27dvx7vvvqvxLRgASE5OFn8ePXo0Ro4ciT/%2B8Y/Yu3cvIiMjjdZmY2hP3DExMRqPw8LCEBERgQ0bNmDz5s1ieWv7MdUCz9bo09cuLi4IDg7WKHd1dcV7770nPg4MDMTQoUOxZMkSHDt2DFOnTjVWkx%2BLts7Vh53TbZWbk4yMDJw8eRLr16/X%2BEDT1fo6MTFR/HnUqFEYO3YswsPDkZmZqRFna%2B8Jc%2B/rnJwceHt7Y9CgQRrlXl5e8PLyEh8HBwfD1dUVK1euREFBgdlNzXG6zUAymQwKhUKrvKamRucncLWWI0Zq6n2pt21t/wqFAra2trC3t9e77frSN%2BYHnTlzBm%2B99RYWLVqEefPmPbT%2BsGHDMGjQIPz0008dbq%2BxGCNuNXt7e4SGhmrE01Zfd3T/xmKMmGtra/H1118jPDwc1tbWD60fGhoKe3t7k/a1PmQyGRoaGtDQ0KBRrj5%2B6nO%2BM/azsezfvx%2BpqalITExs19ozc%2B1rXVxdXTFy5Mh2ndP6/M7oTG7cuIGCggI899xz7aqvvqyN%2BtIf5oRJkoE8PDy0hk2VSiVu3Lihcy5aTT1Xr157pFZYWAiJRCI%2B7%2BHhgfLycq15e/W6hke56LA1%2BsasVlBQgNdeew1TpkxBfHx8u1/X1KNnhsbdUst41OvMWpZfuXJFr/0bgzFiPnbsGO7du4fp06c/iiZ2Gurj0fJ4FRYWwsHBAX369BHrdbZ%2BNoYTJ04gMTERS5YsadcHn65I1zmta1rN3Ps6JycHVlZWWtf064qYJBlo3LhxOHv2LCorK8WyY8eOQalUIjQ0tNXtBgwYgMGDB%2BPgwYMa5bm5ufD19RW/TRQSEgIrKyscOnRIrFNbW4uTJ0%2B2uf9HSd%2BYgft/MCIjIxEQEICkpKR2Dzn/8ssv%2BO233%2BDj42NQ2w1hSNwt1dXVIS8vTyOe0NBQKBQK/Oc//xHLbt%2B%2BjfPnz5tlX6vl5ubC3d0dfn5%2B7ap/6tQp1NXVmbSv9REQEABHR0eNc7q5uRmHDh1CaGio%2BF7vjP1sqHPnziE2NhYzZsxAbGxsu7cz177WpaSkBOfPn9c6py9duqSRKOXn56O4uNhs%2BxoAvvrqKwQGBoqJf3vqAzDLfuaaJAPNmTMHn332GaKjoxEdHY3y8nJ88MEHmD59usYnheXLl%2BPAgQP4%2BeefxbKYmBjExsbC3d0dTz/9NE6cOIEzZ85gy5YtYp0%2Bffpgzpw5%2BPDDD2FjY4N%2B/fph69atAIAFCxY8vkAfoG/M5eXlWLRoEWxtbbF48WKNYWmpVCrOY2dmZqKoqAiBgYFwdnbG5cuXsXHjRvTt2xezZs16vME%2BQN%2B4f/jhB2RmZmLixIno168fSktLsW3bNpSVlWHdunXidn5%2BfggLC8Pbb7%2BNhIQE9OjRA%2BvWrYObm5vGAtjHyZD3NwBUVFTg22%2B/bXUdWXJyMiQSCfz8/CCTyVBQUICMjAw89dRT%2BP3vf/9IY2vLvXv3xK9oFxcX4%2B7du%2BIVhdXvywULFuDWrVs4duwYgPvv4VdeeQWpqalwdnYWLyZZVFSEtWvXivvujP2spk/chYWFiI6ORv/%2B/TFz5kzk5%2BeL%2B%2BvRoweGDBkCoGv1dW5uLr7%2B%2BmuMGzcOrq6uKCoqwqZNm2BtbY2FCxeK%2B540aRI8PT0RExODZcuWobm5GatXr8bIkSPxzDPPPP5g/z99Ylb7%2BeefUVhYqBHng%2BLi4jBw4EB4eXmJC7c//fRTPPvss0ySLJFMJsP27duxatUqvP766%2BjevTsiIiIQFxenUU%2BlUqG5uVmjLDw8HPX19di4cSMyMzMxcOBApKamalxtGwASEhJgb2%2BPjz76CDU1NfDz88P27dtNcrVtQP%2BYr1y5gtu3bwMAXnzxRY26bm5uOHnyJID7l7g/evQoDh48iNraWjg5OSE0NBRLly416Ty%2BvnH37t0bSqUSa9euRVVVFezs7ODv748VK1ZoLWJcs2YNkpOTsWLFCjQ2NiIoKAjp6ekmuwqzIe9vADh06BCamppanWobPHgwdu/ejezsbNTX16NPnz7405/%2BhJiYGK1r7zxO5eXl%2BNvf/qZRpn68Y8cOBAUF6Yz5pZdegiAI2LlzJ%2B7cuQO5XI5NmzZp3Wans/Wzmj5xX7hwATU1NaipqcHcuXM1tg0MDMTOnTsBdK2%2B7t%2B/P0pKSvDPf/4TNTU1cHR0xJgxYxATEyN%2Bsw0AbGxssHnzZrz//vuIj4%2BHRCIRb0tiyoXb%2Br6/gftTbVKpFJMnT9a576FDhyInJwdbt25FY2Mj3Nzc8PLLLyMqKsr4gTwGEsHUCz2IiIiIOiGuSSIiIiLSgUkSERERkQ5MkoiIiIh0YJJEREREpAOTJCIiIiIdmCQRERER6cAkiYiIiEgHJklEREREOjBJIrIgn3/%2BOTw9PcV/Xl5eCAkJQWxsLH777TeTtSsvLw/p6ek6n5swYQISEhIec4se7uOPP8bUqVOhUqkAADdv3oSnpycyMzNN3LKO%2B/bbb%2BHv74%2BSkhJTN4WoU2GSRGSBkpKSkJ2djW3btmHevHk4efIk5s6di%2BrqapO0Jy8vDx9//LHO5z7%2B%2BGNER0c/5ha1raSkBJmZmYiJiYGVlfn/Gg0ODoaPj4/GPeaIiEkSkUUaOnQoRowYgaCgILzyyiuIjIxEeXk5jh8/buqmafHy8oK7u7upm6Fhx44dcHR0xKRJk0zdlFYJgoD6%2Bvp21583bx5ycnLE%2BysSEZMkIgLEu3OXl5drlHt6euqcBms5Baaexjt79iz%2B/ve/IygoCEFBQXjttdceOoWTkJCArKws8fXU/27evKnztb777jt4enoiJycHKSkpCAkJgb%2B/P15%2B%2BWXcuXMHd%2B/exTvvvCO24a233kJtba3GawqCgKysLMyYMQO%2Bvr4YPXo0YmJiUFRU9NBjpVQq8a9//QsRERGtjiJt27YNEyZMgL%2B/P2bPno38/HytOidOnMDs2bPh5%2BcHf39/LFy4EP/973%2B1js2ECRO0tk1PT9e6aa6npydWrlyJ3bt3Izw8HD4%2BPti/fz8AYNeuXXjuuefg7%2B8Pf39/TJkyRWvUaPz48bC3t8fevXsfegyILIXpbr1MRJ2GOiF58sknDdpPYmIiwsLCsGbNGty%2BfRspKSmIj4/Hjh07Wt0mOjoadXV1OHLkCLKzs8VyV1fXNl8rNTUVQUFBSEpKQnFxMZKTk7Fs2TLY2NjA09MTa9euxc8//4zU1FQ4ODggMTFR3Pbdd9/F/v37MX/%2BfMTFxaG6uhrr16/HnDlz8MUXX8DFxaXV1y0oKEBVVRWCgoJ0Pp%2BVlYXBgwdj%2BfLlAIB169YhKioKJ06cgKOjI4D7d1KPi4tDSEgI1qxZA6VSiS1btmD%2B/Pn49NNPMWrUqDZjb83x48fxww8/4NVXX4WLiwueeOIJfPXVV1ixYgXmz5%2BPN998E1ZWVrh%2B/TquXLmisa1UKoW/vz/y8vK07hBPZKmYJBFZIJVKhaamJjQ0NOD8%2BfP45JNPMHr0aJ2jFh3xzDPPaCQj1dXVSElJQVlZGXr37q1zG3d3dzEpGTFiRLtfSy6XIykpSXx89epVbN%2B%2BXUwGAGDs2LHIz89HTk6O2K78/Hzs3bsXCQkJWLhwobj9qFGjMHnyZGzbtg3x8fGtvq56tMfb21vn8w4ODsjIyIC1tTWA%2B8nerFmzcPr0aUybNg0qlQqrV6%2BGXC7H5s2bxdGo0NBQTJw4ER9%2B%2BCH27NnT7uPwoLq6OuTk5KBnz55i2Z49eyCTyTT6JTg4WOf2Xl5e2LRpE%2Brq6mBvb69XG4i6Ek63EVmgP//5z/D29kZAQAAWL14MmUyGDRs2wMbGsM9NLZMs9ZTQrVu3DNqvLuPHj9d47OHhAQAICwvTKq%2BqqhKn3E6dOgWJRILnnnsOTU1N4j8XFxcMGzYM586da/N1S0tLIZFI4OTkpPP5sLAwMUECgGHDhgEAiouLAQDXrl1DaWkpZsyYoTFd5%2BDggEmTJuHChQu4d%2B9eO46AtjFjxmgkSMD9qVSFQoFly5bh%2BPHjqKioaHX7J554AiqVCnfu3NHr9Ym6Go4kEVmg5ORkeHh4oLa2FgcPHkR2djaWLVuGLVu2GLTfXr16aTyWSqUA0KEFxO3VMhmwtbVts7yhoQEODg4oLy%2BHIAh4%2Bumnde53wIABbb5uQ0MDbGxsNBKhB7V2DBoaGgAAlZWVAKBzZM3V1RUqlQoKhQJ2dnZttkMXXft8/vnn0dzcjH379iEmJgYqlQo%2BPj5YunQpxo4dq1G3W7duAB5NfxGZIyZJRBbIw8NDXKw9ZswYqFQq7Nu3D4cPH8aUKVPEelKpFEqlUmt79R96c%2BTk5ASJRIKsrCwxgXmQrrKW2zc2Nuo9JaUegSorK9N6rrS0FFZWVpDJZGJbOnL8JRKJzvKZM2di5syZqKurw/fff4/09HQsWbIER44cgZubm1hPfQmI1kbJiCwNp9uICPHx8ejZsyfS0tLEiyMCgJubG3799VeNut9%2B%2By3q6uqM%2BvqPcsSppbCwMAiCgJKSEvj4%2BGj9a/mtsZYGDRoEALhx44Zerz9o0CD06dMHubm5EARBLK%2Brq8PRo0cxYsQIcRSpf//%2BKC8v15j%2BUiqV%2BOabb/R6bXt7e4SGhuLll19GY2Oj1uLtoqIi9OrVq82F60SWhCNJRISePXsiKioKKSkpyMnJwYwZMwAAM2bMwLp167Bu3ToEBgbiypUr%2BOyzz8RvaRmLXC4HAGzevBnjxo2DlZUVPD09Hzqqo4%2BRI0di9uzZWL58OS5evIjRo0fDzs4OZWVl%2BPHHHyGXyzF37txWt1d/q%2B3ChQvieqOOsLKyQnx8POLi4rBkyRLMnj0bSqUSmZmZUCgUeOONN8S64eHhSEtLQ2xsLBYvXoyGhgbs3LkTzc3N7X69xMREdO/eHQEBAejduzfKysqwadMmODo6iqOJavn5%2BQgMDGx1RIrI0jBJIiIAwPz585GVlYUNGzYgIiIC1tbWWLRoEe7evYv9%2B/dj69at8PX1xbp164x%2BBeyIiAicP38eu3btwvr16yEIAk6cOIH%2B/fsb9XXUVq5cCT8/P2RnZ2P37t1QqVRwdXVFQEAAfH1929z2d7/7HUaNGiVe50gf06dPh52dHTZt2oTY2FhYW1vDz88PO3bsQEBAgFhvwIABWL9%2BPVJTUxETE4PevXtj4cKFqKioaPUK5S2NGjUKn3/%2BOQ4dOoTq6mo4OTlh5MiRSE5OhrOzs1jvxo0buHTpEl5//XW9YiLqiiTCg%2BO9RET0UEeOHEFsbCxOnTqFPn36mLo5RvHRRx/hiy%2B%2BwLFjxwz%2BliNRV8E1SUREHTRp0iT4%2BPggIyPD1E0xCoVCgV27diE2NpYJEtEDmCQREXWQRCLBP/7xD/Er%2B%2Bbu5s2biIqKwvTp003dFKJOhdNtRERERDpwJImIiIhIByZJRERERDowSSIiIiLSgUkSERERkQ5MkoiIiIh0YJJEREREpAOTJCIiIiIdmCQRERER6fD/AIn4PS44NSzvAAAAAElFTkSuQmCC">
+
+<br>
+<br>
+<br>
+<br>
+
+<h3 id="Violin_plot_of_read_lengths_over_time">Violin plot of read lengths over time</h3>
+<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAmYAAAHVCAYAAABbmjfMAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDIuMi4zLCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvIxREBQAAIABJREFUeJzs3XtYVHX%2BB/A3M8MAiiNeUH%2BStgoxK3IRUoFCUBCvsGpaWoamqCkYiVdKa1tX07zhFRUhV0uzx7wUJGVqorZhm5cs0y0HNg1NEYPhOjfO7w%2BbE8MMyhgOk75fz%2BNDfM9nvuczIw1vv%2BfMOQ6CIAggIiIioiYnaeoGiIiIiOg2BjMiIiIiO8FgRkRERGQnGMyIiIiI7ASDGREREZGdYDAjIiIishMMZkRERER2gsGMiIiIyE4wmBERERHZCQYzojtITEyEv78/1Gp1vTWzZs1C9%2B7dcfPmTQCAUqnEunXrrN7Xzz//DKVSib1794pje/fuhVKpxM8//2x983/QyZMnoVQqcfLkSasfe/r0aaxbt%2B6Or9u9OnDgAIYOHQp/f38olUpcuHCh0ffRmBry82Dp774pXb9%2BHevWrbP42qakpCAwMLAJurI/WVlZ%2BNe//mVx272%2BDxAxmBHdwahRo6DRaJCVlWVxe1lZGQ4dOoS%2Bffuibdu2AID3338fTz/9dKPsv2/fvnj//ffRrl27RpnPVs6cOYP169c3ejC7desW5s6di06dOiEjIwPvv/8%2B/vKXvzTqPgi4ceMG1q9fb/eht6llZ2dj%2B/btFrc15vsAPVxkTd0AkT0LDw9Hu3btsGfPHowdO9Zse3Z2NqqrqzFq1ChxrEePHo22/9atW6N169aNNt%2BfXUFBAXQ6Hf72t7%2Bhd%2B/eVj%2B%2BuroaTk5OcHBwuA/d0YOouroazs7OVj%2BuMd8H6OHCFTOiO5BKpRgxYgTOnz%2BP//73v2bb9%2B7dC3d3d4SHh4tjlg5h/PDDD5g2bRp69eoFPz8/DBs2DPv27bvr/i0dyoyLi0NMTAzOnTuH5557DgEBAYiKikJ6ejpqamruOqdSqcTChQuxa9cuDBw4EL6%2BvhgyZAg%2B/vjjuz4WAA4fPozRo0cjICAAgYGBmDBhAs6cOSNuX7duHZYtWwYAiIqKglKpbNAh0bvNm5KSgueeew4AkJycDKVSibi4uHrnM752J06cwCuvvIKQkBAEBARAq9UCAP73v/9h1qxZCA0Nha%2BvLwYPHowdO3aYzKHRaLB06VIMGzYMjz/%2BOHr37o3Ro0fj0KFDZvsrLy/HggULEBwcjMDAQMTHx6OgoOAur%2BadNaRH4yHn7OxspKamIiwsDEFBQXjhhReQn59vUisIAjZt2oR%2B/frBz88PTz31FL744gvExcWJr%2BXJkyfFf2i88sor4t9f3Z/pn376CZMnT0ZgYCAiIiKwdOlS8bU12rlzJ/72t78hMDAQgYGBGDRoEFatWnXX511SUoI33ngDffr0ga%2BvL6KiopCammoy//Dhw8Wfh9oMBgP69OmD6dOni2NarRZpaWkYNGgQfH19ERISgldeeQW3bt0yeWxkZCRefPFFHDx4EMOHD4efnx/Wr19vsce4uDgcPXoUhYWF4mukVCrF7XVfM%2BPP45dffin%2BnAQFBWHu3LmorKxEUVERXn75ZfTs2RNhYWF46623oNPpTPbZ0OdBf25cMSO6i5EjRyI9PR179uzBq6%2B%2BKo5funQJ586dw5QpUyCVSut9fH5%2BPsaMGYM2bdpg/vz5aNWqFT766COkpKTg5s2bmDx5stU9FRUVYc6cOZgwYQKmT5%2BOzz77DCtXrkS7du0wfPjwuz7%2ByJEjOHnyJJKSkuDi4oKdO3di5syZkEqlGDRoUL2Py8rKwuzZsxEWFoaVK1dCq9UiIyMDcXFx%2BNe//oWePXvi6aefRmlpKd555x2sX78e7u7uAAAvL68/NG9CQgL8/PywcOFCzJw5E8HBwXB1db3rc3311VfRt29fLFu2DFVVVZDJZLh06RLGjBmD//u//8O8efPg7u6OEydOYNGiRfj111/FX%2BparRalpaWYOHEi2rdvD51Oh3//%2B9946aWXsGTJEvG1FgQBCQkJOHPmDBITE%2BHn54fTp0/f09%2BtUUN7NFq1ahWCgoKwePFilJeXY8WKFZg2bRoOHDgg/nympqZi8%2BbNGD16NKKjo/HLL79gwYIF0Ol06NKlCwCge/fuWLJkCV555RVMmzYNffv2BQB06NBB3JdOp8O0adMwatQoTJw4Ef/5z3%2BQlpYGV1dXsa%2BPP/4Y//jHPxAXF4d58%2BZBIpHgp59%2BwqVLl%2B74vDUaDcaNG4crV67gpZdeglKpxNdff4309HRcuHAB6enpAICnnnoKixcvxv/%2B9z%2BTw9knTpzAjRs38NRTTwEAampqkJCQgFOnTiE%2BPh5BQUEoLCzEunXrcO7cOezZs8dkRez8%2BfNQqVSYNm0aHnnkEbi4uFjs8%2B9//ztee%2B01XLlypd7wZsmCBQswYMAArFq1Ct9//z1SU1NhMBhQUFCA6OhojB49Gv/%2B97%2BxZcsWtGvXDhMmTLin50F/YgIR3dXzzz8vBAcHC1qtVhxbunSp4O3tLRQUFJjUent7C2vXrhW/T05OFnx9fYWrV6%2Ba1E2aNEkICAgQ1Gq1IAiCcOXKFcHb21vYs2ePWLNnzx7B29tbuHLlikkv3t7ewjfffGMy35AhQ4SJEyfe9bl4e3sL/v7%2BQlFRkTim1%2BuFQYMGCdHR0eJYXl6e4O3tLeTl5QmCIAgGg0EICwsTYmJiBIPBINaVl5cLoaGhwujRo8WxjIwMs77rY828xp5ycnLuOq/xtZs7d67ZtokTJwrh4eFCWVmZyfjChQsFPz8/oaSkxOKcer1e0Ol0wquvvioMHz5cHM/NzRW8vb2Fbdu2mdRv3LjR7OfBEkt/9w3t0fiaTJ482aTuwIEDgre3t3DmzBlBEAShpKRE8PX1FWbMmGFSd%2BbMGcHb21t4/vnnxbFz586Z9WM0b948wdvbWzhw4IDJ%2BOTJk4WBAwea9NmzZ887Pm9L3nvvPYvzp6enC97e3sKJEycEQRCEW7duCd27dxdWrVplUvfyyy8LTzzxhKDT6QRBEITs7GzB29tb%2BPTTT03qjM9xx44d4li/fv2Ebt26Cfn5%2BQ3qdcqUKUK/fv0sbqv79278efznP/9pUpeQkCB4e3sLW7duNRkfNmyYMGLECPF7a54H/bnxUCZRA4wcORK//vorjhw5AgDQ6/X46KOP0LNnz7uefJ6Xl4fQ0FD83//9n8n4iBEjUFVVZXK4rqHc3d3h7%2B9vMqZUKnH16tUGPT40NFT8sAJw%2B5DtkCFD8NNPP%2BGXX36x%2BJiCggLcuHEDw4YNg0Ty%2B1tH8%2BbNMWDAAHzzzTeoqqqy%2Brncr3mNBgwYYPK9RqNBXl4eoqOj4ezsDL1eL/4JDw%2BHRqPB2bNnxfqcnByMGTMGgYGB8PHxQffu3fHBBx9ApVKJNcbDtLGxsSb7iomJuaeere0RuH0YrjbjYTXjz8TZs2eh1WoxePBgk7oePXrAw8PDqv4cHBws7q/2z5%2Bfnx/UajVmzpyJQ4cONfhwW15eHpo1a2a2cmtcAfvyyy8BAK1atUJkZCT27dsnHsIvLS3F4cOHMWzYMMhktw8Iff7551AoFOjXr5/J69itWze4u7vjq6%2B%2BMnsextXD%2B8G4Amnk6ekJAIiIiDAbLywsFL%2B39nnQnxcPZRI1wKBBg7Bo0SLs3bsXAwcORG5uLm7evInZs2ff9bElJSXi4bzajJ%2B0LCkpsbofNzc3szG5XA6NRtOgx9cOZXXHSkpKTA5bGf36668AUO9zqampgVqtrvfQT33u17xGdectKSmBXq/HO%2B%2B8g3feeeeOPR08eBAzZszAoEGDMGnSJLRt2xZSqRTvvfce9uzZYzKnTCZDq1at7rjvhrKmR6O6PxNyuRzA7ZPXjXMCQJs2bczmsvTzcCcuLi5wcnIy21/tn7/hw4fDYDBg9%2B7dSEpKQk1NDfz8/DBjxgw8%2BeST9c5dUlKCtm3bmn1Ao02bNpDJZCb/v4wcORKffvopvvjiC/Tp0wfZ2dnQarViiAOA4uJiqNVq%2BPr6Wtxf3dfxXv/OGqply5Ym3zs6OtY7XvucOmufB/15MZgRNYCzszOGDh2K3bt348aNG9izZw%2BaN29%2Bx/OxjNzc3FBUVGQ2fuPGDQAw%2B2VuC8ZrrlkasxT6gN/7rO%2B5SCQSKBQKq3u5X/Ma1f0Fr1AoIJVKMWzYMIsnjwPAI488AgD46KOP8Mgjj2D16tUm82zbts2k3s3NDXq9Hr/%2B%2BqvJ36el59QQ1vTYUMa/1%2BLiYrNtN2/etHrVrCFGjhyJkSNHorKyEv/5z3%2Bwbt06vPjii/j000/r3Z%2Bbmxu%2B%2BeYbCIJg8poXFxdDr9ebvL5hYWFo164d9u7diz59%2BmDv3r0ICAgwOZ%2BxVatWcHNzQ0ZGhsX9NW/e3OR7e/3ErrXPg/68eCiTqIFGjRoFg8GAzMxMHDt2DEOHDm3QKk5oaCjy8vJw/fp1k/EPP/wQLi4uTfKx%2Bi%2B//NIknBkMBhw4cACdO3e2uFoGAF26dEH79u2RnZ0NQRDE8crKShw8eBA9evQQXw/jak1DVvCsmbcxuLi4IDg4GN9//z2USiX8/PzM/hh/%2BTs4OMDR0dHkl3VRUREOHz5sMmdwcDAAmF3vLjs7%2B7732FABAQGQy%2BU4cOCAyfjZs2dNDpkB5qttf1SzZs0QERGBqVOnQqfT3fEDAKGhoaisrDT75Ov%2B/fvF7UbG8Hro0CF8/fXX%2BO677zBy5EiTx/Xt2xclJSXiil3dP127dr3n5yWXyxvtNbqb%2B/k8yL5wxYyogfz8/KBUKrFt2zYIgmBy7bI7SUxMxOeff45x48YhMTERLVu2RFZWFo4ePYo5c%2BagRYsW97lzc61atcL48eORkJAgfiozPz8fqamp9T5GIpFgzpw5mD17Nl588UWMHj0aWq0WmZmZUKvVmDVrlljr7e0N4PbK0ogRIyCTydClSxeLn6K0Zt7GMn/%2BfDz33HMYO3Ysnn32WXh4eKCiogKXL1/GkSNHxIuG9u3bFwcPHsQbb7yBgQMH4pdffkFaWhratWuH//3vf%2BJ8YWFh6NWrF5YvX46qqir4%2Bvri9OnT%2BPDDD%2B97jw3l5uaGCRMmYPPmzVAoFOKnMjds2AB3d3eT8Nm5c2c4OzsjKysLnp6eaNasGdq1a4f27ds3eH8LFiyAs7MzgoKC4O7ujqKiIqSnp6NFixbw8/Or93HDhw/Hjh07MG/ePBQWFsLb2xunTp3C5s2bERERgSeeeMKkfuTIkdiyZQtmzZoFZ2dnDBkyxGT70KFDkZWVhSlTpiAuLg7%2B/v5wdHTEL7/8gpMnTyIqKgrR0dENfl61eXt74%2BDBg9i5cyd8fX3h4OBwx%2Bf2R9zP50H2hcGMyAqjRo3C4sWL4eXlhYCAgAY9pmvXrti1axdWrVqFhQsXorq6Gp6enliyZInJuTC2FBkZCS8vL6xevRrXrl1Dp06dsGLFCrNfanXFxsbCxcUF6enpSE5OhlQqRUBAALZv346goCCxLjg4GC%2B%2B%2BCL27duH3bt3o6amBtu3bxdXlu513sbi5eWFvXv3Ii0tDatXr8atW7fQokULPProoyYnYY8cORLFxcXYtWsX9uzZg06dOmHKlCn45ZdfTC6RIJFIsHHjRixZsgQZGRnQ6XQICgpCenq62cn2jd2jNZKTk%2BHi4oJdu3Zh79696Nq1K9544w2kpqaaHC52cXHBm2%2B%2BifXr1yM%2BPh46nQ7Tp0/HSy%2B91OB99ezZE3v37kVOTg5KS0vRqlUrPP7443jrrbfueNFkJycnbN%2B%2BHampqcjIyMCvv/6K9u3bY%2BLEiWaXCAFur7gGBgbizJkziI2NNfuHjlQqxcaNG7F9%2B3Z8%2BOGHSE9Ph1QqRYcOHdCrVy/xHxH3Yty4cfjxxx%2BRmpqKsrIyCIJg8XqHjeF%2BPg%2ByLw5C7WMHRPTAUyqVGDt2LF5//fWmboXswJUrVzB48GBMnz4dU6dObep2iB56XDEjInpIXLx4EdnZ2QgMDISrqysKCgqQkZEBV1fXBh%2BaJ6L7i8GMiOgh4eLigu%2B%2B%2Bw4ffPABysrK4OrqiuDgYMyYMcPqS2YQ0f3BQ5lEREREdoKXyyAiIiKyEwxmRERERHaCwYyIiIjITvDkfzvUs2dPaLXa%2B37PNiIiImo8RUVFkMvl%2BPrrr%2B95DgYzO6TRaGAwGJq6DSIiIrKCXq/HH/1MJYOZHWrXrh0AmN2Pj4iIiOxXVFTUH56D55gRERER2QkGMyIiIiI7wWBGREREZCcYzIiIiIjshF0Fs4qKCoSHh0OpVOLbb7812bZv3z4MGjQIfn5%2BiImJQU5OjtnjdTodVq5cibCwMAQEBCAuLg4XL140qysqKsKMGTMQFBSEnj17Yu7cuSgpKTGrO3fuHMaMGQN/f3%2BEh4dj/fr1qKmpMatrSG9EREREd2NXwSwtLc3iZSI%2B%2BeQTpKSkIDo6Glu2bEFISAiSk5Nx4sQJk7olS5Zgx44dSEpKQlpaGmQyGV544QUUFRWJNXq9HpMmTcIPP/yAZcuWYdGiRTh16hQSEhJMPuJ65coVvPDCC3Bzc8PmzZsxZcoUbNmyBWvWrLmn3oiIiIjuSrATly5dEnr06CG89957gre3t3Du3Dlx26BBg4SkpCST%2BokTJwpPP/20%2BP0vv/widOvWTXj33XfFsbKyMqF3797C8uXLxbGPP/5Y8Pb2Fn744Qdx7NSpU4K3t7eQm5srjr3%2B%2ButCRESEoNFoxLGNGzcKfn5%2BQmlpqVW9WSsyMlKIjIy858cTERGR7TXG72%2B7WTFbvHgxxowZgy5dupiMX7lyBfn5%2BYiJiTEZj4mJwblz53Dr1i0AwIkTJ2AwGDB06FCxxtXVFZGRkcjNzRXHcnNzoVQq8dhjj4ljQUFB8PDwMKk7duwY%2BvfvD7lcLo7FxsZCo9Hgyy%2B/tKo3IiIiooawi2D2ySef4OLFi0hMTDTblp%2BfDwDo2rWrybinpycEQRC3q1QqtG3bFm5ubmZ1BQUF4rlhKpUKnp6eZvvx8vKCSqUCAFRWVuLq1atmdR4eHnBxcRHrGtobERERUUM0eTCrqqrC0qVLMXPmTLi6upptLy0tBQAoFAqT8ZYtW5psV6vVaNGihdnjW7ZsCZ1Oh8rKyjvWKRQKca6ysjKL%2B6xb19DeiIiIiBqiyYPZxo0b0aZNGzz11FN3rHNwcDD5XvjtRP3a43VratfdaS5jXd3xe62z1BsRERHR3TRpMCssLMTbb7%2BNpKQklJeXQ61WiytblZWVqKioqHf1Sa1WA/h9tUqhUIhjdescHR3RrFmzO9aVlZWZzGVpn3XrGtobERERUUM06U3Mf/75Z%2Bh0OkyZMsVs27hx4xAQEICVK1cCuH0%2BV%2B1zvlQqFRwcHMTzuzw9PVFcXIySkhKT88xUKhW6dOkCiUQi1l24cMFsf5cuXUK/fv0AAC4uLujYsaN4LplRYWEhqqqqxD6M%2B75bb0REREQN0aQrZt26dcP27dtN/rzyyisAgH/84x/4%2B9//jk6dOqFr1644cOCAyWOzs7Ph7%2B%2BP1q1bAwDCwsIgkUhMLu5aUVGBI0eOICIiQhyLiIjADz/8YBK6zp49i8LCQpO68PBwHD58GFqtVhz7%2BOOP4eTkhNDQUABocG9EREREDdGkK2YKhQLBwcEWt3Xv3h3du3cHACQlJSE5ORmdO3fGE088gcOHD%2BOLL75ARkaGWN%2B%2BfXuMGTMGK1asgEwmQ8eOHfH2228DAMaPHy/WDRgwAEqlEklJSZg5cyYMBgOWLVuGxx9/HH369BHrJk2ahKysLMyYMQNxcXHIz89HWloaJkyYYHKIsiG9ERERETVEkwazhho8eDCqq6uxadMmZGZm4tFHH0VqairCwsJM6lJSUtCsWTOsXr0aZWVlCAgIwLZt2%2BDu7i7WyGQybNmyBYsXL8acOXPg4OCAyMhIvPrqqyYn63fq1Albt27FkiVLMGXKFLi5uSE%2BPh4JCQn31BsREQDU1Aj46Oh5KP/ijm5d2zd1O0RkZxwESx9bpCYVFRUFADh8%2BHATd0JEjU0QBIydtxNP9ffDqAH%2BTd0OETWixvj93eSXyyAiepgYV%2BYlvJwOEVnAYEZEZGMSiQMkEgYzIjLHYEZEZGNSiQRSKYMZEZljMCMisjFHmQQymbSp2yAiO8RgRkRkYzKZFI5Svv0SkTm%2BMxAR2RhXzIioPgxmREQ2JpdJIXdkMCMicwxmREQ2JpfL4OT4p7i%2BNxHZGIMZEZGNyR25YkZEljGYERHZmNxRBrmcwYyIzDGYERHZmJOjlIcyicgiBjMiIhuTy2WQM5gRkQUMZkRENiaXSeHoyLdfIjLHdwYiIhtzlEkg53XMiMgCBjMiIhtzdJTCkcGMiCxgMCMisjFHmZRX/iciixjMiIhsTCpxgEzq0NRtEJEdYjAjIrIxqVQCBwcGMyIyx2BGRGRjjjIpgxkRWcRgRkRkYxIJQxkRWcZgRkRERGQnGMyIiIiI7ASDGRGRjdXUCE3dAhHZKQYzIiIb0%2BkNEASGMyIyx2BGRGRjekMNV82IyCIGMyIiG6upEWCoqWnqNojIDjGYERHZmE5vgF7PYEZE5hjMiIhsTKszQKs3NHUbRGSHGMyIiGxMpzdAp2MwIyJzTR7Mjh8/jueffx4hISHw9fVFVFQUlixZgrKyMrEmJSUFSqXS7M%2BxY8dM5tLpdFi5ciXCwsIQEBCAuLg4XLx40WyfRUVFmDFjBoKCgtCzZ0/MnTsXJSUlZnXnzp3DmDFj4O/vj/DwcKxfvx41Fs4L2bdvHwYNGgQ/Pz/ExMQgJyenEV4ZInpQabQGaBjMiMgCWVM3UFpaisDAQIwfPx4KhQI//vgj1q1bhx9//BFvv/22WNepUyesWLHC5LGenp4m3y9ZsgT79%2B9HSkoKPDw8kJGRgRdeeAFZWVlwd3cHAOj1ekyaNAk6nQ7Lli2DXq/H8uXLkZCQgB07doj3r7ty5QpeeOEF9O7dG5s3b4ZKpcLy5cuh0%2BmQnJws7vOTTz5BSkoKpkyZgieffBKHDh1CcnIyWrRogbCwsPv1shHRn5hGq4dGq2/qNojIDjV5MIuJiUFMTIz4fXBwMORyOV577TVcv34d7du3BwA4OzujR48e9c5z/fp17Nq1C/Pnz8czzzwDAAgICEBUVBS2bduG2bNnAwAOHjyIixcvIjs7G4899hgAoF27dnj22Wdx/PhxhIeHAwAyMjKgUCiwdu1ayOVyhIaGory8HGlpaYiPj4dCoQAArFmzBoMGDcKsWbMAACEhISgoKMDatWsZzIjIIq1ODy2DGRFZ0OSHMi1xc3MDcHt1q6FOnDgBg8GAoUOHimOurq6IjIxEbm6uOJabmwulUimGMgAICgqCh4eHSd2xY8fQv39/yOVycSw2NhYajQZffvklgNuravn5%2BSbBErgdNs%2BdO4dbt241uH8ienhotHpUM5gRkQV2E8wMBgM0Gg3Onz%2BPDRs2oF%2B/fvDw8BC3X758GT179oSvry%2BeeuopHDp0yOTxKpUKbdu2FUOdkaenJwoKCsRzw1QqldkhUADw8vKCSqUCAFRWVuLq1atmdR4eHnBxcRHr8vPzAQBdu3Y126cgCOJ2IqLaqnkok4jq0eSHMo369euH69evAwD69OmDVatWidu6desGPz8/eHl5oaysDO%2B99x4SExPFw4gAoFar0aJFC7N5W7ZsCZ1Oh8rKSri6utZbp1AoxMBl/OCB8XBl3brS0lIAEL/WrWvZsqXJdiKi2qo1XDEjIsvsJpilp6ejsrISly5dQlpaGqZOnYqtW7dCKpVi/PjxJrWRkZEYM2YM1q5dKwYzAOKJ%2B7VZuh9dfXV1x%2B%2B1zrhPS48nIqrW6lGl0TV1G0Rkh%2BzmUOZf//pXBAUF4ZlnnsH69etx8uRJfPbZZxZrJRIJBgwYAJVKherqagC3V63UarVZrVqthqOjI5o1a3bHurKyMnHly/jV0opX7br6VsaM81tacSMi0mh0PJRJRBbZTTCrrVu3bpBKpbh8%2BXK9NXVXwjw9PVFcXGx2PTKVSoUuXbpAIpGIdcZDlrVdunRJPKfMxcUFHTt2NKsrLCxEVVWVWGc8t6zuuWQqlQoODg5m554REen1BhhqBAYzIrLILoPZmTNnYDAY8Mgjj1jcXlNTg08//RSPPfYYnJ2dAQBhYWGQSCQmF3etqKjAkSNHEBERIY5FRETghx9%2BMAldZ8%2BeRWFhoUldeHg4Dh8%2BDK1WK459/PHHcHJyQmhoKIDb11br2rUrDhw4YNJfdnY2/P390bp16z/wKhDRg8h4blm1hsGMiMw1%2BTlm06dPh6%2BvL5RKJZydnXHx4kVkZGRAqVSif//%2BKCwsREpKCmJiYtC5c2eUlpbivffew3fffYd169aJ87Rv3x5jxozBihUrIJPJ0LFjR/ECtbXPURswYACUSiWSkpIwc%2BZMGAwGLFu2DI8//jj69Okj1k2aNAlZWVmYMWMG4uLikJ%2Bfj7S0NEyYMMHkEGVSUhKSk5PRuXNnPPHEEzh8%2BDC%2B%2BOILZGRk2ODVI6I/G4329hX/tToGMyIy1%2BTBzN/fHwcOHEB6ejoEQYCHhweeeeYZxMfHQy6Xo3nz5nB1dcWGDRtw69YtODo6wtfXF1u2bDEJUsDtWzc1a9YMq1evRllZGQICArBt2zbxqv8AIJPJsGXLFixevBhz5syBg4MDIiMj8eqrr5qcrN%2BpUyds3boVS5YswZQpU%2BDm5ob4%2BHgkJCSY7HPw4MGorq7Gpk2bkJmZiUcffRSpqam8uCwRWWQMZFrekomILHAQLH1skZpUVFQUAODw4cNN3AkRNbbL135FSuoB9PLthORx4U3dDhE1osb4/W2X55gRET2ojCtlPJRJRJYwmBER2ZBOfzuY6Q01TdwJEdkjBjMiIhsyBjK9nsGMiMwxmBER2ZAxkHHFjIgsYTAjIrIhQw2DGRHVj8GMiMiGamoEk69ERLUxmBER2ZAYzHilIiKygMGMiMiGuGJGRHfCYEZERERkJxjMiIhsSMBvK2U8lElEFjCYERE1AcYyIrKEwYyIyIba8EkBAAAgAElEQVQc4HD7q4NDE3dCRPaIwYyIyIaMeUzCXEZEFjCYERHZkEQi%2Be0rkxkRmWMwIyKyIWMg46FMIrKEwYyIyIakvwUzmZRvv0Rkju8MREQ2JP0tkEkZzIjIAr4zEBHZkHGlTCrh2y8RmeM7AxGRDTk6SgEA8t%2B%2BEhHVxmBGRGRDctntQObIYEZEFjCYERHZkKMxmMkYzIjIHIMZEZENyXkok4jugMGMiMiGnOQyk69ERLUxmBER2ZAxkDkzmBGRBQxmREQ25CiTwsGBhzKJyDIGMyIiG5JIHODkKIOzk2NTt0JEdojBjIjIxpydZDyUSUQWMZgREdmYk9yRJ/8TkUUMZkRENubsJIMLD2USkQUMZkRENuYsl8HZiStmRGSuyYPZ8ePH8fzzzyMkJAS%2Bvr6IiorCkiVLUFZWZlKXm5uL4cOHw8/PD9HR0dixY4fF%2BTIzMxEZGQk/Pz%2BMHDkSJ0%2BeNKspLy/H66%2B/juDgYAQGBmLq1KkoLCw0qysoKEB8fDx69OiB0NBQLFq0CNXV1WZ1De2NiAgAnJ0cefI/EVnU5MGstLQUgYGB%2BOc//4nMzExMmDAB%2B/fvx8svvyzWnDlzBgkJCfDx8cGWLVswYsQILFq0CLt37zaZKzMzE6mpqRg7dizS09Px6KOPYvLkyfjvf/9rUjdr1iwcOXIEr732GlJTU3Hjxg1MmDDBJHSp1WqMHz8eFRUVWLt2LebNm4esrCwsWLDAZK6G9kZEZOQkl/EcMyKyTLBD77//vuDt7S388ssvgiAIQnx8vDBq1CiTmgULFghPPvmkYDAYBEEQBI1GIzz%2B%2BOPCW2%2B9Jdbo9Xph8ODBwowZM8Sxs2fPCt7e3sLRo0fFscLCQsHHx0fYuXOnOLZ582YhICBAKC4uFsc%2B%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%2BYjo4dPMWQ6JhO8PRGTOboLZX//6VwBAUFAQfHx8MHLkSHz22WfiYcG6q09qtRrA76tTCoUCGo0GGo0GTk5OZnXGlTOFQoFr166Z7b/uCplCoRAfW1tZWZl4iNM45916IyKqrZkLL5VBRJbZzTlmtXXr1g1SqRSXL19G586d4ejoiPz8fJOaS5cuAYAYkoxf657XpVKp0Lx5c7Rv316sKygoEFfSas9X%2B5wyT09Ps7m0Wi0uX74s1jW0NyKi2pq7yJu6BSKyU3YZzM6cOQODwYBHHnkEcrkcISEhyMnJManJzs6Gu7s7fHx8ANxeaWvRogUOHDgg1hgMBuTk5CAiIkI8rBgREQG1Wo3jx4%2BLddeuXcPp06cREREhjoWHhyMvLw%2B//vqrOPbZZ59Bq9WKdQ3tjYioNn4ik4jq0%2BTvDtOnT4evry%2BUSiWcnZ1x8eJFZGRkQKlUon///gCAxMREPP/881iwYAFiY2Nx%2BvRp7N69GwsXLoREcjtbyuVyTJs2DampqWjdujV8fHywe/duXLlyRfwgAQAEBASgb9%2B%2BmD9/PlJSUuDq6oo1a9bAw8MDI0aMEOvGjBmDd999FwkJCUhISEBxcTGWLl2K2NhYk5WwhvRGRFQbgxkR1cdBqHtMz8bS09Nx4MABXL58GYIgwMPDA9HR0YiPj4erq6tYl5ubi1WrVkGlUqFDhw6YMGECxo4dazKXIAjIzMzEjh07cPPmTXh7e2POnDkICQkxqSsvL8dbb72FTz/9FDqdDsHBwXjttdfg4eFhUldQUIBFixbh1KlTcHZ2RkxMDGbPnm32yc%2BG9GaNqKgoAMDhw4fveQ4isl8FP99Cl0da372QiP5UGuP3d5MHMzLHYEb0YPv5eikead%2ByqdsgokbWGL%2B/eayNiMjGHGV86yUiy/juQERkYzIpLy5LRJYxmBER2ZhMyovLEpFlDGZERDbGT2wTUX347kBEZGNS3o6JiOrBYEZEZGO8TyYR1YfBjIjIxox3IiEiqovBjIjIxhjMiKg%2BDGZERDbGXEZE9WEwIyKyMa6YEVF9GMyIiGyMsYyI6sNgRkRkY1wwI6L6MJgREdkckxkRWcZgRkRERGQnGMyIiIiI7ASDGREREZGdYDAjIiIishMMZkRERER2gsGMiMjmhKZugIjsFIMZERERkZ1gMCMisjGBC2ZEVA8GMyIiG2MuI6L6MJgREdlYTQ2jGRFZxmBGRGRjAo9lElE9GMyIiGyMwYyI6sNgRkRkYzyUSUT1YTAjIrIxA4MZEdWDwYyIyMZqamqaugUislMMZkRENqY3cMWMiCxjMCMisjG9wdDULRCRnWryYJaTk4OEhARERESgR48eiI2Nxc6dO02W%2BlNSUqBUKs3%2BHDt2zGQunU6HlStXIiwsDAEBAYiLi8PFixfN9llUVIQZM2YgKCgIPXv2xNy5c1FSUmJWd%2B7cOYwZMwb%2B/v4IDw/H%2BvXrLR6C2LdvHwYNGgQ/Pz/ExMQgJyenEV4ZInpQaXUMZkRkmaypG9i6dSs6duyIuXPnok2bNjh58iQWL16MK1euYN68eWJdp06dsGLFCpPHenp6mny/ZMkS7N%2B/HykpKfDw8EBGRgZeeOEFZGVlwd3dHQCg1%2BsxadIk6HQ6LFu2DHq9HsuXL0dCQgJ27NgBBwcHAMCVK1fwwgsvoHfv3ti8eTNUKhWWL18OnU6H5ORkcZ%2BffPIJUlJSMGXKFDz55JM4dOgQkpOT0aJFC4SFhd2vl42I/sQYzIioPk0ezDZt2oTWrVuL34eEhKCyshI7duxAcnIy5HI5AMDZ2Rk9evSod57r169j165dmD9/Pp555hkAQEBAAKKiorBt2zbMnj0bAHDw4EFcvHgR2dnZeOyxxwAA7dq1w7PPPovjx48jPDwcAJCRkQGFQoG1a9dCLpcjNDQU5eXlSEtLQ3x8PBQKBQBgzZo1GDRoEGbNmiX2X1BQgLVr1zKYEZFFGq2%2BqVsgIjt1T8Hs559/Rk5ODq5evYrq6mqTbQ4ODnjzzTcbPFftUGbUrVs3aDQalJSUoF27dg2a58SJEzAYDBg6dKg45urqisjISOTm5orBLDc3F0qlUgxlABAUFAQPDw/k5uaKwezYsWPo37%2B/GAwBIDY2Fqmpqfjyyy8xcOBAXLlyBfn5%2BZg5c6ZJLzExMXjllVdw69Yti8%2BPiB5uldXapm6BiOyU1cHs6NGjmD59OmpqatC6dWuT4AJAPBT4R5w6dQpubm5o06aNOHb58mX07NkT1dXV8Pb2RkJCAvr37y9uV6lUaNu2Ldzc3Ezm8vT0RFZWFmpqaiCRSKBSqcwOgQKAl5cXVCoVAKCyshJXr141q/Pw8ICLi4tYl5%2BfDwDo2rWr2T4FQUB%2Bfj6DGRGZqazSNXULRGSnrA5mqampCAoKQmpqqklwaizffvst9u7di8TEREilUgC3V9D8/Pzg5eWFsrIyvPfee0hMTBQPIwKAWq1GixYtzOZr2bIldDodKisr4erqWm%2BdQqEQA1dZWZk4ZqmutLQUAMSvdetatmxpsp2IqLaKKq6YEZFlVgezn376CevWrbsvoayoqAhJSUnw8/PD5MmTxfHx48eb1EVGRmLMmDFYu3atGMwAy6t1lu5JV19d3fF7rTPuszFWD4nowVNWqRFX8YmIarP6XaFjx46orKxs9EbKysowefJkODs7Y%2BPGjXB0dKy3ViKRYMCAAVCpVOI5bgqFAmq12qxWrVbD0dERzZo1u2NdWVmZuPJl/Gppxat2XX0rY8b5La24ERFpNHpUa/nJTCIyZ3Uwe/HFF/H222%2Bjqqqq0ZrQaDSYNm0abt68iYyMDLRq1equj6m7Eubp6Yni4mKz65GpVCp06dJF/Jepp6eneMiytkuXLonnlLm4uKBjx45mdYWFhaiqqhLrjOeWGc81q71PBwcHs3PPiIgAoFqrg0bD88yIyFyDDmUuWrTI5PubN28iOjoawcHBFkPUggULGtyAXq/Hyy%2B/jIsXL%2BLdd9%2BFh4fHXR9TU1ODTz/9FI899hicnZ0BAGFhYZBIJMjJycGzzz4LAKioqMCRI0fw9NNPi4%2BNiIjAhx9%2BaPIhgLNnz6KwsBARERFiXXh4OA4fPoy5c%2BeKH3D4%2BOOP4eTkhNDQUAC3r63WtWtXHDhwANHR0eJjs7Oz4e/vzxP/iciiKo0elRod7v5PUCJ62DQomL377rsWxz/%2B%2BGOzMQcHB6uC2cKFC/H5559jzpw5qK6uxtmzZ8VtXl5eKC0tRUpKCmJiYtC5c2eUlpbivffew3fffYd169aJte3bt8eYMWOwYsUKyGQydOzYEW%2B//TYA03PUBgwYAKVSiaSkJMycORMGgwHLli3D448/jj59%2Boh1kyZNQlZWFmbMmIG4uDjk5%2BcjLS0NEyZMMDlEmZSUhOTkZHTu3BlPPPEEDh8%2BjC%2B%2B%2BAIZGRkNfg2I6OFSWaVFVTVXzIjIXIOCmaXbGjWWEydOAACWL19utm379u1QKpVwdXXFhg0bcOvWLTg6OsLX1xdbtmwxCVLA7Vs3NWvWDKtXr0ZZWRkCAgKwbds28ar/ACCTybBlyxYsXrwYc%2BbMgYODAyIjI/Hqq6%2BanKzfqVMnbN26FUuWLMGUKVPg5uaG%2BPh4JCQkmOxz8ODBqK6uxqZNm5CZmYlHH30UqampvLgsEdWrokrLT2YSkUUOgqWPLd7B1atX4e7ubvHkfL1ejxs3bqBjx46N1uDDKCoqCgBw%2BPDhJu6EiO6Hmcs%2BwqhofzwR%2BJemboWIGlFj/P62%2BuT/qKgoXLhwweK2ixcvik0REZFl5ZUalFVqmroNIrJDVgezOy2w1dTU8NpdRER3UFNTg4oqLcoZzIjIgka7uqFWq8WxY8cadKkLIqKHVXmVFoIAqCsYzIjIXINO/l%2B/fj02bNgA4PanLkePHl1vbe1LUxARkamy3wJZOYMZEVnQoGDm5%2BeH5557DoIgYOfOnRg4cCDatm1rUiOXy%2BHt7Y2YmJj70igR0YPAGMx4jhkRWdKgYBYRESFefLWqqgoJCQno1KnTfW2MiOhBJAazcgYzIjJn9U3MlyxZcj/6ICJ6KJSLK2bVTdwJEdkjq4PZ/v37693m4OAAhUIBHx8ftG/f/g81RkT0ICqvuh3MKip5gVkiMmd1MEtJSREviVH70hm1xyQSCYYNG4Z//vOfkMms3gUR0QOr/LdAptEZoNUZIHeUNnFHRGRPrE5Nu3fvRnJyMp588knExMSgTZs2uHnzJrKzs/HFF1/gjTfewPnz57FhwwZ4eHhg%2BvTp96NvIqI/pdq3Yqqo0kLu6NKE3RCRvbE6mG3fvh3R0dGYN2%2BeONa1a1f07t0bS5cuxZ49e7B69WqUlpYiKyuLwYyIqJZqja7OfzOYEdHvrL7A7NGjR81uHm4UHh4u3pQ8JCQEV69e/WPdERE9YKo1evG/NVr9HSqJ6GFkdTAzGAy4fPmyxW0//fSTeN6ZXC6HXC7/Y90RET1gqmuFsWoGMyKqw%2BpgFhYWhtWrV%2BOLL74wGT9%2B/DjWrFmDJ598EgCQn58PDw%2BPxumSiOgBodMbxP/W6gx3qCSih5HV55jNnz8fcXFxmDRpEpo3b442bdqguLgYFRUV6Ny5M%2BbPny/Wjh8/vlGbJSL6szPU/P5p9pqamibshIjskdXBrH379vjwww%2Bxd%2B9efP311ygpKYGPjw969eqFESNGwMXl9omsY8eObfRmiYj%2B7GoMv4ex2iGNiAi4h2AGAC4uLhg7dizDFxGRlWqE2itmDGZEZMrqc8yIiOjeSSS/v%2B1KJQ5N2AkR2SOrV8x0Oh22bNmC7OxsXL16FRqN6Y14HRwc8P333zdag0RED5LaYUwq5b%2BNiciU1cFs1apV%2BNe//oXw8HD079%2Bfl8QgIrJC7WAmceCKGRGZsjqY5eTkIDExkVf0JyK6BzLZ7/fGdOR9MomoDqvX0UtLS9GzZ8/70QsR0QOv9k3L5TIGMyIyZXUw69WrFy5evHg/eiEieuA5csWMiO7A6mC2YMECfPDBBzh48CC0Wu396ImI6IHlJK%2B1YsZgRkR1WH2O2bBhw6DX6/Hyyy/DwcEBzs7OJtsdHBxw6tSpRmuQiOhBInf8/W3XSX5Pl5IkogeY1e8KAwcOhAM/SUREdE9qhzEnRwYzIjJl9bvC0qVL70cfREQPBSdHHsokovrx6oZERDZkPJQplUp4gVkiMnNP7woqlQozZ85EWFgYfH19cf78eQDA%2BvXrkZeX16gNEhE9SIyrZE5cLSMiC6wOZhcuXMCoUaPw1VdfoXfv3jAYDOK2iooK7Nq1y6r5cnJykJCQgIiICPTo0QOxsbHYuXMnampqTOpyc3MxfPhw%2BPn5ITo6Gjt27LA4X2ZmJiIjI%2BHn54eRI0fi5MmTZjXl5eV4/fXXERwcjMDAQEydOhWFhYVmdQUFBYiPj0ePHj0QGhqKRYsWobq62qyuob0RERmDGQ9jEpElVgezFStWQKlU4rPPPsOyZcsgCIK4zd/fH99%2B%2B61V823duhVyuRxz587Fpk2b0L9/fyxevBjLly8Xa86cOYOEhAT4%2BPhgy5YtGDFiBBYtWoTdu3ebzJWZmYnU1FSMHTsW6enpePTRRzF58mT897//NambNWsWjhw5gtdeew2pqam4ceMGJkyYYBK61Go1xo8fj4qKCqxduxbz5s1DVlYWFixYYDJXQ3sjIgJ%2Bv3aZIy8uS0QWWH3y/%2BnTp7F8%2BXK4uLiYrJYBQNu2bXHz5k2r5tu0aRNat24tfh8SEoLKykrs2LEDycnJkMvl2LBhA3x8fPDmm2%2BKNdeuXcOaNWswcuRISCQSaLVabNy4EePGjUN8fDwAoHfv3oiNjcWmTZuQmpoKAPjmm29w9OhRpKenIyIiAgDg7e2N6Oho7Nu3D88%2B%2BywAYNeuXVCr1di/f7/Yn1QqxezZszFt2jR4enoCQIN6IyIycpTeDmQyBjMisuCeUoOjo6PF8dLSUqtval47lBl169YNGo0GJSUl0Gq1yMvLw9ChQ01qYmNjUVRUhO%2B//x7A7cBYVlaGmJgYsUYqlWLIkCHIzc0VV/Zyc3OhUCgQHh4u1nXs2BFBQUHIzc0Vx44dO4bQ0FCT/gYOHAi5XC7WNbQ3IiIjmez2266jjP9oIyJzVr8zKJVKHDp0yOK248ePo3v37n%2B4qVOnTsHNzQ1t2rTB5cuXodPp0LVrV5MaLy8vALc/iFD7a906T09PVFRU4Pr162Jdly5dzK7F5uXlJc5hrDOuihnJ5XJ07txZrGtob0RERsZDmDJ%2BIpOILLD6UOa4ceMwa9YsuLi4YNiwYQCAa9euIS8vD3v27MHatWv/UEPffvst9u7di8TEREilUpSWlgIAFAqFSZ3xe%2BN2tVoNuVxudieCli1bAgBKSkrQoUMHqNVqtGjRwmy/CoVCnMs4X9191q1raG9EREbGS2QwmBGRJVYHsyFDhuDy5ctYv3493nnnHQDASy%2B9BKlUiqSkJERGRt5zM0VFRUhKSoKfnx8mT55ssq2%2Buw3UHrdUYzyEebe6O43Xna9u3R%2BZj4geLjIxmPEcMyIyd0/3A5k6dSqGDx%2BO48ePo7i4GK1atUJYWBg8PDzuuZGysjJMnjwZzs7O2Lhxo3gem3HFq%2B7qk1qtBvD76pRCoYBGo4FGo4GTk5NZnXEehUKBa9eume2/7gqZQqEQH1u3T%2BMhzob2RkRkZAxmUin/4UZE5u55Lb1Dhw54%2BumnMXXqVIwePfoPhTKNRoNp06bh5s2byMjIQKtWrcRtnTt3hqOjI/Lz800ec%2BnSJQAQQ5Lxa93zulQqFZo3b4727duLdQUFBSaX%2BTDOV/ucMk9PT7O5tFotLl%2B%2BLNY1tDciIiMeyiSiO2nydwa9Xo%2BXX34ZFy9eREZGhlnAk8vlCAkJQU5Ojsl4dnY23N3d4ePjAwAICgpCixYtcODAAbHGYDAgJycHERER4mHFiIgIqNVqHD9%2BXKy7du0aTp8%2BLV4%2BAwDCw8ORl5eHX3/9VRz77LPPoNVqxbqG9kZEZCQeyuTlMojIggYdyvzrX//a4POlHBwcrLpMxMKFC/H5559jzpw5qK6uxtmzZ8VtXl5ecHV1RWJiIp5//nksWLAAsbGxOH36NHbv3o2FCxeK1wmTy%2BWYNm0aUlNT0bp1a/j4%2BGD37t24cuUKVq1aJc4ZEBCAvn37Yv78%2BUhJSYGrqyvWrFkDDw8PjBgxQqwbM2YM3n33XSQkJCAhIQHFxcVYunQpYmNjTVbCGtIbEZHR74cy%2Bf5AROYaFMwSExPv24nsJ06cAACTK/0bbd%2B%2BXbxtUlpaGlatWoX9%2B/ejQ4cOWLBgAZ5%2B%2BmmT%2BokTJ0IQBLzzzju4efMmvL29kZ6eDqVSaVK3cuVKvPXWW/jHP/4BnU6H4OBgrFu3zuQTnQqFAtu2bcOiRYvw0ksvwdnZGTExMZg9e7bJXA3tjYgI%2BP06ZjyUSUSWOAh1T7aiJhcVFQUAOHz4cBN3QkSN7VZpJaYv3od%2Bvb0weVRwU7dDRI2oMX5/859sREQ2ZLzALG9iTkSWMJgREdmQ8SbmPJRJRJbwnYGIyIbkv51j5iS/p8tIEtEDjsGMiMiGJBIJHGUSHsokIosYzIiIbEzuKOOKGRFZxGBGRGRjTnIpV8yIyKIG/ZPt6tWrVk3asWPHe2qGiOhh4MQVMyKqR4PeGSIjI626wOyFCxfuuSEiogedk5zBjIgsa9A7w5tvvikGM71ej40bN8LZ2RlDhgxB27ZtUVRUhAMHDqC6uhoJCQn3tWEioj87J7kMzgxmRGRBg94ZnnrqKfG/V61aBU9PT2zevNnkXpCJiYmYMmUKfvrpp8bvkojoAcIVMyKqj9Un/%2B/fvx/PPfec2Q26JRIJnnvuOXz44YeN1hwR0YPISS7jyf9EZJHVwaykpATV1dUWt1VXV0OtVv/hpoiIHmRyRylXzIjIIquDmY%2BPD9LS0nDr1i2T8Vu3biEtLQ3dunVrtOaIiB5Eckcp5DKumBGROav/yZaSkoIJEyYgKioKISEhcHd3R1FREfLy8gAAW7dubfQmiYgeJI4yqXjPTCKi2qwOZj169MAHH3yA9evX46uvvkJJSQnc3NzQr18/TJs2DY899tj96JOI6IEhd%2BQFZonIsns6ycHT0xOpqamN3QsR0UNBJpNCJuWNV4jIHN8ZiIhszFEmMftkOxERcI8rZiUlJcjOzoZKpTL7hKaDgwPefPPNRmmOiOhBJJfxE5lEZJnV7w5Xr17FqFGjUFVVherqarRq1QqlpaUwGAxo2bIlXF1d70efREQPDJmMq2VEZJnV7w4rV66El5cX/v3vf0MQBGzZsgVnzpzBa6%2B9BrlcjvT09PvRJxEREdEDz%2BpgdubMGTz77LNwcnICAAiCALlcjrFjx2LUqFFYtmxZozdJRPQgEQShqVsgIjtldTArLi6Gu7s7JBIJpFIpysvLxW29e/fGqVOnGrVBIqIHDXMZEdXH6mDWpk0blJaWAgA8PDzw3Xffidt%2B/vlnSKW8Ng8R0Z3o9IamboGI7NQ9XWD2woULiIqKQnR0NDZs2ACtVgtHR0dkZmYiJCTkfvRJRPTAqNboYDDUQMprmRFRHVYHs4kTJ6KwsBAAkJiYCJVKhXXr1kEQBPTq1Qvz589v9CaJiB4kOn0NdAxmRGSB1cHM19cXvr6%2BAIBmzZph06ZN4nlmvFQGEdHdaXR6aLV6OMt5PTMiMtUo7woMZEREDVdZpUNltQ4KV%2BemboWI7Mw9raOrVCrMnDkTYWFh8PX1xfnz5wEA69evR15eXqM2SET0oKmq1qKyWtvUbRCRHbI6mF24cAGjRo3CV199hd69e8Ng%2BP3TRRUVFdi1a1ejNkhE9KCpqNKioorBjIjMWR3MVqxYAaVSic8%2B%2BwzLli0zuVCiv78/vv3220ZtkIjoQVNaroG6vPruhUT00LE6mJ0%2BfRqTJk2Ci4sLHBwcTLa1bdsWN2/etGq%2Bn376Ca%2B//jqGDRsGHx8fxMTEmNXExcVBqVSa/VGpVCZ15eXleP311xEcHIzAwEBMnTpV/ARpbQUFBYiPj0ePHj0QGhqKRYsWmd2MHQByc3MxfPhw%2BPn5ITo6Gjt27LD4HDIzMxEZGQk/Pz%2BMHDkSJ0%2BetOo1IKKHS0lZFUrUDGZEZO6eTv53dHS0OF5aWgq5XG7VXD/%2B%2BCNyc3MREBCAmpqaem9VEhQUhHnz5pmMPfLIIybfz5o1C%2BfPn8drr70GV1dXrF27FhMmTMBHH30EZ%2BfbJ9mq1WqMHz8eHTt2xNq1a3Hr1i0sWbIEJSUlWLFihTjXmTNnkJCQgGHDhiElJQWnT5/GokWLIJfL8fTTT4t1mZmZSE1NRXJyMnx8fLB7925MnjwZu3fvhlKptOq1IKIHX1W1DhqtHiVlVU3dChHZIauDmVKpxKFDhxAREWG27fjx4%2BjevbtV80VGRqJ///4AgJSUFJM7CdSmUCjQo0ePeuf55ptvcPToUaSnp4u9eXt7Izo6Gvv27cOzzz4LANi1a1%2BheJMAACAASURBVBfUajX279%2BP1q1bAwCkUilmz56NadOmwdPTEwCwYcMG%2BPj44M033wQAhISE4Nq1a1izZg1GjhwJiUQCrVaLjRs3Yty4cYiPjwdw%2B7ZUsbGx2LRpE1JTU616LYjowVdcWnn7a0lFE3dCRPbI6kOZ48aNwwcffIA333wTFy9eBABcu3YNmZmZ2LNnD8aNG2ddA5LGucBibm4uFAoFwsPDxbGOHTsiKCgIubm54tixY8cQGhoqhjIAGDhwIORyuVin1WqRl5eHoUOHmuwjNjYWRUVF%2BP777wHcPqxbVlZmcvhVKpViyJAhyM3N5Y2KicjM9eKy376W36WSiB5GVqeiIUOG4OWXX8bOnTsxatQoAMBLL72E1NRUJCUlITIystGbBICvvvoKPXr0gJ%2BfH55//nn85z//MdmuUqnQpUsXs/PevLy8TM5FU6lU4qqYkVwuR%2BfOncW6y5cvQ6fToWvXrmZzGeeo/bVunaenJyoqKnD9%2BvV7fbpE9IC6cavc5CsRUW33dI7Z1KlTMXz4cBw/fhzFxcVo1aoVwsLC4OHh0dj9AQB69eqFYcOG4S9/%2BQtu3LiBzMxMTJgwAe%2B88w4CAwMB3D53rEWLFmaPVSgU4k3XjXUKheKOdcavdeuM3xu3q9VqyOVy8fw1o5YtWwIASkpK0KFDh3t6zkT0YLp%2B8/aKWUWVFuWVGrg2c2rijojIntzzlf87dOhgchK8kSAIZqtWf1RSUpLJ93379kVMTAzS0tKwZcsWcby%2B/TakH0t9N2Q%2BSzXGQ5iN/ToQ0Z9f4Q11rf8uhfIv7ZqwGyKyN416B92PPvoIgwcPbswpLWrWrBkiIv6/vXuPi6rO/wf%2BGgZBFAYEBAQFFQ3zRt6lEFy8pAVbWrl0YdXUTFNXTf1q7NZWlq6Z620ty266/nTXTSzJS4qFaGJe8oYXZEAE5H6bGQaY2/n9gUyOgzrcPDPwej4ePoDPec8575nHI3h1zud8TrjxiQNAzdkshUJhVnv3GbJ71SmVSmNd7RmvO8%2B01e6rdh%2B1X6urq1FdXV1nXe1%2BiIhq5eSX3/G9%2Be8iImrdLA5mSqUScXFx%2BPzzz3H48GEYDAbjth9//BGRkZFYsmQJNJqHs5r13RPrAwMDkZGRYTaelpZmMqcsMDDQbP0zjUaDmzdvGuv8/f3Rpk0bpKenm%2B2rdh93fr17f3K5HO3bt4e3t3dD3x4RtUAVlRqTZTKy88tE7IaIrJFFwSwzMxPjx4/HW2%2B9hY8//hhz587FlClToFKp8Nprr%2BEvf/kLCgsLsXjxYhw4cKC5e4ZarUZiYiL69etnHAsPD4dCoUBSUpJxLDc3F2fPnjVZ2iMsLAzJyckoLS01jh06dAgajcZY5%2BDggOHDh2P//v0mx42Pj0fHjh3Ru3dvADVrq7m4uGDfvn3GGr1ej/379yM8PJyXMonIRFaeaRDLzi%2B/RyURtVYWzTFbt24dVCoV5syZg759%2ByI7OxuffPIJoqOjkZaWhhdeeAGLFy%2Buc1L9g1RWVhqXqcjJyYFKpTKGu6FDhyI9PR1ffPEFxowZA19fXxQUFOCrr75CYWEh1q1bZ9xPcHAwRo4cidjYWCxduhTOzs5Yt24d/Pz8MGHCBGNddHQ0/v3vf2P27NmYPXs2iouLsXLlSkRFRZmcWXvjjTfwyiuv4K9//SuioqJw9uxZ7Nq1C%2B%2B9955xiQ8HBwfMmjUL//znP%2BHu7m5cYDYrKwtr1qyp92dBRC1bVq5pMLuZyzNmRGRKIliw2FZoaChiYmIwc%2BZM41hSUhJmzJiB6Oho/P3vf29wA9nZ2Rg1alSd27Zu3QofHx%2B89957uHbtGsrKyuDk5IQBAwZgzpw56N%2B/v0m9SqXCP/7xDxw8eBBarRbDhg3D3/72N7O7RTMyMrB8%2BXKcOXMGbdu2RWRkJBYtWmR2d2ViYiLWrFkDuVwOHx8fTJ06FS%2B//LJJjSAI%2BOKLL7B9%2B3YUFRXhkUceweLFizF8%2BPAGfya1n0dCQkKD90FE1ueLb08i4WSaydgnf5sIVxcnkToioqbUFH%2B/LQpmffr0wddff40hQ4YYx9RqNQYOHIitW7di6NChDW6AzDGYEbVM7/zrIK5nmj5PeNn0CPR7pJNIHRFRU2qKv98WzTHT6/VwdDRda6f25/bt2zf44ERErYUgCMjOM790efe8MyJq3Sxexyw9PR1SqdT4s16vN47frb7PyyQiaumKyipQWa0zG2cwI6I7WRzMli1bVuf4kiVLjN/XLtJ65cqVxndGRNSCZOfVfQcmgxkR3cmiYLZixYrm7oOIqEW7VVD3YrK5hYpmeWIKEdkmi4LZnctNEBFR/eUW1R3MKqt1KFdVwY13ZhIRmviRTEREVLfcwns/fin3HmfTiKj1YTAjInoI8otV995Wcu9tRNS6MJgRETUzvd6AUkXlPbcXl1U8xG6IyJoxmBERNbNSRSXut5Z3cZn6IXZDRNaMwYyIqJmVlN8/eBU/YDsRtR4MZkREzaxcVXXf7YoHbCei1oPBjIiomSkrqh%2BwncGMiGowmBERNTPFA4KXQlV93zloRNR6MJgRETWzCrXmvtt1egOqtfqH1A0RWTMGMyKiZlZRef9gBgBqC2qIqOVjMCMiambqKgYzIrIMgxkRUTOz5IyZisGMiMBgRkTU7CoqtQ%2Bs4RkzIgIYzIiImp0loUtd9eDwRkQtH4MZEVEzs%2BRSpiU1RNTyMZgRETUjvd5gUeh60CK0RNQ6MJgRETUjldqywPWgRWiJqHVgMCMiakYPek5mLT4vk4gABjMiomZVprQscJUqKpu5EyKyBQxmRETNqKi0wqK64jLL6oioZWMwIyJqRkUWBq5SRSV0ekMzd0NE1o7BjIioGRWVqiyqEwSeNSMiBjMiomZ1q0DRLLVE1DIxmBERNRNBEBjMiKheGMyIiJpJSbkaVRqdxfU5BeXN2A0R2QLRg1lmZibefvttPPPMM%2BjduzciIyPrrIuLi8O4cePQr18/REZGYv/%2B/WY1Wq0WH3/8MUJDQxEcHIyYmBhcvXrVrK6wsBDz58/HwIEDMXjwYCxZsgRlZWVmdRcuXEB0dDT69%2B%2BPsLAwbNy4EQaD%2BeRcS3ojotYn81Zpvepv5tavnohaHtGD2fXr15GYmIiAgAAEBgbWWXPgwAEsXboUY8aMweeff47hw4djwYIFOHbsmEndihUrsH37dsybNw%2BbNm2Cvb09pkyZgsLCQmONTqfD9OnTkZqailWrVmH58uU4c%2BYMZs%2BeDUEQjHVZWVmYMmUK3NzcsHnzZrz22mv4/PPPsW7dugb1RkStT0ZOSb3qb%2BaWQafTN1M3RGQL7MVuICIiAqNHjwYALF26FJcuXTKrWbduHcaNG4c333wTADB8%2BHBkZGRg/fr1CA0NBQDk5%2Bdj586diI2NxaRJkwAAwcHBGDVqFL755hssWrQIAPDjjz/i6tWriI%2BPR8%2BePQEAXl5eePHFF5GUlISwsDAAwJYtWyCTybB%2B/Xo4ODggJCQEKpUKmzZtwrRp0yCTySzujYhap4zs%2BgUznd6A7PxydPVzb6aOiMjaiX7GzM7u/i1kZWUhPT3d7BJnZGQkLly4gJKSml98x44dg16vx9NPP22scXZ2RkREBBITE41jiYmJCAoKMoYyABg4cCD8/PxM6o4ePYrRo0fDwcHBOBYVFYXq6mqcOHGiXr0RUesjCALSs4vr/Tp5Vv1fQ0Qth%2BjB7EHS09MBAN27dzcZDwwMrPnFd3u7XC6Hp6cn3NzczOoyMjKMc8Pkcnmdl0x79OgBuVwOAFCr1bh165ZZnZ%2BfH5ycnIx1lvZGRK1PQYnK4scx3enajcIHFxFRi2X1way8vOYupdpLh7VcXV1NtisUCri4uJi93tXVFVqtFmq1%2Br51MpnMuC%2BlUlnnMe%2Bus7Q3Imp9rmU0LGAxmBG1blYfzGpJJBKTn2sn6t85fnfNnXX321dt3d3jDa2rqzcial2uZhQ06HWFJSoUl6mbuBsishVWH8zudfZJoahZiLH2bJVMJjOO3V3Xpk0btGvX7r51SqXSZF91HfPuOkt7I6LWRRAEpKTlNfj1KfKGv5aIbJvVB7Pa%2BVt3z9eSy%2BWQSCTG7YGBgSguLjZbj0wul6Nbt27GmwwCAwONc8TulJaWZpxT5uTkBF9fX7O6nJwcVFZWGuss7Y2IWpf8YhUKSxv%2B3MtL13ObsBsisiVWH8y6dOmC7t27Y9%2B%2BfSbj8fHx6N%2B/P9zda24rDw0NhZ2dncnirhUVFThy5AjCw8ONY%2BHh4UhNTTUJXefOnUNOTo5JXVhYGBISEqDRaIxjP/zwAxwdHRESElKv3oiodbmY2rhgdTE1r85pGETU8om%2BjlllZaVxmYqcnByoVCocOHAAADB06FC4u7tj3rx5WLBgAfz9/fH4448jISEBx48fx5YtW4z78fb2RnR0NFavXg17e3v4%2Bvriyy%2B/BABMnjzZWDd27FgEBQVh3rx5WLhwIfR6PVatWoVBgwZhxIgRxrrp06dj7969mD9/PmJiYpCeno5NmzZh6tSpJpcoLemNiFqXc9duNer15aoqZOSUoHtnjybqiIhshUQQ%2BX/LsrOzMWrUqDq3bd26FcOGDQNQ89ijTz/9FDk5OQgICMCcOXMwfvx4k3qNRoP169cjLi4OSqUSwcHBiI2NRa9evUzqCgoK8MEHHyApKQkSiQQRERF466230KFDB5O68%2BfPY8WKFUhJSYGbmxsmTZqE2bNnQyqVmtRZ0lt91H4eCQkJDd4HEYmjqlqLme/%2BD1qd%2BePb6mPCqL544cngJuqKiB6Gpvj7LXowI3MMZkS269eLN7F2W1Kj99PFxw3/WPj0gwuJyGo0xd9vq59jRkRkS369mNUk%2B8nKK0Nuofkd5ETUsjGYERE1kapqLc6kNE0wA4Djv91osn0RkW1gMCMiaiK/XspCtVbfZPs7/lsG784kamUYzIiImsixsxlNur/8YhWuZxY16T6JyLoxmBERNYG8ImWjVvu/l4ST15t8n0RkvRjMiIiawKFfUtEcVx1PnMtEuaqq6XdMRFaJwYyIqJGqqrVIPG3%2BqLemoNMb8NOvac2ybyKyPgxmRESNlHg6HeoqbbPt/9AvqdDqmu6mAiKyXgxmRESNoNXpsffny816jFJFJRJPNc8ZOSKyLgxmRESNkHQmAyXl6mY/zvc/X4ZO37jHPBGR9WMwIyJqIJ3egO9%2BSnkoxyoqrWjy5TiIyPowmBERNdBPJ9NQWKJ6aMf79tAFaJpwAVsisj4MZkREDVBVrcW3hy8%2B1GMWl6lx6JfUh3pMInq4GMyIiBpg39GrUIiwvtieI5dQUal56MclooeDwYyIqJ5KFZXYm9i8d2LeS0WlBnsSLolybCJqfgxmRET19J8D51Ct0Yl2/APHryG3UCHa8Ymo%2BTCYERHVQ3pWMY6eThe1B73egP/3w2%2Bi9kBEzYPBjIjIQoIgYOveM2K3AQA4czkbF6/nit0GETUxBjMiIgudOJeJ1BuFYrdhtO37M9Bz0VmiFoXBjIjIAlUaHf7fPuu6fJidX47DydfFboOImhCDGRGRBfb%2BlPJQHr1UX//78QIUFQ9/2Q4iah4MZkRED1BYokJ84hWx26hTRaUG3/54Qew2iKiJMJgRET3A9h9%2Bg1ZnvY9COpychpu5pWK3QURNgMGMiOg%2BLsvz8evFm2K3cV%2BCIGDr92cgCILYrRBRIzGYERHdg15vwDffnRa7DYtclufjpJUHSCJ6MAYzIqJ7OHj8GrLyysRuw2L/3nsGlVVasdsgokZgMCMiqkNpuRrfHrKtSfUl5ZWIS7godhtE1AgMZkREddgWfxaV1eI9D7Oh9idd5Y0ARDaMwYyI6C6/nLuB5POZYrfRIHqDgE92nrDqu0iJ6N4YzIiI7lBcVoEv406J3UajZOaWYtfB82K3QUQNYDPBbPfu3QgKCjL7t3r1apO6uLg4jBs3Dv369UNkZCT2799vti%2BtVouPP/4YoaGhCA4ORkxMDK5evWpWV1hYiPnz52PgwIEYPHgwlixZgrIy84nAFy5cQHR0NPr374%2BwsDBs3LgRBgOfX0dkawwGAZ/%2B9wTUlRqxW2m0H45ewWV5vthtEFE92YvdQH1t2bIFLi4uxp%2B9vb2N3x84cABLly7Fa6%2B9hieeeAKHDx/GggUL4OLigtDQUGPdihUrsGfPHixduhR%2Bfn7YsmULpkyZgr1796Jjx44AAJ1Oh%2BnTp0Or1WLVqlXQ6XT46KOPMHv2bGzfvh0SiQQAkJWVhSlTpmDo0KHYvHkz5HI5PvroI2i1WixYsOAhfSpE1FiCIGB7/FmkpLWMMCMIwPrtx/DOrDHo1FEmdjtEZCGbC2Z9%2BvSBu7t7ndvWrVuHcePG4c033wQADB8%2BHBkZGVi/fr0xmOXn52Pnzp2IjY3FpEmTAADBwcEYNWoUvvnmGyxatAgA8OOPP%2BLq1auIj49Hz549AQBeXl548cUXkZSUhLCwMAA1QVEmk2H9%2BvVwcHBASEgIVCoVNm3ahGnTpkEm4y9EIluw58gl7D9mfubclilUVVix5QjemTUWHm7txG6HiCxgM5cyHyQrKwvp6emIjIw0GY%2BMjMSFCxdQUlICADh27Bj0ej2efvppY42zszMiIiKQmJhoHEtMTERQUJAxlAHAwIED4efnZ1J39OhRjB49Gg4ODsaxqKgoVFdX48SJE03%2BPomo6R36JRW7DtrW0hiWKiqtwMotCXzQOZGNsLlgFhkZiUcffRSjRo3C5s2bodfX3HmUnp4OAOjevbtJfWBgIARBMG6Xy%2BXw9PSEm5ubWV1GRoZxbphcLkdgYKDZ8Xv06AG5XA4AUKvVuHXrllmdn58fnJycjHVEZJ0EQcDB49fw9Xe2Pdn/QXIKFFi55ScUl1WI3QoRPYDNXMrs2LEj5s6di%2BDgYEgkEhw5cgRr165Ffn4%2B3n77bZSXlwOA2aVDV1dXADBuVygUJnPU7qzTarVQq9Vwdna%2BZ51MJjMGLqVSWecxa8dqj0lE1kddpcWW/yUj%2BULreIzRjZwSLFu7H7P%2BFIIBj/qJ3Q4R3YPNBLMRI0ZgxIgRxp9DQ0Ph6OiIb775Bq%2B//rpxvHZSfq3ah/reOX53zZ11d7pX3d3jltYRkXW4kVOCdf8%2BhvxipditPFQqdTU%2B%2BupnRI3sjReeDIa91OYumhC1eDb9X%2BX48eOh1%2Btx5coVszNjtRQKBYDfz2rJZDLj2N11bdq0Qbt27e5bp1QqTfZV1zHvriMi62AwCDj0Syre%2BdfBVhfK7rT358tYvvkwCktUYrdCRHex6WB2p9q5ZbVzyWrJ5XJIJBLj9sDAQBQXF5utRyaXy9GtWzfY2dkZ6%2BqaI5aWlmacU%2Bbk5ARfX1%2BzupycHFRWVtY5R42IHj5BEHDqUhaWrf0BX%2B05Ba2O6wym3ijEmx/txdd7TqFUUSl2O0R0m00Hs3379kEqlaJ3797o0qULunfvjn379pnUxMfHo3///sYlNkJDQ2FnZ2ey8GxFRQWOHDmC8PBw41h4eDhSU1NNQte5c%2BeQk5NjUhcWFoaEhARoNL8vSPnDDz/A0dERISEhTf6eichygiDgtys5iF1/AP/cehRZeZz3eSed3oAff0nF/JXfYXv8WShUvHOTSGw2M8ds2rRpGD58OB555BEAQEJCAv773//iz3/%2Bs3FR2Hnz5mHBggXw9/fH448/joSEBBw/fhxbtmwx7sfb2xvR0dFYvXo17O3t4evriy%2B//BIAMHnyZGPd2LFjERQUhHnz5mHhwoXQ6/VYtWoVBg0aZDLXbfr06di7dy/mz5%2BPmJgYpKenY9OmTZg6dSovZRKJRBAEpKTl478HzyPtZpHY7Vg9rU6PH45eweHk6xgfGoSnwh6FcztHsdsiapUkQl2z3q3Q8uXLkZSUhLy8PBgMBnTt2hUvvPACYmJiTCbZx8XF4dNPP0VOTg4CAgIwZ84cjB8/3mRfGo0G69evR1xcHJRKJYKDgxEbG4tevXqZ1BUUFOCDDz5AUlISJBIJIiIi8NZbb6FDhw4mdefPn8eKFSuQkpICNzc3TJo0CbNnz4ZUKm3Qex01ahSAmvBJRJZTVlQj%2BUImks5kMJA1glPbNnhiQFeEDuiGngGevJGJyEJN8ffbZoJZa8JgRmQ5jVaHs1dycPzsDZy7dgt6PeePNaWO7s4IHdAVTwzoBl8vXgUgup%2Bm%2BPttM5cyiYhqGQwCrqTn4/hvN3Dy4k1UVmnFbqnFKixRIS7hEuISLqF7Fw%2BEDuiKkOAAuLo4id0aUYvEYEZENkGr0yPtZhHOXb2F47/dQEm5WuyWWp30rGKkZxXj3/Fn0a%2BnD4b1D0C/nj7wcGsvdmtELQaDGRFZJYPBgBu3SpGSlodLafm4llEAjVYvdluEmjOW56/l4vy1XACAj6cL%2BvTwQd8ePng00Auy9m1F7pDIdjGYEZFVEAQBtwoVSEnLQ0paPi7L81FRqXnwC0l0eUVK5BUpkZB8HRIJ4N%2BpA/r28EGfHt7o1c0LbR3biN0ikc1gMCMi0RSXVSAlLR%2BX0vKQkpbHhU5bAEEAMm%2BVIvNWKX44egVSOwkC/T2NQa2nvyfs7Rt2xzpRa8BgRkQPRamiEhnZxcjIKUFGdgkyckoYxFoBvUFA6o1CpN4oxO7DF2EvtYN/Jzd083NHt84e6Obnji4%2BrgxrRLcxmBFRkystVyP9jgCWkV2CMiVDGNU8bSA9uwTp2SXAyTQAgL3UDl183NDVzx3dO7vXhLVObmjDsEatEIMZETWYIAgoKa9ERk6xMYTdyClBmZKP9iHL6fSGmgCfU4Kffq0Zk0rt0MXbFd1uB7VunT3QxccNDm0Y1qhlYzAjIouoq7S4VVCOnIJy3CpQ4GZuGTJySvh8RWoWen3NXbk3bpXiJ9Q8s1hqJ0FnHzd09e0AXy9XdPZ2ha%2BXDB07tIednU0/%2BpnIiMGMiIwEQUC5qgo5%2BTXhK6egHDkFCtwqKOd8MBKd3iAYbyy4Uxt7KXw7yuDrJYOflyt8vWu%2B%2Bni68HIo2RwGM6JWyGAQUFRWcVcAqwlhai5RQTZGq9MjM7cUmbmmgc3OTgIvd%2BeasFYb2m5/dWrLJTzIOjGYEbVgVRodCoqVyC1U3r4EWRO%2BcgsVXKyVWjyDQTCusXbmsuk2d1cn%2BHq5moQ1H08XuLk4wc6OD20n8TCYEdk4lboa%2BcUq5Bcrb/9TIb%2Bo5ivvhCSqW0l5JUrKK3Hpep7JeBt7Kbw9nOHt4fL7V8%2Ba7z3d2kMq5Vw2al4MZkRWrnbeV16REgXFKuQVK1FQrEResQoFxUqo1Lz0SNRUtDo9svPLkZ1fbrZNaieBZ4f2dYQ2F3i5O/OOUWoSDGZEVsBgMKC4TG1%2B5uv212qNTuwWiVo9vUG4/d%2BlymybRAJ0kLWDj4cLvDyc4eN5%2B6uHC7w8XNCOc9rIQgxmRA%2BJukqLwhIVCkpUKChWoaBE%2Bfv3pRXQ6w1it0hEDSQIQEm5GiXlalxOzzfbLmvvCC8PF3i5t4eXu/Pt753h5e4Md1cnLvdBRgxmRE1ErzeguFx9O3TVBq8KY/hSqavFbpGIRKKoqIaiohppN4vMtkmldvB0aw8vD%2BfbYa09vNxvBzcPZ7R3chChYxILgxmRhQRBgEqtuR20lCgsrUC%2BMYSpUFxWAYNBELtNIrIxer3BOIWhLu2dHNDx9tk179vhrfZnT7d2fM5oC8NgRnSH2rleeUXK25Psfw9eBSUqVFZpxW6RiFqZikoNKm4/7uxuEokEHm7t4NXB2XjGzdvDGT6eMvh4unC9NhvEYEatjsEgoKS8JnzlFyuN6xzlFSmQX6yCjnO9iMhGCIKAotIKFJVW1Dm3zdW5Lbw9XeBz9z8PF7R1ZGizRgxm1CIJgoBSRaVJ6Kr9Pr9YBa2Oi6sSUctXrqpCuaoKqTcKzba5uTiZB7bby384OjAeiIWfPNksQRBQpqwyCV2/hy8lV7YnIrqPMmUlypSVuJpRYLbN3dUJPh4ys7Nt3h4uXK%2BtmTGYkU2oPV2fkVNS8y%2B7Zr6FooJ3OhIRNbXaJyPcfXnUzk6Czt6u6Obnjm6d3dHVzx0BnTrwDFsT4idJVkcQBBSUqEwCWEZOKZebICISmcEg4GZuGW7mliHxdDqAmhsQ/Lxk6NbZHd38asJaV98OnMPWQAxmJCqDQUB%2BsfL3EHarJoSpK/mYISIiWyAIgvExVklnMgDUPAnBt6MMXf1qwlo3P3cE%2BLnzCQgWYDCjh06vNyDpbAaSzqTjxq1SLkFBRNTCCAKQU6BAToECx3%2B7YRzv5OmCXt29ETWyN3w8XcRr0IoxmNFDo9cbcPzcDcQdvljns%2BaIiKhlyy1SIrdIicTTcoQO7IYJo/rC24MB7U4MZtTsDAYDfjmXid2HLyKvqO6VrYmIqPUwGAQcPZ2O42czMGJQd0wY1Rcd3Z3FbssqMJhRs7qeWYTNu07gVoFC7FaIiMjK6A0Cfj4lR9KZdIwOeQQxUQNb/QPdW/e7byIZGRmYNm0aHnvsMYSEhGD58uWoqqoSuy2rENjFA3/8Qx%2B4u7YTuxUiIrJSw4MD8FRYr1YfygCeMWs0hUKByZMnw9fXF%2BvXr0dJSQlWrFiBsrIyrF69Wuz2RGdnJ0HYoO4Y3t8fB45dw3c/pXCyPxERAQB6B3rjpacHoHtnD7FbsRoMZo20c%2BdOKBQK7NmzB%2B7u7gAAqVSKRYsWYdasWQgMDBS5Q%2Bvg0MYef/xDH4wcEoi4hEs4fCIVeoMgdltERCQCP29XvPTUADzWyxcSiUTsdqwKg1kjHT16FCEhIcZQBgBPPvkk3nrrLSQmJjKY3UXm3BaTnxmMP47sjfTsEtzMK0XmrTJk5ZYir1gJgVmNiKhFade2Dfw7ucG/Uwf4d%2BqALj5u6N7ZHVIpL1vWhcGskeRyOZ577jmTMQcHB/j7%2B0Mul4vUlfXr4NoOg1zbYVCfJ9zrQgAAEDRJREFUzsaxao0O2fnluHmrFDfzynAztxSZuWVcbJaIyAZIJBJ06ugCf5/aEFbz1cOtHc%2BK1QODWSMpFArIZDKzcZlMhvLychE6sl2ODvYI7OKBwC6/zzUQBAEl5erbjwCpCWpZuaW4VaiEwNNrRESicG7nAH%2BfDvD3vR3CfNzQ2ccVDm0YKxqLn2AzEQSB/4fQBCQSCTzc2sPDrT0GPOpnHNdodcjJVyAztxQFxUpwuhoRUfO685JkB5kT/8Y1EwazRpLJZFAozNfoUiqVnF/WjBza2Nc8MLez%2B4OLiYiIbARn3jVSYGCg2VwyjUaDmzdvMpgRERFRvTCYNVJYWBiSk5NRWlpqHDt06BA0Gg3Cw8NF7IyIiIhsDYNZI0VHR8PFxQWzZ89GUlIS9uzZg/fffx9RUVE8Y0ZERET1wjlmjSSTyfDNN99g%2BfLlmDt3Ltq2bYvIyEgsWrRI7NaIiIjIxjCYNYFu3brhiy%2B%2BELsNIiIisnG8lElERERkJRjMiIiIiKwEgxkRERGRlWAwIyIiIrISDGZEREREVoLBjIiIiMhKMJgRERERWQkGMyIiIiIrwWBGREREZCW48r8VKigogF6vx6hRo8RuhYiIiCyUm5sLqVTaqH3wjJkVcnR0hL09MzMREZEtsbe3h6OjY6P2IREEQWiifoiIiIioEXjGjIiIiMhKMJgRERERWQkGMyIiIiIrwWBGREREZCUYzIiIiIisBIMZERERkZVgMCMiIiKyEgxmRERERFaCwYyIiIjISjCYEREREVkJBjMiIiIiK8FgRkRERGQlGMyIiKxAcXExDAaD2G0QkcgYzIiIRJSXl4f58%2Bdj3rx5OH/%2BPMMZUSvHYEZEJJI9e/YgKioKarUao0ePhpOTE%2Bzs%2BGuZqDWTCIIgiN0EEVFrU1lZiXnz5qF3796YOnUqnJ2dYW9vL3ZbRCQy/q8ZEZEIUlNTcfLkSYwZMwZubm6wt7dHXl4eioqKxG6NiETE/z0jIhKBXC6Hv78/%2Bvbti%2BLiYrz77rs4d%2B4cnJycEBERgWeffRZBQUFit0lEDxmDGRHRQyQIAiQSCQIDA5GWloYrV67gq6%2B%2BQkFBAd544w3I5XLEx8fj5MmT2Lp1K5ydncVumYgeIs4xIyISQUZGBubPnw%2BJRAKDwYBVq1ahV69eAIDvv/8eGzZsQEREBJYtWyZyp0T0MHGOGRFRE9LpdBbV%2Bfn5YejQocjOzoaTkxMCAgKM28LCwjBo0CD88ssvnHNG1MrwUiYRURNQq9VYv349ysrK8Mgjj2DEiBHo2bNnnbU6nQ4ODg4YPXo0Tpw4gdzcXKhUKrRt2xYA4ObmhoCAAJw%2BfRrt27d/mG%2BDiETGM2ZERI10%2BvRpPPnkk/jtt9%2BgUqmwbds2TJ06FadPnzYuGCsIAvR6PQAYl8UYNmwYXnzxRZSUlODLL78EAEgkElRVVeHGjRvw9PQU5w0RkWh4xoyIqJESEhLQuXNnbNiwAW5ubigrK8Ps2bPx7rvvYuHChfjDH/4Ag8EAqVQKADh48CD27duHBQsW4I9//COUSiXWrl2LoqIiDBo0CLm5uUhISMDixYvh5OQk8rsjooeJZ8yIiBrp4MGDGDRoEDw9PSGVSuHp6YmPP/4YBoMBO3bsQF5eHqRSKTIzM/H8889j4cKFCAgIQMeOHeHi4oLXX38dsbGxyMvLw/bt23Hw4EG8%2B%2B67%2BNOf/iT2WyOih4x3ZRIRNYJOp8Orr74Kd3d3rF27FgCg1%2BshlUqxfft2fPXVV3jhhRcwc%2BZMrFu3DhkZGXj99deNd2DWLp9RKzs7G507dxblvRCR%2BBjMiIga6cMPP8TFixfx/vvvo0ePHtDpdLC3t4dGo8HMmTOh0%2BmwevVquLu7QyKR1PnoJYPBwOdkEhEvZRIRNda0adNw%2BfJlnDp1CoIgwN7e3njn5cSJE5GSkoK0tDS0adPmns/DZCgjIoDBjIio0by9vfHss89i165duHbtGgAYL09GRUVBKpUiNTUVAIx3aRIR1YXBjIioCSxduhTXr1/H7t27UVZWZrwDU6lUwtvbG4WFhQB4ZoyI7o%2B/IYiImoCTkxNWr16NI0eO4LPPPgNQc2PA9evXoVAoEBoaKnKHRGQLuI4ZEVETGTt2LFJTU7F582YkJyejR48eSE5ORq9evdCrVy%2BzOzCJiO7GuzKJiJrY8ePHcezYMWRmZuKJJ57Ayy%2B/LHZLRGQjGMyIiJoJz5ARUX1xjhkRUTNhKCOi%2BmIwIyIiIrISDGZEREREVoLBjIiIiMhKMJgRERERWQkGMyIiIiIrwWBGREREZCUYzIiIiIisBIMZERERkZVgMCMiUezevRtBQUG4ePFivV9bWVmJDRs24OTJk83QWdPLzs5GUFAQdu/ebVH96dOn0bdvX%2BTk5BjHIiIiMHPmzOZqsdmUl5dj8ODBOHz4sNitENkEBjMisjmVlZXYuHEjfv31V7FbaXKCIODDDz/EpEmT4OfnJ3Y7jebq6oopU6Zg1apV0Gg0YrdDZPUYzIiIbtNqtdDpdKL2cPToUaSkpOCVV14RtY8HqaystLg2OjoaOTk5OHjwYDN2RNQyMJgRkdVYunQpBgwYgMzMTMyYMQMDBgxAeHg4Vq5caTzbkp2djZCQEADAxo0bERQUhKCgICxdutS4nxs3buDNN99ESEgI%2Bvbti/Hjx2P79u0mxzp58iSCgoKwZ88erFy5EiNGjEC/fv2QlpaGoKAg7Nq1y6y/xMREBAUFISEhAQCQmZmJZcuWYezYsQgODsaIESPw%2Buuv49q1aw3%2BDHbs2IF%2B/fqhe/fudW4/evQoJkyYgP79%2B2PcuHH43//%2BZ1aTmpqKWbNmYciQIejXrx%2BeeeYZxMXFmdTUXkrOzs42Ga/9XO68TBwTE4PIyEicOnUK0dHRCA4OxltvvQUAOHHiBGJiYjBs2DD0798fI0eOxNy5c02Cm6enJx5//HHs3LmzwZ8LUWthL3YDRER30mq1mDVrFp5//nm8%2BuqrOHXqFDZt2gRnZ2fMmTMHXl5e2LJlC6ZPn47nn38eL7zwAgDA3d0dAJCWlobo6Gh06tQJ//d//4eOHTvi2LFjWL58OUpLSzFnzhyT461ZswaPPfYY3n33XdjZ2cHHxwe9e/fG7t27jfuuFRcXBw8PD4SHhwMACgoK4ObmhjfffBPu7u4oLy9HXFwcJk2ahLi4uHuGq3vRaDQ4ceLEPc%2BWXb16Ff/4xz8wY8YMeHp6YteuXYiNjUVAQACGDBkCAEhPT0d0dDQ8PDwQGxuLDh064Pvvv8fSpUtRVFSEGTNm1KunWoWFhVi8eDGmT5%2BOBQsWwM7ODtnZ2Zg5cyYGDx6MDz74ADKZDPn5%2BUhKSoJWq4WTk5Px9UOHDsWaNWugUCggk8ka1ANRa8BgRkRWRavVYu7cuRg/fjwAICQkBJcuXUJ8fDzmzJkDBwcH9OnTBwDg4%2BODxx57zOT1K1asQPv27bFjxw44OzsDAJ544gloNBp89tlniImJgaurq7He398f69evN9nHxIkTsXz5cmRkZKBbt24AaiaxJyQk4JVXXoG9fc2vziFDhhgDEQDo9XqEh4cjMjIS//nPf7Bs2bJ6vferV6%2BiqqrK%2BP7uVlpaih07dsDX19d4/OTkZOzdu9fYx8aNG6HVarF161Z06tQJABAeHg6FQoF//etfiI6OhouLS736AoCysjKsXbvWeLYSAA4ePIjq6mosWbIEvXr1Mo5HRUWZvb5Pnz4wGAw4d%2B4cwsLC6n18otaClzKJyKpIJBJERESYjAUFBeHWrVsPfG11dTWSk5MxZswYtG3bFjqdzvgvLCwM1dXVOHfunMlrxo4da7afqKgoODg4mFz%2Bi4%2BPh0ajwcSJE41jOp0On376KZ566in07dsXvXv3Rt%2B%2BfXHjxg3I5fL6vnUUFBQA%2BP3s390effRRYygDAEdHR3Tt2tXks0lOTkZISIgxlNWaMGECKisr8dtvv9W7L6BmEv%2Bdoay2nzZt2uBvf/sb4uLikJWVdc/X176n/Pz8Bh2fqLXgGTMisipOTk5wdHQ0GXNwcEB1dfUDX1tWVgadTodt27Zh27ZtddaUlpaa/NyxY0ezGjc3N0RERGDPnj34y1/%2BAqlUiri4OPTv3x89e/Y01q1cuRLbt2/HjBkzMGTIELi6ukIikeCvf/2rRf3eraqqCgDM3v%2Bdfd3t7s%2BmrKyszvfk5eVl3N4Qde3T398fX3/9NbZs2YL33nsParUaXbp0QUxMDCZPnmxSW/ueGvK5ELUmDGZE1GLIZDJIpVI888wzeOmll%2Bqs6dy5s8nPEomkzrqJEyfiwIEDOH78OHx9fXHx4kX8/e9/N6n5/vvv8eyzz2LhwoUm46WlpQ2aR9WhQwcANZdNG8rNzQ2FhYVm47Vn42qPURuU7l7C4u7gWuten9PgwYMxePBg6PV6XLp0Cdu2bcOHH34IT09PPP3008a62vdUe3wiqhuDGRHZHAcHBwC/n2Gq5eTkhGHDhuHy5csICgoy1jVEaGgovL29sXv3bnTq1AmOjo6IjIw0qZFIJGjTpo3J2M8//4z8/HwEBATU%2B5iBgYEAgJs3bza475CQEBw6dAj5%2Bfnw9vY2jn/33XdwcnIyzsmrXSPt2rVrJjcpHDlypEHHlUqlCA4ORvfu3bF3716kpKSYBLPay5y175GI6sZgRkQ2x9nZGX5%2BfkhISEBISAhcXV3RoUMHdO7cGbGxsXjppZfw8ssv48UXX4Sfnx8qKipw8%2BZNHDlyBFu3brXoGFKpFM8%2B%2Byy%2B%2BuorODs7Y8yYMWaT5keOHGm8%2BzIoKAgpKSn44osv4OPj06D35ePjgy5duuD8%2BfMNej0AvPHGG/jpp5/w5z//GW%2B88QZcXV2xd%2B9e/Pzzz1i8eLHxPfTr1w/dunXDqlWroNfrIZPJcPjwYZw5c8biY%2B3YsQPJyckYOXIkOnXqhOrqanz77bcAgMcff9yk9vz583Bzc0NQUFCD3xtRa8BgRkQ26YMPPsCqVaswa9YsaDQaTJgwAStXrkSPHj2we/dubNq0CWvXrkVJSQlcXFwQEBBgXObCUhMnTsTmzZtRUlKC5557zmx7bGws7O3t8dlnn0GtVqN3797YsGED1q1b1%2BD3FRUVhe3bt0Oj0TTojF/37t2xc%2BdOrFmzBu%2B99x6qqqoQGBiIFStWmNy4IJVK8emnn%2BL999/HO%2B%2B8AwcHBzz99NN4%2B%2B238dprr1l0rEcffRTHjx/Hhg0bUFhYiHbt2uGRRx7BJ598gtDQUGOdIAg4cuQIoqKi7nlJlIhqSARBEMRugoiIauTn52PUqFFYtWoVnnrqKbHbaRInTpzAq6%2B%2Bivj4eF7KJHoALpdBRGRFvL29MXnyZHzyyScwGAxit9MkNm3ahOeee46hjMgCvJRJRGRlZs2aBScnJ%2BTn55utR2ZrysvLMXTo0HveJUtEpngpk4iIiMhK8FImERERkZVgMCMiIiKyEgxmRERERFaCwYyIiIjISjCYEREREVkJBjMiIiIiK8FgRkRERGQlGMyIiIiIrMT/B0VO%2BacCY7BYAAAAAElFTkSuQmCC">
+
+<br>
+<br>
+<br>
+<br>
+
+<h3 id="Violin_plot_of_quality_over_time">Violin plot of quality over time</h3>
+<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAj8AAAHVCAYAAAAem5pOAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDIuMi4zLCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvIxREBQAAIABJREFUeJzs3XdUVNfCBfA9Q0dQQLGAFQyoCFhiARUUJBprsEQTsfeSGDVG8nwm5uUlpmjUmJjEkkSNvcaCFQRs2AFFVFpARUUFQaQz9/vDD54IKgMDZ8r%2BrZW1wp07M3uG0dnee%2B45MkmSJBARERHpCLnoAERERETVieWHiIiIdArLDxEREekUlh8iIiLSKSw/REREpFNYfoiIiEinsPwQERGRTmH5ISIiIp3C8kNEREQ6heWHtN706dPh4uKCjIyMl%2B4zZ84cODk54eHDhwAAR0dHrFixQunnun37NhwdHbFr167ibbt27YKjoyNu376tfPhKOnv2LBwdHXH27Fml73vp0iWsWLHile9bRQUEBKBv375wcXGBo6MjoqOjVf4cqvDi56Cs9zMkJKRCnxVt8arPyciRIzFy5EgBqYhejeWHtN6QIUOQm5uLffv2lXn7kydPcOzYMXTv3h116tQBAGzduhVDhw5VyfN3794dW7duRd26dVXyeNXl8uXL%2BOmnn1ReflJTU/HJJ5%2BgUaNGWLNmDbZu3YqmTZuq9DmqipOTE7Zu3QonJ6fibSEhIfjpp58EphLrVZ%2BTzz//HJ9//rmAVESvpi86AFFV8/DwQN26dbFz506MGDGi1O379%2B9HTk4OhgwZUrytTZs2Knt%2BKysrWFlZqezxNF1CQgLy8/MxYMAAdOzYUXQcpZiZman0s6EpsrOzYWJiovT9mjdvXgVpiCqPR35I6%2Bnp6cHX1xdRUVG4ceNGqdt37doFa2treHh4FG8r67TXzZs3MXXqVHTo0AHOzs4YOHAgdu/e/drnL%2Bu018iRI9GvXz9ERkbi/fffh6urK7y9vbFq1SooFIrXPqajoyP%2B85//YMuWLejVqxdat26NPn364MCBA6%2B9LwAEBgZi2LBhcHV1Rdu2bTF27Fhcvny5%2BPYVK1bgu%2B%2B%2BAwB4e3vD0dGxXKfPXve4/v7%2BeP/99wEAs2bNgqOj42tPi4SHh2P48OFwdnZG165dsWTJEmzbtq3Ue/qyU5VeXl7w9/cv/jk1NRULFy5Enz590LZtW7i5uWHUqFG4cOHCK3MApU97%2Bfv7Y%2BPGjcXPX/Tf7du3MXr0aPTu3Rsvrh0tSRJ8fHwwadKkVz6XQqHA6tWr0bt3b7Ru3Rpubm745JNPcO/eveJ9vvrqK7Rp0waZmZml7v/RRx/B3d0d%2Bfn5xdsCAgIwbNgwtGnTBm3btsX48eNx7dq1Evfz9/dH27ZtcePGDYwbNw5t27bFmDFjysz4us/Ji6e9ik4Lr1mzBqtWrYKXlxdcXFwwcuTI4lK8ePFidO3aFe3bt8f06dPx6NGjUs9bntdB9CosP6QTBg8eDJlMhp07d5bYHhsbi8jISPj6%2BkJPT%2B%2Bl94%2BPj8fw4cMRGxuL%2BfPn46effkLz5s3h7%2B%2BP1atXVyjTgwcPMHfuXAwYMAC//PILPDw8sGTJEuzdu7dc9w8KCsKGDRvw4Ycf4scff4SNjQ1mz56NQ4cOvfJ%2B%2B/btw7Rp02BmZoYlS5bgq6%2B%2BQnp6OkaOHFlcAIYOHVr8pfXTTz9h69atpU73VORxp02bhs8%2B%2BwwAMHv2bGzduvWVp0ViY2MxZswYPHnyBN988w2%2B%2BOILXLt2Db/88ku53qOyPH78GAAwY8YM/Pbbb1i0aBEaNWqEkSNHKj02atq0aejVqxcAFL9HRac4R40ahYSEBJw5c6bEfUJDQ5GUlFTmUcjnLVy4EIsXL0aXLl3wyy%2B/YObMmThx4gSGDx%2BO1NRUAM8%2B19nZ2Th48GCJ%2B2ZkZCAwMBADBgyAgYEBAODXX3/F7NmzYW9vj2XLluG7777D06dPMWLECMTGxpa4f35%2BPqZOnYrOnTtj5cqV%2BOCDD8rMWJHPCQBs2rQJly5dwmeffYb//ve/iI%2BPx5QpUzB//nykpqbi66%2B/xty5c3H69GnMnz%2B/xH2VeR1ELyUR6Qg/Pz%2BpU6dOUl5eXvG2b775RnJwcJASEhJK7Ovg4CD9%2BOOPxT/PmjVLat26tZScnFxivwkTJkiurq5SRkaGJEmSdOvWLcnBwUHauXNn8T47d%2B6UHBwcpFu3bpXI4uDgIEVERJR4vD59%2Bkjjxo177WtxcHCQXFxcpAcPHhRvKygokHr37i35%2BPgUbwsLC5McHByksLAwSZIkqbCwUOratavUr18/qbCwsHi/zMxMyc3NTRo2bFjxtjVr1pTK/TLKPG5RpoMHD772cT/66KOXvs4Xs734OyvSo0cPad68eS99joKCAik/P18aPXq0NH369BK3vfiYL76fkiRJX3zxheTg4FDqcQsLCyVvb29p6tSpJbZPmDBB6tmzp6RQKF6aKTY2VnJwcJAWLlxYYntERITk4OAg/fDDD8XbfH19S7y/kiRJGzdulBwcHKQbN25IkiRJycnJUqtWraQvv/yyxH6ZmZlSly5dpJkzZxZvmzdvnuTg4CDt2LHjpfme96rPiZ%2Bfn%2BTn51f8c9GfjwEDBpT4nPz555%2BSg4ODNGXKlBL3/%2BqrryQHBwfpyZMnSr8OolfhkR/SGYMHD0ZaWhqCgoIAAAUFBdi7dy/efPPN1w64DQsLg5ubGxo0aFBiu6%2BvL7Kzs0uc2ikva2truLi4lNjm6OiI5OTkct3fzc2teIA28Oz0Xp8%2BfZCYmFji1MjzEhISkJKSgoEDB0Iu/98f/xo1auCtt95CREQEsrOzlX4tVfW4Z8%2BefenrrIzNmzfD19cXzs7OaNWqFZycnHDmzBnExcVV6nGfJ5fL4efnh%2BDg4OLfaVJSEk6cOIH3338fMpnspfctOgLl6%2BtbYruLiwvs7e1LHE0aNGgQLl%2B%2BjPj4%2BOJtu3btgrOzMxwcHAAAJ0%2BeREFBAQYOHIiCgoLi/4yMjNChQwecO3euVIaiI1pVwdPTs8TnxN7eHsCziwOeV7S96P2ryOsgKgvLD%2BmM3r17w9zcvPgy9JCQEDx8%2BLDEQOeXefz4MaytrUttL7qCq%2BhUijIsLCxKbTM0NERubm657v98IXhx28vypKWlAcBLX4tCoajQ1V1V9biPHz9%2B5eusiD/%2B%2BAMLFy6Ei4sLVqxYgW3btmHHjh3o1q1bud/78ho8eDCMjIywZcsWAMDGjRthbGyMwYMHv/J%2BRb%2B/sq4QrFu3bonfb//%2B/WFoaFg8/iw2NhZXrlzBoEGDivcpmsJhyJAhcHJyKvFfQEBA8e%2BviImJCczMzCrwisunVq1aJX4uOjX3su1FvxdlXwfRy/BqL9IZxsbG6Nu3L7Zv346UlBTs3LkTNWrUQO/evV97XwsLCzx48KDU9pSUFACApaWlyvO%2BTtEXQVnbyipWwP9yvuy1yOVy1KxZU%2BksVfW4FhYWr3ydzzM0NEReXl6p7S9%2BIe7duxcdO3bEF198UWL706dPlc73Oubm5vD19cX27dsxbtw47Nq1C/369Xvte1H0%2B0tJSUH9%2BvVL3JaSklLi81arVi14e3tjz549%2BOijj7Bz504YGRmhX79%2BxfsU7V80Nux1XnVUSiRlXwfRy/DID%2BmUIUOGoLCwEGvXrkVoaCj69u1brkt43dzcEBYWhvv375fY/vfff8PExETI5c9nzpwpUQIKCwsREBCAxo0bl/rCLNKsWTPUq1cP%2B/fvL3EVUlZWFo4cOYI2bdoUvx%2BGhoYAUK6jIco8rjI6der00tf5Iltb21JX8505cwZZWVkltslksuLXVuT69esIDw9XOh/wv/cpJyenzNtHjhyJtLQ0fPjhh8jIyICfn99rH7Nz584AUGrwe2RkJOLi4opvLzJo0CCkpKQgJCQE%2B/btg4%2BPT4mC1bVrV%2Bjr6yMpKQnOzs5l/ldRynxOKqsqXwfpFh75IZ3i7OwMR0dHrFu3DpIkleuUF/Bslujjx49j1KhRmD59OmrVqoV9%2B/YhODgYc%2BfOhbm5eRUnL83S0hKjR4/GtGnTYGJigk2bNiE%2BPh5Lly596X3kcjnmzp2Ljz/%2BGJMnT8awYcOQl5eHtWvXIiMjA3PmzCnet2i8yLp16%2BDr6wt9fX00a9aszNMhyjyuMqZOnYqgoCCMHj0a06dPh7GxMTZu3Fjm%2BKGBAwdi%2BfLlWL58OTp27IjY2Fj89ddfpX433bt3x8qVK/Hjjz%2BiQ4cOSEhIwMqVK9GwYUMUFhYqnbHofVq9ejU8PDwgl8vh6OhYXAqaNWuGbt26ITQ0FO3bt0eLFi1e%2B5h2dnYYNmwY/vrrL8jlcnh4eODOnTtYvnw5GjRoUOrS865du6J%2B/fr44osv8ODBgxKnvACgYcOG%2BPDDD7Fs2TLcunULHh4eqFmzJh4%2BfIgrV67AxMQEH374odKv/fnXX57PSWVV5esg3cLyQzpnyJAh%2BOqrr9C8eXO4urqW6z52dnbYsmULfvjhB/znP/9BTk4O7O3tsWjRolJfNNXFy8sLzZs3x7Jly3D37l00atQIixcvfu1g4P79%2B8PExASrVq3CrFmzoKenB1dXV6xfvx7t2rUr3q9Tp06YPHkydu/eje3bt0OhUGD9%2BvXo1KlTpR5XGQ4ODvjjjz/w7bffYt68eahVqxYGDBiAXr16YcGCBSX2HT9%2BPDIzM7F79278/vvvcHFxwfLlyzFt2rQS%2B02ZMgXZ2dnYsWMH1qxZg%2BbNm2PhwoU4duxYhQbM9uvXD5cuXcKmTZvw888/Q5IkBAYGomHDhsX79OnTB6GhoeU66lNk4cKFaNSoEXbs2IFNmzbBzMwM3bp1w5w5c0qdZpXL5XjnnXfw66%2B/okGDBnBzcyv1eJMnT4a9vT3Wr1%2BPAwcOIC8vD9bW1mjdujXee%2B89pV93EWU/J5VVVa%2BDdItMkl6YgYuI1J6joyNGjBhRPGeOrtm1axc%2B/fTTUiVDXX3wwQcIDw9HUFBQ8SBeIhKHR36IiKpAXl4eoqKiEBkZiaNHj8Lf35/Fh0hNsPwQEVWBlJQUDB8%2BHGZmZhg2bBhXNydSIzztRURERDqFl7oTERGRTmH5ISIiIp3C8kNEREQ6RWcHPL/55pvF80MQERGRZnjw4AEMDQ1x4cKFCj%2BGzpaf3NzcCs3mSkREROIUFBSgstdq6Wz5KVotOTAwUHASIiIiKi9vb%2B9KPwbH/BAREZFOYfkhIiIincLyQ0RERDqF5YeIiIh0CssPERER6RSWHyIiItIpLD9ERESkU1h%2BiIiISKew/BAREZFOYfkhIiIincLyQ0RERDqF5YeIiIh0CssPERER6RSWHyIiItIpLD9ERESkU/RFByAi3RUVew8xSQ9Fx1CaZU0TeLS3g0wmEx2FiCqA5YeIqp0kSdh7PArbDkdAkkSnqZjL0cmY8m5nGBsZiI5CREpi%2BSGiapWTm49ft53BuSu3REeplHNXknD3QTpmjfJE/TrmouMQkRI45oeIqs29h0/w2U%2BHNb74FLl1Lx3/XnEI4dfviI5CREpg%2BSGiKidJEk5cjMf85QG4fT9ddByVysrOw/d/BGPTgUsoKCgUHYeIyoGnvYioSj3NzsMfu8/hdHii6ChVRpKA/SHRuBp7H9Pfc4dt3VqiIxHRK/DIDxFVmesJKfh0WYBWF5/n/XMnFfOXH0RgWAwkTR3JTaQDeOSHiFQuL78Qu45dwb7gazpXAvLyC7F21zmEX0/GON8OsKxlKjoSEb2A5YeIVOp6QgpWbw/D3YdPREcR6uK124iOv48R/dqhewd7zglEpEZYfohIJbJz8rHlUDiOnr4pOorayMrJx%2BodZ3E6/B9MGNwJ9WrzkngidSC8/CQmJmLt2rWIiIhATEwM7OzssH///hL7fP/99wgODkZycjJkMhmaNWuGcePGoW/fvoJSE9HzLkffwe%2B7z%2BHR4yzRUdRSVOx9zPvhAIb2ckXvLo7Q0%2BNwSyKRhJefmJgYhISEwNXVFQqFoszxAdnZ2Rg%2BfDiaNWsGSZJw%2BPBhzJ49GwqFAv379xeQmogAICU1Exv2XcTFqNuio6i9vPxCbNx/CaEX4jHmnTfR0q6e6EhEOksmCR6NqFAoIJc/%2B1eQv78/rl69WurIT1mGDx8OU1NT/P777xV6Xm9vbwBAYGBghe5PpMvy8guw9/g17Au%2BhnzObVMh7m2aYkTfthwQTaQkVXx/Cz/yU1R8lGVhYYGnT5%2BqOA0RvYokSbh47TY27L2IB2n881cZp8P/waVrtzHIxxm9uzhCX19PdCQinSG8/JSXJEkoLCxEVlYWgoKCcOrUKXz//feiYxHpjKS7adh44DKu3LwrOorWyMkrwKYDl3H8XBze79MW7VrZ8qowomqgMeXnzJkzGDt2LABAX18fCxYsQO/evQWnItJ%2BqelZ2HEkEiEX4jR2BXZ1d/dBBpasC0FLu7oY0bcd7BrVFh2JSKtpTPlxcXHBjh07kJmZidDQUHz55ZfQ09PD0KFDRUcj0ko5ufnYHxKNAyHXkJvPcT3VITo%2BBf9ecQhd2jbFu71dYW1pJjoSkVbSmPJjZmYGZ2dnAICbmxvy8vLwzTffYNCgQdDT47lyIlUpKFQg5HwcdhyJRHpmjug4OunU5X9w7koSendtgf7dW8HM1Eh0JCKtojHl50VOTk7466%2B/kJqaCmtra9FxiDSeQqHA6fBE7DgSiZTUTNFxdF5%2BgQL7gq/hWFgM%2Bnm2RO8uLWBibCA6FpFW0Njyc/HiRZiZmcHS0lJ0FCKNJkkSLkTdxo4jEbh1L110HHpBdk4%2Bth%2BOxOGTNzDQqzW8O78BQwMe7SaqDOHlJzs7GyEhIQCAO3fuIDMzE4cOHQIAdOzYESkpKVi8eDF69%2B4NW1tbZGVl4fjx49ixYwfmzJkDfX3hL4FII0mShKjY%2B9h6KBxxtx6JjkOvkfE0Fxv2XcSB0GgM6ukMjzftoM%2BZookqRHhzePToEWbOnFliW9HP69evh729PWrWrImVK1fiwYMHMDc3h52dHX7%2B%2BWf07NlTRGQijSZJEq7F3cfOo1dwPSFFdBxSUmp6FtbsPIu9x6PwjndrdG3XjCWISEnCZ3gWhTM8ky6Kir3H0qNl6tU2e1aC2jbjmmGkE7RihmciqnrPjvREIjqepUfb3H%2BUid%2B2hWFP4FWWIKJyYvkh0lJFY3p2B15h6dEBz5eggV6t0bVtUy6ZQfQSLD9EWkaSJIRfT8buwKuITXooOg5Vs/uPMrFqexh2HY1E/x5O8HzTnleHEb2A5YdISygUEi5E3cKewKv4JzlNdBwS7OHjLPyx%2Bzz2BF5FP89W8OrUHEaG/CufCGD5IdJ4CoUCYRFJ2BN0Fbfvc54eKiktIxsb9l3E30FX0cejJXq6OcCUkyWSjmP5IdJQBQWFOHEpAXuPX8P9R09ExyE1l/E0F1sOhmNv8DX07uKIXl0cYV6Dy2aQbmL5IdIwuXkFOH4uFvtDopGaniU6DmmYrOw87Dp2BQdCo9Gz8xvo49ESljVNRMciqlYsP0QaIisnH8fO3ETAievI4IKjVEm5eQU4EBqNI6dvwLODPfp7toK1FVeRJ93A8kOk5p48zcWhk9dx%2BPRNZGXniY5DWia/QIFjZ2Jw/GwsurRthgE9nGBTt6boWERViuWHSE2lZWQjIDQax8JikJtXIDoOablChYTQi/E4cSkeHZ0bY6CXE5raWImORVQlWH6I1MyDtEzsD76G4PNxyC9QiI5DOkaSgLORSTgbmYS2LWww0Ls1HJpYi45FpFIsP0Rq4u6DDPx9PAqnLiWgUKGTS%2B6Rmrl8PRmXryejlX09%2BHq3Riv7epDJZKJjEVUayw%2BRYLfvp2NP4FWciUiEjq4zTGruWtx9XIu7D4em1vD1bg0XhwYsQaTRWH6IBElMTsPuwKs4fzUJ7DykCW7%2B8wDfrj0O%2B0a18Y53a7RracsSRBqJ5YeomsXffoTdgVdxMeq26ChEFRJ36xGW/BmCJjaW8PVujTedGkEuZwkizcHyQ1RN/rmTih1HInEp%2Bo7oKEQqkZichmUbTqBxAwsM9nHBm04NeSSINALLD1EVS0xOw86jkbjAIz2kpZLuPsbS9aFoamOJwW%2B58HQYqT2WH6IqcuveY%2Bw8GolzV26JjkJULf5JTsOSP0Ng19AKg31c0KaFDUsQqSWWHyIVu/fwCbYfjkBYZCIHMpNOir%2Bdiu//CEbzxrUxrHcbODWvLzoSUQksP0QqkpaehV2BVxF8Lpbz9BABiE16hK9WBcLZoQGG926DZg05YzSpB5Yfokp6mp2HfcFROHTyBvLyC0XHIVI7V27exZWbd9HZtQmGvuWCBtZcO4zEYvkhqqC8/EIcPnUde49fw1MuOEr0WmERiTh3JQk9Othj8FsusDA3ER2JdBTLD5GSJEnC2StJ2HzgMh6kPRUdh0ijKBQSAs/G4tTlfzDQywlvd2sJQwM90bFIx7D8ECkh/vYjbNh7ETf%2BeSA6CpFGy8krwNZDEQg6G4v3%2BrZFJ%2BfGvDKMqg3LD1E5pKVnYeuhCIRejBcdhUirPEh7ih//OgnHptYY2b897BrVFh2JdADLD9ErFBYqcOjUDew4EoncvALRcYi01o1/HuDfKw7Bq1NzDH%2B7DcxMjURHIi3G8kP0ErFJD7F25zkk3k0THYVIZwSdjcWFq7fg1789urRtylNhVCVYfohekJmV%2B/9jEWI4SSGRABlPc7Fyy2kEn4/DON%2BOsKnLS%2BNJtVh%2BiJ5zNjIJf%2Bw5j4zMHNFRiHTetbj78F96AAO9nDDQqzX09eSiI5GWYPkhwrOjPX/uOY/T4YmioxDRcwoKFdh59AouXbuDqcPd0bBeLdGRSAuwRpPOi7iRjHk/HGDxIVJjCXdSMX95AA6ERkPB5WOoknjkh3RWTl4BNu6/hMCwGNFRiKgc8gsU2Lj/Ei5G3cbUYW6wtjITHYk0FI/8kE66k5KOBSsOsfgQaaDrCSn4dPlBXLx2W3QU0lAsP6RzwiISseDHQ7hzP110FCKqoKzsPCz5MwRbDoajsFAhOg5pGJ72Ip1RUFCIjQcu4/CpG6KjEJGK7D0ehdikh/jg/S6oxYVSqZx45Id0wpOnufhqVSCLD5EWuhZ3H/9afhD/JKeKjkIaguWHtF5KaiYWrjzCxUiJtFhaRjb%2Bs/IoIm/eFR2FNADLD2m1%2BFuP8NlPh3H3QYboKERUxXLyCvD978cRciFOdBRScxzzQ1or4kYylq0PRW5%2BoegoRFRNChUSftsWhtT0LPh6O4uOQ2qK5Ye0UsSNZCz5MwQFvAqESCdtPxwJhULCYB8X0VFIDQkvP4mJiVi7di0iIiIQExMDOzs77N%2B/v/j2zMxM/PHHHwgNDUVCQgL09fXh5OSE2bNnw8nJSWByUldXbt7FD%2BtYfIh03c6jVyCXy3gEiEoRPuYnJiYGISEhaNKkCezt7UvdnpycjK1bt8Ld3R1Lly7FokWLoFAoMHz4cERFRQlITOrsasw9LP4zBPkFLD5E9OwI0N7j/K6gkoQf%2BfHy8kLPnj0BAP7%2B/rh69WqJ2xs2bIijR4/CxOR/8ze4u7vD29sbf/31FxYtWlSteUl9/ZOciiXrQpBfwDE%2BRPQ/Ww6Gw9zUCD06NRcdhdSE8CM/cvmrI5iampYoPgBgZGQEe3t7pKSkVGU00iBp6VlY/EcwcvMKREchIjX0%2B%2B5ziIq9JzoGqQnh5acisrKyEB0dDTs7O9FRSA3k5BVg8Z8hSE3PFh2FiNRUoULC0g0nkJzCaS9IQ8vPsmXLkJ2dDT8/P9FRSDBJkvDbtjNIuMOZXYno1bKy8/D9H8HIys4THYUE07jys2/fPqxbtw7%2B/v5o0qSJ6DgkWGBYDM5GJomOQUQa4v6jJ1i76xwkSRIdhQTSqPJz6tQpfPrppxg/fjxGjBghOg4JlnQ3DRv2XRIdg4g0zJmIRIRciBcdgwTSmPITGRmJGTNmoHfv3pg7d67oOCRYbl4BVmw6xSu7iKhC/txzHnfup4uOQYJoRPmJi4vDxIkT0a5dOyxatAgymUx0JBJs59FI/sVFRBWWl1%2BI37aHQaHgnGC6SPg8P9nZ2QgJCQEA3LlzB5mZmTh06BAAoGPHjpAkCePHj4eBgQEmTJhQYmJDQ0NDtGrVSkhuEifhdioOhF4XHYOINFxs0kMcPRODXl0cRUehaia8/Dx69AgzZ84ssa3o5/Xr1wMA7t69CwAYM2ZMif1sbW0RFBRU9SFJbRQUKrBqRxgHKxKRSmw5GI72rRqijmUN0VGoGgkvPw0bNsSNGzdeuc/rbifdcfT0TSQmp4mOQURaIjevAOv2XsCc0Z6io1A10ogxP0QAkJGZg51HI0XHICItczHqNq7GcPZnXcLyQxpj%2B5FIZOXki45BRFpow74LKCzk4GddwfJDGiHpbhqCzsaKjkFEWurWvXQEnePfMbqC5Yc0wuaAcA5yJqIqtfPoFWTz6LJOYPkhtRcVew8RN5JFxyAiLZeRmYOAE9GiY1A1YPkhtSZJEjYfDBcdg4h0xP6QaKQ/yRYdg6oYyw%2BptXNXbiH%2B1iPRMYhIR%2BTmFWB34FXRMaiKsfyQ2iosVGDbIR71IaLqFXg2FvcfPREdg6oQyw%2BpreDzcbj7kH8BEVH1KixUYPthzimmzVh%2BSC3l5BVg17EromMQkY46Hf4P/rmTKjoGVRGWH1JLAaHRSMvgoEMiEmfjgUucYkNLsfyQ2nn8JBv7gq%2BJjkFEOi4q9j7Cr3OaDW3E8kNqZ8eRSOTmFYiOQUSETQGXueyFFmL5IbUSf/sRjnOKeSJSE3fup%2BPomZuiY5CKsfyQ2lAoJPy55zx4ip2I1Mn2I5F4zIkPtQrLD6mN0IvxiE3ihIZEpF6yc/KxOeCy6BikQiw/pBbSM3P4lwsRqa0TFxMQFXtPdAxSEZYfUgt/7jmPJ09zRccgInqpVTvOIieXq75rA5YfEu5sZBLORiaJjkFE9EoPUjOxhQstawWWHxIqPTMHf%2Bw%2BJzoGEVG5HDl9E9fi7ouOQZXE8kPCKBQSftlyGhk83UVEGuTnzaeQkZkjOgZVAssPCbM/5Boib94VHYOISCmbQYjkAAAgAElEQVRpGdn4ddsZKBScl0NTsfyQEDcTH2Db4QjRMYiIKiT8ejIOnrguOgZVEMsPVbu0jGz8%2BNcJ/quJiDTa5oOXefm7hmL5oWqVl1%2BIH9aFIDWds6USkWZTKCQs/%2BsE7j96IjoKKYnlh6qNJElYszMMcbc4izMRaYfMrDws/jMEWTmc/0eTsPxQtfk7KAonL/0jOgYRkUrduZ%2BOFRtPooCrv2sMpcvP4cOHoVDwF0zKOX42lgOciUhrRdxIxqrtYRzLqCGULj8zZ85Ejx498Msvv%2BDRI56%2BoNc7f/UW1uziRIZEpN1OXkrApgOXIEksQOpO6fKzYcMGtGnTBj///DO6d%2B%2BOuXPnIjyc031T2a7F3cdPm07yLwMi0gkBJ65jX/A10THoNfSVvUOHDh3QoUMHpKSkYPPmzdi%2BfTv279%2BPli1bws/PD/369YOhoWFVZCUNcz0hBd//EYz8Ap4mJSLdseVgOPT15Ojj0VJ0FHqJCg94rlu3LmbOnIng4GB8//33kMlkmD9/Pjw8PLBkyRKkpKSoMidpmOsJKfh27XHk5hWIjkJEVO3%2B2n%2BJkyCqsUpf7XX79m1EREQgMTERenp6cHBwwPr169GrVy8EBQWpIiNpGBYfIiJgw76LOHiSBUgdKX3aC3g2X0tQUBA2bdqEM2fOoFatWhgxYgTef/991KtXD48ePcL8%2BfOxaNEieHl5qTozqbGrMfewZF0Iiw8REYANey%2BioKAQ/bs7iY5Cz1G6/KxatQpbtmxBcnIyWrRogS%2B//BL9%2B/cvMc6ndu3aGD9%2BPEaNGqXSsKTezl%2B9xbkuiIhesDkgHE%2Bz8zCsdxvIZDLRcQgVKD/Lly%2BHl5cXvvnmG3Ts2PGl%2BzVu3BjTp0%2BvVDjSHKEX4znHBRHRS%2Bw9fg1Ps/Mx9p0OkMtZgERTuvwcOXIEtra2r92vXr16mDFjRoVCkWY5ePI6Nuy9KDoGEZFaCwyLQVZ2HqYOc4O%2Bvp7oODpN6QHPn376KeLi4sq8LSEhgae6dIhCIWHj/kssPkRE5XQmIhHf/n4cWdl5oqPoNKXLz7lz5/D06dMyb3v69CnOnz9f6VCk/vILCvHz5lM4EBotOgoRkUaJir2P//x6FKnpWaKj6CyVLmz64MEDGBsbq/IhSQ09zc7Dt2uP40xEougoREQaKenuY3z%2B82HcvvdYdBSdVK4xP8eOHUNgYGDxzytXroSlpWWJfXJzc3Hu3Dm0atVKtQlJrTxIzcR3fwTjzv100VGIiDTao8dZWLjyCD4a6YHWb9QXHUenlKv8xMXF4dChQwAAmUyGsLCwUpfrGRoawsHBAfPnz1cqQGJiItauXYuIiAjExMTAzs4O%2B/fvL7FPQEAADh48iPDwcKSkpOCTTz7B%2BPHjlXoeqrzYpIdY8mcI0jNzREchItIKWTn5%2BHZtEMYP7oTuHexFx9EZ5So/kydPxuTJkwEALVq0wPr16%2BHi4qKSADExMQgJCYGrqysUCkWZC2AeOnQIt27dQo8ePbB161aVPC8p59yVJKzcchp5%2BYWioxARaZVChYRV28Nw7%2BETvNvLlZfCVwOlL3W/fl21U3V7eXmhZ8%2BeAAB/f39cvXq11D7Lli2DXP5seBLLT/WSJAkHQqOxOeAyuDA7EVHV2Xs8CimPnmDKMDcYGlRoAQYqJ%2BHvblGpqew%2BpHoFhQr8sfs8jp%2BLFR2FiEgnhEUm4eHjp5gz2hO1zE1Ex9Fa5So/3t7e%2BPnnn9GiRQt4eXm9cnpumUyGY8eOqSwgifE0Ow/L/zqBqzH3REchItIpsUmP8NlPhzF3bHc0rG8hOo5WKlf56dixI2rUqFH8/1ybRLulpGbi%2B9%2BP405KhugoREQ66UHaU3y%2B8gg%2B8usGZ4cGouNonXKVn0WLFhX//zfffFNlYUi82KSHWPxnCDJ4RRcRkVDZOfn47vfjvBKsCggf80Pq4/zVW/h58yle0UVEpCaKrgRLefQEQ3u58syLipSr/CQnJyv1oDY2NhUKQ%2BIcPHkdf%2B27yCu6iIjU0J6gKKSkPsXkdzvDgIuiVlq5ys/rBjm/KDqa6z1pCoVCwuaAy1yji4hIzZ0O/wePM7Ixe4wnTI0NRMfRaOUqP19//XWVHWrLzs5GSEgIAODOnTvIzMwsnk26Y8eOsLKyQmxsLGJj/3e59c2bN3Ho0CGYmJjA09OzSnLpgoJCBVZtD8PJSwmioxARUTlci7%2BPL389innje8CCl8JXmEwqa0rlanT79m14e3uXedv69evRqVMnrFixAj/99FOp221tbREUFFSh5y16zufXLNMlOXkFWL7hBCJuKHdKk4iIxKtrZYZPJ3qhXm1z0VGqnSq%2Bv4WXH1F0ufwUrcoem/RQdBQiIqqgWmbG%2BHSiFxo3sHz9zlpEFd/fFbraq7CwEKGhoYiLi0NOTslLomUyGaZPn17hQFS1MrNysWh1EBLupIqOQkRElZCemYP//haIf03yQlMbK9FxNIrS5SctLQ0jRoxAfHw8ZDJZ8UKkz48JYvlRT0%2Be5mLR6kD8k5wmOgoREalAZlYuvvotEP%2Ba6I1mDVmAykvpRbOWLl0KIyMjHD9%2BHJIkYdu2bThy5AjGjBmDpk2bIjg4uApiUmVlPM3B16tYfIiItM3T7Dx8tToQ8bceiY6iMZQuP2FhYRgzZgzq1q377AHkcjRu3Bjz5s2Du7s7vv32W5WHpMrJyc3Hd78HI/Euiw8RkTbKys7DN2uDcCclXXQUjaB0%2Bbl37x5sbW2hp6cHuVyO7Ozs4tt69OiBU6dOqTQgVU5BoQLL/zrJfxEQEWm5zKxnF7OkpWeJjqL2lC4/lpaWyMzMBADUrVsXN2/eLL4tPT0dhYVcGkFdSJKENTvP8nJ2IiId8TDtKb77PRhZ2Xmio6g1pcuPk5MTYmJiAAAeHh5YuXIl/v77bwQEBOCHH36Aq6urykNSxfwdFIXQC/GiYxARUTVKvJuG5RtPQqFQiI6itpQuP35%2BfjA3fzap0kcffYQ6depg3rx5mD17NvT09DB//nyVhyTlRcXew/YjkaJjEBGRAFdu3sXfx6NEx1BbSl/q7u7uDnd3dwCAlZUV9uzZg5s3b0Imk8HOzg76%2BlwoXrT0J9n4efMp6Oj8lUREBGDHkStwbFoXrezriY6idpQ%2B8vMimUwGR0dHODg4sPioAUmSsHLLaTx%2BkvP6nYmISGtJkoSfNp1ERia/D16kdFs5f/78a/fp0KFDhcJQ5Z0JT8SVmHuiYxARkRp4/CQH2w9HYPzgTqKjqBWly8/IkSNfu8J7dHR0hQNRxeXkFWBTwGXRMYiISI0EnYuFt9sbXALjOUqXn/Xr15falpaWhsDAQFy6dAmfffaZSoKR8vYdj0Iq53cgIqLnSBKw/u%2BLWDCl52sPXugKpctPx44dy9zeq1cvfPbZZzhx4gQ8PDwqHYyUk52Tj4AT10XHICIiNXQ9IQXR8Skc/Pz/Kj3g%2BXk%2BPj4ICAhQ5UNSOYVFJCI3r0B0DCIiUlPB52NFR1AbKi0/GRkZyMvjrJIiHD8fJzoCERGpsbORt/CUMz8DqMBpr%2BTk0ksl5OXl4caNG1iyZAlneBbg/qMniE16KDoGERGpsfyCQpy7koQeHZuLjiKc0uXHy8urzAFTkiShWbNmHPAsQBwXLSUionKIv52KHmUP3dUpSpefr7/%2BulT5MTIygq2tLZydnSGXq/RMGpVD0t000RGIiEgD8PviGaXLz6BBg6oiB1VC0t3HoiMQEZEGSLr7GAqFBLlcty9552EaLZCdky86AhERaQBeFfyM0kd%2BRo0aVe59ZTIZ1q1bp%2BxTkJL09fVERyAiIg2gJ5fp/FEfoALlR5IkJCQk4OHDh7CxsYG1tTUePHiA5ORkWFtbo2nTpiX2paqnr8cDeERE9Hr8vnhG6fIzceJELFiwAJs3b0bbtm2Lt1%2B6dAmzZs3ChAkT4OnpqdKQ9Go1zYxERyAiIg1gXoPfF0AFxvwsW7YMM2bMKFF8AKBdu3aYMWMGli5dqrJwVD5vNK4jOgIREWmAN5pYi46gFpQuP7GxsWjQoEGZtzVo0ADx8fGVDkXKcWjKDzMREb0evy%2BeUbr81KlTB0eOHCnztkOHDqFOHR6FqG4N61nAzJSHMomI6NVa2tUVHUEtKD3m57333sOSJUvw%2BPFj9O/fH3Xq1MHDhw%2Bxb98%2BHD16FLNnz66KnPQKcrkMnm/a4UBotOgoRESkpuwa1Uaj%2BhaiY6iFCg14zsnJwZo1a3D06FEAz67qMjIywpQpUzBx4kSVh6TXe8vdAQEnrvMKOyIiKlPvLo5lLk%2Bli5QuPwDwwQcfYMyYMbh8%2BTIeP34MCwsLtGnTBjVr1lR1PionaysztGtli4tRt0VHISIiNVPTzBidXBqLjqE2KlR%2BAMDc3BweHh6qzEKVNNjHGZeu3eHRHyIiKsHXuzUMOCFuMc52pEWa2ljhLXcH0TGIiEiNNLWxhI/bG6JjqBWWHy0z9C0X1DIzFh2DiIjUgEwGjBvUEXI5v%2B6fx3dDy5iaGGLMOx1ExyAiIjXQ080BzTkRbiksP1qok0tjHuIkItJxTW2tMKJvO9Ex1BLLj5by698edg2tRMcgIiIBTE0M8dHIbjA04CDnsrD8aCkDfT3M9OuGGiaGoqMQEVE1m/quG%2BpamYmOobbKdam7l5dXuSdGkslkOHbsWKVCkWpYW5lhzhhPLFodiPwCheg4RERUDUb0bYf2Tg1Fx1Br5So/HTt25KyQGqpFs7qY/l4XLP/rBDj9DxGRdnu7awv08WghOobaK1f5%2Beabb6o6B1Whjs6NMWrAm1j39wXRUYiIqIp0dmmMEf3a8WBFOXDMj47o1cURg32cRccgIqIq4OrYAFOHu0MuZ/Epj3Id%2BUlOTlbqQW1sbMq9b2JiItauXYuIiAjExMTAzs4O%2B/fvL7Xf7t278dtvv%2BHOnTto0qQJpk%2BfjrffflupXLpusI8LJAnYdeyK6ChERKQizg4NMGuUJ5evUILKBzwDQHR0dLn3jYmJQUhICFxdXaFQKMpcl%2BrQoUPw9/fHpEmT0KVLFxw7dgyzZs2Cubk5unbtWu7nomfrfykkCXsCr4qOQkREleT8Rn3MGe3BS9qVVK7y8/XXX1fZOUQvLy/07NkTAODv74%2BrV0t/KS9fvhy9e/fGnDlzAACdO3dGQkICfvzxR5YfJclkMgx9ywWQJOwJihIdh4iIKqj1G/UxZ4wnDA0qvEa5zirXOzZo0KAqC/C69UZu3bqF%2BPh4zJ49u8T2fv364dNPP0VqaiqsrDiZnzJkMhne7d0GxkYG2HIwXHQcIiJSUnunhvjg/a484lNBaj/gOT4%2BHgBgZ2dXYru9vT0kSSq%2BnZQ3oIcTxnIdMCIijdK1XVPM9OPszZVRoWNlhYWFCA0NRVxcHHJyckrcJpPJMH36dJWEA4D09HQAQM2aNUtsr1WrVonbqWJ83B1gbKSP37aHQaHgREBEROqsp9sbGDOwA6/qqiSly09aWhpGjBiB%2BPh4yGSy4gHKz48JUmX5KfLimKOynpcqplt7O5iaGOLHv04iv6BQdBwiIiqDr3drDHnLhd97KqD0aa%2BlS5fCyMgIx48fhyRJ2LZtG44cOYIxY8agadOmCA4OVmnAlx3hycjIAFD6iBBVTPtWDfHpRC%2BYci0wIiK1IpMBowe%2BiaG9XFl8VETp8hMWFoYxY8agbt26zx5ALkfjxo0xb948uLu749tvv1VpwKKxPi%2BO7YmLi4NMJis1FogqrkWzuvh8qg8sa5qIjkJERAD09OT44P2u6NXFUXQUraJ0%2Bbl37x5sbW2hp6cHuVyO7Ozs4tt69OiBU6dOqTRgo0aNYGdnh4CAgBLb9%2B/fDxcXF17ppWKN6ltg4fS3YFOXR9SIiEQyMdLHvHE90Nm1iegoWkfpMT%2BWlpbIzMwEANStWxc3b95Ehw7PrhhKT09HYaFyY0ays7MREhICALhz5w4yMzNx6NAhAM8WVLWyssKHH36IWbNmoXHjxnB3d0dgYCBOnTqFNWvWKBufysHa0gyfT30LS/4Mxs3Eh6LjEBHpHAtzY3wyvgea2vAf%2BFVB6fLj5OSEmJgYdO/eHR4eHli5ciXMzMxgYGCAH374Aa6urko93qNHjzBz5swS24p%2BXr9%2BPTp16oS3334bOTk5%2BPXXX7F27Vo0adIES5cu5QSHVci8hhH%2BNckbKzadwsWo26LjEBHpjAbWNeE/vgesrcxER9FaMqms9SRe4fTp00hKSsLw4cORmpqKsWPH4saNGwCAxo0b49dff9WIcTje3t4AgMDAQMFJ1FthoQJ/7jmPwLOxoqMQEWm95o1r4%2BOx3VGzhrHoKGpLFd/fSh/5cXd3h7u7OwDAysoKe/bswc2bN4sHH%2Bvrc5ptbaKnJ8e4QR1hUdMEO49yQVQioqrStoUNPvDrBmNDfo9WtUq/wzKZDI6OHIWuzWQyGQb7uMDC3AS/7z5f5uKzRERUcZ5v2mH84E7Q11P7hRe0gtLv8s6dO7FixYoyb1uxYgX27NlT6VCknrw7v4GPRnaDgT7/cBIRqcqAHk6YNLQzi081Uvqd3rBhw0snFrS0tMT69esrHYrUV4fWjeA/wQsmxgaioxARabyRA9pj%2BNttOHlhNVO6/CQmJsLBwaHM2%2Bzt7ZGYmFjpUKTeWtrVw4IpPVHTjAPyiIgqQi6XYdpwd7zdtYXoKDqpQsfYnjx5Uub2zMxMpef5Ic3U1MYKn0/1gbVlDdFRiIg0ioG%2BHmaP8kDXds1ER9FZSpcfR0dHHDhwoMzb9u/f/9KjQqR9GljXxMJpb6FhvVqioxARaQQTYwN8OtEL7Vo1FB1FpyldfkaMGIHDhw9j3rx5iIiIwP379xEREQF/f38cOXIEfn5%2BVZGT1JRlLVP8e0pPNLXlLKRERK9iZmqI%2BZO80aJZXdFRdJ7Sl7r3798f8fHxWLVqFfbu3Vu8XS6XY%2BrUqRgwYIBKA5L6q1nDGP%2Be5I3vfj/O5TCIiMpgYW6MTyd6o1F9C9FRCBWc52fmzJkYPHgwTp06hbS0NFhZWaFLly6wtbVVdT7SEKYmhvCf6I0lf4YgKvae6DhERGqjtoUp/jXRGw2suWC0uqjwJIcNGzbEsGHDVJmFNJyxoT7mju2OpetDEHHjrug4RETCWVvWwL8n9%2BQ6XWqmQld75eXlYcuWLZg9ezbGjRuHf/75BwBw7Ngx3Lp1S5X5SMMYGuhh1ihPtGlhIzoKEZFQ1lZmWDDFh8VHDSldflJTUzF48GAsXLgQ586dw5kzZ/D06VMAzxYZW7t2rcpDkmZ5VoA80LYlT4MSkW6qV9sMn03piTqcDkQtKV1%2Bvv/%2Be2RkZGDnzp0IDg4usc5Tp06dcP78eZUGJM1koK%2BHWSO7oR0LEBHpmHq1zfDvyT6obcHio66ULj/BwcH48MMP4eTkVGo67nr16uHePQ52pWf09fUwc2Q3uDg0EB2FiKha1LGsgfmTeqK2hanoKPQKSpefzMxM2NiUPZ6joKCAMzxTCQb6epg92gNOzeuJjkJEVKWsapli/iRvnurSAEqXn4YNGyI8PLzM2yIjI9GsGafrppIMDfQxZ0x3tGhmLToKEVGVsDA3xvxJ3qhX21x0FCoHpctP//79sXr1ahw7dqx4vI9MJkNkZCTWr1%2BPgQMHqjwkaT5jQ318PLYHmnEmaCLSMmamhviU8/hoFKXn%2BZk4cSIuXbqEGTNmoFatZ2s6jR8/Ho8fP0a3bt0watQolYck7WBqbIB5E3rgy1%2BP4c79dNFxiIgqzdhQH/PGe3HmZg2jdPkxMDDA6tWrERAQgODgYDx69AiWlpbo3r07%2BvbtC7m8QlMHkY6oWcMY/5rghYW/HMWD1EzRcYiIKsxAXw8fj%2B0O%2B0a1RUchJVVohmeZTIa%2Bffuib9%2B%2Bqs5DOsCylin%2BNdELX6w8gsdPckTHISJSmlwuw4d%2BXdHKnhdzaCKlD9Pk5uYiM7Pkv9gDAgKwePFinD59WmXBSLvVq20O/wleMDU2EB2FiEhpk4Z2RvtWDUXHoApSuvzMnTsX//3vf4t/Xr9%2BPWbPno01a9Zg/PjxCAkJUWlA0l6NG1ji47HdYWigJzoKEVG5jezfHh7t7UTHoEpQuvxcuXIF3bp1K/55w4YNGDBgAC5cuAAfHx8ub0FKadGsLmb6dYNcLnv9zkREgg30csLb3VqIjkGVVKG1verVe3aO89atW7h16xb8/PxgZmaGIUOGICYmRuUhSbu1bWmLSUM7i45BRPRK3TvY491erqJjkAooXX6MjY3x5MkTAMDFixdhamoKZ2dnAICRkRGysrJUm5B0gkd7O7zXp63oGEREZWrfqiHGD%2BpYalkn0kxKX%2B3l4OCAjRs3wsbGBps2bUKnTp2KPwx3795FnTp1VB6SdEM/z5ZIf5KNgBPXRUchIirm0NQaH4zoAj09TuWiLZT%2BTU6bNg3nz5/HO%2B%2B8g%2BvXr2PChAnFtwUHB8PJyUmlAUl3yGQyvN%2B3Hbq2ayo6ChERAKBR/Vr4eIwnDA0qNDMMqSmlf5tubm4ICAhAVFQUWrZsiUaNGhXf1rlzZ7Rs2VKlAUm3yOUyTBrqhidPcxFx467oOESkw%2BpYmGLeeC%2BYmRqJjkIqVqEqa2trC1tb21Lbhw8fXulARPp6csz064avVgUi7tYj0XGISAeZmRph3gQvWNUyFR2FqkClTmCmpqYiOTm51H9ElWVsZIC547rDpi4XCiSi6mVkqI9PxnWHbd1aoqNQFanQkZ%2BVK1diw4YNePz4cZm3R0dHVyoUEfBsHTD/8V5YuPIIUtN5FSERVT09PTlmj/JA88a8eEebKX3kZ8eOHVi9ejVGjhwJSZIwefJkTJo0CfXr10eTJk1KzP5MVFl1LGvg0wk8505EVU8mA6YPd4ezQwPRUaiKKV1%2BNm3ahMmTJ2Py5MkAAB8fH8yaNQsHDx5EjRo1kJaWpvKQpNts69XCvPE9YGTIqy2IqOqMeacDOrs2ER2DqoHS5ScxMRGurq6Qy5/dNT8/H8CzyQ/HjRuHbdu2qTYhEQD7RrXx8RhPGOhzng0iUr1hvV3h4%2BYgOgZVE6W/SfT1n/3rWyaTwczMDPfu3Su%2BzdLSEvfv31ddOqLnODWvjw9HcB0wIlKt/t1bYaBXa9ExqBopXX6aNGlSXHicnZ2xfft25Ofno7CwEFu3bi3zEngiVWnv1BBT3nUDZ5gnIlXw7vwGhr/dRnQMqmZKlx8PDw%2BcP38eADBp0iSEhYWhQ4cO6NixI44cOYKJEyeqPCTR87q2a4Zxvh1FxyAiDde1XVOMfedNrtelg5QeQTpjxozi/3dzc8PmzZtx4MAByOVyeHp6onNnrs5NVc%2B78xvIKyjEhr0XRUchIg3UyaUxJg91Kx6/Srql0pfPuLi4wMXFRRVZiJTydtcWyM8vxJaD4aKjEJEGadfSFtPf40KluqzSv/nMzExcuXIFd%2B7cUUWelzp%2B/Dh8fX3RunVreHp64scff0RhYWGVPiepvwE9nDCop7PoGESkIVwcGuBDv27QZ/HRaeU%2B8hMcHIz9%2B/fDwMAA/fv3h7u7OzZu3IjFixcjJycHwLM5f5YsWQIDAwOVhgwPD8e0adPQp08fzJ49G3FxcVi6dCmys7Mxb948lT4XaZ7BPs6QJAm7A6%2BKjkJEaszZoQFmj/aEoYGe6CgkWLnKT3BwMKZMmQJDQ0MYGBhg7969WLBgAf773/%2BiS5cucHR0RHR0NI4ePYrNmzdj1KhRKg25YsUKtGzZEkuWLAEAdOvWDYWFhVi6dCnGjx%2BPOnU4Dbkuk8lkGPKWCyRJwp6gKNFxiEgNtX6jPuaM9mDxIQDlPO21du1auLm54fz587h48SLee%2B89LFq0CO%2B%2B%2By7WrFmDuXPn4vfff4evry/27Nmj8pDR0dHo2rVriW3dunVDfn4%2BTp48qfLnI80jk8kwtJcrBvRwEh2FiNSMU/P6mDPaE4YGnCWenilX%2BYmNjcWIESNgZPRsfaUJEyYgNzcXPj4%2BJfbr1asXbt%2B%2BrfKQubm5pU6lGRoaAgDi4uJU/nykmWQyGYb1dsU73pysjIiecX6jPj4e48nlcaiEcn0a0tLSYG1tXfxz0WkmS0vLEvtZWFjgyZMnKoz3TNOmTREZGVliW3j4syt80tPTVf58pLlkMhne7eUKPbkMO49eER2HiARydWyAWaM4xodKK/dw9%2BcngaruCaFGjBiB0NBQrFu3Do8fP8aFCxewbNky6OnpcXIqKtNgHxe828tVdAwiEqRtS1sObqaXKvdxwPj4eOjpPfsQFV1iHh8fX2qfquDr64ubN2/iu%2B%2B%2Bw9dffw0DAwPMmDED69atK3FEiuh573i3hp6eHJsDLouOQkTVqEPrRvjg/S7Q12fxobLJJEmSXrdTixYtSh1hkSTppduio6NVm/L/PXnyBHfu3IGNjQ0KCgrg5uaGNWvWoFu3bko/lre3NwAgMDBQ1TFJzRw%2BdQPr/r4gOgYRVQP3Nk0wZZg75/HRYqr4/i7XkZ9FixZV%2BAlUydzcHC1atAAALF%2B%2BHLa2tnB3dxecitRdry6OMNTXw5pdZ/H6qk9EmsrzTTtMHNKJS1bQa5Wr/Pj6%2BlZ1jleKjIzEuXPn0LJlS%2BTk5CAoKAh///03Vq9eXXwqjuhVenRqDgMDPfy67QwUCjYgIm3T0%2B0NjBnYAXI5x4HS62nEtX8GBgY4cuQIfv75ZwCAq6srNmzYgLZt2wpORpqka7tmMDTQw4pNp1BYqBAdh4hUpJ9nS7zXpy0vgKFy04jy07JlS2zbtk10DNICHZ0bY85oPSxdfwL5BVwbjkjTDfFxgW/P1iw%2BpBSeGCWd06aFLeaN78FJz4g03Ii%2B7TDIx5nFh5TG8kM6qZV9PfxrojdMTQxFRyGiChjn2wF9PVuKjkEaiuWHdNYbTerg35O8YV7DSHQUIionmUyGKcPc0NPNQXQU0mAsP6TTmjfiA6kAABrlSURBVNpaYcEUH1iYm4iOQkSvoSeX4YMRXeDR3k50FNJwLD%2Bk8xrWq4XPpvqgjoWp6ChE9BL6enLMGuWBzi5NREchLcDyQwSgfh1zLJjiA2srM9FRiOgFBvp6%2BHhsd7Rr1VB0FNISLD9E/8/aygyfTfFB/TrmoqMQ0f8zMtTHvPE94OLQQHQU0iIsP0TPqW1higVTfGBbr5boKEQ6z8RIH/4TeqCVfT3RUUjLsPwQvcCypgn%2BPcmbBYhIIBMjfcyb4AXHpnVFRyEtxPJDVIZa5ixARKIUFR%2BHJtaio5CWYvkheoniAlS3pugoRDrD2FAf88az%2BFDVYvkheoVa5iaYP7knB0ETVQMjAz18Mr4HHJqy%2BFDVYvkheg0LcxPMn%2BSNOpY1REch0lr6enLMHuOJFs04xoeqHssPUTnUtqiBf030hoW5segoRFpHLpdhpl83OL/By9mperD8EJVT/Trm%2BNdEb5iZcjFUIlWRyYBpw9zR3okTGFL1YfkhUkLD%2Bhb4eEx3GOjriY5CpBX8%2BrWHe9umomOQjmH5IVKSQ1NrzHi/C2Qy0UmINFufbi3wdrcWomOQDmL5IaqADq0bYfTAN0XHINJYnV0a4/2%2B7UTHIB3F8kNUQW%2B5O6JXF0fRMYg0jn2j2pgyzB1yOQ%2BfkhgsP0SVMKJfO647RKQEC3NjzB7lAUMDjpsjcVh%2BiCpBX0%2BOD/26wppzABG9lr6eHB%2BN8oBlLVPRUUjHsfwQVVLNGsaYPdoTBvr840T0KqMHvsllK0gt8G9rIhVoYmPJwZtEr9DRuRG8OjUXHYMIAMsPkcq85e6ANi1sRMcgUjtWtUwxYXAnyDg/BKkJlh8iFZHJZJj8rhtqmXEJDKIiMhkwfbg7zEyNREchKsbyQ6RCtcyMOf8P0XN6dn4DLXlFJKkZlh8iFevk0hiujlygkcjC3BjDercRHYOoFJYfIhWTyWQY804Hrv9FOs%2Bvf3uYmnAhYFI/LD9EVaBebXP09WwpOgaRMC2aWcPNtYnoGERlYvkhqiJ9urWAqbGB6BhEQgx9y5VXd5HaYvkhqiJmpkbo48GjP6R7nJrX5yBnUmssP0RVqHfXFhzzQDpnsI%2Bz6AhEr8TyQ1SFTI0N4NG%2BmegYRNWmiY0lHJtyCQtSbyw/RFXMqyOn9Cfd4dWpOcf6kNpj%2BSGqYg3rW8CB/xImHWBkoIcubZqKjkH0Wiw/RNXAvQ0v%2BSXt16alLce4kUZg%2BSGqBq6OXPCUtB8X9iVNwfJDVA3q1TaHTd2aomMQVSmWfNIULD9E1cT5Da73RdqrcQMLWJibiI5BVC4sP0TVpImNpegIRFWmqY2V6AhE5cbyQ1RNGjewEB2BqMo04uebNIjGlJ9jx45h6NChaNeuHdzd3TFjxgzEx8eLjkVUbg3r1eL8J6S1Gtdn%2BSHNoRHl5/Tp05gxYwaaNWuGFStWYMGCBUhISMDYsWORmZkpOh5RuRga6KNmDSPRMYiqRG2LGqIjEJWbvugA5XHgwAHY2Njg22%2B/Lf6Xs62tLYYOHYqLFy/C09NTcEKi8qlpZoz0zBzRMYhUrqYZiz1pDo048lNQUIAaNWqUOGVgbm4uMBFRxfALgrSRnlyGGpzckDSIRpSfIUOGID4%2BHhs2bEBGRgZu376Nb7/9v/buPDyq%2BlDj%2BDuZbBMDCSEQIIGwTwhhMwQMu4kgW2SHIKQKNQUKWIRLC01byyIij6UoiMq1YuFS7MUmFPJUaU1q1UgQVLiAFYSyGAthS1izTTL3D5/MNSzXJJI5nMz38zz%2Bwclv5rxnnjHz5nd%2B58xzateuneLj442OB1RbgD8fEKh//P18WM8GUzFF%2BYmLi9O6dev029/%2BVnFxcUpMTNRXX32l119/Xb6%2BfJgAgJHoPTAbU5SfTz/9VAsXLtS4ceP0xhtvaN26dfL391dqaioLngEAQI2YYsHz8uXL9cADDygtLc21LTY2VgMGDNC2bds0bdo0A9MB1ed0Oo2OANx1FbytYTKmmPk5fvy4oqKiqmwLCQlR06ZNdfr0aYNSATVXVOIwOgJw15WUlFHsYSqmKD8tWrTQ4cOHq2w7f/68zp07p/DwcINSATV3vajU6AjAXVde4VRJKcUe5mGK8jNlyhRlZ2dr6dKlysnJ0dtvv63U1FQFBATokUceMToeUG03KD%2Bop64XlRkdAag2U6z5mTJlinx8fPSHP/xBGRkZCggIUJcuXfTcc8%2BpadOmRscDqu0KNzhEPXXlWrEaBwcYHQOoFlOUH4vFokmTJmnSpElGRwFqrai4TMWcGkA9VXDlhtqIb3aHOZjitBdQH1y6csPoCECdKbhSZHQEoNooP4CbFFzmwwH116XLlHuYB%2BUHcJOLl68bHQGoMxcpPzARyg/gJhcL%2BHBA/XWxkHIP86D8AG7CzA/qswuUe5gI5QdwExaEoj4rvMr7G%2BZB%2BQHcpPAq9/hB/VVS6lBxCTc6hDlQfgA3ucxfxqjnKPgwC8oP4CZXr5cYHQGoU7zHYRaUH8ANyssr5CivMDoGUKdKy7iDOcyB8gO4QWlZudERgDrHN7vDLCg/gBuUOSg/qP/KHMxuwhwoP4Ab%2BPpYjY4A1Dne5zALyg/gBn6%2B3rJYjE4B1C1/P2%2BjIwDVQvkB3MBiscjflw8G1G82Px%2BjIwDVQvkB3KRx8H1GRwDqVEhwgNERgGqh/ABuEtEs2OgIQJ0JbuCvhvf5Gx0DqBbKD%2BAmrSg/qMda8v6GiVB%2BADdpExFidASgzvD%2BhplQfgA3iW4XJps/C0JRP/Xs3NLoCEC1UX4AN/Hxtur%2BTuFGxwDuusbBAWrXsrHRMYBqo/wAbtSrSyujIwB3Xa%2BYVrJwIyuYCOUHcKP7O4WrWWgDo2MAd43Vy6IhfTsaHQOoEcoP4EZWq5fGJMYYHQO4a/rHtlVYYwo9zIXyA7hZn%2B6tmf1BvWD1smhUQmejYwA1RvkB3Mxq9dLUkfcbHQP43ob2i2LWB6ZE%2BQEMcH90hB7s1c7oGECttWwWpAkPdzM6BlArlB/AIFNHxqpJSKDRMYAas1q99OPkvvL1sRodBagVyg9gEJu/j2Yn95HVyv%2BGMJfkod0V2aKR0TGAWuO3LmCgjq2baNbEeKNjANX2UHwHDR8QZXQM4Huh/AAG69OjtR4d0cPoGMB3iu0cocdH9eSGhjA9yg9wDxgxoJOG9rMbHQO4ow6RoZozua%2B8vPjYgPl5Gx0AgGSxWDR1ZKwssujtD78wOg5QRVSbpvqPxwfKz5ePDNQPvJOBe4SXl0VTk%2B5Xg0A//fc7B4yOA0iSYqMjNHdKX/n68HGB%2BoN3M3APsVgsGp0QowYBfno942M5nUYngicbENtWqeN7c0Ui6h3KD3APSnyggxoG%2BuvlNz9ScanD6DjwQKMTOmv8kG7y8mJxM%2Bof6jxwj4qLaamlc4eqOd8DBjey%2BXlr/mMDNHFod4oP6i3KD3APiwgL0rInhykupqXRUeABwsOCtGzuMPXszPsN9RvlB7jHBfj7aF5KfyUP4y9x1J0HurbSsjkPq0XThkZHAeoca34AE7BYLHrkwc6Kbheml7Z%2BpPyLV42OhHrC5uetx0bFqX9sG25eCI9hmvKTkpKijz/%2B%2BLY/W716tUaMGOHmRID7tW8VqmfnDdN/ZX6q7D3HjI4Dk7O3bqJZyX3UlC/YhYcxTfl5%2Bumnde3atSrbfv/73%2Buvf/2r4uP5biR4Dn8/Hz0xrrd6dArXf761R1euFRsdCSZjtXppwpCuGjmwE3dshkcyTflp3779LdsWLFigvn37KiQkxIBEgLFioyPUYX6oNu/8RDmfnTQ6DkyibcvGSh3Xm29lh0czTfm52aeffqq8vDzNmzfP6CiAYRoG%2Bmv25L7q26O1Xs/YqwsF142OhHuUn49VE4d218N9OzLbA49n2vKTmZkpm82mxMREo6MAhuseFa5V85tq267/0Ts5R%2BTk1tD4lm725po%2BppeasLYHkGTS8uNwOPTOO%2B8oMTFRAQEBRscB7gn%2Bfj5KeSRW8d0jte9wntFxcI%2BIbB6sB7pFciUX8C2mLD85OTm6ePGiRo4caXQU4J7TvlWo2rcKNToGANyzTHniNzMzU8HBwerXr5/RUQAAgMmYrvwUFxcrKytLQ4cOlY%2BPj9FxAACAyZiu/GRnZ%2Bv69etKSkoyOgoAADAh05WfnTt3qkWLFoqNjTU6CgAAMCFTlZ/Lly/rgw8%2B0PDhw7lyAQAA1IqprvYKCgrSoUOHjI4BAABMzFQzPwAAAN8X5QcAAHgUyg8AAPAolB8AAOBRKD8AAMCjUH4AAIBHofwAAACPQvkBAAAexVQ3Obybzp07p/LyciUmJhodBQAAVNOZM2dktVq/13N47MyPn5%2BfvL09tvsBAGBK3t7e8vPz%2B17PYXE6nc67lAcAAOCe57EzPwAAwDNRfgAAgEeh/AAAAI9C%2BQEAAB6F8gMAADwK5QcAAHgUyg8AAPAolB8AAOBRKD8AAMCjUH4AAIBHofwAAACPQvkBAAAehfIDwGNcvHhRFRUVRscAYDDKD4B67%2BzZs5o3b56efPJJHThwgAIEeDjKD4B6bfv27UpKStKNGzf00EMPyWazycuLX32AJ7M4nU6n0SEAoC4UFRXpySefVHR0tKZNm6bAwEB5e3sbHQuAwfjzB0C9dfToUe3Zs0eDBw9WcHCwvL29dfbsWV24cMHoaAAMxJ9AAOqt48ePq1WrVoqJidHFixe1ZMkS7d%2B/XzabTQkJCRo9erTsdrvRMQG4GeUHQL3jdDplsVjUrl07HTt2TP/85z%2B1ceNGnTt3TrNnz9bx48eVmZmpPXv2aNOmTQoMDDQ6MgA3Ys0PgHrrxIkTmjdvniwWiyoqKrRq1SpFRUVJknbs2KG1a9cqISFBixcvNjgpAHdizQ8A03E4HNUaFx4erl69eikvL082m02RkZGunw0YMECxsbH66KOPWAMEeBhOewEwjRs3bujFF19UYWGhOnbsqP79%2B6tDhw63HetwOOTr66uHHnpIu3fv1pkzZ3Tt2jX5%2B/tLkoKDgxUZGal9%2B/bpvvvuc%2BdhADAYMz8ATGHfvn16%2BOGH9dlnn%2BnatWvavHmzpk2bpn379rluWuh0OlVeXi5Jrkvae/furcmTJ%2BvSpUt6/fXXJUkWi0XFxcU6efKkQkNDjTkgAIZh5geAKWRlZSkiIkJr165VcHCwCgsL9eMf/1hLlizR/Pnz9eCDD6qiokJWq1WStGvXLv3lL3/RU089pUceeURXr17VmjVrdOHCBcXGxurMmTPKysrSwoULZbPZDD46AO7EzA8AU9i1a5diY2MVGhoqq9Wq0NBQ/eY3v1FFRYW2bt2qs2fPymq16tSpUxo/frzmz5%2BvyMhINWnSRA0aNNDMmTOVlpams2fPasuWLdq1a5eWLFmiSZMmGX1oANyMq70A3PMcDoemT5%2BukJAQrVmzRpJUXl4uq9WqLVu2aOPGjZowYYJmzJihF154QSdOnNDMmTNdV3ZVXvpeKS8vTxEREYYcCwDjUX4AmMKKFSt08OBBLVu2TO3bt5fD4ZC3t7dKS0s1Y8YMORwOPf/88woJCZHFYrnt11hUVFTwvV4AOO0FwBx%2B%2BMMf6vPPP9fevXvldDrl7e3tuqJr7NixOnz4sI4dOyYfH587fn8XxQeARPkBYBJhYWEaPXq0tm3bpiNHjkiS61RWUlKSrFarjh49Kkmuq78A4HYoPwBMY9GiRfryyy%2BVnp6uwsJC15VdV69eVVhYmM6fPy%2BJGR4A/z9%2BQwAwDZvNpueff17Z2dnasGGDpG8WQ3/55Ze6cuWK%2BvXrZ3BCAGbAfX4AmMqQIUN09OhRvfrqq8rNzVX79u2Vm5urqKgoRUVF3XJlFwDcjKu9AJhSTk6OPvzwQ506dUp9%2B/bVlClTjI4EwCQoPwBMjZkeADXFmh8ApkbxAVBTlB8AAOBRKD8AAMCjUH4AAIBHofwAAACPQvkBAAAehfIDAAA8CuUHAAB4FMoPAADwKJQfoB5LT0%2BX3W7XwYMHa/zYoqIirV27Vnv27KmDZHdfXl6e7Ha70tPTqzV%2B3759iomJ0ddff%2B3alpCQoBkzZtRVxDpz%2BfJl9ezZU%2B%2B%2B%2B67RUQBToPwAuK2ioiKtW7dOH3/8sdFR7jqn06kVK1Zo4sSJCg8PNzrO9xYUFKTHH39cq1atUmlpqdFxgHse5QeAW5WVlcnhcBia4f3339fhw4c1depUQ3N8l6KiomqPTU5O1tdff61du3bVYSKgfqD8AB5m0aJF6tGjh06dOqXU1FT16NFDAwcO1MqVK12zBnl5eYqPj5ckrVu3Tna7XXa7XYsWLXI9z8mTJ7VgwQLFx8crJiZGw4YN05YtW6rsa8%2BePbLb7dq%2BfbtWrlyp/v37q0uXLjp27Jjsdru2bdt2S75//OMfstvtysrKkiSdOnVKixcv1pAhQ9StWzf1799fM2fO1JEjR2r9GmzdulVdunRR27Ztb/vz999/X2PGjFHXrl01dOhQvfXWW7eMOXr0qGbNmqW4uDh16dJFo0aNUkZGRpUxlacd8/LyqmyvfF2%2BfUoxJSVFI0eO1N69e5WcnKxu3brp5z//uSRp9%2B7dSklJUe/evdW1a1cNGjRIc%2BfOrVKOQkND1adPH7355pu1fl0AT%2BFtdAAA7ldWVqZZs2Zp/Pjxmj59uvbu3av169crMDBQc%2BbMUdOmTfXaa6/piSee0Pjx4zVhwgRJUkhIiCTp2LFjSk5OVvPmzfWzn/1MTZo00Ycffqjly5eroKBAc%2BbMqbK/1atXq3v37lqyZIm8vLzUrFkzRUdHKz093fXclTIyMtS4cWMNHDhQknTu3DkFBwdrwYIFCgkJ0eXLl5WRkaGJEycqIyPjjgXmTkpLS7V79%2B47zvp88cUXeu6555SamqrQ0FBt27ZNaWlpioyMVFxcnCTpX//6l5KTk9W4cWOlpaWpUaNG2rFjhxYtWqQLFy4oNTW1RpkqnT9/XgsXLtQTTzyhp556Sl5eXsrLy9OMGTPUs2dPPfPMM2rYsKHy8/P1wQcfqKysTDabzfX4Xr16afXq1bpy5YoaNmxYqwyAJ6D8AB6orKxMc%2BfO1bBhwyRJ8fHxOnTokDIzMzVnzhz5%2Bvqqc%2BfOkqRmzZqpe/fuVR7/7LPP6r777tPWrVsVGBgoSerbt69KS0u1YcMGpaSkKCgoyDW%2BVatWevHFF6s8x9ixY7V8%2BXKdOHFCbdq0kfTNwt2srCxNnTpV3t7f/HqKi4tzlQ5JKi8v18CBAzVy5Ej98Y9/1OLFi2t07F988YWKi4tdx3ezgoICbd26VS1atHDtPzc3Vzt37nTlWLduncrKyrRp0yY1b95ckjRw4EBduXJFL730kpKTk9WgQYMa5ZKkwsJCrVmzxjXrJkm7du1SSUmJfvrTnyoqKsq1PSkp6ZbHd%2B7cWRUVFdq/f78GDBhQ4/0DnoLTXoAHslgsSkhIqLLNbrfr3//%2B93c%2BtqSkRLm5uRo8eLD8/f3lcDhc/w0YMEAlJSXav39/lccMGTLkludJSkqSr69vlVNFmZmZKi0t1dixY13bHA6HXnnlFQ0fPlwxMTGKjo5WTEyMTp48qePHj9f00HXu3DlJ/zeLdbNOnTq5io8k%2Bfn5qXXr1lVem9zcXMXHx7uKT6UxY8aoqKhIn332WY1zSd8sXP528anM4%2BPjo1/%2B8pfKyMjQV199dcfHVx5Tfn5%2BrfYPeApmfgAPZLPZ5OfnV2Wbr6%2BvSkpKvvOxhYWFcjgc2rx5szZv3nzbMQUFBVX%2B3aRJk1vGBAcHKyEhQdu3b9dPfvITWa1WZWRkqGvXrurQoYNr3MqVK7VlyxalpqYqLi5OQUFBslgs%2BsUvflGtvDcrLi6WpFuO/9u5bnbza1NYWHjbY2ratKnr57Vxu%2Bds1aqV3njjDb322mtaunSpbty4oZYtWyolJUWPPfZYlbGVx1Sb1wXwJJQfADXSsGFDWa1WjRo1So8%2B%2Buhtx0RERFT5t8Viue24sWPH6p133lFOTo5atGihgwcP6te//nWVMTt27NDo0aM1f/78KtsLCgpqta6lUaNGkr45xVZbwcHBOn/%2B/C3bK2eVKvdRWUZuvvz85nJY6U6vU8%2BePdWzZ0%2BVl5fr0KFD2rx5s1asWKHQ0FCNGDHCNa7ymCr3D%2BD2KD8AbsvX11fS/82UVLLZbOrdu7c%2B//xz2e1217ja6Nevn8LCwpSenq7mzZvLz89PI0eOrDLGYrHIx8enyrb33ntP%2Bfn5ioyMrPE%2B27VrJ0k6ffp0rXPHx8frb3/7m/Lz8xUWFuba/uc//1k2m821RqryHkJHjhypsjA7Ozu7Vvu1Wq3q1q2b2rZtq507d%2Brw4cNVyk/lKbHKYwRwe5QfALcVGBio8PBwZWVlKT4%2BXkFBQWrUqJEiIiKUlpamRx99VFOmTNHkyZMVHh6u69ev6/Tp08rOztamTZuqtQ%2Br1arRo0dr48aNCgwM1ODBg29ZKDxo0CDXVV12u12HDx/W7373OzVr1qxWx9WsWTO1bNlSBw4cqNXjJWn27Nn6%2B9//rh/84AeaPXu2goKCtHPnTr333ntauHCh6xi6dOmiNm3aaNWqVSovL1fDhg317rvv6pNPPqn2vrZu3arc3FwNGjRIzZs3V0lJif70pz9Jkvr06VNl7IEDBxQcHCy73V7rYwM8AeUHwB0988wzWrVqlWbNmqXS0lKNGTNGK1euVPv27ZWenq7169drzZo1unTpkho0aKDIyEjXJerVNXbsWL366qu6dOmSxo0bd8vP09LS5O3trQ0bNujGjRuKjo7W2rVr9cILL9T6uJKSkrRlyxaVlpbWauaqbdu2evPNN7V69WotXbpUxcXFateunZ599tkqi7WtVqteeeUVLVu2TE8//bR8fX01YsQI/epXv9KPfvSjau2rU6dOysnJ0dq1a3X%2B/HkFBASoY8eOevnll9WvXz/XOKfTqezsbCUlJd3x9BmAb1icTqfT6BAA4E75%2BflKTEzUqlWrNHz4cKPj3BW7d%2B/W9OnTlZmZyWkv4DtwqTsAjxMWFqbHHntML7/8sioqKoyOc1esX79e48aNo/gA1cBpLwAeadasWbLZbMrPz7/lfj1mc/nyZfXq1euOV98BqIrTXgAAwKNw2gsAAHgUyg8AAPAolB8AAOBRKD8AAMCjUH4AAIBHofwAAACPQvkBAAAehfIDAAA8yv8Cme9DrC1cDDwAAAAASUVORK5CYII%3D">
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\ No newline at end of file
--- /dev/null	Thu Jan 01 00:00:00 1970 +0000
+++ b/test-data/sequencing_summary.txt	Wed Aug 29 22:51:00 2018 -0400
@@ -0,0 +1,372 @@
+filename	read_id	run_id	channel	start_time	duration	num_events	passes_filtering	template_start	num_events_template	template_duration	num_called_template	sequence_length_template	mean_qscore_template	strand_score_template
+nanopore2_20170302_FNFAF09967_MN17024_sequencing_run_170301_MG1655_PC_RAD002_87615_ch124_read148_strand.fast5	170fb1c5-979b-4df7-864f-c5c14689a14c	b5e83402e47ea9927694cb6e80d61180dfc8a49a	124	3733.02575	22.56375	12875	True	0.031	12875	22.53275	12875	8242	10.049	-0.0002
+nanopore2_20170302_FNFAF09967_MN17024_sequencing_run_170301_MG1655_PC_RAD002_87615_ch320_read27_strand.fast5	6d0956c2-c161-48f4-b2fa-142ca872406f	b5e83402e47ea9927694cb6e80d61180dfc8a49a	320	1826.8425	123.37625	34771	True	62.52675	34771	60.8495	34771	16881	11.164	-0.0002
+nanopore2_20170302_FNFAF09967_MN17024_sequencing_run_170301_MG1655_PC_RAD002_87615_ch496_read2_strand.fast5	e9a32f7d-4aa6-4b85-9f76-6764769ad99c	b5e83402e47ea9927694cb6e80d61180dfc8a49a	496	7.1315	121.414	52102	True	30.235	52102	91.179	52102	19346	9.822	-0.0002
+nanopore2_20170302_FNFAF09967_MN17024_sequencing_run_170301_MG1655_PC_RAD002_87615_ch485_read15_strand.fast5	b01da059-de21-4ed3-9eb8-6126ea59cb00	b5e83402e47ea9927694cb6e80d61180dfc8a49a	485	2586.54825	107.53375	36399	True	43.834	36399	63.69975	36399	19861	10.17	-0.0002
+nanopore2_20170302_FNFAF09967_MN17024_sequencing_run_170301_MG1655_PC_RAD002_87615_ch362_read219_strand.fast5	4d253e4f-2090-4adb-aa3e-16dc5e4d5e55	b5e83402e47ea9927694cb6e80d61180dfc8a49a	362	2720.77225	14.9615	2577	True	10.45175	2577	4.50975	2577	1672	12.663	-0.0004
+nanopore2_20170302_FNFAF09967_MN17024_sequencing_run_170301_MG1655_PC_RAD002_87615_ch163_read69_strand.fast5	4629b40a-aea4-4c92-9458-0e66ef4ecc17	b5e83402e47ea9927694cb6e80d61180dfc8a49a	163	673.69725	185.45225	95287	True	18.699	95287	166.75325	95287	59133	9.573	-0.0002
+nanopore2_20170302_FNFAF09967_MN17024_sequencing_run_170301_MG1655_PC_RAD002_87615_ch502_read25_strand.fast5	a8785b36-b442-4de7-9e43-5ddae6e39fdb	b5e83402e47ea9927694cb6e80d61180dfc8a49a	502	884.39875	187.91175	83750	True	41.3485	83750	146.56325	83750	55323	11.985	-0.0002
+nanopore2_20170302_FNFAF09967_MN17024_sequencing_run_170301_MG1655_PC_RAD002_87615_ch355_read19_strand.fast5	436405ef-1e7d-43a5-99b4-929e31897043	b5e83402e47ea9927694cb6e80d61180dfc8a49a	355	571.15325	94.5895	11586	True	74.31375	11586	20.27575	11586	7636	11.865	-0.0003
+nanopore2_20170302_FNFAF09967_MN17024_sequencing_run_170301_MG1655_PC_RAD002_87615_ch240_read291_strand.fast5	f31d3457-2065-4acf-a9d5-966a4818564c	b5e83402e47ea9927694cb6e80d61180dfc8a49a	240	3511.1415	57.23625	19778	True	22.62325	19778	34.613	19778	6176	8.535	-0.0002
+nanopore2_20170302_FNFAF09967_MN17024_sequencing_run_170301_MG1655_PC_RAD002_87615_ch124_read242_strand.fast5	d67b506a-b026-450d-803e-1e12bd1facaa	b5e83402e47ea9927694cb6e80d61180dfc8a49a	124	6315.02775	53.26525	8709	True	38.023	8709	15.24225	8709	5765	12.3	-0.0002
+nanopore2_20170302_FNFAF09967_MN17024_sequencing_run_170301_MG1655_PC_RAD002_87615_ch217_read62_strand.fast5	68a01ec4-bf8f-4aa4-8763-39cd9a15b8aa	b5e83402e47ea9927694cb6e80d61180dfc8a49a	217	3506.43875	16.38525	2944	True	11.23225	2944	5.153	2944	2011	9.229	-0.0007
+nanopore2_20170302_FNFAF09967_MN17024_sequencing_run_170301_MG1655_PC_RAD002_87615_ch321_read18_strand.fast5	63fcec17-46fd-4cdc-a381-7b09d6f652e9	b5e83402e47ea9927694cb6e80d61180dfc8a49a	321	820.995	47.1295	25668	True	2.21	25668	44.9195	25668	17575	12.18	-0.0002
+nanopore2_20170302_FNFAF09967_MN17024_sequencing_run_170301_MG1655_PC_RAD002_87615_ch235_read49_strand.fast5	45eb23a8-63d1-4870-9a31-c349836cc728	b5e83402e47ea9927694cb6e80d61180dfc8a49a	235	3662.59625	250.6945	122186	True	36.86825	122186	213.82625	122186	20295	8.707	-0.0003
+nanopore2_20170302_FNFAF09967_MN17024_sequencing_run_170301_MG1655_PC_RAD002_87615_ch150_read334_strand.fast5	1b05de41-d66d-4947-8533-c27bdafeee69	b5e83402e47ea9927694cb6e80d61180dfc8a49a	150	4017.1535	183.56	97579	True	12.79625	97579	170.76375	97579	61111	9.709	-0.0002
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch5_read33_strand.fast5	b5b5833b-9341-4886-9ffd-7dd7f876c009	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	5	142.765	25.96625	9812	True	8.79475	9812	17.1715	9812	225	7.694	-0.0002
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch438_read26_strand.fast5	76a5b578-7c92-458b-9981-437f48b82455	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	438	160.71825	55.85775	31896	True	0.03975	31896	55.818	31896	21845	10.004	-0.0002
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch450_read2842_strand.fast5	26cfa987-1a6d-4137-b4b7-19f84f990bfc	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	450	362.60825	76.74075	43851	True	0.0	43851	76.74075	43851	29248	10.348	-0.0002
+nanopore2_20170302_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_10881_ch151_read88_strand.fast5	6e2f5cdb-c978-4403-9611-4faaa35722f8	a3f8b1fb56e77905d115a86ef283e1f838d7476d	151	184.193	8.241	4709	True	0.0	4709	8.241	4709	2638	10.235	-0.0004
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch402_read37_strand.fast5	32762878-4ef4-4f27-bfcd-5fe902fb6497	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	402	250.694	77.26225	25086	True	33.3605	25086	43.90175	25086	16574	11.969	-0.0002
+nanopore2_20170302_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_10881_ch206_read39_strand.fast5	d52c84b1-7a31-4639-b41e-cf5847681395	a3f8b1fb56e77905d115a86ef283e1f838d7476d	206	164.9445	36.5865	20906	True	0.0	20906	36.5865	20906	10700	7.348	-0.0003
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch174_read239_strand.fast5	c61d655a-fa49-4376-a266-d1710fffdc60	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	174	140.031	20.596	11726	True	0.07425	11726	20.52175	11726	5285	7.139	-0.0003
+nanopore2_20170302_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_10881_ch240_read28_strand.fast5	e32e01c1-79ad-4436-96a6-afb4414bccab	a3f8b1fb56e77905d115a86ef283e1f838d7476d	240	96.7155	34.78475	3500	True	28.65875	3500	6.126	3500	2284	11.446	-0.0003
+nanopore2_20170302_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_10881_ch461_read3_strand.fast5	d7c4f400-faf1-4574-933c-14cfe563ecdb	a3f8b1fb56e77905d115a86ef283e1f838d7476d	461	22.223	40.1695	1803	True	37.0135	1803	3.156	1803	1216	11.478	-0.0006
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch142_read28_strand.fast5	0a779938-c2f0-4fe9-937b-19b8172322b3	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	142	152.8475	63.728	36416	True	0.0	36416	63.728	36416	22419	10.38	-0.0002
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch220_read62_strand.fast5	53d223e3-8341-4fb2-82a9-534b29d917f0	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	220	250.694	22.03525	10606	True	3.47325	10606	18.562	10606	7053	12.447	-0.0003
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch17_read37_strand.fast5	6cd9b908-7d7c-4df2-887b-557631f4ecc4	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	17	320.315	7.64125	4343	True	0.04025	4343	7.601	4343	1726	10.341	-0.0005
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch119_read68_strand.fast5	c1050d07-d676-4f09-bb50-5af9a0d36719	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	119	274.408	2.05275	1157	True	0.02775	1157	2.025	1157	804	11.135	-0.0024
+nanopore2_20170302_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_10881_ch260_read26_strand.fast5	e681ea0c-485a-4170-bb87-13e86878f0d5	a3f8b1fb56e77905d115a86ef283e1f838d7476d	260	280.141	2.97125	1281	True	0.728	1281	2.24325	1281	750	7.439	-0.0013
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch427_read24_strand.fast5	e4208eb0-c817-4512-a0d6-3472748d09a3	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	427	125.59	12.975	7397	True	0.02925	7397	12.94575	7397	4747	12.276	-0.0001
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch507_read3_strand.fast5	cd6e4550-22d9-49e5-8d4a-dc2d54eb78b9	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	507	22.127	64.9935	23188	True	24.41425	23188	40.57925	23188	5082	10.188	-0.0003
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch144_read32_strand.fast5	1ba73b61-7f74-46ce-acbe-643b8946ee07	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	144	147.0335	4.7515	2698	True	0.0285	2698	4.723	2698	1895	10.679	-0.0003
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch222_read21_strand.fast5	a045f9b2-93dd-467f-a7d9-ceb6d72a4f67	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	222	130.9055	1.071	612	True	0.0	612	1.071	612	392	7.268	-0.0036
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch363_read164_strand.fast5	49e5d9e0-b87d-4bb2-867b-fbc6a321bcf8	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	363	431.1165	8.23225	4674	True	0.05125	4674	8.181	4674	3212	11.092	-0.0001
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch170_read40_strand.fast5	7d15ba0b-67c8-4307-961e-5ddeb79b1056	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	170	232.9605	17.50725	9980	True	0.0415	9980	17.46575	9980	5658	10.647	-0.0002
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch410_read30_strand.fast5	a7fc1f72-648d-471e-87f9-e2186b246627	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	410	141.0205	5.52325	3140	True	0.02725	3140	5.496	3140	1913	11.971	-0.0003
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch349_read69_strand.fast5	17df9262-7bf6-4711-bc7d-a0569f473cd3	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	349	307.5495	20.40675	11647	True	0.02425	11647	20.3825	11647	7829	12.098	-0.0004
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch10_read65_strand.fast5	1bc8d128-eed3-41c2-baea-3ca8cd9f0dc9	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	10	250.694	35.269	9451	True	18.72825	9451	16.54075	9451	6468	10.704	-0.0002
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch67_read26_strand.fast5	09437fae-3ba4-40cd-b02a-40b67a067ffe	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	67	127.99425	10.7565	6059	True	0.15325	6059	10.60325	6059	4117	9.926	-0.0004
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch234_read31_strand.fast5	30a2e325-06d5-4c30-843c-153da097c13b	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	234	129.3055	9.26275	5270	True	0.04	5270	9.22275	5270	3704	11.268	-0.0005
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch237_read27_strand.fast5	740be0f7-60f5-4fc5-96d9-225eda8ff83e	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	237	250.6935	35.98925	15850	True	8.251	15850	27.73825	15850	10192	11.631	-0.0002
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch464_read31_strand.fast5	b298c02b-4e8e-4636-b7d2-4920b7e8c292	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	464	157.44275	12.122	6913	True	0.02375	6913	12.09825	6913	4148	10.846	-0.0003
+nanopore2_20170302_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_10881_ch192_read3_strand.fast5	7dd06578-5b15-4485-988f-b039a2d86ead	a3f8b1fb56e77905d115a86ef283e1f838d7476d	192	22.223	40.16925	21038	True	3.35275	21038	36.8165	21038	8534	8.957	-0.0003
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch507_read7_strand.fast5	94b3ba2e-2cc3-4a7c-a319-9b1bf976aeff	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	507	98.27225	5.3885	3073	True	0.01025	3073	5.37825	3073	1819	10.48	-0.0006
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch170_read42_strand.fast5	3eec21b1-872f-480b-8d11-daa41209338b	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	170	250.694	77.2625	44150	True	0.0	44150	77.2625	44150	24787	11.046	-0.0002
+nanopore2_20170302_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_10881_ch212_read68_strand.fast5	778f7330-179c-42f3-bdfe-f7c5ccddea01	a3f8b1fb56e77905d115a86ef283e1f838d7476d	212	164.93525	36.59575	20911	True	0.0	20911	36.59575	20911	14734	11.492	-0.0002
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch406_read32_strand.fast5	1592d38b-2bec-4892-8021-1a51507c6327	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	406	250.69425	77.26175	35190	True	15.6785	35190	61.58325	35190	19989	8.682	-0.0002
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch226_read66_strand.fast5	5f428477-799c-443a-986f-2ebd5b84ab18	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	226	351.44525	10.95275	6253	True	0.00925	6253	10.9435	6253	3877	11.287	-0.0004
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch275_read39_strand.fast5	890ec449-f329-40c8-9e57-f4eb2c358b4c	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	275	250.69425	8.092	4624	True	0.0	4624	8.092	4624	3122	12.351	-0.0005
+nanopore2_20170302_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_10881_ch466_read71_strand.fast5	db1765d2-0daa-4154-9a6d-6aed0cb13803	a3f8b1fb56e77905d115a86ef283e1f838d7476d	466	217.31975	17.3305	7267	True	4.6125	7267	12.718	7267	4838	11.926	-0.0003
+nanopore2_20170302_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_10881_ch212_read32_strand.fast5	56ab6b26-7b8f-4447-93b8-331d2dea9a99	a3f8b1fb56e77905d115a86ef283e1f838d7476d	212	94.6505	1.855	1048	True	0.02075	1048	1.83425	1048	759	12.249	-0.0014
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch39_read42_strand.fast5	c5fac5cc-6617-4198-baaa-b5ed9d66d47a	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	39	122.2395	16.3085	9274	True	0.07825	9274	16.23025	9274	6217	10.86	-0.0002
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch262_read61_strand.fast5	2792a316-2e64-473b-a6ee-6ca6936e0341	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	262	343.64325	18.75475	5528	True	9.08025	5528	9.6745	5528	3484	11.555	-0.0003
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch480_read37_strand.fast5	57fae1d4-129e-4727-8118-251592a0fe4f	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	480	172.993	43.58275	24904	True	0.0	24904	43.58275	24904	16717	12.421	-0.0002
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch128_read57_strand.fast5	62ca0491-c0e0-42bc-a46a-031f9e6d2eac	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	128	417.494	16.065	4591	True	8.02925	4591	8.03575	4591	3108	9.95	-0.0002
+nanopore2_20170302_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_10881_ch508_read5_strand.fast5	dbb53601-02ec-42af-8d67-9603d8d5f938	a3f8b1fb56e77905d115a86ef283e1f838d7476d	508	54.844	7.549	4303	True	0.01725	4303	7.53175	4303	2680	10.605	-0.0003
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch258_read60_strand.fast5	e058bacf-e2d4-4503-81f3-57cb5e5b276a	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	258	254.314	14.529	8295	True	0.01225	8295	14.51675	8295	5692	11.466	-0.0002
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch78_read66_strand.fast5	c850a9b9-0ace-4be9-9034-e300580f6794	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	78	383.25175	36.819	21039	True	0.0	21039	36.819	21039	12068	9.109	-0.0002
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch76_read30_strand.fast5	4eb96854-c4a5-44eb-b96e-aaa2e750b700	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	76	183.23875	33.33675	19049	True	0.0	19049	33.33675	19049	11198	10.304	-0.0001
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch41_read54_strand.fast5	0c093a62-ee3a-4d13-bd9c-17ba68494f0b	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	41	362.6085	76.7405	8471	True	61.916	8471	14.8245	8471	5551	10.405	-0.0002
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch218_read94_strand.fast5	7ff49798-84f1-4be9-b587-e8fcafc085e2	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	218	383.19025	56.1585	22996	True	15.9155	22996	40.243	22996	15222	9.896	-0.0003
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch237_read55_strand.fast5	e9e62110-ceff-4d6d-82ee-650a6f3b0af0	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	237	362.6085	76.736	43849	True	0.0	43849	76.736	43849	27411	9.329	-0.0002
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch158_read35_strand.fast5	55c33490-3203-4af4-9b9a-768ce2384cc6	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	158	157.773	26.88	5356	True	17.5065	5356	9.3735	5356	3712	11.944	-0.0004
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch342_read31_strand.fast5	78c80974-17a2-439e-a3bf-ed78a5fd6233	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	342	138.7805	77.795	44454	True	0.0	44454	77.795	44454	23421	10.589	-0.0002
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch214_read43_strand.fast5	87bb9f4d-3a78-4762-9d98-b9c82f6954da	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	214	353.3395	9.0585	5176	True	0.0	5176	9.0585	5176	3158	10.322	-0.0004
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch342_read29_strand.fast5	860f733a-6740-4b7b-8fa9-255b4ff1fb29	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	342	119.32725	19.241	3521	True	13.07925	3521	6.16175	3521	2430	9.64	-0.0005
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch82_read32_strand.fast5	ef8efd26-c10b-47c6-ba83-ad8292f7800b	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	82	165.94225	50.63375	28851	True	0.1435	28851	50.49025	28851	17892	11.151	-0.0001
+nanopore2_20170302_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_10881_ch143_read36_strand.fast5	e7657dc6-842c-4d94-b289-a60070596261	a3f8b1fb56e77905d115a86ef283e1f838d7476d	143	164.9415	36.5895	20908	True	0.0	20908	36.5895	20908	14531	12.264	-0.0002
+nanopore2_20170302_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_10881_ch361_read13_strand.fast5	19a10b91-eb2c-4ef5-af00-11ac5248eed8	a3f8b1fb56e77905d115a86ef283e1f838d7476d	361	164.94025	36.597	12510	True	14.7035	12510	21.8935	12510	8545	10.664	-0.0002
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+nanopore2_20170302_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_10881_ch149_read45_strand.fast5	d000b532-d08b-46d8-86ff-894e91d6d012	a3f8b1fb56e77905d115a86ef283e1f838d7476d	149	217.3105	17.336	7009	True	5.07025	7009	12.26575	7009	4673	10.426	-0.0003
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch104_read29_strand.fast5	3167daed-4f10-4549-821d-9a2e432511fd	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	104	127.955	10.60575	6060	True	0.0	6060	10.60575	6060	3997	10.236	-0.0002
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch384_read27_strand.fast5	090a83a5-7154-42ca-b7a3-6f7537cfcb5b	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	384	140.9315	45.827	26160	True	0.0465	26160	45.7805	26160	17827	11.2	-0.0002
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch427_read26_strand.fast5	39377d80-2227-44fb-b57b-67dd25579b63	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	427	138.7865	14.948	8541	True	0.0	8541	14.948	8541	5678	11.992	-0.0002
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch196_read33_strand.fast5	777d0624-85dc-4492-abd2-67a7f1c62175	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	196	237.524	12.94375	7043	True	0.617	7043	12.32675	7043	1919	7.232	-0.0004
+nanopore2_20170302_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_10881_ch81_read3_strand.fast5	35e3d195-c3a9-46b8-b15c-40b1531c9831	a3f8b1fb56e77905d115a86ef283e1f838d7476d	81	22.223	40.1695	11088	True	20.7655	11088	19.404	11088	6730	8.685	-0.0002
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch108_read27_strand.fast5	4aa362e0-fb22-4b01-9df2-763219cf14d3	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	108	138.78075	77.79475	43525	True	1.62525	43525	76.1695	43525	28250	10.58	-0.0003
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch510_read29_strand.fast5	a0240538-c678-463e-9102-738cf6ccd4ef	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	510	119.33975	19.2285	3999	True	12.23025	3999	6.99825	3999	2587	9.604	-0.0004
+nanopore2_20170302_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_10881_ch194_read64_strand.fast5	1d349f09-7798-491c-aafa-e8306cbb035e	a3f8b1fb56e77905d115a86ef283e1f838d7476d	194	164.937	36.594	10601	True	18.04075	10601	18.55325	10601	6192	9.318	-0.0003
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch341_read26_strand.fast5	266f3057-7d66-433f-bc90-e6288f2eea60	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	341	210.437	6.134	3505	True	0.0	3505	6.134	3505	2247	12.58	-0.0005
+nanopore2_20170302_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_10881_ch143_read33_strand.fast5	78e444cb-bc62-4bfa-a396-18e42850a1a9	a3f8b1fb56e77905d115a86ef283e1f838d7476d	143	147.26175	17.43675	1307	True	15.1495	1307	2.28725	1307	916	12.317	-0.0016
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch333_read166_strand.fast5	50470a53-badf-47e4-9bbf-64b2bfdd2f17	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	333	425.84975	13.49925	7664	True	0.0865	7664	13.41275	7664	5132	9.941	-0.0002
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch210_read66_strand.fast5	68b728f4-5ea6-447a-9c9a-4081ec4300ba	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	210	362.60825	76.7405	31952	True	20.82425	31952	55.91625	31952	19584	10.909	-0.0002
+nanopore2_20170302_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_10881_ch82_read35_strand.fast5	230d83b6-4aa5-4cd7-bdbc-e564f62cd461	a3f8b1fb56e77905d115a86ef283e1f838d7476d	82	147.267	17.43875	4755	True	9.11625	4755	8.3225	4755	3157	8.561	-0.0004
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch226_read68_strand.fast5	86afb306-f51f-4174-abd0-2d09c06ae7d6	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	226	362.60825	76.7405	43851	True	0.0	43851	76.7405	43851	26677	11.533	-0.0002
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch275_read36_strand.fast5	9b5ab24e-9b25-42a1-8bc2-82ee39d7057e	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	275	242.3305	8.13725	4640	True	0.01575	4640	8.1215	4640	3125	12.209	-0.0003
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch509_read59_strand.fast5	cae89adc-7185-4485-9b22-1b0364129989	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	509	362.6085	44.72325	25556	True	0.0	25556	44.72325	25556	15775	10.607	-0.0002
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch32_read44_strand.fast5	54ad2d30-0f03-4249-bdd1-fa2273802bd2	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	32	289.51725	38.43925	21930	True	0.06175	21930	38.3775	21930	14665	11.967	-0.0003
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch379_read41_strand.fast5	cbbc02a9-efa7-4ed4-a073-40a01afbf0df	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	379	362.60875	76.74	17377	True	46.32925	17377	30.41075	17377	10896	8.852	-0.0002
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch472_read31_strand.fast5	7f8978fe-5931-43ae-b34c-76dc3b0fcad0	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	472	232.259	18.209	5796	True	8.066	5796	10.143	5796	3609	9.541	-0.0004
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+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch162_read31_strand.fast5	a2602315-76be-485a-aa4b-f485e880e99d	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	162	119.33825	19.226	4504	True	11.343	4504	7.883	4504	2527	7.495	-0.0004
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+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch73_read46_strand.fast5	b690c30b-b325-421e-bef8-555a476d4981	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	73	416.19375	23.155	1346	True	20.79825	1346	2.35675	1346	821	7.758	-0.0011
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch214_read45_strand.fast5	fb98ce1c-e9f6-4f10-a823-e6e484aa8808	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	214	362.60825	58.70375	33545	True	0.0	33545	58.70375	33545	18771	10.207	-0.0003
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+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch234_read61_strand.fast5	28040b6a-47f5-4651-ab72-4f9cb1202fb8	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	234	232.25925	18.2085	9586	True	1.43225	9586	16.77625	9586	6124	8.342	-0.0002
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch275_read42_strand.fast5	a361b413-393d-4f48-ab9f-52f7f65f514a	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	275	261.50575	5.71125	3263	True	0.0	3263	5.71125	3263	2017	10.906	-0.0002
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch509_read57_strand.fast5	25cec62b-2816-4413-8f15-4bc151d1a95d	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	509	357.17575	5.2225	2973	True	0.01925	2973	5.20325	2973	1957	11.162	-0.0005
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch81_read48_strand.fast5	ec7e99c4-0ea3-4eb4-9365-c76edd376cd5	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	81	187.27325	9.82725	5591	True	0.043	5591	9.78425	5591	3652	10.391	-0.0003
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch52_read32_strand.fast5	46eb9dcf-08de-4a10-86ab-c3cac88974a0	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	52	232.259	18.20875	2888	True	13.15325	2888	5.0555	2888	1872	10.187	-0.0007
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch286_read62_strand.fast5	1e65a384-677a-40f8-83f4-ae91a0da697b	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	286	237.05575	13.412	7637	True	0.04575	7637	13.36625	7637	4825	8.592	-0.0003
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch172_read35_strand.fast5	2d32b7e0-d1e1-4599-82bc-356ffdfe75bf	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	172	146.066	57.581	32882	True	0.03725	32882	57.54375	32882	22812	11.596	-0.0001
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch104_read64_strand.fast5	60f664ec-9e53-4e59-9c61-6c677f9682f8	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	104	241.21625	1.663	950	True	0.0	950	1.663	950	552	7.088	-0.0024
+nanopore2_20170302_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_10881_ch172_read13_strand.fast5	cda9680f-3cac-4431-aef3-66e319444751	a3f8b1fb56e77905d115a86ef283e1f838d7476d	172	164.9385	36.5925	18188	True	4.76225	18188	31.83025	18188	11991	9.007	-0.0002
+nanopore2_20170302_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_10881_ch142_read62_strand.fast5	fe997c4d-ffed-42c9-a28f-d3d3ba298361	a3f8b1fb56e77905d115a86ef283e1f838d7476d	142	164.94575	36.58525	20905	True	0.0	20905	36.58525	20905	11880	9.707	-0.0002
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch89_read27_strand.fast5	39eadbd8-acc8-4751-857d-4b5554b8ca70	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	89	232.2595	18.20875	4310	True	10.66575	4310	7.543	4310	2832	11.134	-0.0002
+nanopore2_20170302_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_10881_ch10_read50_strand.fast5	a56078bb-cece-4929-a19b-501bddf5d903	a3f8b1fb56e77905d115a86ef283e1f838d7476d	10	164.936	36.59475	11989	True	15.6125	11989	20.98225	11989	7179	9.533	-0.0004
+nanopore2_20170302_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_10881_ch374_read37_strand.fast5	9e0013b4-48a2-4bcb-8674-88aabba1dd8c	a3f8b1fb56e77905d115a86ef283e1f838d7476d	374	166.70875	34.82225	19870	True	0.04925	19870	34.773	19870	12927	8.966	-0.0002
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch144_read29_strand.fast5	41253824-9276-4c57-b286-5f59394c3bf3	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	144	138.7805	1.342	766	True	0.0	766	1.342	766	470	8.738	-0.0025
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch78_read63_strand.fast5	8a2a70a2-f032-4c81-a754-cdac8b442988	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	78	374.225	8.83	5037	True	0.01425	5037	8.81575	5037	3565	9.18	-0.0005
+nanopore2_20170302_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_10881_ch77_read19_strand.fast5	629c309d-cb48-41e7-8e32-59eab234bca6	a3f8b1fb56e77905d115a86ef283e1f838d7476d	77	78.179	18.32675	2596	True	13.783	2596	4.54375	2596	1753	9.939	-0.0006
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch160_read61_strand.fast5	362ce9e8-a39c-4663-b425-f27bdd091431	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	160	414.74875	24.59975	9682	True	7.656	9682	16.94375	9682	6333	13.288	-0.0002
+nanopore2_20170302_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_10881_ch218_read36_strand.fast5	dbdf6666-973d-483a-a73c-1b6a8d5ca4a9	a3f8b1fb56e77905d115a86ef283e1f838d7476d	218	159.33725	5.361	3048	True	0.02625	3048	5.33475	3048	1987	10.122	-0.0005
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch191_read35_strand.fast5	11101d35-375b-4ce8-818d-7c97990014d0	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	191	154.064	15.59	8908	True	0.0	8908	15.59	8908	6387	11.12	-0.0002
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+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch155_read23_strand.fast5	e551dd73-4c75-4465-937a-56cbb413ce5e	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	155	119.331	19.23325	2849	True	14.247	2849	4.98625	2849	1910	11.22	-0.0006
+nanopore2_20170302_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_10881_ch258_read63_strand.fast5	43f3b367-235a-4f29-bb58-b41355f3b8a8	a3f8b1fb56e77905d115a86ef283e1f838d7476d	258	155.871	8.8315	5012	True	0.05975	5012	8.77175	5012	3394	11.9	-0.0006
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch216_read30_strand.fast5	5c576265-6d59-417b-9a60-97cc70d59039	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	216	143.02225	18.701	10677	True	0.016	10677	18.685	10677	7029	12.168	-0.0003
+nanopore2_20170302_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_10881_ch117_read28_strand.fast5	0639b34e-093d-46aa-8e5a-5a7afce95072	a3f8b1fb56e77905d115a86ef283e1f838d7476d	117	164.93825	36.59275	20900	True	0.017	20900	36.57575	20900	12846	9.958	-0.0002
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+nanopore2_20170302_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_10881_ch478_read36_strand.fast5	162329e5-5f74-4677-b8cd-f2b2e094f520	a3f8b1fb56e77905d115a86ef283e1f838d7476d	478	147.2665	17.43275	1726	True	14.411	1726	3.02175	1726	1079	8.83	-0.0011
+nanopore2_20170303_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_26713_ch460_read40_strand.fast5	6ffdfd8c-33fc-4712-a9bc-ca2dcdccadbb	9ff0fede59c6669aa7f0d860aa73a4f0959d4b99	460	250.694	77.2625	18383	True	45.092	18383	32.1705	18383	10776	10.212	-0.0002
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+nanopore2_20170302_FNFAF09967_MN17024_mux_scan_170301_MG1655_PC_RAD002_32635_ch286_read6_strand.fast5	0d489386-cf36-4d7d-8886-e4034cce3333	a21aacee4115455d15f5783d4115ff1a5edc05c2	286	90.75925	10.1435	5757	True	0.06875	5757	10.07475	5757	3976	11.399	-0.0003
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