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	<title>SunCal Solar Electricity</title>
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	<link>http://suncalsolar.com</link>
	<description>We Do Our Own Installations &#38; Guarantee All Our Work</description>
	<lastBuildDate>Fri, 11 May 2012 21:07:14 +0000</lastBuildDate>
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		<title>Where is the Best Place to Install Solar Power Panels?</title>
		<link>http://suncalsolar.com/locating-solar-electric-panels/</link>
		<comments>http://suncalsolar.com/locating-solar-electric-panels/#comments</comments>
		<pubDate>Fri, 04 May 2012 21:59:12 +0000</pubDate>
		<dc:creator>SunCalSolar</dc:creator>
				<category><![CDATA[Ground Mounted Solar Electricity Systems]]></category>
		<category><![CDATA[Installation]]></category>
		<category><![CDATA[Other Questions]]></category>
		<category><![CDATA[Roof Mounted Solar Electricity]]></category>
		<category><![CDATA[Solar Electricity Patio Covers and Carports]]></category>
		<category><![CDATA[Roof Mount]]></category>
		<category><![CDATA[solar benefits]]></category>
		<category><![CDATA[Solar Components]]></category>
		<category><![CDATA[solar contractor]]></category>
		<category><![CDATA[solar installer]]></category>
		<category><![CDATA[Solar Panels]]></category>
		<category><![CDATA[Solar Power Output Guarantee]]></category>
		<category><![CDATA[solar savings]]></category>
		<category><![CDATA[solar sizing]]></category>
		<category><![CDATA[solar system sizing]]></category>
		<category><![CDATA[solar warranties]]></category>
		<category><![CDATA[solar warranty]]></category>

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		<description><![CDATA[Locating Solar Panels? <p>Most solar panels are installed on roofs.  However, this is not required.  Solar panels could be installed on ground mounted racks, on outside walls, on fences, on carports, or built into a building.  They can be installed anywhere that there is a secure and strong structure to mount them on or in.  [...]]]></description>
			<content:encoded><![CDATA[<h2><img class=" wp-image-1004 alignleft" style="margin-left: 10px; margin-right: 10px;" title="Use only quality solar panels, inverters, and mounting equipment" src="http://suncalsolar.com/wordpress/wp-content/uploads/2011/12/DSC011321-300x225.jpg" alt="Top Notch solar panels microinverters and racking" width="160" height="120" />Locating Solar Panels?</h2>
<p>Most solar panels are installed on roofs.  However, this is not required.  Solar panels could be installed on ground mounted racks, on outside walls, on fences, on carports, or built into a building.  They can be installed anywhere that there is a secure and strong structure to mount them on or in.  After all, you want them to stand up to the elements over time and to produce electricity for many years.</p>
<p>&nbsp;</p>
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<p>&nbsp;</p>
<h2><img class="wp-image-2025 alignleft" style="margin-left: 10px; margin-right: 10px;" title="Sunlight for Solar" src="http://suncalsolar.com/wordpress/wp-content/uploads/2012/05/j0438983-300x200.jpg" alt="" width="160" height="104" /></h2>
<h2>The One Main Requirement in Choosing a Locating for Your Solar Panels &#8211; SUNLIGHT!</h2>
<p>There is only one overriding requirement for all solar panels:  Your panels must have strong sunlight for most of the day throughout the year.  The more sunlight the panel receives the more power it will generate and the better your return on investment for solar power will be.</p>
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<h2></h2>
<h2><img class=" wp-image-1019 alignleft" style="margin-left: 10px; margin-right: 10px;" title="Thorough and Respectful Solar Electricity Installations" src="http://suncalsolar.com/wordpress/wp-content/uploads/2011/07/DSCN10741-300x225.jpg" alt="Comprehensive Design and Installation Services" width="160" height="121" /></h2>
<h2>Roof Mounted Systems</h2>
<p>Most solar power systems are mounted on roofs.  This is usually a safe and out-of-the-way location for solar panels.  The main disadvantage is they are a little harder to access, but fortunately solar panels require very little maintenance.</p>
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<h2><img class=" wp-image-2026 alignleft" style="margin-left: 10px; margin-right: 10px;" title="Ground Mounted Solar Electric System" src="http://suncalsolar.com/wordpress/wp-content/uploads/2012/05/2011-11-21_10-23-18_406-300x169.jpg" alt="" width="160" height="89" /></h2>
<h2>Ground Mounted Systems</h2>
<p>If you have extra land then a ground mounted system can be a great solution.  These are often protected by a simple chain link fence to keep kids, animals, and untrained hands off the system.  But many people don&#8217;t have the extra land to take advantage of this option and this is why roof mounts are so popular.</p>
<p>Additionally, sun tracking system are usually best with ground mounts.  A sun tracking system captures more power from the sun by keeping panels facing the sun.  But a tracking system adds cost, complexity, and maintenance.  Using tracking or not is a trade off between performance and costs.</p>
<p>&nbsp;</p>
<h2></h2>
<h2>Building Integrated PhotoVoltaics (BIPV) and Patio Covers and Carports</h2>
<h2><img class="wp-image-953 alignleft" style="margin-left: 10px; margin-right: 10px;" title="Semitransparent Solar Panels" src="http://suncalsolar.com/wordpress/wp-content/uploads/2011/07/Semitransparent-Solar-003.bmp" alt="" width="107" height="150" /></h2>
<h2><img class="wp-image-766 alignleft" style="margin-left: 10px; margin-right: 10px;" title="BIPV - Building Integrated Photovoltaic Solar Electric Panels" src="http://suncalsolar.com/wordpress/wp-content/uploads/2011/12/SemiTrans-Panels-1.bmp" alt="" width="129" height="150" /></h2>
<h2><img class="wp-image-889 alignleft" style="margin-left: 10px; margin-right: 10px;" title="Solar Patio Cover Helping the Environment" src="http://suncalsolar.com/wordpress/wp-content/uploads/2011/07/DSCN1035-Cropped-279x300.jpg" alt="" width="139" height="150" /></h2>
<h2><img class="wp-image-959 alignleft" style="margin-left: 10px; margin-right: 10px;" title="Solar Roof Tiles" src="http://suncalsolar.com/wordpress/wp-content/uploads/2011/07/Roof-Tiles-002-300x272.png" alt="" width="166" height="150" /></h2>
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<p>Solar panels can also be integrated into roofs, patio covers, and carports just to name a few common ones.</p>
<p>&nbsp;</p>
<p>And remember, you could install solar panels anywhere there is a safe &amp; secure structure and access to the sun!  Use your imagination.</p>
<p>&nbsp;</p>
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<p>&nbsp;</p>
<p><strong><em>Robert Morse</em></strong><br />
<strong><em>BSEE, MSEE, NABCEP Certified PV Solar Installer</em></strong><br />
<strong><em> CA State Licensed Electrical Contractor (C10) &amp; Solar Contractor (C46)</em></strong><br />
<strong><em>SunCal Solar, Incorporated</em></strong></p>
<p>&nbsp;</p>
<p><a href="http://www.suncalsolar.com/"><img class="alignleft" style="margin-left: 10px; margin-right: 10px;" title="Suncal Solar Electricity in North County San Diego" 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" 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		<title>Why Solar? Why Now? &#8211; 5 Reasons to Install A Solar Electric System</title>
		<link>http://suncalsolar.com/5-reasons-to-install-a-solar-electric-system/</link>
		<comments>http://suncalsolar.com/5-reasons-to-install-a-solar-electric-system/#comments</comments>
		<pubDate>Fri, 04 May 2012 20:59:00 +0000</pubDate>
		<dc:creator>SunCalSolar</dc:creator>
				<category><![CDATA[Other Questions]]></category>
		<category><![CDATA[solar benefits]]></category>
		<category><![CDATA[solar contractor]]></category>
		<category><![CDATA[Solar Costs]]></category>
		<category><![CDATA[Solar electricity]]></category>
		<category><![CDATA[solar installer]]></category>
		<category><![CDATA[Solar Rebates and Incentives]]></category>
		<category><![CDATA[solar savings]]></category>
		<category><![CDATA[solar warranties]]></category>
		<category><![CDATA[solar warranty]]></category>

		<guid isPermaLink="false">http://suncalsolar.com/?p=1998</guid>
		<description><![CDATA[ 5 Reasons to Install a Solar Electric System &#8211; Is This &#8220;The Perfect Storm&#8221;? <p>Electric rates seem to keep going up.  I have not found anybody who is predicting that electricity rates will drop.  However, the price of solar electricity does not go up because you pay a fixed price on the system and you [...]]]></description>
			<content:encoded><![CDATA[<h2> 5 Reasons to Install a Solar Electric System &#8211; Is This &#8220;The Perfect Storm&#8221;?</h2>
<p><img class="size-medium wp-image-1135 alignleft" style="margin-left: 10px; margin-right: 10px;" title="Smart Meter from SDG&amp;E" src="http://suncalsolar.com/wordpress/wp-content/uploads/2011/12/DSCN0746-less-numbers1-300x225.jpg" alt="Electric Bills and Smart Meters" width="110" height="82" />Electric rates seem to keep going up.  I have not found anybody who is predicting that electricity rates will drop.  However, the price of solar electricity does not go up because you pay a fixed price on the system and you know what that exact amount is ahead of time.  Solar electricity is free after you pay for the system.  So it protects you against future rate hikes.  You can actually reduce your bill down to $5.17/month if you have the space for the solar panels.  You start saving money as soon as your panels are connected.</p>
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<p><img class="wp-image-1006 alignleft" style="margin-left: 10px; margin-right: 10px;" title="Quality solar electric design is crucial" src="http://suncalsolar.com/wordpress/wp-content/uploads/2011/12/2011-11-21_10-23-46_3903-300x169.jpg" alt="All Designs by Solar Electricity Expert" width="114" height="64" />Prices have dropped on solar panels.  This due to several reasons, but is primarily based on &#8220;supply and demand&#8221;.  The demand has dropped overseas and many suppliers are still manufacturing solar panels.</p>
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<p><img class="alignleft  wp-image-771" style="margin-left: 10px; margin-right: 10px;" title="Full Retail Price of Electricity" src="http://suncalsolar.com/wordpress/wp-content/uploads/2011/12/j0309188-300x199.jpg" alt="" width="112" height="73" /></p>
<p>The Federal tax credit pays for 30% of total price of your system.  This significantly drops the cost of buying a solar electric system</p>
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<p><img class="alignleft  wp-image-877" style="margin-left: 10px; margin-right: 10px;" title="Writing check for electric bill" src="http://suncalsolar.com/wordpress/wp-content/uploads/2011/07/writing-check-for-electric-bill.jpg" alt="" width="83" height="106" />California State Rebates are in their last step here before they disappear.  Get your rebate now before it&#8217;s gone.</p>
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<p>&nbsp;</p>
<p>&nbsp;<br />
<img class="wp-image-1000 alignleft" style="margin-left: 10px; margin-right: 10px;" title="Earth in Hands - earth" src="http://suncalsolar.com/wordpress/wp-content/uploads/2011/12/Earth-in-Hands-earth-300x300.gif" alt="" width="83" height="83" />It&#8217;s the right thing to do.  It lowers carbon emissions from fossil fuel burning plants.  It reduces the need for nuclear energy.  It reduces our dependence on foreign sources of energy.</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>These are 5 great reasons to install a solar electric system.  You can find much more information about generating your own electricity from the sun at <a href="http://www.suncalsolar.com/start/">www.SunCalSolar.com</a>.</p>
<p>&nbsp;</p>
<p><strong><em>Robert Morse</em></strong><br />
<strong><em>BSEE, MSEE, NABCEP Certified PV Solar Installer</em></strong><br />
<strong><em> CA State Licensed Electrical Contractor (C10) &amp; Solar Contractor (C46)</em></strong><br />
<strong><em>SunCal Solar, Incorporated</em></strong></p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p><a href="http://www.suncalsolar.com/"><img class="alignleft" style="margin: 0px 10px;" title="Suncal Solar Electricity in North County San Diego" src="data:image/png;base64,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" 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		<title>Protect Yourself from Future Electric Rate Increases</title>
		<link>http://suncalsolar.com/solar-andelectric-rate-increases/</link>
		<comments>http://suncalsolar.com/solar-andelectric-rate-increases/#comments</comments>
		<pubDate>Wed, 18 Apr 2012 13:56:44 +0000</pubDate>
		<dc:creator>SunCalSolar</dc:creator>
				<category><![CDATA[Other Questions]]></category>
		<category><![CDATA[solar benefits]]></category>
		<category><![CDATA[Solar Costs]]></category>
		<category><![CDATA[Solar electricity]]></category>
		<category><![CDATA[solar energy]]></category>
		<category><![CDATA[solar energy production]]></category>
		<category><![CDATA[solar power]]></category>
		<category><![CDATA[solar savings]]></category>

		<guid isPermaLink="false">http://suncalsolar.com/?p=1954</guid>
		<description><![CDATA[<p style="text-align: left;">Take Control with Your Own Solar Power System. Did you know that you could use a solar electric system to protect yourself from future electricity rate hikes?  Everyone I know believes rates are increasing, especially when you consider the past rate increases.</p> <p>What were your electric rates 5 years ago?  10 years ago?  [...]]]></description>
			<content:encoded><![CDATA[<p style="text-align: left;"><br style="text-align: left;" /><img class="size-medium wp-image-1027 alignright" style="margin-left: 10px; margin-right: 10px;" title="Local Solar Experts in North San Diego County" src="http://suncalsolar.com/wordpress/wp-content/uploads/2011/07/2300-DSC008931-300x225.jpg" alt="Locally owned and operated family solar installation business" width="185" height="140" /><strong>Take Control with Your Own Solar Power System.</strong><br />
Did you know that you could use a solar electric system to protect yourself from future electricity rate hikes?  Everyone I know believes rates are increasing, especially when you consider the past rate increases.</p>
<p>What were your electric rates 5 years ago?  10 years ago?  20 years ago?<br />
What do you think electric rates will be in 5 years, 10 years, 20 years?</p>
<p style="text-align: left;"><strong>Save Money &#8211; Even if you have a $200, $300, $400, $500, $600 or higher, per month electric bill you could bring that down to only $5.17 per month!</strong></p>
<p>With Net Metering, the utility company buys back unused electricity at Full Retail Price to reduce your electric bill.</p>
<p><img class="alignleft  wp-image-1444" style="margin-left: 20px; margin-right: 20px;" title="Solar Power Savings &amp; Benefits" src="http://suncalsolar.com/wordpress/wp-content/uploads/2011/12/2011-11-21_10-23-42_62-300x169.jpg" alt="Save Money with Solar Electricity" width="198" height="111" />And since the utility company bills you on a Tiered Electric Rate structure,  this means that the most expensive electricity is the first electricity the utility buys back at Full Retail Price when you have a Solar Electricity System.</p>
<p>Pay for only for the electricity that you actually use minus the amount your new solar electricity system generates.</p>
<p>Your Electric Meter May Actually Run Backwards During the Day!</p>
<p style="text-align: left;"><strong>Protection from Rising Electric Rates</strong><br />
Protect yourself from inflation and rising electricity prices &#8211; It&#8217;s like locking in your electricity rate at today&#8217;s prices!  Because the price you pay today for your solar electric system can never change.  However, it&#8217;s almost guaranteed that electricity rates will continue to increase.</p>
<p>&nbsp;</p>
<p><strong><em>Robert Morse</em></strong><br />
<strong><em>BSEE, MSEE, NABCEP Certified PV Solar Installer</em></strong><br />
<strong><em> CA State Licensed Electrical Contractor (C10) &amp; Solar Contractor (C46)</em></strong><br />
<strong><em>SunCal Solar, Incorporated</em></strong></p>
<p>&nbsp;</p>
<p><a href="http://www.suncalsolar.com/"><img class="alignleft" style="margin-left: 20px; margin-right: 20px;" title="Suncal Solar Electricity in North County San Diego" 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" 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		<title>What is an Ideal Climate for Solar Power? What about where I live?</title>
		<link>http://suncalsolar.com/ideal-climate-for-solar-electricity/</link>
		<comments>http://suncalsolar.com/ideal-climate-for-solar-electricity/#comments</comments>
		<pubDate>Wed, 18 Apr 2012 01:50:21 +0000</pubDate>
		<dc:creator>SunCalSolar</dc:creator>
				<category><![CDATA[Ground Mounted Solar Electricity Systems]]></category>
		<category><![CDATA[Installation]]></category>
		<category><![CDATA[Inverters]]></category>
		<category><![CDATA[Microinverters]]></category>
		<category><![CDATA[Roof Mounted Solar Electricity]]></category>
		<category><![CDATA[Roofing]]></category>
		<category><![CDATA[Solar Components]]></category>
		<category><![CDATA[Solar Costs]]></category>
		<category><![CDATA[Solar Panels]]></category>
		<category><![CDATA[Solar Savings]]></category>
		<category><![CDATA[climate]]></category>
		<category><![CDATA[ideal climate solar]]></category>
		<category><![CDATA[Solar electricity]]></category>

		<guid isPermaLink="false">http://suncalsolar.com/?p=1949</guid>
		<description><![CDATA[<p>More Sunlight, More Sunlight, More Sunlight! The best climate for solar power is where there is a lot of direct overhead sunlight.  These are places that have very few cloudy or rainy days.  It would also be a place where the sun is high in the sky everyday of the year &#8211; like in the [...]]]></description>
			<content:encoded><![CDATA[<p><strong>More Sunlight, More Sunlight, More Sunlight!</strong><br />
The best climate for solar power is where there is a lot of direct overhead sunlight.  These are places that have very few cloudy or rainy days.  It would also be a place where the sun is high in the sky everyday of the year &#8211; like in the more southern latitudes here in North America.  The closer to the equator the better because then you have more sun that is high in the sky throughout the year.  When the sun is high solar electric panels produce more electricity than when it is low in the sky.</p>
<p><strong>Heat is Not Good for Solar Electric Systems</strong><br />
There is a common misconception that hot sunny days are great for Solar Electricity Systems (photovoltaics), however this is not really true.  What would be better are cool or cold sunny days.  Solar cells work by converting light from the sun to electricity, so sunny days make the solar electric panels work best.  However, solar cells produce less power when they are hot than when they are cool or cold.  Cool sunny days produce more power over time which means more energy produced and more savings to you.</p>
<p>Additionally, excessive heat also will slightly accelerate the degradation of the solar panels over time.  Heat is not great for the inverters either.  Inverters are the devices that convert the electricity from the DC (direct current) electricity produced by the solar panels to the AC (alternating current) used by your home lighting and appliances.  Heat can lower the efficiency of the inverter and shorten it&#8217;s lifetime.  Heat is usually bad for reliability for anything electrical.</p>
<p>A properly designed and installed solar electric system can help reduce the temperature that solar panels operate at.  As always the design and installation are critical to a properly operating system.</p>
<p><strong>Not Black and White:  But San Diego County is Fantastic Climate for Solar Electric Power</strong><br />
By now you may be asking, &#8220;What if I live in a part of the county near the coast where there are lots of cloudy mornings&#8221; or &#8220;What if I live inland where there are lots of hot sunny days&#8221;.</p>
<p>This just means you don&#8217;t have ideal conditions for solar, but how many things in life are &#8220;ideal&#8221;.  However, just the fact that you live in San Diego County means that you have fantastic conditions for solar electric power.  We generally have lots of sunny days, few rainy days, very little snow, and not much sleet.  We are pretty far south and so get lots of overhead sun that solar panels work well in.</p>
<p>The bottom line is that only a complete financial analysis by your solar installer will give you the details on how much you can save on your electric bill by adding a solar electric system.  But here in San Diego County we have a great climate for solar electricity.</p>
<p>&nbsp;</p>
<p><strong><em>Robert Morse</em></strong><br />
<strong><em>BSEE, MSEE, NABCEP Certified PV Solar Installer</em></strong><br />
<strong><em> CA State Licensed Electrical Contractor (C10) &amp; Solar Contractor (C46)</em></strong><br />
<strong><em>SunCal Solar, Incorporated</em></strong></p>
<p>&nbsp;</p>
<p><a href="http://www.suncalsolar.com/"><img class="alignleft" style="margin-left: 20px; margin-right: 20px;" title="Suncal Solar Electricity in North County San Diego" 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jn2BllbQokUP6QaJ1VnIyICYMFfyF+HgvUyG9iqwEOYfgwzTmLmGcw6h1kXMPsSZl/B7GuYcx1zbsh4HbOvYfYVzL6EWRdkUjyJ6Ucx7RCm7sOUXTId2qJgPfLXIs8EuQaYqIUJK5C9GFnzkfkVMj5BRntjSBuNJQ8RUQzi/YxTrYcVJVJc+8z2v11cWt/S6Jkd9VP47iHy2uuzCCU6dCV+7299m3nyIu3oWE/DHnODrfyI2vFMvQSqPaFSoObFjPXWHuet9QZZyjfJ2n9nhkkvlz8B/loQWIPQFpIcIHkbpOyC1P2QdhjSj0HGKcg8C1kXIPsyZF+DnBuQ8zvk3obcO5B7V8Y7kHsbcn6HnBuQfRWyL0HWBch0gYxTkH4M0g5B6j5I2QnJ2yDJAYQbQWAF/DXSzWGCOnCWAfsnYM0F5kxgTAP620AbDbTXpaRPgJoYAKhqqjZ4Yil/bnihv8ajVI/BXNkBQ2Vz7Y3UwJlBmwkeOl2yx4ioohjpG55G5+OP3mae/DnIRuHJ+q6o/uyowreqsoQ9o1HU/HXwxjHe2mO9tcd6a4/z1n6DrG0Sc1zabakhAwXWyLdEoQ0mbcbkrZiyE1P3YdphTD+OGacx8xxmXcTsq5hzA3NvYe5dzPsD8+5j3p+Y/wDzH2L+A8z7E/PuY949zL2Dubcw5wZmX8Gsi5h5FjNOYfoxTDsk80u3YJI9CmxkTqkhJmpjwq/I/hnZ85H5JTI+Qfp7SHtDzhiOQs7n2FyKiLHFjJ/8NeWP8P8abFDaUDbIS9x/AIS8+rJjPPcPqNYKTN9LG8Mh7sRNkTtuMU/uid6n1stt5BbmPYXvWSXCnvF7mt8ob+1R3tqjvbUlUpxCNc6pK0ZEFDdh2i6ZI7oJk50wZQem7pV5oacx8xxmX8Lsa5jzO+bewbw/MO8B5v+FBX9jwWMscJXxMeY/wvyHmPcA8/7A3DuYcxOzr8rp8CimHcTUPZiyHZOcZJvDtchbjVw9TFBHzjJkL0DWN8j8HBlTkT6hnQhpozB1LYIYEI6xL/zgp/6jn/oCfykvcG8M9hr3AwAgtSZ/C+veBIq5UvLrkwh/CtzwO/PkDcaJaeRe5zbupIUofOcqd7QH1IuaZgRYjPTWet1ba5S31mhvrdHeWheSvKSXiz2Abw4CSxBuhCQHSHaG1N2QdgDSj8q80EuQfQ1yfofcu5D3J+T/BQWPodANCj2gyAuKvKCIBEVeUOQJhR5Q6AYFf0P+Q8i7D7l3IecmZF+DrIuQeRYyTkL6EUjbDym7IHkbJG0GoQ3wLYFvBlxDSNQGzgpgLwLWPGDOBsZ0oL8DtDEQP6qNtFFQTgWAkoay5UFG8u3elgYSC+uLB3OVXw5igITKTKv4K2O8jXshP3kdKqeit72NL9KO/s44sSq8y/YW3TC2NEnh+1eJsAfczwh5jaT1GklrJElrJEnrdZLWZ4FWdaJGAIDGfBCsBf5aEKwH4SZI3gIpOyF1H6QdhowTkOkCWRekCsyTKPARFLhBoScUe0MxBUp8oYQKJVQo8YUSHyimQBEJCj2gwBXyH0HenzIdXoWsC5B5BjKOQ9ohSN0LKTsg2QmEdiCwlu0MdSFhJXCWAOsHYH4NjE+A/h7Q3gDaqHbkzJTUed9Ldm3tMSWR4lX+3UFe6D5BBOL4shTjmLOvkQwJHjoE975RKWM41F3P+cXum4wTJ+IOjVTitEQHqrnpVTfXK/wUKne0O4hB/F2Y0wiS9giS9mve2q95a4/01r6V5o+ICIA5F5BninwLFNpgkgMmb8PU3Zh2UOqIZp3H7CuYcxNz72Len1jwCAvdscgLiylYQsXSACwNxNIgLA3G0iAsDcQSfyzxxWIyFnlhgRvmP8K8PzH3DubcwOzLmHlO5pQekEVKN8t2hqbI1cdEDeQsQ/ZPyPoGGRKPdHxHj5Q2CvPPImJNc+2K4NXy7d5+DV7V8cj/PxsiEMeXJetHnxrupd/et+wre1KRRuimG4wT1+knvqRaSGKkveLHfnZdfRaVCLtDdKlgOElnOElHosMRJO0P/dfWS2L6DRnIW418cxRYodAWkxwxZYc0HpNxAjNdMOsS5lzH3NuYdx/z/8JCNywiYYkPlvhjaRCWhWJZOJY/wfIILH+CZeFYFoqlQVjih8UULPLCAlfM/wvz/sDcW5h9DbMuYqYLZhyXRWi2Y5IjCjeiwAr5Zsg1xERt5KxA9iJkfYfMmciYhvS3kTYaaa+3I+sDbKlExN+THn3rpz7PT32en/p8P/Xv/dR9soIGebmVgxiAXp7SUX4vyZ4kOsPH/Ar96A3GCYun29pKSXtDwxcuXX0ilTvaHTYyrg310hnmpTPMS2e4l84IkvYR3iPptZzzwDNu74vugrT90t1g1nnIvgI5NyHvHuQ/hAJXKPKEEgqU+kNZMJSHQ/lTqIiEihcyRkL5UygLh9JgKPGHYgoUeULBY8h/IHNKL0PmOcg4BelHIHU/pOxs75GugkQdSPgV2IuBPb/9tvD1jiy4CADFDaXf++vMpWq09iO2id4xmGutHPhVOWZxF14jGfab/JQQ4WhPgyMx+6/Tj5+MOzTG07BvIjzJ8+rqQ6ksYZdoFDW/TTUbQtJRI+kMJekMI+m85k3MrCtCRGwqRp4R8kyQvw4FksyEnC+aeQazLmL2NZkZfISF7lhMxhI/LA3G8nCseIYVUVgZi1XxWBWPlfFYGYsVUVj+DMvCsTQIS6hY7I2F7pj/CPPuY+4tzL6KWRcw8zSmH5N5pFsxyR4FG2QxUiImrETOEmR/j8yvkPEx0icjbawCj5QzE6EZEbfTTrT2I/7WT2O+n2Z+fVEPizJ4yK8v38K6O4ZsTPDU7ZIvq0PFOQnLp9uu049dox/72s9CyUOGnRlSwOrqo6lE2CVCilgEks4Qko5Eh2okneWR+6TXilyRqy/bEG7EJAdMdpZmJiS+aPYlzLmBuXcx/wEWPMYiLyzxwdJALAvD8mdYGY1V8VjNwGo2VnOwmo1VDKyKw4ooLH+KZaFYGoAlPljkiQWPZTvD61KPNP24NFfRti1chzwTWaJiKbJ/RNbXyPgUGe8j7Q2MH6WAFUGIGFEQM8dXrjU4Vd01XUGN/6CjXtR4LcX/Hd91/Wz9lBPhwsD1V2nHrtGPrY3YovxJ3w4c4qZX2ljd1QdUuaNdYgv7LsFLR8IhXjpqXjo30gKk15I3AtcAeGbAlyQnHCFlO6TuhbTDkHESMs9C9mU5X9QNir2hhAqlwVAeARUvoDIOqplQkwC1PKjlQy0PahKgigmVsVDxHMqfQGkQlFChiAQFrpD/EHLvQs4NyL4EmWch44Q0RprsLK2e4VsAzxS4+pCoAZxlwF4ArDnA+BQYU4D2ZscAqYRpVgDQIGr8KdBojq/GHF+pDu1j9w/miitCZAlvXpjzwMqvax1OIZucizt8lX7saMyBUZ4GvTpxL89P/Td18xlVllAxAOHLEIdWERK8dIaQdLIlCfqGdEzUQq4h8s1kURknaVQm/QhmnMKsc5h9BXN+x7w/MP8vmS/qj2WhWP4UK6Oxio7VHKzlY30y1qdifTLW8rGag1U0rIjC8ggsC8ESPyz2xkI3zP8L8+5hzk3MvoyZZzHjJKYdbheb4Vsi3wy5BpioiZxfpCl7xmfImNK+iFSOzHdR3ICI22gn5Lv0/xig3/iPKSUtb6pxYN0eQTLozv8cSI/0dU+DfVF7r9COXqId/cx3Tfcl3d1zXezlbj6pSoSKUdJYpealS/DSbuVnwbIQc5GbTITmciLcKSfC83IifISFHlhMxlKJCJ9hZQxWMbAmEeuE2JCODVlYn4Z1QqxJwCo6VkZLPdISfywmY6G7NEaa8ztmX5EmKjqIUNBBhD9JRUj/AOlvKRYhbRRWPUFEtww/SWvwVilyWjvEDR4AILKE+3nQJoKnTl/YTbFoG3VHexkoKCVtdSDdiWsjtlymHb1CO6obat+H1Lw8b6UGd/N5VSJUjKACRoevdj39qvRa2s6eLOF5BZZQoQjr07EhE+vTsE7QXoSdLaFEhMpbws+lIox/XTFzDiJiclXmLF+N2b4aX/pqfOmr8ZWvxl9plMFcd8Qmcctpgdfr3oZ9VKBEhEok6E2ebu8ica9LcNddHLjhYvyRy/FHnJ/vGuah19u2Fx3IU3SMsBUqESrGGSFJ3hcleOncTg9GRIQWTNTuJELHLtzRezIRemOJH5aFYPlTrIzCKhpWc7CWh3VJWJ+CdUlYy8NqNlbFd3RHC9ww/6Fy7mhrvl7OHaV14Y7SRqHgN0QUgfi7AAP5gRn7WRcGcdkrm+uMY1w66ao37qjSTulFxpn3KCYKPdLpFDOXuEOXaEdOxx6c5G2s5CHDrvg2eW33k5VVIlSMdbRLHUQYUypERGzIRM4vmKiJXAPkmSHfEoUbMckRU7Zj6l5MO4wZJzHzLGZfxpybmHcP8x9igSsWkbCEiqVBWP4EK55jZSxWMbCagzVcrOVhTSJWc7CKjpUxWBGJ5ZIsha8sZf8Ac+9izg3MvoSZLphxQpqvT3bGJAcUdi6a+RFZc9qio12JkPGOpAnNqsitrQMzZvlqmDzfOlhrnlNf+kP4DkXGbUBE6EI7ZR25q/Pt47wMD0Tvuxh/+GL84Xn+Vr067KuQ3aTpJVBFRxVjYcRugqd2G710yptqAAAqIoCzDBI1gKsPPFPgW4DQRla6vQfSDkHGcch0gaxLkHMdcu9A3p9Q8BiKPKHEB0oDoCwUyp9CRRRUxkIVHaqZUM2CaiZU0aAyFipeQHkElIVCqT8UU6DQAwr+hrw/Ifc25FyHrIuQeQbSj0PaQUjdLS3jFmwA/jrgmQBXDxLUgbMUWD8Aq7V8dFzbqcKOHAWN2QCwi3n+cx+Nz32ks2t+Clo9KAueUpM/K2RzuzWXsk8i9Gw1a13ycNyxe+yLwzyJ8jcO8yDaPdt+Pu7whbjDxuEOBHeisun4rn3RmymB3X92lSVUjA/9rdt+ib10xlKMpReKHiFnKSaoI1cPeauRvw4FG+SS9Qcw/RhmnsasC5h9FXNvyW0LvaXGsCwMy59ixQusjMbKWKyMw8pYrIzGiudY/hTLwrA0EEt8sZgk2xD+gbm/Y/ZVzDqPGaflykclyXrJgSZj5Opiwkrk/CyXrH9XcbK+LTbzDBEvCR5+5qv5uYwzfTXrWxpe8Wpn15VMD7QheHWz0+t/Y7gz+pB74rWZfhbyNxJD7c/FHz4ff2Tb810jPPR7cdy+a6bU5Hf/8VWWUDE6BAY+DbKVXsi9AOyfIeE34OoCzxj4a9ofodgP6Ucg4xRknZOmCnPvQv4DKHgMhR5QTIYSPygNgrIwKI+A8mdQEQkVz6U1a+VPoCxUmiEsJsuZQUmS8HLbgabUfZ0OUsiVrbWdZpqkuGytlaWPAeBRut+nvpqf+mq2SjG3rvBVLnVxY+XsEIeewi39bwntnu91T7imGebYesv3AVYusYfOxR0+GnPgbW/j3p64V8iP/ex6XAGVJVSABlETwVOH4KHdyvnhztJrWQeRvQgTVmCiNvIM2xdwb5cVzRyXq1yTGEPJztATi8lYQsXSQCwLltVwh2NZGJaFYmkwlgZgCRWLydJaGUlIRmoGL2DmGblyGcmGUD40qoWc5cheiKxvkTkTGR8ifSLSRncZHY1/HQuvI6JPTsTHsnFukolu3IqUV7nUS5/t6+iCenSmkomHXtDsqbN7wlXryF2S/073MT0Rc+Bs7CGX2ENf+q3tbWloVx7pZkXdfjtAJUIFKGqoJHjqyv8SL30qK1hL347sn5DzCyZqtFWuCVobW+zCtAOYflQWI72MOTcw9470IIVUh95Y4oMlfrLTTBL6YwkVS3yw2BsLPWRHKO5j7m3MuY7Zl6Rx0fQjmLa/feGofM2aJDQ6BxmfIaPbJKG0IeIpRAzJj5Gf6PaprybrVaUKxQD2rFsdAmCvzCPVCXN0T7x6MPYowUN3vLfRvqi9LnEHXeIOrgyxbQ2TDvfQf8Nr1STv1QRUO9gAACAASURBVO+TzT6kmH/qu26az5r3yWbvkE0mkIzHehmp9eSUBnddMtoKlQgVoKChXO677CDCbcj+ATlLMGElconIM0b+WhRYo9CuXW8LqTG8IDtS2KrDx7JThd5YTMESHymLKVjsjUVeWOgus4H3ZYcJr2DWeVnp9iFZhwtJ2zUr5K9B3irk6mLCb8j+GVmtG8L3kDau4zmmDsw7iYgh+THthytqPC9ivJp1dst+PsRLV1Ewpl/DM13wl5BN7glX77AujPTUc4zccSb2kEvsIYuILW96G832s1z1ZNuemMNXGC5/sC8+Trzqyb3+d8KVm6zzR+OOb3y+RzvM6Vv/9e+STdXc9bqxjW+SzBqUqEBS7QkVoKC+vP13qbP06T7ptfQtwJoH7MWQsAIStYFrKKsgtYGkzdI+a2mSneFJyHSBrIuQfRVybkLuHcj7A/IfQP4jKHCVdrgo9JQ1tpD0tngM+Y8g/wHk/QG5tyHnBmRfkR2rPwHph2U917ZCkj0IbGRVowaQqAmc5cBeBKzvgDkLGB9JN4QKC0dbmXcSAILzY6b5aE3z0WqVYnQJ+xUscnZdyURf814m4vtzZ7g02M494apbwtWNT51Pxxw8E3vwYvzRI3HH7rIvenKvS/g44eoF+hmrZ7t+CLR5l2z6Wo+hmvaHfU2izyuzFCoRKkBFU22H/cO8sO3Saxk7gPUNsBcAZxkkqAOXCLzVsn6HdrJK7j3t28xIdHgDcm9D3j3Iuw/5DyD/Lyh4BAV/Q8FjKPgbCh5B/l+Q/wDy7kPeXci9JadAF1mDmQOQuhuSnSHJEYS2cr0tiJCwEjhLgf0jsOYA4zOgfwD08UAb1V1UJv51KLgCAOSciA8pWh9StKZRtKZRtD6iaLHKha9gkfWjT/Vg/XraFg7zIiq7A1RUNLM02M4t4coN+qlTMQdOxxw4G3f474TLHonXPBKvPeRcPhx3TDvM8QOK+dBubV33O0NSTowyS6FyRxWgSdyi5kmU/w3+ONBWei37KDK/QtZ8ZC/GhF8xURu5hsgzk/beTrLH5C0yp/Qgph/FjJOY6YJZFzD7MuZcw5ybmHtbruvhfVmzQ0m/w7uYextzbmL2Ncy+jFnnMdNF1gJY1mot2QmFm2S7QVO5/r+LkDUPmbORMQPpk5E2TvEhJnmW/IWI99OorcMVP/TRmuajlVSVOdArHFBAH9JhK6jszrCNc/wtxypT3daFMpcG291injkZe+BU7IEzsQcfsC/8wbm0N+bwspBNE8nGcia0F73Y5HeDb5LM6hT12+4MlQgV402KqbxXM4ZsDAiIiAU3kfkFsuYiewFylmGCumxnuAYFVijcKNd6dK90/kRb++2LmH0Fc65hzg3M+R1zb2HubRlvYc7vmHND2oc76yJmncPMM5hxQqbAvZiyQ9p0VGiDfEvkm8t2gytlxwgl/Q5lcdHuN4S017EyFBFP8x90mHNa3FA+oGvbLBZ1OKHSGx22fSlf+ltohW3u87bwl+CNJ2MPnIw9cCLmgMPz3UuD7d7yXqWoiq23vWqkZtAq7mrPa4GIKhF2hS+C7Dt8lyWNVYiIZb7I+ETOGK7ARC3k6iPPRBahscUkBzkdHsT0I5hxAjNOY6YLZp3HrIuYfRmzr2D2Vcy+hjnXMPsaZl+V9cCXyM9FbhzFAbmxMJtlfWVkHUcTNZGzXM4MfizX+bcnETakIKI97axkyKlEitN9dVvEogFdW9fsyJ4VqESYdJqv2Zn4Y2p9Cs98SDE5ELX3ROz+k7H7VwTbdHu4qfcidNMluOk+K1J2zodKhIqx8vmRDl9kVIkAEbGOh4xpyPwCWd8g+0fkLMGE3zBRB7mGyDOVdQFu1eEOTN2DaQcw7TCmH8OME3IzYc7JxsJckI6CyTrXNg1GagAPYdr+9gq0RYG13CAKbUz4VTalcA4yPkf6VJkZ7DY5QRuF9AmSJhcrn25pHTk8haL1Y4jVgC6sCERfhiphBpUQ4UTyqnvMs1/4re1teGaS96pdL3Ydi9l/POaAUfjmIT2LrTceqbv0FG/3RdvyUIlQMRxZdzp8kTdSAxERxU3InIGMGcicjazvkL1Q5pTqIs8IeWbtdbgFU7Zjym7pbKa0w5h+FDNk09EyTmOmjG1z0Y7L5HcAU/diyi5M2Y7JW2Q20Fq2FTTERB2ZI/oTsr5F5ixkTJfuBpUxg7xFiNgiFk2jGrxL1ppM1ppM1nqPrLU6av+ALmxwIYtAUnbX170IR3rp32W6rH26rVe5ijdIhlue7zgWs/94zH6LiC3DPIk9n/TtfeL+rICs/JqoRKgYd9KCCR7tvkWLeNnhaKEWMj5Axqcyp3QRcpbLNoetOrSWjel1wuRtmLIDUyVSPCBT4xFMP4rpRzH9mOwfRzDtMKYdxLT9mLoXU3bLDKBkbvZGmQ00RZ4RJurKDSecJx1BwZgi7TXaY0gmfhRm7UDExMo0+ZHD71K0DiXeGdCFNYg5TSBpy5+W7o495QxvMk6fjT8+RGkRjvbSt3267XD0vqMx++yebRvpqVzTxF4aw9FextLNi3JQiVAxGOWpbd+Bpy7BU3dGwEbptbyTSH9H5pTOQfYPyF6MnOWYoCHToSny18oG1ttJTaJEim0Ts/dh6n5M3Y+pB2T/2Ceblb1LOrk+yQmTNqPQruPY+jYFLkLWfGR9jYzPkPEh0t9uN5mwe5ZTEfF2qu/bZC356d9e2REDt6qlTdUjyQYEko7UGPbdKZV+KS60Y3eZZydTVisjwpGeepYRWw5H7zscvc8hcvtYkkFvdnq9OEe/kXazV8uiEqFiNIlbOg428NRNrSlARKyJR9qbSJ+MjOnInImsb9rrUBe5hsgzQf4a5FtIJ9cLN2GSAyY5YfJWTHbGlO2YsgNTdrbnDqn2pNZvMwrtUGiDAmvkWyB/DfJMkGsop8DFyP4eWXNkA+vf7e70YMcN4XgUVSOiaczRiWQt6fRvstYkilZGbQ8l/y+DB5nhPWQmFIqwi/4UBA/dQ7EH77JcFnUTWZFxhJee6RPHg9F7D0Xv2xK5Y7y3kVI2sPeWcJiHgbA6t1fLohJhl/j12aEOX/ylZF9ERBAh53Okj0f6+8iYgcxZyJorp0N1TNRBrgHyjJFnhvy1yLdEwXoUSqyiPSY5YJIjJjlh8pZ2THKSac8ehbYosEHBeuRbIn8t8syQZ4xcfUzUxoSVcgr8BpkzkTEd6e/Jejr1tBWUMNkQEWtb6qf4Go4na00ga0mkOCfYAgZygPaq2DNqJG2ChC/rkeoQPHW2Re29y3Ixi9jW/TZymCfRKGzzwei9B6P3Oj/fOcl7Va8LvpW2mUZRPRzh7QyVCLvEWSG5wy/iT+G7pNnC7L1IG430CciYgoyPkTlLzh4uw4TfMFELuUTkGiFvNfJbpWiNgg0osEHhRhTaotAOhZtktEOhLQo3SrUnsEK+hUx+q5FriFwiJmpiwm/IWYbsRciS2MCZyJiB9PeRPl6pxGAry7wQ0Tv3eYfp346M7pqCvSREIH7Hb40aSXuIvA6VKhztcltoE7njDtNle9S+bhzRoZ5E/bBN+6P2HIja6/x853vk1b2wgb3MVai56zHK03q7MioRdglhdW6Hb0LNg5hcnYeIWC9E2hikjZHpcAYyZyJrDrLmI3shcpZiwgpM0MBEHeTqIc8IeauRZ4r8Nchfi3wL5FuiwAoF1iiwRsF62T+skG8p1R7fHHmmyDNGriFy9TBRGxPUkbMCOUuQ/ZN0H8j8AhnT2xSoTDBGQtY0Sb/DVTFHZVOHtd4ia71F1grIjxm49eRXZ6t56UjYq8qYbsKkJhFb77BcTsR1zCe1Us2TqBVqty9qz/6oPTue75pC6ZMClXZKNSOP98GVUNWOdoevgp06FBzu5DyQXkvSAdoooI0B+gSgvw+M6cD8AphfA+s7YC8A9mLgLIOEXyFRAxK1gUsErgHwVgFvNfBMgWcGfHPgr2lPc+CZAc8UeKuBtwq4BsAlQqI2JGhAwq/AWQbsxcD+EVjfAfMrYHwOjI+A/h7QxwNtdA+F2h2YewQAsuuKJlCI47y135BxKtW4rqVx4BbzUVaEmqyX+RBJbKZX4RlFXqL+E8c7LJdL9BMKr6p56mqG2O19sXtv1O7tz3dO9THpppRUqQlq3bfZdteL62ICYfdQWcLu4CL07vBzOIFiXt1cj4hYFSGLc4xG+nikv4eMacj4DJmzkfUNsr5H9k/I/hk5v2DCr5igjolamKiDXCJy9ZFrgFwj5Bkhb5WMRsg1RK4BcvWRS8REHUzUxAR1TFiBnGXIXiwzgN8gczYyPkXGNKRPRvpbSuXl2/V3moTNhYi4P/G+/PTvN8jadoxLA7qY+7gP1WRjBfoiQkXUCLO/w3L5nXlakQ3U1Qyx3fNi994Xe5wlCuy2ik1pj7RLM7ji6SHo045aJcLukFdf9pqXQYcv43wSBRERxChUlzp4tNFIexPp7yBjKjI+RuYXyPwKWd8iWyLFxchZipzlmPArJqzEBA1M1MREbUzUkaM2JmphoiYmaGDCSkz4FTnLkbNUJr/vkTUXmV8h8wtkzED6B0ifJI2FKu+FSpizHxFLG6veo64e7a01xltrrLfWWG+tcWTtqBJly6z6BpNYl6Eyd1RNSe31ZAzVQ+3vMF1uM88M82qXcx/mSdQMsd39fNee57u2RO6Y6tOptWF/e6Rq7npxpcl9WxmVO9oDTGLOdfgmJvtaSEeu1tKANrZtGDVtHNAnAv19YHwEjE+BOQtYXwFrLrDmA/tHYC8E9mLgLAHOMuD8ApwVwFkBCb9KyVkBnOXA+QU4y4CzBNiLgb0Q2D8Caz6w5gLzK2DOBMYnwJgG9PeAPgFoY4E2qt00bGXI+hBaygDgIPeB/PTvMd5aC8IdxQO8kj8/3T1U5o529EiV3AR2EqFW2ObbTJc7TJfXSfryCiSGbtr5fNfu57scn21/l9KnGdq9FKFW5PE+r4zKEvaA+LJkNY+OlU0HuY8REREww76dnaGNQdqbSJ+EjCnI+AgZnyJzJjK/RNYcZH2LrPnI/gHZC5D9E7IXInsRshfLuAjZC5H9E7IXIPsHZM1D1rfImoPML5H5BTI+QcZHSJ+C9ElIe7N3YZh2Z5f+RMSsuqIJPkYjvbVHemu/7q09ylt7tLf231nhA72SX4bYD5XJr6NH2tfYjH64w22myx2WyxveRhJvc4QX0SDMfufzXTuf79r0bNs75FXK1HO/pA6Heuj3ISjaCpUIewAArHh2sEMkejRplTRM2lKGnE/bJwBGIW0s0t9C+jtIn4KMacj4GBmfIXMmMmcj82tkzUHWXGR9i6zvkPUdsubJ/vEtsuYiaw4yv0LmbGTORMZnyJiBjA+R/j7SJyH9LVlBjNKpCHkmaSGIAMA07swIkvZr3lqveWuN9NYa6a01K3hDo6h5oFdyZrDdMJJO/xpDk4gtt5hnbjNd3qEYEzx0R3rprQrbvP35zh3Pd22I2NpDRr4PJyS6oEnMeWnuqk9QibBnxJYmdTaGK54dlB75qQyT1Ux34Bikv4n0t5E+GRkfIGMaMmYg4xNkfIaMz5E5E5kzkTlLxpnI/AIZnyPjM2R8gozpyPgQGVOQPhnpE5H2Zi/q0RSS9QE2ZiIiOS/mNZKuZPT3azI+zAx7Bcs4M9h2GEl7GElbTY69Thi2P25v9Wy7RISTKavHkAzMwx2dI3c4R+50eLb9c+qaj3zNPqGume1v8bW/5Rd+6z6hrpnqYzqJYjyGZKj2shGaNjM40tMopfqlyoxUIuwZAGAcfY7g3vHLuJrsJ7mMuUe7FsBopI1D+ltIn4j0d5D+HjKmIGMqMj5ExrT2/BAZHyBjCtLfQ/o7SJ+I9LeQNq7X8U8FHCepFC1oKJ/qbzGMpDOMpDOcpCOR4vfhTs3illewjLNllnConEf6kmFSpxe7bzHP3GaemRtgafHEaVvkDufInQei9t5gnL7NPHOPefY+69x91vk/2ef/ZJ9/wD5/n3X+DvPsdcaZs7QTO6MPmEZsWxhkM4ViOtxTr88i3MK895IroxKhUsioLRpLMpG6HzJfaBRpFa0sBRERmjHVtCcljEbaWKSNQ9qbSB+P9AlIn4j0t2WciPQJSB+PtDeRNg5pY/pDezLmnUGAZnGLVtRRNbnp38NIOiNJuk+LE17NGi6K2CF50S490t7HSA/EHLjFPH2JdtwpcsfWyB3bInccitonkZ+EfzDPSXXIOv9AxofsCw/ZF//iXHzEufiIc+kB++Il+mn753sWBNq8QTJSroRNqsAJ5DW9OjChECoRKotzQoo0LSvdCegQ3HVm+G8sbKhARBRVo2C5sgGSNlm2UnZj3yIu3TDTEaEFAPZx/yKQdIZ4aavJONRL25p+GQayWFQeq2NPD/fSHualPUzuPagpVSnapVN6gXbsbNyRrc92bHm2fUvkjn1Re0/HHz0Qc9DpxZ51z5z1wx1/Dd20KMhmXqD1l/4Ws/zWyWjxTYDVD0EblgXbaoc5mERs2xC5yzlq/9G4o4djj5pGOL9NNlYycX9F4g29HFQiVBbN4paF4Xs6bso9dBY/2VsrGd7QXIK8hX2MmgwQ0zeguAkR72WEDiURCV5SsyPxAz8MsHr5X3HlcYj7aLjMEnYZJu2NRzrSS+94zEGnZ9udnm53erb956D1b3objSTpD/HU7WvOQ3eYJ/F1L/0RnnrK1HN/FeTULwEtlQh7geTqvDe9TTsHx/SiTkq/jJZSFK4cfO1JgrQZmyUK9M6NGeltIP2zk/wdk3SGe+uFFPbcHLofQc2PG0HSGS7zhNXk2IdcxVBP3aWB6x2eOjs+c3Z46jzf31Kpo739l6tQ89B7UtQ/nrxKhL2DW9ZzNXcFc1tNYy5I7aGoBtMskDaquyEQA03aOMw9jtCCiD55cWPIqzr+EXvpHOI9fmWOqAQVTbVvkA2He+kM89IZ5qUjXz0zRJGh64avk/R0Q+zsnzo7PHXe9HTbLOqaropL+9yVtEeujbvUXwuoEmHvAAC7OQ+7qKA/VtFUi4gIzZh/tudREANE1gdY5o0AAPAg80mbDZQjMerEq4mIdoAl7aJCY9irhOFEspFpmIP9U2f7p84bnmz9qLUsW3bS9xXwbZ+10lhAf0Alwl6jWdxiGOWiUIfzQran1xQiIgJg9XNMnPOqFSj8DRuSEbFZLDrCcx1O0uu8p/o2bGtlc+2gLB2/KmsMWb9VhEM7e6Q97Qw/9TWzCneyi9i26anzunDHSWSj9hJ9RR7pX5lP+3FZVLWjfUFtS8OyiAMKz7NM9rEMyGdI79dSCdl7gTGxd0eN+kbWVCi8CeJGAChurNSPPjXEU6dzXPGTINvc+tJBXLpD3EcjZDHSoXIx0iE9xUiHeukuCLDa8GSrbcRW24ithqH2Y0n6XZ247x176ZHqvDghgv6stFVZwj6isrnux7BdCnU4wtPQmfVHVXMdIiIA1nEx1RTpSjeA6S0ZkzBzKzblIiIABBYwZgTYKPw7/jTINr22cHDXrVHUrP3i8HCSdnfVM5041ltfJ9jW5snWjRHbbCO2/RpkM4JE7LfhTb2xgZN81ubVl/XvmqhE2EcIqnKmUtd3c7psZqBDYD5DLNm7gxhrGZhmgYy3+3X7NxWzdmBDGgIgYl592Xr6teFe+gp/72cFbx50BUpQ3Vyn+eKQ8on7j3xNzMMcNjzZYvNk64YnW+f5W6h1F8LpvQiV1qGaB5GUE93vC6JyR/sCQVXOVOqGHjvADvMwIL44xSpPb3tkYxbknwfeAqCN62FkUjdkTAChBpT8Cc0lkmetaK49KyS/47u2i79L7UURuwsaygdlrRSirqXRgXVzBEm3y8S9pzbBU3u4l+6CACurcKf14U4bwresC3Oc4WtK8FLgZveDR6oE7Ri/D8RqqCxhryGoypnqu75tKLm/3Q72n8M8umxiOdLTyDj6bHSJsK0vurgJ64VYeANTjDFhds/TPGmvI2MCcudhug2W/I1NOQjScRFFDRVnheSp/uu7+Zm3iL9cI0mf/JMgBrFvXtzMYLuhch6pfA+oiWQj3RA7q3An63An6ydOBiGbxpMNlejFNlAe6beh22oHZhlVIuwduJXZ8gr8xM8uraYQACi5ce/6WHRz2mW4h+GCsF130kLa7SgAUFSHTdlY9QxL/sS805i9BzPsMcMOMx0wZx8WXMBSN6yJw+YiFLfN2WoQNT0tTlxPuzbBx7ybv60xZOPrqQEDPeDlZVDdXH891W9WyCZ5EQ4l6X7lt8Y8zMEi3NEy3Mkq3GlJ4PouNoGvSIcTKObSw2sDAJUIe4H4spR3KBatAZjP/e2lCQlERMysLdaMPN5jQ643vE1XPjtyNdmfWZ5Wr8Qs5VaIAbLqiim5sXaM36f72wz11OvexZoftp1ZnvYy59xeGepaGv0LaCZxZ9/1WzOBYrgyyMY81GFdmKNFuKN5mMPnvmbdtQzum//ZmxjpcE/9gPwBHCGuEqGyCCvkvOVt3qrArwKdOkfJmsUtf6SHvedjpUyr5uEeBpN9LJdFHHBk3rmS7EfJjX1RwmdXpPOqsnlV2dzKrPiy5KAC5p8Z4Ye4j1dFu3weaD/We7XsKI3c73SnH/VxZJMTAk8lJ1T+c1Df0nBL4GYcutk81ME81GFtmKN2sO14shJjQPsrQuOhyIvx0L2cTIWBrC5SiVApPM6MHO1p3DqLfF7I9m7i1IUNFU7Mu6O9jJWdXiD7vod4EId76r/mZSih7CSxcmEDTx2Cp85wL32T2HMpNQPYyn4gAADsUv6O6BOmYQ6moQ7moY6moQ7f+q8b5qX7ki26Xz48s419T6T0kLO+QSXCHiAG8Rm+93B3g9Z94ILQ3aWN1d0/CgCEVbnW8ddGe63udbuEPtVwDPfS1406EVeWpPxYvH8IiupLryT+aRLmtDrUwSTUwTTUwSR867uUVf01Qe1ldobmsRdeQX2fSoTdoUHUtJF2U81Nr9VqLY84WCnJwisBAEirKdjNefiBb3cZxfbstRTHU8xs6Nc5FRkD/YPd76hrafBKD1oXsdModPOq0M3GoQ5rwrc8EHreSw/ql66kLynCVdEuDb3ZtPcZKhF2iYKG8uURBwluxFYvlPj8VN9i/VXNdV450YZRZ8aTzftLiqNJq357dvhuemhxY9WA7lgGAi1iUUR+3Kbnhw1C7A1C7Y1C7VeFbt4Ve0ZYkQoAbtmR/dKL7WVEuCrm7KtRIKpE2BXiS5M/ptoSXNt2bmtjL73ktwIAZY3V1DyaI/POtyHOY0irldwrtqUcvQy/DHa0ir/imhWZX1/+r/M8EVEM4vjiBOfYM7oh9sQQe/0Qe4NQe4uInb6ZYY2y5Q0v4vRlglr/6dAs9vwrUyCqRNgZAHA7NXiM5+pWA0hwIzox7/bv3qBZ3FLcWBVVIriTFrKL89A4+tzSiP1zQ7Z9FmD/WcAmCb8J3rowfI9hlMtW1r1rKf5PihIKGypeQW/CAYIYxIwS3q74CzrB9jrBm3SCNxGD7Q1DHa5yHxa3j3Ll1ZeqdShhe4XGcBv7j1d8zkslwnaobKpdG3NZzVWvVYFqrnrHuB6vYLsFAM1iUb2oqZXN4pZ/nZ+pEC1iUXQR2znunFaIvWawnWawnU7wJp2QTftpl4WV6eJOnxEApgeu76d5Fb2Q32skw6spfq9+a60SYRtiSpJm+jsQHusRHhMlHOFueDs1pPNfiQpKoq6lITDnhW3UMfXgTSuD7NSD7DSC7DSD7LbGnI4vTuimlMeJfbujMRxgj/R9qmVYEWdQfvVUIkREbBK3HOd6jvRoywQSXIlveJlRc2n/DVv0igGI2bWFd5PIqyJ2/RJkuyLI9rcg25VBtupBtpujTjwroPXo7zErUvvYELFPIvwt8nB2XcmrWZzOUIkQU2sKloQfILjqyXOa70Z6Wepgv7V/HyqbaoJzY5zjL/4WbL80cOOyoI2/BNkuD7L9Lch2a6zLi0Jmk3J7WgBQf3GoX4bGdM8xZOPzST5Ng9HsoxX/1yIEgEcZT8eT1sgbQIIr8YeQXYP4u/hvRElDRVBuzD7GTfXQLYsCbX4OsFkSYLMk0GZZ4Mbfgu33M66zSgW9rSNnVaSN9NbvXYzUqysdKk7z/BZ5WFCVM+jOzv/vecLyppp1sVfU3PQ72MDVUeelk89U6BZ1LQ3MsqS7yb4bok8tC7ZfELDhJ/8NCwM2LArcsDhww5LADXrh268LPLJqCsR9bQZxhP+4v2b6duDHgbbu2S8koa9Bx/+pJYwuEX7ut7mDAVRzMziY4Nr8Dz74M7gQgTinrvhJIfOa0HtDjMvSYIfv/TfM97f+PsD6h4D1PwasXxCwYWHAhiVBtlviLgTnxtQ018HLGZlmscg49kw3bS8Ul5J6dGabMZziZ3UhyecfdcDy/06ELWLRKR5ppLsx4XE7AzjG0+RxZqQqENoKEYiLGypY5Sk+OVHn+O4b487/ErZtfsDGr/2s5/hZz/Wznutn/Z2f9Tz/9fMD1v8QsH5BwAaLF8f+TPHLqS3qxyh/g6jJkn6ZQNJ5OR3qEDx154ZuvZkWNFid5rrB/5c7ml1X8tuTI4THeoS/9QiP2ziFsj6qRDDY725wUC9qyq8vS6zIeFrEcc2MuCAgOTNuGb84/lOI0zcBNrOoVl9QLWdRLWdRLWdTLb+iWn5Ftfraz/obP+u5ftbf+ln/EGBjGXXijxRqanXOAHl3IhD9lRXxQYBVXyaoeerMCLBxYt2JKRU2/TOcz874P7KEvrm0yWQrwt/EdnxMnB+8M6u2eLDfXf9ABOJGUXNFU21hQ2VGbRGvKptenhpZzAvMZ7hnP7+dFnxW4L0/4S8H+k2zmLMrnx6YH+w003/jZ9T1M3wtP/JdN9137XTftR/7rvvE1+JTqsVnVIvPqRZfUC1mUi1mUS1mUy2/pFp9RbX62s9qRdi2nYwbJ+jH+AAAIABJREFU5Kxn+fWlr+bkflVz3c20wIURu4aTeo7WvEe10Hh+5LTAq7cnpwcF/xcirBc1bWPeH+ZqIG/9JFz94nxNc/1AvwFJKUxJY1VuXWl6bVFiZTanIjOqRPiiRBhUwA7MZ3nnxrlmvfg76/nN1JCbqSGXkgNOCSinBJQDXI9dCY93JTzexLxnw7hjw7hjHHd5Vdxl3ehzK5+f+u35yR8jDiyIODArxHl28Lap/nZT/Da+S13/jq/VJF/LST4WEynrJlDWTKCYjyebTaSYvU0xf5ti/g7FfDLFfDLF/H0f8yk+5lN81kz1WTPVZ+2HPus+8l073XfdDJkIP5WK0HIm1XK2n+Wv4dudaFcfpgVzKzLqWxphMFz3FrEov77cL592RkhyYN0yiT1nHHvWOPasJe3yds4fl1N8/Qto6bWFdS2N/6KdxX/fHRVW5X4fvJPwWK+DDRzqanA00b1FLOrb07aIRYUNlYKq3KgSITWX9iA94qKQeiDBdTP9rnnMZe3IUz+HH5wbvPMzf8d3fda/5b1uLGnNaC+z173MRnqaDvdcPdxztZrHKjUPY4LHKoKHkRxXtaOnMcFzdRu9VhNIqwkkEwLJZAjJRI1kokYyGUYyGU4yGUEyeY1kMtLbdBTZbDTZbAzZbCzZbBzZ7A2y2VsUs7fIZhNkOpxEMX+XYj6ZYv4exfx9ivkUypoPKGumUlpFuHa677qPfdfN9LNeEb5zY9zFiwKvkHx6Tl1xo6ipf78aFST4L1tCAHiYHvGmpznhb70OHOdh6pEVBT39WIpBXNRQyShL88mNv5Lkt4P1wCTqws9h+6f72r7lZT7KY/UI91VqrgYEVz2Cqz7BVZ/g1oEGBDfDTjQiuHetus4i9OrANh2qkUzUSKZDSabDSaYjSKavkUxHkkxf9zYdTTYdTTYdQzaVipBsNp5sNp5sNpFs9jbZfBJ5zbtk83fJ5pMpa973WTODavVtkKP60/3m0S672PeuJfn45sYkVKRXNtU2ipp7XCIVXh7/WUtY2VS3LuaK2mP91kLQVk73sWWUpXV+SJO4Jbk6zy+XfoZPto699lPInne9LUe5G8v82I7P096z1Zfq0NWgI90MCO6tNGxPoza2k6WxlJ6dKNGhlwnBy2SIl8kwktkIsvl4X6u3qeunB2z+JNBhbujO+eG7lz09tDLyGDHq9Nq4K7b0m87sPw5xXS8kUW6nBbtlRQbk06NLBPyq7IL68pqW+npRU589AhVeHv9NEcaVJn/mt1kaBW3PJWH7C+srJHdrFrdwK7P+Sn/qSL/7c9j+CV5rR7gZKXyUYnbcYbbqsBPb28Yh7qtGkcze9rH+yN9+dpDzD2H7lj89pv38jHHMxQ30W06s+zs4j07wyWeF1Oupwfcznv6d9cInj+6fz3xeIowqTUqszOZV5ebUl+bVl1c01VY319e2NNS2NNaLmhpETU3ilmZxiwjE/TktQYWBxH/NHW0Wi07xSK+5rVKoGbv438ubaqKKhWd43lpPT0wiWQx3NeyF6hSKsIPe2qcfFfLnsP1/Z0ZWNtc1ipolgpF8GYO9eCoMDv5TljC5Ov/nsP2dQ6ASfh2wVfvZifFea9QUhUl7xRFuRtN8Ni4K3WsWfXEP+9GN5ECf3HhGWVpaTeFe9qMZVLsen2GIq/4n1E1Xk/xrWxoGe9lUGGT8R0TYKGo+wfUa42HSMQ348nysN9nbanHoPuvY6y58MiUnjluZVdVc3yhq7qokslHUzCxPO8b1WBC6e5iboaLNpIyueh/4bLiS5KeS4v8z/gvuaG5d6YKQ3Z2TEH3jCDejL/23mEVdPMunhOSz8urLGkRNfevmIgJxbl3pzZSgRWF7h7gqCBG1SvEj341/pIX9k/vVqzBw+NeLMLO2eLqv7Uu6l1MpG/Qjz7jwyc+KuBVNtc1iEfTrDk0EYk5FhnXctdEeq7t2UPXmBG4NLmD170ur8M/Hv1uENc0NXwds7c7f65pTKRvMoy/dSwtLqsp7NQkxAMivLz+S6P4exarDAQ75ljbEyFNJAzZ7RIV/IP7dItzLftSreOZIt1XLww+d5VMSK7OaBikTDQA1LQ23U0Nm+jt0CpzqSjjKw3gv56/qga+nG0SIxf++fo0DhH+rCFvEIkpO3AeU9cp4m+M8zYxfnHPNjCxtrP7n9OpsErd458QsCN3dWYQEV12CK3Gar41Hds9lPf9SbHVyCg0OGex38Y/Av0+ETeKWh+lPZ/s7DXms3732Xnc31os87ZkVXdVc/4/9UxaBOKyA88uTgwTXTkU5rsQhbnrqz47+J73T7KwsXS3tG9euqUziv0mETeKW+2nhn1Lte0ivP9abG+h8Ncm/uOFf0x9eBOIXxXzNp8eGuLYToYSjPI2PcN3++UdyeovU1NRPp8/Y4uhYV6fseI//JP4dImwRi9rk13Ws5XV343Uxl2NLk/51o1EkEIM4tjTp14jDBNd2IpR0Af8iYHNoAfvVvysRiKua6wobKlJrClJrCnLqSsuaql8+m1JfX6+vo3vy+PFLFy7o6xLz8/9l49z6Ef90EYpB7JUVPcvfsXvPcxLJ4mCCa0F9+b/F9HUDMYifFXEXh+2Tn4QhoZqb3pqYS4UNFQP36jUtDc9LeFeSqRvpN5ZF7P84wHaMt/FwT/1hnvpDPfWGeuoN89Qf7qn/Osnofarlj2E7zeMunuB7+OXT8uvLlX8VANji6GRtYdnS0gIAflQqk8EoLCjs+ZH/RfxzRQiIoQWc+UE7h3SbhX+fbH1RSK166Z5C/zSIQeyfT/8maFv7aI0uwVV3ovfaO6kh/WjtAYBe/j/2rju+qaoN3zIFRBRQKXsogggKKorzkwJldbdA2RsEQUBZylD26t4j3U0zu/cu3eke2btZTbr3Ss79/khb0ps0rUqtQJ7f+09z33Puuefep+84i3WrEvtNytVJRCs9nOlgB0drkN7zSU3GEcw/TPjpp2KPGHHhkKepuDo7G27Y0NTU1P9LVETkqg9XFJAKntdDvUD4j5KwtJ67Je229tTLTOKBx5Tw1hftUOi/hB6F3J+btiDyWP8RpX1i+m3y1fIG3j+sn9UiuVGBXhpzagzW7O8fUaq2ofX08D0HSQ5psgqNueiE+PjP13zK5XD6fykvK1v3+dpPPlrJYr6KGy7/50goaq87mu/Su7hhEHkNs+NiiX99V8tLZv0GQ1tP5x0ybirBGkHFiTir6+Xov5GwAQAkVpduybg1Dmcx4DjE50RCpejhTVYk/OTGimtT+UcpEok+/fiT7Kys/l+kUum3675yd3WzNDN/RV4oAv8hErb3dN2rJLyB260982n+9CGjWfSqvS0AgLC99kCeg+qxwUpZEXsmr5Y+/KriJMXrki/rDXY46fMjYb/Mjjpkx4hsl3cqH4RMJve/vo6ODjNjE29Przu3bqODg/sbyWIyq/j859uH/1n8J0gIACBU5SyOGGIK6KrYc8mS0Tk35z8CAEB2DXVNwgUED8dhLa6UBQx5dGF5A29j+k1tJwQPZNcEgsX7sSfXp1/bkfPoeKHL6SL300Xup4rcd+fZbMq4+XHCz2+E7hoOCZWyMOYYtipT9fUBAM7//POlXy92dXV99/U3TY2NMAy3tbXZPH6yYtmy777+prPzZY41+jH6JKxsrNqQclP72MNM4n5neqxukYES3Qq5HS1yKsEaQcVP4s9XNmq2Hm09nZfK/MfjLIc8pntZ3KmTRW7+3NTKRr7qci3V2pS/KADoAXJemyxClH+1IvDr1MvjCeZDUnFjxg1WS+9oRFBA4A4Ly87OzoT4+J/PnIFhODU5eZPBhmu//fbVF19GRUa+Iv9wR3M9YVN324Vi3wkYKy3Jz7EhFqcLPGs7m0exnf9N8Ftl2zJuI+Z/T8Lv8GDFIzRJdcwPYk9rp9+ahAuPaWGsFskgm2IoAJAD0NMncqBpLWVdV3MQP31b5u3xBPPB3VfjKaE73NlxAID6uvoamQwAcOLoUUxIyI/HT+yxtqZSKHutd9s8fvKc++s/jNGxhAAGGF7WnLAj2g3g/5KvlTZwwavx7/BvAAAQyE2fHroXkTjdlWOjnPwNALCjR07AWw5IvajIa3irIyTn4nr2gE4GChj0wKCzrqM1W1JDqaXLFc2ZgoIH+QEXM1x+y/R4RAr0rYjMEhZ2y1tg0AmDblglCwoAELfX36Zg9aMOajKGvWeYWeY8aOxug2G4sbHxgyXvfffV10QCQaFQ3Lx+/ccTJ16puWyjQEJms7h3L/rBZW7Y0RBe5gu0f+toAQAgaKvZlPYHgocfxZ0tb+BZ59ggk599MhFvdb7ER6w6vQEoYNAlam32Y1QffMp9D09dgqMEMSUOlaJF6BjI1QVy+gOyPw7ZmkO2ppCtJWR/di7KBk2JC6HE3cn1I4lLFYoOGMhhGCgb1i7vcmbGzIk6pJGEEN54efwpZY4tMSGhoaEBABAUGLh9y9bW1v/ccREjin/VHe2Ud9+uwL2G2al9YfuV0sAW3XYPfwUKoLClRUzAWaqO6esp86gaGGi6I/sxr1WqUkG3sLX5cYVobRRjjF8l5Fep51d5OpeP5UgXE2iQb6Web+X0YPIyIu3LSPr6GMbmOOb6aPqXYbQPMOQZ3uhQRurrjkaQzca5HrvOpzmVSSkAPNsmuLWn408yZlKoVd+xZAOOapkesTurhqLUzMvN/fqLL4UCwb/beaOPf8kSAgAyZZQhZ59tSv2D1iQEOgP41wEAyK9lLIo6jsjWIGK/+VHH4sRFAAAYBjBQANCZJ623SONODqK8FkR5LYAEuTu/6Y8n8mQ4ruz3YiGWIy2vq2/pam7obE4Q1twsEZ7I5p/I5p/I4pzNINzIQbmUECi17ChOSSA55rdMDwPcL1OdH36LSw9nShSKThgolHkcdotkfcZ1CG+CPCoQbzwpzDJWUggAqOLzS4qLR7sjRwH/BgmbuttOFXhon/4yN+wooSoHwDr6/SPUdTUbpN1QnfatykDrXJuGrlYYhmEAYNAFFK1VLY14rhTHlQZQs9xLQzMFBc2dNawGdjI/l1bHKJFW7Ewlb0hgr49nW6ZxL5AEKEY1gSt9UiH6KoaphyqAXG7quT6O5tLGeeZOdL23Ovjhj8l2geQUIlNy6SnHKpoWx6kGoAsGAIZhBQA29PAJRHP1M64nhlrESApf2X++I+6ORgsL54Yd1TL+Ph5jebHYT3c47nNBbWfz8tifBpAQYwphTMfjLJ0ZMX1acrmiLbJKtjuDNwdHmxKQ/6bnjWOJj58KCmraxB7lYZOcjCG7zZD95m9w55MFrJ2pvDkhtFkhtJlo6rRg6uQgyrIwxu9Fwugq2Zk8/m+FgmOZXMirDPIshdxLIMf7kK3hGEfvr/Fku6K8cCY9iiWua5cB0LvDd34dfU70IZWjy3plYqhFmqxitPptdDGCJKztbN6TY6fd//wm6bfyBt7IteGVQru866vkK2qzTE2mhe5Ori7r0+pKFdd+EsmcHER5M5i6nFD4sDCyrr06kU9eT7wVzcmZ6LRTz2E75LBFKQsD3KO4sjPZVctw9CVY+nwMXT+ENgNNfT2Y+loQBc2Wspsbf8zhj/WtgLzLIM8yyOkWZGcI2RpCdpcge6dxdpuNw3/PEhQARUt/oChqr1uTdL7fHe2XNyOsyxtfxY9hRNxRAACOnz0r9JAW+s0g7PNiJenyn88LAIC9uXbIJRcYk3fCD5Q1cJUackXntWLh5CDqm8HU9wl0J7IkU0ipauKfz8xbS2B6VErOZPC/D2V9go4e52QOOW6FHLeOc7Zai8uO5crOZvI/JTBW4RnLcPTFWPpiHN2VKrlXJpoYRNmXyYsR1KwOp0Pe5ZBnCeTiCzmcgxx+h5xyINt9kM0m5xK8UdhvoYxkhaJN6Zo2drcaZFzrpZ/KuYKL447LOhtHtyf/fTx/S1jT2WSdbaMl/6mHNtubY1/d0fDcb/0qw4kRo77o6Z3wAyqORvu1YuHrwdR3Q2gX8gRpoto/C4WpAtr6MPzXhHKDUEaOSGoYRt4ewTKOYH+PT13se2+m58/veP3yWUioUSQ7V1y7L5H7LZH5JZF5JJ33VFx7IJ2nH0KbFkydGEiZiaH5MqsvF1SNQZVDXmWQRynkVgK5FEP2x6a5mOHpSZDNRshm4xfBp9kNHOVAf1tP54aM6+rxoWHmTfkguyq/rHjOJAwT5M0KPTT4+LvZksgf48Ulz/emOhTXsyfiLBFe6JvEPcqpDgCAuo7Wktr6t9DUtZGs+Kqau0VCywROjrj242AHyGHLGEfjBT4/eZSHQ47bNxJTdsdw98Rw98Rwd8dwrWO4O6M5VlGco4m8guq6M2n8JH5NMK3aIIL1MZ6xFEufh6HNQFMnB1HGBFAOZvFCWNVT/SsgrzLIvRRyK4GciFez/Nbjf4VsNyl5OMvNqkxKVoaIzd3ta1N+UT9n9z4NP6rd+W/juZGwoav1YK6jFv9zXIjlr8V+uv3enzva5V3LY39Sn9KdJClVKsjaW3Zl8JwoklPZVUmCmq0x7C1R7Awh6+PgB1vDKqe5HV2HwZ1OTTqZag85bVuHCTwSzzsazz8azz8SzzscxzsUxzsUz3tEEtHqGriNjceSeNsi2BvCWN8SmZ8RGB/i6Asx9LfRtClBlDEBlM+jmbFVMn00GfIsg9xL9P3KiUwuZGcJ2RpCtpsgm02QzcZpTqYF4jKlPazuaFgUexRBwvFE8+IGDWfXvax4PiRMqS5fEHFcy3EOH8eez69lPJd76YDA72VByE2EMaYO9Cjl1cbO1i9jmIsJdElbk2ulZC2R+X0o66mwdm98FuSwZarbwZWBTtvCUm/mxvyWmWNIDD+RwD4UV2EVlXk6kbc/tuh6JiWOLSuT1mOp0jPJVU8FtZefVu2I4phGsjeHs/4XyvqCwFyJZyzC0t/p4+ESIi1OIJsfQoY8y9AMyTJ0JeREgOw2q/LwbVcLSi1dycPSBs7kMCuEU7o6+Vy3omdU+/Xfwz8lYbu865di3zGDjwG+htlxqwKr3OJah+cOSpNgAs4SYQatsh4pr/bI27aE3ZnufjKCy3IoiSawuCbRZM8K8e28ojfdT0COW6e47tkfS/kxgR/JlH2EPj3BzWpbGPFL3K29SY8w9BwiK+1mvv/J5LhzyYIzSVWnEvm/plUVSeoPxPKso7kWUZxtEez1oax1ROZKPGMxlv4OmjY5iKLnT56Do8YLZNcKqn7O5vYFh4cRPFzktVfaKlG2E8VNUndK7RgRo9ev/yr+EQnLG3gfx57X4oJ+Fv9rWV9YosNIYGvGLQQD50Qc7lt00n0xw2W2+85odsbqoJOQneHq4B+j2Bm1bdX3SEHHU2zNY/68np3mVSoJIUsZdQ0h9BQsIxnNSHxcgrWMv6vvt1/P1WSCu4V1TOLVdOGlNOEvKYKzyVVEmsytRHIojrcnhmsVxTGKYBuE9fJwIYY+E02dGEiB/Mn7n3KlbU3T/Cog9xLItRhycobsN6vwcCNks/EH7C898jblg1jk3keQ8K0I65rOplHs238Nf3OIQg4UjvToSdidgw3BT8BY3a7AdSl6nm8yVwdVpFSXQxhTxNTtcGEeDMMwUESzMuZ5WsdzMpf6HoJsDSG7zZD9lmBq3BK/Q+/5H/4h9NLP6QQ0WepfLvUtk5ZV159NTdRzNYFcTfRcTca6mYxzM30bdfhIQsrdLPHtTPHNp6Lf00WX04SX0gTkmvrTifzD8by9MdwdfTz8gsBcgaPPx9DeRFM/jWJG8mXfxzIxrOoxXmWQWwnkkgs5HEDy8MnG61k+APTAMFzd0TAjcg9EMFKVX8t8RrmL/xX8HRJWdzQYZdzTYgA/jj1fVMd+7m3VQRUAgG9TfkNkRI2f3lVeq2mTrvI/Gst++h7qQB8DN3+JPfuwIBhy3Ao5bYOcts31uXA5TXA1nbc3NjGzqvphLmesm+lYN9PxbqYT3EzfQR36MSn1ca7oWgb5Ua7kfrbkTpb45lPRb+lCDEWGJkt/TOQfieftjeFaRXG2RbB/CGV9RmB8gKMbxrOjq2reCqFCvpV70jk3Cqog91LItRhySoQczCH7zb2j+TabIJuNY203M+o4ypVQ7uw4iGDcP4cGwhu9Fmoh6fgLOym+oPhrJAQAJEnK+tYBapCxIRaXSvxfvr2i/4PIlFEQjuh4rIVyw3wAuk8n24UzU1b4H4FsDSE7Q8h+M+SwBU1LeMfLGnLcBjltg5y3j3MxX+D36zSvg5CrsW0p3q1IPMP74AQ309fczSa5m031sJziYT7P9+h832MOJKltXvXjXMn9bMmtTPGNpyJqTcOFFMGpPh5aRHG2hLO+C2WeesqPr6pZjKcrnVLIp8KZLPo+kt4bGTqGQPZb+3i4CbLZ9B5qfwInt0veDsOgRyFflXQW4ZRervAf7Z4ecfyFmLBb0XO9DD02xGKwLZgWRZxMq35Fp//9+zDPeoAg4Y8F7spLuaISn4poo7jEKW6XlDYQst+yyPega1loLwOdtkPORpCLEeRiDLka67ma3CkMWo05p6TfFHez1z3M3/Awn+m9a29c4PXMPM/iGtdCmSNJapNX/TBHcjtLHEGvCa6U/pxcdTKBfyiOZx3NNY/iuJdLQtmyTwiMuSG0qcHUMQEUyLdyin9lbJXsDZ8yyLUYciqCHGwg+y39TmkQJXaR1x77wgjlyGGUmAQRBqRJp0fufumHtYZrCQVttT+kXB9sFF4Pbb43x76+q2VE/2Ho0A9hW+04rLnqsMR4rAWnpRqGYQXoJNCTLhUI5mFoK3C0iU77IPstkMOWW/n+n2HOqDNwjKvJODfTKzle6wjnJ/fR701Pi7c8LfbH+2Mq69EVdQFltT4ltR5FMucCqV1e9cMcyf0cMa224VKq4ExS1fEE/rnUqmxhrWOJ+H+hzNV4xhIsfSaaOiGQAvmRIZ+Kr6MYdmVCyK0Eci6CHAsg+xvK4HAT8dLtXF/IZuNMV8+mzlbloqfVSecGRIZEIxQ3abT7e2QxNAkBAEmSslmhhwdzQd/E7w3gpAPdLNB/EfcpBIQZ3JXzBIZhGIC69ppgluhtNHUJlv4pgTHGwRhy2AI5bg1npQ3GwIlupifT7E1ibkz1MJ/mafGWp8V0L8uZXlZnUgjh1EYipQFHrkdX1PmX1XoV17gUyOzyqx/mSFK5tV6l1RdTBcHk6uLq+ovpVWaRnE1hrC+JzOU4+uwQ2pQgip4/GfKthLzLXcii1XgK5FIMORVC9nmQ3b2pLtZx3MzJjkaQzVbINu9uHg8GchiGA/lpAzxSovE36Vde7q9rCBL2KOQPyMRxIZaDjcKvS7jCbH51j/IYFQAAPoo7iyBhpowCwzAMunrkLQcyebNDaMtx9LV4stIMrgw+eZsUADlth5z7SOhqrNfHwEnuZhaxfx5PtXnT02K6l+UML8u3va0+CjpFoAjimU0xjMYIWiOR0oCprA8oq/MqrnEukNrmVTuSqtn1jZWyBixF+mMi/0Asb0cUZ1sE+7tQ5sd4xkIM/c1g6tgACuRXCaHK3wmsJLKr9Xo90gLIjuRayv0Gg4VsT0A2VyAb0jvuRe3d7TAMd8q7347ap0pCPaIxt/VlPqZCGwmbutt3ZD3WkoO5WOzfMdRelzo8d9CbRYiRiaUxpwAAMAwUirYd6TwPmsS2XPx5KPMbInWMownksPXXTLevCBeeMdCll4ET3EwnuZu97mH+DeH8LZLfdC/Lmd5W73jvmOW9wzLaJpPXks5tTmE3xzObouiNoZQGTGW90h4SqbXUmgZZa5NToeSXFMHpRP6ReN7uGK5JJNsglPUZgfE+lv42mjaxzyOFvMp+y+dviqJBzkWQQ+HuWPqNbA5kk68qfpVCZZr051KvZwssiMYQ0diWET7avT6CGJSEVa01a+J+GYyB7xAPRglfxbM7/guwoUUgzOC18mAYhmEgx3Gl4wMpM9DUk5n8p6La33MES/wejHEywTCSxruYqDiiJmPdTJQMnOJu9oaH+eKAAz7kyLe9rd713jELtXM2atelp9gCUVu+oDWL35LGbU5kNUXRG6PoDXnCRl5DU76w3r1IGlguS+XWXk4Tnk2qOp7A3xfLtYjiGIax1hGZy3F0/RDa5KDeHCnkXT7VtzyCUw25FK0JqQyhicbakSDbAfItthKALhiGc2tpqpYQIhobPL02yp0+ktCcHS1r4C0IH2QuKNrsu6Tfea2yfyt1pAMSm9P/RJCwpJ4DAFAoOucTaBMDKe+G0JZi6f8LZ7mXi58K+VeywkNZaZCzUb8jOsbVZLyb6WvuppPdzaZ6mCu90DBW6rveO/RRO+f47JrnY20Yfr1S2l4qaS8UtZGErZXSFkFji6CxOaeqMbiizrO4xpEkfZxbTa9t+D1DeD5ZcDKBfyCOtyOaszWc/S2RuRJHn4ehTQ2m9oeFkGfpdRJ/dyIzllv9llsRZEuCbPNVRc+WxG9qAgAoAJgTfVCVhJPCLNrknaPc7yMGDZYwU0aZSTygZRhQNw9mFNGjkCP23p4dcVgBFDAM8qT1kD95chBFP4S2HEf/isjcHM7aHcu5koUl19L8qbEn0hw+Cjk92dNqgrt5vyM6TZmG8baKYKfpo3bO9dm10Hf30oD9X+F+qmpslbW2NbS31ra2MmpaM3nNMYzGUGoDuqLOp6TWpUBmk1edwq1DlUp/SRGcSuQfjuPtiuYYRbC/D2V9gmcsxNCn9Q1UQKhyyLPsIxyltr1pgV8ZZF+AMINKcSquUnqkhwocVEmoRzROk5WPdt+PFJAkzJJRpuH3DLIWfn+YIG9UWqlDP8obeAgzaJ1jA8MwDOQ3igWQP/n1YOqcENpHOPo3RObWcPZ6Qsqm8KtHU2zf8NyxOfLaHyT/QFp8CCMxgBprW4L9I9/nep73hUyXP/N9yLVUt3IChh4fwU4NZ6XWtjU0tHeImjppNR2xr2jsAAAgAElEQVSlkvZ8QWsGtyWB2RRObcRW1vuV1roVyuzyq50LqgvE9RdThT8lVfWHhT+EstbgGYsw9LfQz3Iz7wZVJlTJ4vhSfVQp5KCZhNtCKTDohmE4gJeqSsIxROMHNMIod/2IYYA7Sm8SzSTu1zgW/2ncL/Qm0WjZax364cdJRUxV61u11P19HEvPnzw1iDoXQ1uJo39LZG6LYK9BBxxPtVsfdgVyHhANTvfe+WHwsXX4nw0jLm+JuLIt8qpHReiBxHvLAg8u9tuzO+5eU4e8tq1H1NTNquuslHYUitoy+S1JrKZIWiOeXB9QVudeJLPPlz7IkVBkDb+lC88kVR2N5++J4ZpGsg3CWJ8SGEuw9Blo6rhACuRbuQBLjeRJP8SS/xdO/TWT00fCfIRMcy7skXcAAJgtYgQJrfMfj27PjxwGWML1KTfUDaAe2vxgrlNLT8do/Z/QQRWXS/0RlvCpjAzDcI+8Y0ogWc+fPDWYOg9DX4VnfBfK3BbB/jDQ+Va+/9Kg46pJ0df68jFveVnM9LJShoKHkx6cy3BY5Lf7Pb89F566dskVTZ3y6pZubn0XRdZRJGrL4rcks5ui6I0EckNgWZ1HUY1DvvRhjiSCXhNQUX0mqeqYCgk/IzDfw9JnoGnjAymrIxnRfNnCEArkXjLGrTiSUz2YJYRsSeWyehiGFUAxLcJa1R1dlXRmtPt+pDCAhBMwVsjVgNgdLoxY3XZM/x2oz1ar7WyGYZhS3wj5VvaTcCWe8R2RuS2C/Rk62LU89E2vXaopGdVo8G1vq1neO+b47FqH+wlVGfEt/tzuuHufBB+JZOc2dsirW7o59V0UaS8Jk9hNUfRGPLkhoKzOo6jGPl/6MEfyKFdcIK7TSMK3Q2jWGTwsRzo9iAx5lSmXNdmVCBb5lg5GwkCySLmR/rrUi/3jhGOIxlPCLMFL+h0OIOHKmHOqLui88KNZyiFgHf4z+DzxV9XZam8R9wAAYBiEcqWQb4WeP3lqEEXVHV1PSA6ixY93Ne31RV1NJrg9S4rO8LJ8x3uHPmrnIr99i/z2CJulnPqO6pZu19KY7/FnSqVCQWM3s7azQtpRIGzL5LUkspoiaY04cn1AWa17kcwuv/pBjuTmU1FZdf2FlF531CSSvT6U9SmB8RGB4UKR3C0TjQ8gQ8oNoNxLIJfi9WHUM2mswUh4NbN3UcWefJt+MziGaDyGaFzd0TDa3T8iGEDCUwUe/Tbwu6TfBW21o9UsHQbDnIgjqmZwZdxZGIZhWGFXIYJ8KiB/8pQgypwQ2goc/Wsic0s4yyySGsYqUgkITSe6m00e6It+GHgcS2X4lBc2tLcyazt5DV3Cpu7SailZVs+u66TKOkol7XmC1nRuczyzKZzagKms9y2tdS2U2eZV388W33gqItJkrsXiI/E86xiucQT7h1DW3mRusrDGMpXbn5hR7joDuRa/5lqEpoo0MlDPloSliWHQA8PwpXK/fhIqpbyRN7qdP0IYQMIoYYFyMHBDys32nlfikNQXDpPxO1U3Nfwh9RoMwzCQX8rnK0k4qW+IYh2RaRjGsozipFfJ3vb+SUnCcW6mE91NlQGhcmTiXe8dt3KSM7gteYJWcXMrq66dXtPJrO1k1nbkCSUP80NvZAXezcHdyEQnMOuj6Y1ESgO6og5VUuNcIH2SV303S3wtQ3QrS5TOrz0Ux9sVzdkZwwmgVuPZ0tVhzGdDFN7lkGdZ74Imp0I8XTzWTj0xQ/ophUmgi5UJ0sf0UIQlTJdVjHLvjwwGkLBD3j0n7OjCiOPSjlduA9YXBXqYAXs69a3ilZ/J4UE+FZBf5cRAyjto6lIs/XMCY0MYyyySnS2s3R1TOt7NanHA1XFuZq+5m05xN5vmaa4MCOf77ouk1SWzm57yWqiyVn5DW6mkvaK63bM043iivVtxun95gUtRhkthVhyzKZzaoPRFPYpkDiTpoxzJrUzR1XThuWRBaXX90XieY7E4R1x7PqvqIxx9bgjt9d453BXKwfq+hRSFt/J4y/2QYeEPuEqvcsGaoHIYdMEw7M6OR5AwSpw/yr0/MkCOE5bWc9gtklFpig5DokvePcjiCXl5bf2hp9wJAeRxAZTpaOpiDH0NnvFDKMs4gp3CrzmZyP8c4/EDwf9rnMskd7MpKlmZJf6Hw6kNsYzGZHZTNr+5uqUlg1dHErblCpryBa25Va2ZvJZUTnM8symS1kigNARX1KFKalwKZLZ51feyxYfjIrcQ7TYSnzwVVJXL6m2Kctbh/D4IerI4GD8rhDrp2bS1UsgjC3L1g1zuQ45Ek0jq3li6KgOX+ZWGMyWTHQuW+5X1kpATj3BHw0Uv5zD16J9Zr8Pw0aXoQUzd3pndS8ID6ZxjmVwiV2qUwp0ZQp2Hoa3EM74hMreGsyJZsnOpVUfimLN9z1vHpKzFPJ7ibt5vCfVRu5yLqOHUhhh6YwKriVUv/g53Pp3b9JTXks5tTuU0J7Ga4hiNkbRGIqUhpKLOr7TWpVB8P5v2ZyZ9b0zAN9iT17JdE3iZQdQY97LsxX775/tYz0btfNd7xww/xwmBFMivdJy3z3iPc2PdrCBXE8jFGHI2WeyTej+f18/AOZ7FMWzJu+5FkC1puV9pHwnj+gcJlRIuyh3lFzAy0JHwBYMexlQ1JjTqc0ePZnAg7/I3gsgXSFXhfNn5PMHnYcwvCMyNYSw/cvW1LMGReN6+mOK3UScOxT1dE3K71xJ6Wc3y3mEW6YitrAulNkTSGll1jeuJPweU0xOYTfHMplhGYxS9MYzagCc3oCvq/Epr7+UUGYdd+x/2xN7Y676VoQm8p1eznNegj3wYeCCGk7HQd/e8PhJOR50dG1A82ev8ZHeziW6mY11NIFdjyMUIcjYa6+CPpoqUoeAs9+JIluQ9n1Llnyv8y5QxoTs7Trmud0yfRIlJo9z7IwMdCV8wTMHvUnVH/9eXmLmQw4O8ypRh4Rto6pEsfiRPFsKQXnhaZV8ssikQHYjlnUjg740hfYGxu5ZRtTnUc4aX1cy+QcJdMR5eJTz3YsZDEvFqlsvt7FSfUsa1p1E2+XkESgOmsj6ovM63tNa9SHAmxdarDJfKz/KtDLWOvf5J0MGPAg8sD9j3vv/eaE760oD9ShK+471jhpfVG17Hp3qYT3Y3m+BmOtbNtM8SGkH29iFUEWRL0vcojudUq8aH32AqlCR8pJKYUUpGzUuamBntKTs6/DXMizyq6o6uiD0LAABA8aBEAHmWQahyyLdSL6B3BqlhLNu2VESqrqusqfepkNzMEl5IqTqfwr+cJrj5VLQ88MIML6t3vXfMRu2c52O9PPDoh4FHPsecIDITPwk+8mnwkTXBh0wj/sSS66IZ9dlVDRRZY56I4l2OP5pw+2vMsc+CD68OOrgq8MCKwP3LAva957/3Vh7KMvbGXJ9d+r0ktHzT0+J1D7NJ7mbj3UzHuJlALr2WEHKwwVBFi7xLoliS931KIRtSv5hHUgHoAQBcKvdFWMLKJv7odv4IQUfCFwxrEy+quqNvEvcofw9hSiCPUsi7TDlQMTGQMhNNXYylr8YztkSys0W1t/OERLo0U1BbKK7LEtQlcWpv5xP3Jd6ziLlpGH5pS8TlbZFXzqf7HU56UCarvJPv410RHsVOj+Okp/KLs6tqUGWl+2KffIc9/SX6yBfow58FH14TdOjjoIMrAw8sD9i31H/vEr892yIuPykKnuOzaxZq59teVtO9LKd5WrzuYfaakoT9ZtDZCHK4i6eLo1iSBV4liIGKc2ks5aZPu0lPIKIRRDQa0yvGspd0L2AdCV8wWGQ9RBw7ofw0i2T1kHsp5NVrDMcEkF8Pps4OoS3D0dcSmE+FtcYR7J3RnP2xvOMJ/Mvpgkd5Yq+SaixFFs2sSWTXJnNqU7h1ady6JE4dtaYxlVsXXFHjVMDbTLz1FeYnQ+KN9fhLv6RmWUQ4fh58+NPgQ6uDDioZ+GHA/g8C9r3vv3ex357FfnujOOnKgHCml9VbXhZveJhPcTd7zc10nJupnuszS2ga5Vfd2jjHs1jVBirFpaRK+aRrU39RTcxMCbca1Y4fQehiwhcMl0v9Easo0qWVMAy3d7eP8yiFPEsh73LIpwLyI08IpExHUxdgaCtx9BiezCiKbRLJ3hXNORDLOxbPO53IP5csuJQm/D1D9Eem6E6W+H625FGO5EmuJLhClsmvt8mrtsmrfpwreZAjvPGUeimt+Fam6GIqeU3wkU+CDq4KPPBR4IEPA/YvC9j3vv/eJX57Fvrunu9rHcVJm+Nj3e+LPgsIXU2UAeEEN7Preb5PClioCsFUp0J1EmYKamAYlgPFGxG7lAspxhCMxxCMP0k+O9p9P1LQWcIXDIHcdMRJoLY05cEpXWvwFFVjqOdPnhREeSeEtgRLv1csOpdZZRjGMo1k74rm7I/lHY3nnUrkn02q+iVFcCVNeC1DdPOp6Fam6E6W+F62mFrTcC9bfDdbfCdLfDtL/Eem6HqG6Gq68GKq4AfcnZWBB1YE7l/eZwOX+O1Z5Lt7vq/1XJ9dNsXo74nnZ/b6ouZTBvqiCwIOYxhJuxPuQ7ZpziVVU50KEeP14+1JrV1tAAB6s1AZEOr1BYS785+Mbs+PHHSW8AVDRSMfMVS4I/sxDMMwkP+cyYHcSp5Fhn6VYwIorwdT9UNom+PYvtTqb4lMwzCWSSR7ZzRnXyz3cDzvRAL/dGLVz8lVv6QILqUKr6YJf0sXXssQkUT1D3LF1zJEv6eLrqYLL6cJf00VKM9mMiA4LA/Ytyxg31L/ve/1MXCBr/U8H+vZqF17Eu78/NRR1QxOdDMd52Y6zt1sd9JDAit1adBxyMkYssn3JwsnORYgzOAX6ArlIKEvN1kZEOr1xYSP6cRR7voRg46ELxjkQDGNuFs1LJwVflAOFDAMYrhSyLUYci+BPMv6nNLKcQGUN4KpczC0ZEHNGjzjGyJzYxjLKIJtFcXZHcM9EMs7Es87kcA/lcg/k1T1c3LV+WTBhRQBqqwaS5H+kiI4nyw4lyw4m1R1OpF/MoF/LJ73YeDRpf57lQZwcZ8XOs/HWpmP+Sj4KIoc+ZanxRsqZvD94ON+1Nhfsz0nuJlBTtshJ1PIlqRxDveNbI5y99EDJHulL6rX545m1FSOdt+PFHTu6IuHrRm3EZPXCutYAIC27vapniWQazHk8cwphfzJ4wMp04KpnrTq9dGsT/CMr4hMgzDW1nC2WSR7ZzRnTwz3QCzvcBzvWDzvRAL/ZAL/VCL/XHIVSVx3KpH/YwL/ZAL/eDzvSDzvYBxvbwz3ff+DSvopDeB8X+u5PtazUbtmoXa+471jppdVBDttmqfF6x7mk9zN3kbt/j0XFURPWBp8ondwwmk75HARsiGhqSJkQGhLKqyuAwDIgWJW9AHViaNTwi075F2j3fEjBZ0lfPFgT49EkPBKWSAMwzDo2ZvIhFyKe51SVR4GUDYlsu+VipZg6Svx9LUE5nehzI1hrG0RbLNItlUUxzqauzeGuz+WdyCOdyiOdziOl1FVezqZfzCOtz+Wty+GuzuGuzOaYxHF+QT9YEEf/ZQGUB+1c5b3DiUDp3tZhrJS3vC0mOG983iqbSgrzST2Tz1X014GOm+HnLZDdiGQLQlLEyPM4Ae+pQrQCcNwVg1FdU39GKKxYeaNUe70kYSOhC8eGM1ixOS196JPKj3SJL4McirSyMOJgZSYqpp3Q2gLMPRlOPpqPGMdkfl9KGtjGGtrONs4gm0WybGM4uyI4uyM5uyK5jwuELmVindEcayiOOaRHJNI9rYItmE46yt8xnzfA3N9ds3x2TUbtXMWaue73jve9raa4WU13cvyTU8LpzL8H/m+oazUI6m2kz0tIdXhQaftkMPvkG3eeHtSMEWEWMdkU8hX+qKni9379x1V+qKOrKjR7vURhI6ELyQ+iT+PGKhIk1bAMCxXdK4IqoCciyBXBA8rIL/K34uFGxPY09HU2SG0xVj6hzj6ajzjCwLzWyLzh1DWhjCWYThrSzh7Wzh7ewTbPIrzVFi7NZy9OZy1KYy1PpT1XShzHZH5KYGxLCRptu8pJf2UBnCGl+UML8uV6BN/5PsWSSvuFQa94bVjrJuJ6tgg5LQdcjwF2WYrZ2nfyuWqmsF9cfRueRsMw209nTMi96hu8TSOaMJvk412l48gdDHhC4lH1FAECS2zHgIAAFAw6+uvZHPfC6wY61YygIc+FfpYagCrekIgZWowdSaaNieEthhLX4ajr8TT1xAYawnMdUTm10Tmt6HM70KZ34Uyw9kys1jOV0TmFwTmZwTGx3jGhzj6e1j6fAztXXTJdN97M713zfCyXOi/b2/ivUBqrA85yjDit00RV89luo4dODoPOW2HnLZD9k+Udm9PLM0sgtpvA/fH0SUtjcrZas/Or+8j4Q8Zv41ub480dCR8ISFqr5uAs0QcjUZvFgEAunra98UzHEqqAqjiUxmcJejK8V5lkFdvvtSdKnk/lD4mgDwxkDI1mDoDTdUPoc3H0BZj6Uux9OU4+gocfSWesQrPWIVnHEjl2ZaJPsTRP8DR38PSF2Jos0Nob6Np04KprwdT5+BpO1NzPSqTMcyy0xmeiwOOTXY3e83dbEHAIbtSfB8DjZ+Fgk7bIDsPpd1zKObP9SxW7mdxKpnpXFLFa2wEAMiBYmXimd5TKPrc0QBeymj398hCR8IXFTuyHyOM4RGSMwAAAIU/WQTZF0xxKzaMoNmUCNAMyf1igUUSawGG8kkYzZMmgXwrIT/yGH/y+EDK5CDKG8HU6WjqOyE0/RDanBDaPAxtPoY2H0NbgKUnCGrmYmjvhtBmoqmzMLSloQyzVO7tUhGaLXWjSvZlcOdiKJB3uZ5njp5H8ni3i+PdTMe5mYUwklQYaNTLQMetkF2I0vSFM8WQbf44e9IfOdzr2ZyfU1lKM0gU5qieTAgRjd6N3tfW89JugK+EjoQvKrJqqHpqx2VXNPIBAHJF55chFZB9AeRYCDkVjXEt/gBduTuJ9aRM4E+XcJsabCpEp3L4RsnsNVHMBQS6Po72LpY2C0ubjaPNxdEW4OnvEekfhTO+i2XhubInFeKHFSJ/VnUgS2pPFh/O4n0cQZ/oX6k85gXyKoM8SyH3UsitBHLNGuO6C3I1wTKT+9KhKgx02AHZ5kC2+YtRJfZF/DecC73LBYfiGe+6F9W0tQAAOhXdHyacRhwFc50cNNo9PeLQkfAFhkHaDYQx3JJxSwEUAIASad1rjgWQfQHkUAg5FT5L1biXLkSTU0U130cz9qZxLpGqHpWL7CrFDmSxG1Xiy6h2pUocKWJ7svhhhfhioeBwNj9FXPt+KH1KEAXyrYR8KyCfCghV3ke/MsijVLmHGuRSDDkVQc6PIRdjND0RyUDHrZD9faUvejGDfSqZGc4Uf4uphGxJ/pVC5bIJB2Yk4sD6qeE7pJ2No9zLIw8dCV9gZEgrx2DMBvLQFMvPAgAA0HMnjwfZkiA7EuTQaxIhl2IlFX/L55skMCHPvlgRVa7M3PSKbwXkW9krPhXedMk8LBVC9XHPu6zX+qnSz7kIciqEHAogh2jI2QhNT3wWBzpuhRyMIDt3pRkca0cqkdZiaKLZHsWQbb55JFWh6AIAVLXVvBWxG8Ib9QrBCCIaXa0IGN0e/negI+GLDeOndxHG8N3wg5KOegBAt7xjE4Hcy0NVk+hS/JpHSSS3erpvOaRceKFko1cZ5F0GeZcj5PNw2v1SYa/d6zd9bqr0K4IcC5Xn70K2+ZCTeQg9cYANdNgG2SZBtqS5nsVYmtilpGq8PQmyJS3yLpG1tQAA5EBhnH2n92BQpRCN347aW9fVPNod/G9AN074YoPaJJiE34GYQGOSea9HIYcBkLQ0L0aV9I7FKano2EvFz3FkL7JITzmM4V4CuZdAHqXPOPlMSiGPUiK7+i2/8l7uaaSf6lFnjvv9KDGQo9IGboUcTCFb/4kOpGOJDCxNVCCpmeVeDNmSpjoV5otrlZttu7BiIILxs5QMwQgiGruyY0e7d/8l6Ej4wuNmRQiChBDW9AGVCMMwDBSl0rq3e0/kJA2wio6Fv2RyjqayIJc+N1UZNGqSTVH0q7k8yGUg99TppxSHU36UmD4Gbhlj77EeX4mliY4kML5EV9gX8ZVLlvB0sXJ+TF4dfVKY5QAziDdel3ax+5U5BlPnjr7waJd3fRJ/XnWtPYQ1HY+ziBDmAwAAkGcKat5yGbhyz44E2ReMdSz0I4vW4cmQUyHkVAQ5q4iSmX1/6jkXhbGqZ3iVDuCe2nnXvWJ/158SAzlsGeO4bR32gl8l/1Yud6Zr0RhbEp4unuVePN6ehKoQKsck+G2yBbFHnoWCeCMIbzQpzLK8kTe6vfpvQmcJXwYU17Mn43f2hoXYXpkWuju3lgbDMAzkTwU1M1yLEHM1IVvSGy5FESzJe35lkEMB5FCotJAaxKHwfwTKXRJPjXvIAwYh23zINgNLT9oUdsWfHHM3P32uZ7Hy931x9HNprAn2BagKoXI/tdrOpjXJ5xAZUYhgbMsIH+UO/XehI+FLAldmnF6fL9ovM8P359XSYRiGgbxEWrcYVaK+ncQcz+JYTvUcz5JeC2lHguwKVKTvR1sSmipagipVr6Ff9GxJ87yKz6WxGPXcXzJc3vXYCdm6Ki8t8CohMsQzXIvw9N7zXhq6Wr5Pv6rOQNOce3IgH+Xe/HehI+FLAgVQHM53gkJMEMnSmeH7c3rtoULQ3LQeT1a3YEtQJZEsyRJUCcJOItTe8ylFU0V6ar+PtSPN9yo+FM/wqRC6llQZEsmhjDzI1hCyNYRsoyHb/MmOBaEMsSGRnC+uVcaB0o6G79KvIrxQCG+0POF0bWfTKHflvw4dCV8etPV0rk+9jkzSYEynhe4OF+YDAGAA2rvbE7jVv2dxvsVWvuteNLbPt1zgVRLBkqwJKh/s2MC+wwPZu2NokC1pgn3BbI9iQyL5jxxuIFnoWFxlGkGd7loE2ZJmuhW5lcZAtpsgm02QDX6CfYFPhdC7XCBtbVHmQpkt4lVJZ9Vt4DtR+yhNVaPdi6MAXWLmpUJNZ9PqhPOqHqlSJuItH1JDuxU9AAAAepo7mwPJQtfSqiCKyLG46vcszu4YmmkENUcks46hve1WNM25UClvuhS+41Y0x7P4A9/S/+EqjycyOA31vpXCIIrIoYh/LJGxKqDsNYcBW8WYRlAPxpdCNvcgmz8n2of6VwpbOpvlit518UnVpbOjD6ozcGr4zqwayih23ShCR8KXDaL2umWxPyGcUghjAmFNzbMfiNvrAAAAKNq6252Kq+Z7lbzrXvRJYJlROOV0CvN2LtevUihsbgggCx2LqxyLq+yL+I7FVY9IvD9zuSeSGFtDKd9iKhO41W84Fw6Slcn3qRDoexRDtvlvuRSGMyUAtCtnpXXIu25TMK+FWqh7oVPDdyZWl4xuv40idCR8CSFsr1uTeKE/Taoq8yKP4qqyexRyAAAA8rr21kck/kLvElWf83tsJZEhNo+kKue1qMu32MoginCKo9oIoS1pvleJf6VwhmvRTylMVn3vEkEAQEkD+7u0q4jBQKW8GWH9KjMQ6IYoXlbUdDatT7uu7pdCWNMxWDPjzLtlDVwAAAwDGMibOtuCKSIDPPn1vt14X3cq/CWdHUwRbSKQJ9gjNyaEbEibiGQ0VTTLfcAW2pMcC2I51bGcanFLMwx6YBjAMCztbLxc7jcldMcz4ql4oXOiD+bV0Ua7t0YZOkv40qK1p+MIyVkPa6bRJE4m7Dxe4EprFvapKwDoYjc0upcJTCOo8zyLx9uT3nUv+jWDjaaKzqaylqBKxtkN4OFK/zI0VXQyibkYVWKAJz8k8cg1DQB0AaBQ1ljT2XSfSpgddRDCGT8TFRv4WfIFVot4tPrnvwOdJXyZIQcKF2bsVOIujSYRwppMIe7clfskQ1bZIe+CYRiGAQwUMOhu6WqvrGnA0SS3crlnU1n2Rfx8cQ1JXONaWnUqmWkSTt0fR7+WxcHQxJ09rV097QB0w0ChNH0KoKA2C66UB+gj6NdPQoLxGILJoQKHxu620e2f/wh0JHz5UVjHWpNwQSMJIZwJhDMZgzNdmXD2j8qQonpWW09nXzkAAyUne2DQA4PugdIDA3k/8WAY7lHIWS0SN1bc+vRrk0KtILwJhDfRGATOjNzrz0uRA8Vodch/DTp39JVAc3f7jQr068RdA+d5I33UsXiz92NP7suzc2PF5dfRRe11WraW6FL0yDobKxp5aH7G2RKvT5MuTAq1UrJaRQaYwbEEU7Oce+zW6n/z2f/70FnCVwgVjXzjzLvjcBa9JEQSBinTwqwXxxxfm/zrtszbu/NsDpIcDpIcDpDsTbLvfp165YP4U29H7huDN+0zehrlmQFclXgmQpSvM4Dq0JHw1YIcKJKry/6Xem0czmJIEmoWbZTTTMIP4n/0ZCe09nSM9tP/R6Ej4auIHoU8XVphmfPw9dCdI0fCcQTzL1MuBvLSmnvaR/uJ/9PQkfDVBQCA1SK5RyGsTjw/gTBswzgU9/Twpotijv1U7JlbS3t1Fub+E+hIqAPcpegpb+TZ0MM3ZdzUjzw4BmeqYWhBbZRvoJi8Gb57bcqvl8v902UVLTrT91egI6EOA1DX1VJUz0Jxki6Uoowy73yccG5h9LF3Iva/FbZnCnHHlNAd08KsZ0bsmxd9ZFn8aYOM6yeKXO0ZkemyClF7nUKXdPlb0A1R6DAEWns6ajqbxO113FYpt1UqaKuVdjQ0d7fLgXy0m/aSQGcJddBhlKEjoQ46jDJ07qgOOowydJZQBx1GGToS6qDDKEPnjuqgwyhDZwl10GGUMSxL2NbdXiSjBFKjnxT73yvwdipDh7JSKHWcjp6uwYqwGwW0eq6q9O1rMii6FT2IIpwmoaqCHCgQCrLebYu0QaFWitlQNZynVkLaVq5Bu4YAACAASURBVJclLvGjRD4u8rtX4P24yM+HEp4uLBS2SBV9S8iHA/Vm0Oq59Ibhbvau3p/Dv/VfQl1H41NRkTc59EEh6n4ByqMCH8fL4jYJ5UO9PnV09HRW1rLwzES7ksB7Bd6Pinx9KRHZ4pK6juEeOShrr0c8dX1H019thlqrutRfBLdJNJyycoWGl4gQXpO4rafjLzVpCBI2d7U6lYV8ids7x2fjLJSBqsz3NfwKv//PfHeNH8Q63L65PptURdZer/1e4tYaRJFvCQdVFZq6WhEK3xMPt3S1aa+2rbsDUWoV2lJ7EQBAl7w7jpe1L/G35UGm+gMffBbKQB9lsDTAyCT65yBaTFNXy5C1AQDKauiIZsz12TTPZxOjgT+c4l/g9iDK9u1f+NwgaKm+mGW7MthC/XkX+2/dHHHKrQJX3VY7nKokrTWPi/y+wu+f57NJves+CrY4lXaXVF05ZD0PCn0QT+1VSfyHj0lkJau/iGWBJi3dQ3xIAICmrhb1sghZ7L91LXbP1WwHhAnRAm3uKLtRYBB2bJa3gXZZ5LfleMqfgpZq1bJrsXsQatL2eu1GWdwqQxRZh9+nqtDU1ap+9yvZDgAALdW2dbcjiqwIMtfekgIpeXvUmdmoDUM+uz7K4Evc3jB26pAzth4U+mis4WGhj/aCSnyGsUYUfL5zoxP5OSuDLYZ83g+DzP7Id9Ny625FD4oc9lGw+ZBVzfc1PJPxoKa9QUur7hd4I0p5VBD+4ZMeTr6psT1EVvKQZRs7W4Z8rn5ZFmhCYCYBWNvHqcSglrC6rfYL3F59b4NhCoGZpFp8LXY3QkHaNoTrKG6VIYqsw+0b+H+oVf2+c3w2JlXlaqm2rbsDUWRFkNlgygqg8K4MXeS3dfgPrmzDkE/3LeGgxrJf4vYOx639DLMLUfA5WsIcSekivy3Df97BfMLW7vaTqbf1UX+h677BH9DiWt8r8Eboe1Tg/8mTtnS3LfHfprElexN+G7J4Y2fLX/ow5vkaRnLSh6x2UBKeSL09fNLP0kRCpCUcBgmRlhBJQs3/h1aH7NTi62qyhIOS8FGR7xyfjX/pwZUiaa3R8mj0Bp4+atCyBVKy9p4BAHyK2aVuCYcsNRy0drd/idv7lx5WIwk7ejr3Jvz2N7puTciuwXxyTZbwH5EwipMxWDPm+xoOGTE1/RVLqJTlQaZDfvmaSUhv4M3x2aCPMkDIYr+tn2GsV4fsnO9riLhEZCFIuAehIG0bMiaUIYqsw+8f0AVdLepNUsrRlD8Gsydt3e0I5RVB5ho1g+mxc3w2DnYL7aKdhDbFAVrKXs1x1N4zAIBPMdaIUs+LhEG0GI2t+iDQ5HPs7pXBlnNQyC9BIwmvZDv8va7TRxl8SzjY2KkhtL5X4I3Q9Kgg/JOHPZV2V0szfCnh2os3dg76BWqR2yRP7dVqJqF9adAs7/WqssDX0KE0WNBS3dzV1tjZwmsWYxkJ1vGXF/huVioQNVjCATUMzxIOKKLJEq7XKPoogxB6nMZq27rbEcoaLSGjgbfEf9tgla9CW26POnMk+ebBpGubI06tCDLTH6ijnYQbw04M1vJZ3utXBlt0y4dg1GeYXYhSz4uE1vGX1dsTxk6Vtde3dLfVdzRR6tjuFbjNET/ORm1QKqiTMJGfM6fvKkI+CrYwjT53JPnm7vgr63D7BlP7JfOJetvuF3gj1P6JJeyUd30QaKzlRRhFndFeQ1Mn8gtcFmiSyM9RShg75ULmk/m+hgid1SE7tUccmkl4JPkmwru9nuusrqYACkod+2zGw0V+W9Tc0T2IGmTPISbU5pF/EGiiMdGsKSbUYAmt4y9rrHZb5E8x3Mz6zmefnQIoajsa43nZh5KuL/DdrFSTtA1KQk6TcDZqw4Bq1aIm7WEtUFrCkYkJVwSZIWqO5j5VV+uSd6cLC3bGXZyN2oAgYUdP19f4A+pd9ylmVwg9TnVAor2nI0dcZhn7i7ryHJ+NxTIq4qb3n2tMmMjPRd534IuYg9qgPaXZpBYTfoy2Quj4kMPUn057tZqzo0ZRZxCZ5UBa9GC5HQBAZS2LXMdS/XEtdjeiBtlwsqMDi3ylnh1Vy56rinnMefXEXVt3O0JNPTuaKymbrVbbHJ+NT4r9O3t3xdUABVCU1zL2Jvw2G2UgaasZTM21HIuoeU/CVcQvp9Luau+czzDWiCLPJTsKANBXe3B2o2Aw/W5FT3JVXtvALZvQ9Fj1d7El4pS4VXOfdMq7/8x3V7/vgcRrCM37Bd4InX+SHT3/9PGQL8KuJFBLDU2dLQj9j9FWCJ0ueff7AUYItTRhgZZqNVtCdRLuir805Gi7KtZi9yBqGJY7OrDIOryaO6qVhPooA8dSNKJaTSREuqPHU24NpyqN6FH0EFnJqqYSgW2RP6nWPBu1gdHAXxZoovrjEv9t2sepPsXsUifhcJo3JNS78XGR31+qwTD8pPqnKdbqn/co5EdT/kCUmuuzsapZoqqmiYR/0xJ2ybtXBJmrVvVBoDGroWo2aoPqj98RDmmppFETCdXV/kc8glCL5mZoqVYzCQ8mXVePi06k3tIe+ajiucSEXw07JuyXhX6by2roqqXauju0x4Qt3W0L/bYgdHbFXfobc0TUIWqVzfHZqFrzD6FHAQBnMx4g7ojw5xEYuZjwg0ATRM3zfDfZFAe0drcPpzi7UTAbZYCoAcOIH7KguLXmPbUg3KUcq6rzHGPCTFExoqrjqbcAAJvCB4Tr+igDxPejCvWYUJ2ECqBYGWyBUMsSazt2SrM7er8ApTHP81Gw+aMiP8kgboYq1LOjw3FHEUW+wu8f4Ax0tSIUFvptXui3GfHjD6FHVP0ljdlR1WqTqvLUn7S05vkcFeRNDkXUfL8ABcNwPD8b8fvu+Cta6vlMU3b0ubTQNPqcxnf9HeFQMC2mpWuI4yJ8yOGIgh+jrbrk3cO59YXMJ4iyVrG/qirc15Adxf+9x7ycbY+oCs9MhGHYsRSN+P1mnutglahnR9Xd0TQBSb0zJW21WtqmmYS5kjJ97/WDyfJA02u5TvxmsZZ612J3I0pJ2+q06MNKEg4ssg6HjAkRCqvQlg6lweotvJ7r0l+qrbsDcXVFkJlqtY+KfBEKBmHHgNZZOMOHRcwFROWFUjIMw+09nUsDjFR/n+e7Scv/qU8xuxD1PC8S2pUEDvquUQZfYPe4lmMbOpsHK34m/T6i1C+ZT4Z566SqPETZpQHGqnOP7hd4IxT+HgnlCvnqkB2q9cz12VTb0QDDMKdJOBtloHppdcjOHoVcYz1NnS2I9qwMtqjvaFKKuLUmnJ22MtgSobMh7Lj2z0mzOyoHig1hx7UHYEsDjO4WeDd1tWqs4bnEhBrc0YEKq9CWXfJuk+if1aOLdGGhstSQMeGJ1NsIhZt5rtqbOkzI2uvnDpxzuwpt2e/lnkq7i7ivNzl0sKo0JmaeSyMlbTVL/Ldpj7Q/w1ij6bEakwJbIk4h9INpMcO8dV1Ho/rtVEOee5oSM3/jGfMk5Yg8kEn0z/1XN4WfQNwlo+/jQUA9MTMbteHDIDOlLA0wVs82zUIZDOmcDzp3NEdcOt/XcMiJOT+EHqXWc9SLaxiiGI47OrCImjuKTBCvQlvBMMxqFLwfsB1x6TOMdX1HE6x0R9WGKFSrNYs+h1AIoEZpb+owEUSLRtR87umj/quxvCzE1a2Rp8Eg/zI/0zRE8VwaCcOwU1nIkC96NmrDwaTrDZ1NiLJrQnYiNDOEhcO8LwBgiT/yxZXVMPoVNA1R/J3s6B95boh6nMswzx6/FI24+rPKa1KF9kEyjbIn4WrPUG9qUBICAHzI4eqz4NXlo2ALxPgErJzAjbCEf2OIAoeMCREK/R65PzVSvWE/pt0BysQM0hIOIKG6zQ9np2pv6jBhHX8ZUXMM92n/VaVHivi3OtjwwAgNUSjRo+g5m/FQ439xhBhHnW3sbFEtuxJtidDJlZQN/9bqWd8CaWX/1ecyRKEA4POBA2b6KAN6A69fQemRqip8EGjcrunkDPXsqHbZGXdRaQm0Y4ilTOHs1I+CzYe82df4A4gMu/o44Qi5o8pLcoV8b8JviKuzUQYEZtKQ7uhmNYcKQx86uTckGjqbF/huVq12od8WxMIrdY/0SbG/xtpGbohCiS5598NCX0SDNcrJ1DuqBVepkTBbXDr8+y4PMkUUVx2yfy5DFGU1dMT/l68GTocEABiEHUPcSOPEa3V3VIvsT/y9Y/CD5VQx9KJeQUv1mYwHC/0266PWaxH7kiDVUmuxexAKw1hPKEMU+Qo5TtiKUFBNEItaZSuCzBAKy4NM6fU8xI+IGTPW8ZcRCo+KfIfuuaFAYCYhqrWOv4zQieVmInS+IRzUOMHpM4w1QvO5rycEABRKyeYxF/RRBlpe9GzUhmyVhPv/iEcQCmHs1GHerr2nYzZqA6K46uSS+wXeiKt/Iya8q1bJjTwXhI5tSSBC52DSdfWqmrpatLNAVRb4bo5gpw2nhcPa3kIBAKWOcyHzyfsBRoP5vmtCdqoePfel2jIoUatM+13oDTxEkW8IB1UV1JcyIRLE4exU9RlhxlFntceEF7NsEQqIRPnfw8Gk64hqfSjhCJ3W7nbkyhqUQYlMw+jIiMaEquiSd2cIC/ckXJ3ns2mwd30y7U6//oHEa4irdwu8hnmvIikFUXaer6HqFKV/HhMCTYvIMkXFCDVGAx/x5Szw3azuSapPW3s/YLtrOda1HPtj2p25PhsRVz8INBnOeN5f2+hJ2CL9M999aYCR+pINfZQBtY7Tr2kYfhKhMORK6gR+DqLItsifEP+HEAqINfIKoDiVdnfI1SUIS+hNDlVf1aJ9wseQaO1uX+y3FVHtT+n3/8x3R8jqkJ0INfX/02AklzJphFwhL69lnEy9M89nk6YOfObPPyzyRVxVDvAMB0+K/bWX/edLmSh1HH0U8kO9luus/iIWqb2vAGoUojb1Rb39vpgCKPwpkYh7zfI2uJJtP2Qj/85ua8zGKvWZSgg3en/i74irTmVDzAL7I88NUeRQ0g1VBfWYUH2+Ql1Ho3r4pBYTDiBhZS1LXed6rgYmDB+RnLThBw8I+QS9Q51gIzdEoQUKoEgXFq4IMlNvZH9wkS0uQVzSRxkUDmOFZKe863Ms8qEQ/4D++RCFTXHA334RptHnELVp/wIVABxJRs7FW+y/rXaoPXU0u6PVbbUt3dqmSohba5b4b0NMC/ClRPQr3Mp3R1z9Gn9AiwfV2t3+MdoKUeQOyXOAM6C2nlB9vgIMw6kCkvoSOC0zZhRAoT4fZb6v4fCzfJQ6dkUtU/WXH9PuaGnAkKI+33fkZswwG/jaj7BWn9yjjzLgNAmVV7vk3cptaVTFJPrnbvkQzVOfqqKPMsiTlKvqaJox89fc0fWhx/72W5jjsxGxacuQM2Zo9Vz1hbhDTjDQbAlTBaQtEafYjQIt9DWLPoewvEG06P6rUVzkEmZ9bwO7ksDBarue66Lu9sQMXFMzpDvaj6s5jlrdUeQEbo0bwKwMthjyP7qsvf5mnttiv61EVnL/j+09ne9r8tiHL2czHiBuNHLu6M0819Pp97RsV9Wj6Jmr5pSqpk9u5bsj3zXK4PdcJ/ngi+jieVkL/TYjSv2PeASx7u7eP3NHOY3C4WwUpEUQ7psWd7Qfu+IvI3R+CD2ivZ2aSZgmIOmj1n8YZBo8yDwJBVB8iduLSAcl8nNUm7vQbwtCYa7PRruSQMRGia3d7X/mu6tnyRb4bm7obFbVVM9NfTwICVu7278hHBgsbaW+nlDSWrPIb6u65hL/bXYlQRpXSAhbpE+K/VcGWyg1VUmYyM8Zfg5NoywNMGrrHrBt3shlR6/nuuij1n9PPDzY0ELfnF7VBKlBs8pMKVGrTFPvGRxN+ZPfLEbU1trd7lKG0djbOGYiQvkfZkedy0L+4YtYH3pUtUJNXyCShJGcdPWu0DIpHAzmjqYJSEqPdjZqg3HU2Xh+tuqU6C55t0NpMGLsZTZqAyIRpD4IpgwYviEcvEPywjDig+mx13NdvsDu0ThMfCzlT0Sr1AfrV2lyR5UokFbO89U800Djbmv3C1EalfVRBh8FW/yYdse1HEtkJaPpsQ8Kfaxif33Pf7uqmupeXWczHiAq+SH06MnU21oEUdsslEE4O021eeoxYVNXS1t3h3YZzqmd13NdlBXO9zU8lXa3SEqRq8ycbOxsOZR0HXFr5WJr1UoeFflq7L33/LcfSb6p7Do/SsTlbHulX62uuTXytPqMTfWY0KksZMin7p8+vjXiNKK4UdRZLW/heOotxMomfZSB6kSU4awn7Ojp+mDgOrVZKIPreS7w4BjUHUUQbBXacnf8lXNPH51Ivb0Otw/R1lkog60RpxGVUOrY83wNtQS+WmSOz8YSGQ1RoZbBeo14UOgzCAk1bG/R1t2xPvTo32utkoTKerrl3R+qZTKSqvK0tBMA8FP6fUSR/YnXVBU+VSPh8iDT/lmLgwm5jqX9vkAZCKhUO8930zrcvkNJN37JfHIg6doqtKU6Z/7Md0dU0tHTuUlTrm6Y8p7/dqqmPdfUB+sX+28d8qkfFPoAAIQtUnVG8dQsMwKbI35E3PE2yaP/6jDXE6qvHv4YbdUt7x7spoNawr86Ry6Ck4aoBADw//au8y+KZGv/H/fubxkYkiCgoCTXiCJBzK4JI4KgKCKw5LQSJIuIBBEwIFGyEiUjAiaCgihgIOlFiTMwM93V74eaKZru6WFkcX3v3nl+9QFOn4pTT9fpUymg9cb3pgOD5+MYQFtFueA8IQWzGG9rvh09caZzR9+Of9RI27O4AqORsGaglfKIfcucK5iVUE4COj/mx/o1ZevozDhSoM8TShPI6zCZ4P0k9rvSlE81FbuBpm9iQOvevkUU8pfkLYV9NWLLRp8nlCbAvUg3Ou9T5PDbTHJrXGvLoMRalXEQw4UGBX3tqNgeWDvwlF6qyo9PmDJlIOFA63f5kY5VeKGCksHD+EfLvb7XK7WvxFlsr6XvJ5RgjkJ0fe1TSDWjxJJw+G/bf96sTN+/CE8a6kb0fWsnKn0kF5IgiBnBLFyDTw6prwuRAv20NWmCNCT0fXL9u9K81pbOlNSrr706GQe+KzVWqgncZCA2Qbp3VJoASbjrgSNFDndySsb7iaF/0Vzrj4dewqdS+ucFOEZ39dtWBdA1IcSTcFbAi3h+W/H2NmnqvPeh8wRvmikDjmDGpSGSXjGmcKY6kGkjKZ2EkkdCiPiObEosySdwf5oaOVDqKv1PrpG250bnffgdguEYtN/IIf1NyYKFJAjCviaYEnF7kQN6Sp+ikCZIQ8LP3K/2NcFSnvXo1xyHMey1gxic/nJQ6tYzyDoCvUFMqS2ahJ85X3+h1Qju5JQMAIBJwRlKROf6CPhUShISBOHzJJaiKZ9qxrQtU9Iuir6JgYv14RKouOzuzojnt2cWsrVwgFd9at5edF4CFf9108ikwO5Bfz3TfkpisSQU4Njeh07Sk5AgCD4uKOqrNS+0l/zu0Ms8HPXiDtwbCgH3rZHDL8lbFtzDBVH24TEl7r9vbkaG348jIUEQOMCbhtsOlrr+kmzMlJR+lmV+b5XkGUXUenm9Vcb5thIKpp1xIPplGmVDBh2LJuGd7mJ6V5H8+kCIbcug9vM7O+FiOulJ2DH6ll6w212FYpUXWDsKABjhjGa9LXNpiPy9xMWs8OyWvNM7ih3O14Zk9pSNzowtaGQj8HHB6699ce1ZdtUBO4odjPKsjfKsdxQ52FZdutaW3jH6dsEzEWYxXtSLu+SQ2CnV1O3HyWFyrHjpdmfzcUHXt76Ejhz7muAdxQ6b82w25VpbFJ2zqvQNf36rabiNvtulZaSTUsKU1wVSNtGMgHdlftyoF3dffe2FT5Ne5UbRni4YFjzNgAwMx3rHPyV15p6rCd5ZfMGkwG5rvu2+h86ej2PKPzRx+GK29kgAD+O3/edN9Mu0U4/8LIrObcy1MimwO1Tq9mdzfOXHJ5KXgiA0Dr1YRK1rB56WfmikCAt6q6Us+dD0F3qa0PMvfQ8EACR25lCUi0kb2cj4jvsJAQAYjvFxgTSOb8nAAc7HBHxsCZL6e4ADnI8LeBhfmqHgHwAc4AIcE+AC6V+yEoABnIfx4YTzX0/tnwfZJaEyyPCTISOhDDL8ZIgnIS6DDDL8AIg1yMWTUG/VqpUamrIgC7KwtKGhvkFaEq7/ba3Bal1ZkAVZWNrQ9PixtCTkyiCDDD8AGCZmrlLmmJFBhp8MGQllkOEnQ0ZCGWT4yViAhAKBoLy0zMvd49Dv+y3MzPfv3efsePHOrdvv37+XHJEJU1NTri4uMLzq7Fw4wl/G+Pg4ypEpFOQLDyOcGJ9Awq6urr+heN+L58+eWR48dMbWdnhI0oU8dDxpajq0/8B5e/svXxY4e3Kp0N/ff+1qjI3VqZ0W23dZbD914mRYSGhDff3s7AKLjf/XIOm0tf6+vh3btimy5NlyLEpQVVK2szkteX+kWIyOjqJEKsqpxxn8CAwPD9PLTwn+vr5QeWRkBAmrq6Q6ufVvxobf1sLiOZ53WFhbBBzH9Vfrwogebm4/rngou6iISDVlFXpTK7Lk1+gbtLa0/ugy/BeBkYQcDsdow0YJHddgte4i8hv9j4yEAAAgEAhcnV0WEVFPZxUsnq21zXdlt1JDU8heByp7BwYGIsLCFlEYJiQnJUlu8Py8vCXMDqGnpycudmlu1Po7wWiO5mRloSYz1NUrKizs7e1929NTVlLq7empp7PKYLXuIkZeykj4F8ZwaUEm4YrlGg8fPKCHV6+EO80oJPxBRQIAeLl7KLLkFxG3vKzMaMPGXdu397x5810RiwoLN65dt3fX7v6+ebdojY2NmRlvtT5ptYjCiAWGYbqiNwVbjuXj5d3R3v6+v7+1pfVGQsLve/YqsuTz8/KWKjuE4eHh9b+tdXVxWfKUfzQYR0J/X1/UjsEBgZSnHA6nolzS9c5M+LnmqK62jmTlv2ckjI6KgobZ4qLz+XyBYDFHrfF4PAybd3Yel8s9+Pt+thzL+uQCx/JJj6GhobnPFkWl2dl5l6JgGNbd1dXT07NU2UGMj49bmJqx5ViuLouxL34uGEfC0MuX2b+yYNDW1CrML+DzF74DuefNm+SbN/28ffy8fW4mJb3p7gbzF8uNjo6iZMkjIY7j7e3tqSkpl/z8vdw9oiIiK8rLeTweOe67d+/u3LoNA1yJl5eb6+3pmZ2Zxecxlm14eBjlqKutI7n8IyMjSJk+EnZ3dSXGx/t4eQVeCsjLzZ2YEH/rFZ/Pr62piY664uHqFhQQcC8trZvUDhnp6YosefavLLYcC1Un457wzIjK8gooqauthc119Ur0JT//58+eQYXysnKoUF9XT8l3dna2sqIiMjzc3dXtclBwVkZG77t3KN+SBw9hRLRoQyAQ2J85AytrarwVFaa+rq67qwv9Ozo6d9Xz4OAgkg8MDIit/rdv39hyLNSMjg4Og4ODYjV73vSg1MjuopHhYST/+OEjFE5MTOTm3A8KCPB0d78SGfmoshI5eGZnZ48etoTZ7d21G8VtaW4hZ9fX15eclOTr7XPJzz87M5NcL4iKclHb1tYBAJ49fRYdFeXl4RkbE9PZMedE/Pjhw42ERG9Pr8jwiNaWFkBbDvrx48dbKal+3j6+Xt5xsdefP3tG1yGDkYT1dXWU7+l1hmsiwsLevaVeRQjxdfTrGVs7ZQU2OZayAvv0KevPI5+Rmlhz9OWLF9vNtynJK1C+HLaZmH7+PBf3fnYOeiQQCLw9PdG/Xh6eTBUhj4Ra6ssL8vPpYXxMuDueyRydmpx0dHCg1E5XW6fkwUNKdi3NzcZGmyneLGUFdllJKUEQVZWPVNiK9G8kTTV1GP3oYUsoOXf27JcvXzaLPsuVFdhPmpoIgjh84CBb5Jgh51tTXb1h7VpKsipsxeYnwvOFdu/YAYUerm4EQQAA/H39xH6wOZw79+nTJ1VFJfhvbEwMysXP2wcKdbRWTE+J3xcPANhmakZOUE1Z5fQp69KSEopfdHhoaJnIeXMlMhLJAy9dQp8P8E3X/KRZf9VqSjnt7c4QBIHjuON5B7EV8ff1gwnOzMz4enmjGsGwUkMzI33eeTlHDh2Cj44fOWprY0PukCpsxevXYgEANxITyQ4nJXkFd1dXnHTAUmpyCsUjpSSvcDs1VWxbQTCaoziO21idoldMha1obWX1dr45MTk5abrFGCr8pm9w/VpsQlzcpnXroWTLxk1jY2NQU6w5evVKNEx5z85d58/am4iSYsuxvD08US5kEj4oLiaX6u5txrO9pXHMdHZ0QGWx5iiGYccsj0DhujVr4mKv30hI3LLJCHKjuqoK5dX85An5B1imrLLWwFBdRZUtxyouKgIAmJuYamtpIYW1BoYwbN28GaYwR8IzZ8/a2pGb/du3bwAARMILJO9oRXkFmdvqqqprDQyXKSmz5VgN9Q1QB5HQ3dUNANDe3r7OcA0sG1uOpaaiigrj5+MDAHBydBQW0nANtH7Hx8c11dShMCwkhKnBAQAN9fWUHo+SSrtzh2wSu/3hCh8Z6OrxeXzYl5APKSggAADA4/EMdfWg5HJQcGpysvNFp9XaOiePHwcA1NfVrTU0VFUSZqexTA1V5EpkFMzlgoileqtWXb0SnZx0c7u5OVuOpciSz82ZO03Y8qCQhPAdumObxZnTttqaWohLDvbnFFnym9avP2trt0ZPH9UrOzMLptD1+jWkrram1o2ExIS4OBurU2rKKonx1EMiyZA0T8jlcNz+cBU7RbFcdVl5WRnSDAkOFnY7JWX03T80NLR8mRqUB/55CQop3lEovHol2vG8w8cPH+BeDz6fv2fnLqize8dOlAuZhFs2btJUU3d2vHjy2HEVtqKESTMpSQiVR4bFjISF+QVs0Rt94JPwJt2vo19XrdRmy7E2rd8AFwRiP/T9swAACtxJREFUGIYGLhW24s2kpMnJST6fz+VyGxsa4Kwjn8+/e+cO+qX5JMBkEQmNNmxQZMkbGxl5uLkZG20+fOAgVDh84ABbOBKeF/5MXC6aflBXUc24lz49Pc3n8zkcTnVVVX9/P1SjjIQ4jvP5fOuTVlB46sQJVBJMICAIoru7G/30lRUVBEEkxsejX5ls3dABAKh+VIWYQwnWVlYzM8LDMnrfvUMDDjQrUm4mozaEdmzX69dCiaJSZ2cnTH9qaqqhvh5VBHUYFyenuYpgGEEQjQ0NqMFfizxwnOnpDWvXseVYq1Zqc7lcKLQUjYTLlJQL8wvgy+LTp08rlmugwvv7+vF4PADA2Ldva/QNoPDIocMwhZRkYeFNtxhDAxsAMDw01PZS0r0mC58x09He/oezi5b6ckpTaixT+/TxI9RBzX3y2LwbBdFYqr9aFwBAMJijQ4ODaECfmZmprandaWEBdXZss0CpkUm4TEkZmto4jvf19QFmm5tMQjUVFS8PD3pAHy1izVHUU022GNdUV6Owf+8+KH/54gVBEE+amlDckOBgpiKl37uH+gT9KSIhW461e/uO6elpgiD4fP6HDx+gAt0cLXn4EEVJiI9nypdCQuEPdEr4A9G9owAAVPETR48JBIK1BobwXzeXP5ham4ypycmUmzfNt5rQeXg5KBjlcua0LRRaHjyIYdhGkQF18cIF1GcQUZUV2CePHa8sr8DnH7G5d9duqED3jrqLBltDPX3yz2djZUV+xRAkc9Te7gy5Ge1sTgupZWxMXoHt7SH8INq8cROUlJaUoDpqqqm7/eHa0d6xYENJtWwNvnju5+TAQRyFmOhogiAmJiaQ5E+RFQ5xyf9P9Gh8fJxgnqLAcbyxodHJ0XGlphZ57GUiYXBgkATikUHxjkpWFktC+MqUELIzswiCuJWSgiRPnz5lykJ6EopdUUQn4ZXIKBSl910vU767t4sjoRUjCQmCeNrSCp8qySvEXb+Oiv1dsyMYhnV0dHh5eJIN9ZUamnC8JQii7eVLlHL89Th69QEA4aFh5AZXZMkf2LePbP5IICF6xBTiYoVn1B8RmaMO9ufIKVx0uADlB3/fT5ZfDgoSknDDRijh8/mHft9PTlxZge3h5k5xMVLASMLPnz9P0rx/AoEAvRVQP5icnEQSf19fsr6/z9w8hwQSDg8NHdq/H3LvN32Da1djUC5MJGRyuNHx10m4UUTCbSamcbGx9ACt2dRkEglbqXebIUhJwgP79ol9y5BIKDRHr0RGonzfvRPvNiO+fyQkCAIAgEZ7NBZZHT+x4Ouvl1YMAEBLczP59ToyMoIeoY8xlMvRw4fJueA4XlRYSHYWsOVYFmZmaFyShoQb160T+/MhJyoaCakkvCAtCQmCmJmZuXY1hjxTyqYNThQwkrCutnaNnn5OdjZlZiIqImKOcj6+sBHXi9ZSHbM8QlY+fuQolBvo6kkwR9FvcOTQoampKYIgvEQDPRMJBQJpb+f76yS0tbGBEuNNRmL7HxSSzdHgwCCmLMgkpM/6kL2jYqNLNkfjr19nylcyCU8cPSo21qPKR5Rx43GjmG2pFFiYmbs4OcGvFYTx8XHkXlaSV+Bw5k49rK+to+RSWyPmYHwMw1qam0+dOInU2l4Kz8ZGTHO64EiJhfqSro6O2Gk29JsuCQlhglwut7iwEHkrNdXUcXFH1EMwekframth/N/0Dbw9vW6n3kq7e9ffxxf63ETdtAoqw9lnthxLVVGpt7cXCnvf9SIXWehl4YV7dO/ozMwMekGm3LwJ1ZDT2cLMDAAAHYMUEkpwN5Ex/5tQ1cfTix7S7tyFyvMdM8LalZeVIWHCfDfX5ORkSPDlly9eAgAEAgFa2KnCVrx96xaXy4UVrK2paX4ivBOmsqICpZaclIQJBGPfvqFlXGQSiq0OmYRQwuFwVq/UhkJ1FdX72dnQc8DhcCorKmDZAM07CuHp7g6FGsvU2traAADv+/trqudWKeA4bmo8N/7stLCQps3NTUxhZzhx7FhszLX0tHsJ8fFQCMOh/QcoUbabzX3pmJuYQhcdwr27aV++fIF/83g85GFuaW6GQmQ66WrrvH37Fsfxtz09jxsbAQDPnj4lvRwDySlzudzr12LRD21JIiE5dzIJyfLLgXMkhJLBgcHioiIOhwP/bW9rQ7ygLJMgQ9p5QnqwszlN9qYg95SezqqwkNCwkFC0ytHcxHRKNKdE945iGIa8T2v0DWKio62trBAtleQV9u/Z6+7qRizFSMgUrK2ExphY7ygA4NxZeyTft2t3ZHhEXGysi5OTjtYKthzrmegLsLGhkfySWq66zEBXD04DxF+PgzpTk5Nkb5uasooKW1HsPKHY6oidJywtKSHPYWqqqRvo6sGSZKZnQB0yCVHE6qoqFEtJXkFdRVVJXsHh3LxxIFXk8WPLsYoKCggpQOYbPWiqqSN3NELanbtI4X4O9URdTTV1VUUlcxPTk8eOo090Ha0VnGnhcEruG0oKbFgR+HEE5i//sjAzDwsJjb8e5+HmBucey0pLYSKWf3kkbG9rZ8uxNNXV9+3ec9TSctWKlVDh+BHxhgYE40goEAgy7qWbzrfC2aLXbVBAAGU50uTkpKuzC32y3uWiE5okBAzzhJnp6eSJUUNdPeeLTuRE4DRLTnY2mYRMJadAKhKKFm1RSIgS4fP5keERGqIZFzKF/Hx8p6fnbsxsaW7earSZnsWdW7eRTnlZGSWp1Su14SPyPKHY6qApigvzd1HUVFfTHUiKLPmigkKosGu7mJEQAHDJ358S6w8nZ7LCqZNC8w9NGC6IN93dFx0uiN1FsXObRXtbOz0K8pEa6unDkZyMdYZrKOms0NB8VDl3MSuGYc6OFyk6l4OC0NMbCYkrNbUoCipsRRcnp7Fv36Aa2TFDzp3smCHLySSEkrc9PfRab9646f379xKaawHvKI7j3V3d6ffuRYaHBwUEXr0SXVxUBElFVwYADA4OZmVmhoeGhYeG5mRlDw0NUTRnZ2fzcnNhGBJ5twAAnZ2d0VFRkeERpQ9LZrhcHMfv5+SEBAWnp6UNDgzCRD68/4DiSrCwKeByuSgWU2h63ERXHhmed185AGBsbOxBcXFMdHRQQGBM9NWHDx7A34+SI4ZhT1tbkxITgwICw0NDszIz3/e/JxcYAPD58+d7aWkhQcFRERHFhUVoyU5jQwPMnbLkCqGhvh4qtNJ8PwKBoOnx44S4uKCAwIiwsNz79wc+DaDi1VRXw4gvnj+n1OtVZ2difEJQQGBcbGxjQwOf5Mp7Q5otTE5a+FYjcrLj4+PlZeXxcXFBAYGhl0NupaS+6uwU+8P19vait3BCXBxdgcfjPW1tvZWSGhYSGhkenp+XT++EAIAXz5/HxcYGBQQmxie0NDeTzSUAwNTkZHlZWWxMTFBAYHRUVGFBITRxkU5DvbDxW1vmNf7T1lYor6+bd459Z0cHlCPvBgBgYmKipqo6MT7hclBQbExM1aNHkl2jhGxnvQyS4ersArmhrakFJy1/BLzcPWAuWurLmVbk/oMhaVOvDP/jGBkZQZ+4yLW25BgdHUUmXOClSz8ol//PkI2EMjCCvBpxZHj4B+USGR6BvtCYdmb8syEjoQziMTU1hRZSuzg5/aBcOByOjsiFeOHcefA/eW2TzByVQTw6Ozou+f8JQ59o7nfJ0fX6Ncrl7VLv9P1vgWwklEGGn4z/A0cnnc1yUZEGAAAAAElFTkSuQmCC" 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		<title>Sizing a Solar Electric System</title>
		<link>http://suncalsolar.com/sizing-a-solar-electric-system/</link>
		<comments>http://suncalsolar.com/sizing-a-solar-electric-system/#comments</comments>
		<pubDate>Fri, 13 Apr 2012 01:22:04 +0000</pubDate>
		<dc:creator>SunCalSolar</dc:creator>
				<category><![CDATA[Electric Metering]]></category>
		<category><![CDATA[Installation]]></category>
		<category><![CDATA[Inverters]]></category>
		<category><![CDATA[Microinverters]]></category>
		<category><![CDATA[Net Metering]]></category>
		<category><![CDATA[Other Questions]]></category>
		<category><![CDATA[Rebates and Incentives]]></category>
		<category><![CDATA[Saving Money]]></category>
		<category><![CDATA[Solar Components]]></category>
		<category><![CDATA[Solar Costs]]></category>
		<category><![CDATA[Solar Panels]]></category>
		<category><![CDATA[Solar Savings]]></category>
		<category><![CDATA[solar contractor]]></category>
		<category><![CDATA[solar installation]]></category>
		<category><![CDATA[solar installer]]></category>
		<category><![CDATA[solar sizing]]></category>
		<category><![CDATA[solar system sizing]]></category>

		<guid isPermaLink="false">http://suncalsolar.com/?p=1939</guid>
		<description><![CDATA[<p>Solar System Sizing, Payback, and Rate of Return Tiered electric rates should effect your decision to install a solar electric system and the size of the installed system.  I discussed the tiered electric rates in my last entry if you want an overview / review of Tiered Electric Rates.</p> <p>System Sizing, Payback Period, and Rate [...]]]></description>
			<content:encoded><![CDATA[<p><strong>Solar System Sizing, Payback, and Rate of Return</strong><br />
Tiered electric rates should effect your decision to install a solar electric system and the size of the installed system.  I discussed the tiered electric rates in my last entry if you want an overview / review of Tiered Electric Rates.</p>
<p><strong>System Sizing, Payback Period, and Rate of Return are all drastically influenced by the tiered rate structure.</strong><br />
Drastically Different Electric Rates Charged<br />
The main reason for this impact is that the Tier 1 (up to 100% of baseline) electric rate and Tier 2 (100% to 130% of baseline) electric rate are considerably less expensive than the the Tier 3 and Tier 4 electric rates (above 130% of baseline).  The key to remember here is that Tier 1 and Tier 2 electricity usage is relatively inexpensive, but electricity used over that amount is expensive (as shown in this diagram).</p>
<p><img class="aligncenter" 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" alt="" width="393" height="299" /></p>
<p style="padding-left: 60px;">
Note:  Baseline Electricity &#8211; In case you were wondering:  Baseline electricity is a amount of electricity (in kilowatt-hours) that the utility company has calculated to be about 75% of the amount of electricity that the &#8220;average&#8221; household in the region uses.  Baseline changes between summer and winter as well as by the area of the county you live in.  Remember, the baseline amount is a measure of a quantity of electricity, not a price.  However, the price is set by the amount used relative to the &#8220;baseline&#8221; amount.</p>
<p>&nbsp;</p>
<p><strong>Understanding Tiered Electricity Rates &#8211; An Example</strong><br />
To help understand the tiered electric rates here is an example to illustrate it.  It would be similar to the situation of:</p>
<ul>
<li>the first 10 gallons of gasoline you purchase cost $3.50 per gallon</li>
<li>then the next 3 gallons cost $4 per gallon</li>
<li>then the next 7 gallons cost $8 per gallon</li>
<li>and anything over that will cost $8.50 per gallon.</li>
</ul>
<p>Wouldn&#8217;t you rather try to not use the $9 per gallon and $8 per gallon gasoline first or get it another way?  That&#8217;s exactly what solar electricity does with your tiered electric rates.  It removes the most expensive electricity first.  So if you are trying to maximize your savings then you want to size your solar system so that it gets rid of (or &#8220;shaves off&#8221;) the electricity that would be charged in the Tier 3 and Tier 4 rates.  This will improve your payback period and rate of return.</p>
<p><strong>Substantially Different Savings for Solar Electricity</strong><br />
The difference in the rates you pay is crucial to calculating Savings, Payback, and Rate of Return because when you generate solar electricity your savings or payback is based on what you avoided paying for that electricity.  For example, if you are currently in the Tier 4 electricity rate and your solar system &#8220;shaves off&#8221; electricity billed in Tier 4 then you will be saving about $0.32 to $0.34 per kilowatt-hour (kWh).  However if you are in the Tier 1 (baseline) electricity rate then you will only be saving about $0.13 per kilowatt-hour (kWh).</p>
<p>This is a big difference because if your solar system is generating even a small amount of electricity like 300kWh per month then this means it is saving you about $39 ( = 300kWh x $0.13/kWh) if you are in Tier 1.  However, if you are in Tier 4 then your are saving about $100 / month ( = 300kWh x $0.33/kWh) .  This is substantial when you consider this happens month after month and year after year.  And these dollar savings are typically even higher for most properly sized solar electric systems that produce much more electricity than this.</p>
<p>So be sure your solar electric system is sized properly for your specific situation.  This will help improve the savings, payback period, and rate of return.  Then sit back and enjoy the money you&#8217;re saving while helping the environment.</p>
<p>&nbsp;</p>
<p><strong><em>Robert Morse</em></strong><br />
<strong><em>BSEE, MSEE, NABCEP Certified PV Solar Installer</em></strong><br />
<strong><em> CA State Licensed Electrical Contractor (C10) &amp; Solar Contractor (C46)</em></strong><br />
<strong><em>SunCal Solar, Incorporated</em></strong></p>
<p>&nbsp;</p>
<p><a href="http://suncalsolar.com"><img class="alignleft" style="margin-left: 20px; margin-right: 20px;" title="Suncal Solar Electricity in North County San Diego" 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jn2BllbQokUP6QaJ1VnIyICYMFfyF+HgvUyG9iqwEOYfgwzTmLmGcw6h1kXMPsSZl/B7GuYcx1zbsh4HbOvYfYVzL6EWRdkUjyJ6Ucx7RCm7sOUXTId2qJgPfLXIs8EuQaYqIUJK5C9GFnzkfkVMj5BRntjSBuNJQ8RUQzi/YxTrYcVJVJc+8z2v11cWt/S6Jkd9VP47iHy2uuzCCU6dCV+7299m3nyIu3oWE/DHnODrfyI2vFMvQSqPaFSoObFjPXWHuet9QZZyjfJ2n9nhkkvlz8B/loQWIPQFpIcIHkbpOyC1P2QdhjSj0HGKcg8C1kXIPsyZF+DnBuQ8zvk3obcO5B7V8Y7kHsbcn6HnBuQfRWyL0HWBch0gYxTkH4M0g5B6j5I2QnJ2yDJAYQbQWAF/DXSzWGCOnCWAfsnYM0F5kxgTAP620AbDbTXpaRPgJoYAKhqqjZ4Yil/bnihv8ajVI/BXNkBQ2Vz7Y3UwJlBmwkeOl2yx4ioohjpG55G5+OP3mae/DnIRuHJ+q6o/uyowreqsoQ9o1HU/HXwxjHe2mO9tcd6a4/z1n6DrG0Sc1zabakhAwXWyLdEoQ0mbcbkrZiyE1P3YdphTD+OGacx8xxmXcTsq5hzA3NvYe5dzPsD8+5j3p+Y/wDzH2L+A8z7E/PuY949zL2Dubcw5wZmX8Gsi5h5FjNOYfoxTDsk80u3YJI9CmxkTqkhJmpjwq/I/hnZ85H5JTI+Qfp7SHtDzhiOQs7n2FyKiLHFjJ/8NeWP8P8abFDaUDbIS9x/AIS8+rJjPPcPqNYKTN9LG8Mh7sRNkTtuMU/uid6n1stt5BbmPYXvWSXCnvF7mt8ob+1R3tqjvbUlUpxCNc6pK0ZEFDdh2i6ZI7oJk50wZQem7pV5oacx8xxmX8Lsa5jzO+bewbw/MO8B5v+FBX9jwWMscJXxMeY/wvyHmPcA8/7A3DuYcxOzr8rp8CimHcTUPZiyHZOcZJvDtchbjVw9TFBHzjJkL0DWN8j8HBlTkT6hnQhpozB1LYIYEI6xL/zgp/6jn/oCfykvcG8M9hr3AwAgtSZ/C+veBIq5UvLrkwh/CtzwO/PkDcaJaeRe5zbupIUofOcqd7QH1IuaZgRYjPTWet1ba5S31mhvrdHeWheSvKSXiz2Abw4CSxBuhCQHSHaG1N2QdgDSj8q80EuQfQ1yfofcu5D3J+T/BQWPodANCj2gyAuKvKCIBEVeUOQJhR5Q6AYFf0P+Q8i7D7l3IecmZF+DrIuQeRYyTkL6EUjbDym7IHkbJG0GoQ3wLYFvBlxDSNQGzgpgLwLWPGDOBsZ0oL8DtDEQP6qNtFFQTgWAkoay5UFG8u3elgYSC+uLB3OVXw5igITKTKv4K2O8jXshP3kdKqeit72NL9KO/s44sSq8y/YW3TC2NEnh+1eJsAfczwh5jaT1GklrJElrJEnrdZLWZ4FWdaJGAIDGfBCsBf5aEKwH4SZI3gIpOyF1H6QdhowTkOkCWRekCsyTKPARFLhBoScUe0MxBUp8oYQKJVQo8YUSHyimQBEJCj2gwBXyH0HenzIdXoWsC5B5BjKOQ9ohSN0LKTsg2QmEdiCwlu0MdSFhJXCWAOsHYH4NjE+A/h7Q3gDaqHbkzJTUed9Ldm3tMSWR4lX+3UFe6D5BBOL4shTjmLOvkQwJHjoE975RKWM41F3P+cXum4wTJ+IOjVTitEQHqrnpVTfXK/wUKne0O4hB/F2Y0wiS9giS9mve2q95a4/01r6V5o+ICIA5F5BninwLFNpgkgMmb8PU3Zh2UOqIZp3H7CuYcxNz72Len1jwCAvdscgLiylYQsXSACwNxNIgLA3G0iAsDcQSfyzxxWIyFnlhgRvmP8K8PzH3DubcwOzLmHlO5pQekEVKN8t2hqbI1cdEDeQsQ/ZPyPoGGRKPdHxHj5Q2CvPPImJNc+2K4NXy7d5+DV7V8cj/PxsiEMeXJetHnxrupd/et+wre1KRRuimG4wT1+knvqRaSGKkveLHfnZdfRaVCLtDdKlgOElnOElHosMRJO0P/dfWS2L6DRnIW418cxRYodAWkxwxZYc0HpNxAjNdMOsS5lzH3NuYdx/z/8JCNywiYYkPlvhjaRCWhWJZOJY/wfIILH+CZeFYFoqlQVjih8UULPLCAlfM/wvz/sDcW5h9DbMuYqYLZhyXRWi2Y5IjCjeiwAr5Zsg1xERt5KxA9iJkfYfMmciYhvS3kTYaaa+3I+sDbKlExN+THn3rpz7PT32en/p8P/Xv/dR9soIGebmVgxiAXp7SUX4vyZ4kOsPH/Ar96A3GCYun29pKSXtDwxcuXX0ilTvaHTYyrg310hnmpTPMS2e4l84IkvYR3iPptZzzwDNu74vugrT90t1g1nnIvgI5NyHvHuQ/hAJXKPKEEgqU+kNZMJSHQ/lTqIiEihcyRkL5UygLh9JgKPGHYgoUeULBY8h/IHNKL0PmOcg4BelHIHU/pOxs75GugkQdSPgV2IuBPb/9tvD1jiy4CADFDaXf++vMpWq09iO2id4xmGutHPhVOWZxF14jGfab/JQQ4WhPgyMx+6/Tj5+MOzTG07BvIjzJ8+rqQ6ksYZdoFDW/TTUbQtJRI+kMJekMI+m85k3MrCtCRGwqRp4R8kyQvw4FksyEnC+aeQazLmL2NZkZfISF7lhMxhI/LA3G8nCseIYVUVgZi1XxWBWPlfFYGYsVUVj+DMvCsTQIS6hY7I2F7pj/CPPuY+4tzL6KWRcw8zSmH5N5pFsxyR4FG2QxUiImrETOEmR/j8yvkPEx0icjbawCj5QzE6EZEbfTTrT2I/7WT2O+n2Z+fVEPizJ4yK8v38K6O4ZsTPDU7ZIvq0PFOQnLp9uu049dox/72s9CyUOGnRlSwOrqo6lE2CVCilgEks4Qko5Eh2okneWR+6TXilyRqy/bEG7EJAdMdpZmJiS+aPYlzLmBuXcx/wEWPMYiLyzxwdJALAvD8mdYGY1V8VjNwGo2VnOwmo1VDKyKw4ooLH+KZaFYGoAlPljkiQWPZTvD61KPNP24NFfRti1chzwTWaJiKbJ/RNbXyPgUGe8j7Q2MH6WAFUGIGFEQM8dXrjU4Vd01XUGN/6CjXtR4LcX/Hd91/Wz9lBPhwsD1V2nHrtGPrY3YovxJ3w4c4qZX2ljd1QdUuaNdYgv7LsFLR8IhXjpqXjo30gKk15I3AtcAeGbAlyQnHCFlO6TuhbTDkHESMs9C9mU5X9QNir2hhAqlwVAeARUvoDIOqplQkwC1PKjlQy0PahKgigmVsVDxHMqfQGkQlFChiAQFrpD/EHLvQs4NyL4EmWch44Q0RprsLK2e4VsAzxS4+pCoAZxlwF4ArDnA+BQYU4D2ZscAqYRpVgDQIGr8KdBojq/GHF+pDu1j9w/miitCZAlvXpjzwMqvax1OIZucizt8lX7saMyBUZ4GvTpxL89P/Td18xlVllAxAOHLEIdWERK8dIaQdLIlCfqGdEzUQq4h8s1kURknaVQm/QhmnMKsc5h9BXN+x7w/MP8vmS/qj2WhWP4UK6Oxio7VHKzlY30y1qdifTLW8rGag1U0rIjC8ggsC8ESPyz2xkI3zP8L8+5hzk3MvoyZZzHjJKYdbheb4Vsi3wy5BpioiZxfpCl7xmfImNK+iFSOzHdR3ICI22gn5Lv0/xig3/iPKSUtb6pxYN0eQTLozv8cSI/0dU+DfVF7r9COXqId/cx3Tfcl3d1zXezlbj6pSoSKUdJYpealS/DSbuVnwbIQc5GbTITmciLcKSfC83IifISFHlhMxlKJCJ9hZQxWMbAmEeuE2JCODVlYn4Z1QqxJwCo6VkZLPdISfywmY6G7NEaa8ztmX5EmKjqIUNBBhD9JRUj/AOlvKRYhbRRWPUFEtww/SWvwVilyWjvEDR4AILKE+3nQJoKnTl/YTbFoG3VHexkoKCVtdSDdiWsjtlymHb1CO6obat+H1Lw8b6UGd/N5VSJUjKACRoevdj39qvRa2s6eLOF5BZZQoQjr07EhE+vTsE7QXoSdLaFEhMpbws+lIox/XTFzDiJiclXmLF+N2b4aX/pqfOmr8ZWvxl9plMFcd8Qmcctpgdfr3oZ9VKBEhEok6E2ebu8ica9LcNddHLjhYvyRy/FHnJ/vGuah19u2Fx3IU3SMsBUqESrGGSFJ3hcleOncTg9GRIQWTNTuJELHLtzRezIRemOJH5aFYPlTrIzCKhpWc7CWh3VJWJ+CdUlYy8NqNlbFd3RHC9ww/6Fy7mhrvl7OHaV14Y7SRqHgN0QUgfi7AAP5gRn7WRcGcdkrm+uMY1w66ao37qjSTulFxpn3KCYKPdLpFDOXuEOXaEdOxx6c5G2s5CHDrvg2eW33k5VVIlSMdbRLHUQYUypERGzIRM4vmKiJXAPkmSHfEoUbMckRU7Zj6l5MO4wZJzHzLGZfxpybmHcP8x9igSsWkbCEiqVBWP4EK55jZSxWMbCagzVcrOVhTSJWc7CKjpUxWBGJ5ZIsha8sZf8Ac+9izg3MvoSZLphxQpqvT3bGJAcUdi6a+RFZc9qio12JkPGOpAnNqsitrQMzZvlqmDzfOlhrnlNf+kP4DkXGbUBE6EI7ZR25q/Pt47wMD0Tvuxh/+GL84Xn+Vr067KuQ3aTpJVBFRxVjYcRugqd2G710yptqAAAqIoCzDBI1gKsPPFPgW4DQRla6vQfSDkHGcch0gaxLkHMdcu9A3p9Q8BiKPKHEB0oDoCwUyp9CRRRUxkIVHaqZUM2CaiZU0aAyFipeQHkElIVCqT8UU6DQAwr+hrw/Ifc25FyHrIuQeQbSj0PaQUjdLS3jFmwA/jrgmQBXDxLUgbMUWD8Aq7V8dFzbqcKOHAWN2QCwi3n+cx+Nz32ks2t+Clo9KAueUpM/K2RzuzWXsk8i9Gw1a13ycNyxe+yLwzyJ8jcO8yDaPdt+Pu7whbjDxuEOBHeisun4rn3RmymB3X92lSVUjA/9rdt+ib10xlKMpReKHiFnKSaoI1cPeauRvw4FG+SS9Qcw/RhmnsasC5h9FXNvyW0LvaXGsCwMy59ixQusjMbKWKyMw8pYrIzGiudY/hTLwrA0EEt8sZgk2xD+gbm/Y/ZVzDqPGaflykclyXrJgSZj5Opiwkrk/CyXrH9XcbK+LTbzDBEvCR5+5qv5uYwzfTXrWxpe8Wpn15VMD7QheHWz0+t/Y7gz+pB74rWZfhbyNxJD7c/FHz4ff2Tb810jPPR7cdy+a6bU5Hf/8VWWUDE6BAY+DbKVXsi9AOyfIeE34OoCzxj4a9ofodgP6Ucg4xRknZOmCnPvQv4DKHgMhR5QTIYSPygNgrIwKI+A8mdQEQkVz6U1a+VPoCxUmiEsJsuZQUmS8HLbgabUfZ0OUsiVrbWdZpqkuGytlaWPAeBRut+nvpqf+mq2SjG3rvBVLnVxY+XsEIeewi39bwntnu91T7imGebYesv3AVYusYfOxR0+GnPgbW/j3p64V8iP/ex6XAGVJVSABlETwVOH4KHdyvnhztJrWQeRvQgTVmCiNvIM2xdwb5cVzRyXq1yTGEPJztATi8lYQsXSQCwLltVwh2NZGJaFYmkwlgZgCRWLydJaGUlIRmoGL2DmGblyGcmGUD40qoWc5cheiKxvkTkTGR8ifSLSRncZHY1/HQuvI6JPTsTHsnFukolu3IqUV7nUS5/t6+iCenSmkomHXtDsqbN7wlXryF2S/073MT0Rc+Bs7CGX2ENf+q3tbWloVx7pZkXdfjtAJUIFKGqoJHjqyv8SL30qK1hL347sn5DzCyZqtFWuCVobW+zCtAOYflQWI72MOTcw9470IIVUh95Y4oMlfrLTTBL6YwkVS3yw2BsLPWRHKO5j7m3MuY7Zl6Rx0fQjmLa/feGofM2aJDQ6BxmfIaPbJKG0IeIpRAzJj5Gf6PaprybrVaUKxQD2rFsdAmCvzCPVCXN0T7x6MPYowUN3vLfRvqi9LnEHXeIOrgyxbQ2TDvfQf8Nr1STv1QRUO9gAACAASURBVO+TzT6kmH/qu26az5r3yWbvkE0mkIzHehmp9eSUBnddMtoKlQgVoKChXO677CDCbcj+ATlLMGElconIM0b+WhRYo9CuXW8LqTG8IDtS2KrDx7JThd5YTMESHymLKVjsjUVeWOgus4H3ZYcJr2DWeVnp9iFZhwtJ2zUr5K9B3irk6mLCb8j+GVmtG8L3kDau4zmmDsw7iYgh+THthytqPC9ivJp1dst+PsRLV1Ewpl/DM13wl5BN7glX77AujPTUc4zccSb2kEvsIYuILW96G832s1z1ZNuemMNXGC5/sC8+Trzqyb3+d8KVm6zzR+OOb3y+RzvM6Vv/9e+STdXc9bqxjW+SzBqUqEBS7QkVoKC+vP13qbP06T7ptfQtwJoH7MWQsAIStYFrKKsgtYGkzdI+a2mSneFJyHSBrIuQfRVybkLuHcj7A/IfQP4jKHCVdrgo9JQ1tpD0tngM+Y8g/wHk/QG5tyHnBmRfkR2rPwHph2U917ZCkj0IbGRVowaQqAmc5cBeBKzvgDkLGB9JN4QKC0dbmXcSAILzY6b5aE3z0WqVYnQJ+xUscnZdyURf814m4vtzZ7g02M494apbwtWNT51Pxxw8E3vwYvzRI3HH7rIvenKvS/g44eoF+hmrZ7t+CLR5l2z6Wo+hmvaHfU2izyuzFCoRKkBFU22H/cO8sO3Saxk7gPUNsBcAZxkkqAOXCLzVsn6HdrJK7j3t28xIdHgDcm9D3j3Iuw/5DyD/Lyh4BAV/Q8FjKPgbCh5B/l+Q/wDy7kPeXci9JadAF1mDmQOQuhuSnSHJEYS2cr0tiJCwEjhLgf0jsOYA4zOgfwD08UAb1V1UJv51KLgCAOSciA8pWh9StKZRtKZRtD6iaLHKha9gkfWjT/Vg/XraFg7zIiq7A1RUNLM02M4t4coN+qlTMQdOxxw4G3f474TLHonXPBKvPeRcPhx3TDvM8QOK+dBubV33O0NSTowyS6FyRxWgSdyi5kmU/w3+ONBWei37KDK/QtZ8ZC/GhF8xURu5hsgzk/beTrLH5C0yp/Qgph/FjJOY6YJZFzD7MuZcw5ybmHtbruvhfVmzQ0m/w7uYextzbmL2Ncy+jFnnMdNF1gJY1mot2QmFm2S7QVO5/r+LkDUPmbORMQPpk5E2TvEhJnmW/IWI99OorcMVP/TRmuajlVSVOdArHFBAH9JhK6jszrCNc/wtxypT3daFMpcG291injkZe+BU7IEzsQcfsC/8wbm0N+bwspBNE8nGcia0F73Y5HeDb5LM6hT12+4MlQgV402KqbxXM4ZsDAiIiAU3kfkFsuYiewFylmGCumxnuAYFVijcKNd6dK90/kRb++2LmH0Fc65hzg3M+R1zb2HubRlvYc7vmHND2oc76yJmncPMM5hxQqbAvZiyQ9p0VGiDfEvkm8t2gytlxwgl/Q5lcdHuN4S017EyFBFP8x90mHNa3FA+oGvbLBZ1OKHSGx22fSlf+ltohW3u87bwl+CNJ2MPnIw9cCLmgMPz3UuD7d7yXqWoiq23vWqkZtAq7mrPa4GIKhF2hS+C7Dt8lyWNVYiIZb7I+ETOGK7ARC3k6iPPRBahscUkBzkdHsT0I5hxAjNOY6YLZp3HrIuYfRmzr2D2Vcy+hjnXMPsaZl+V9cCXyM9FbhzFAbmxMJtlfWVkHUcTNZGzXM4MfizX+bcnETakIKI97axkyKlEitN9dVvEogFdW9fsyJ4VqESYdJqv2Zn4Y2p9Cs98SDE5ELX3ROz+k7H7VwTbdHu4qfcidNMluOk+K1J2zodKhIqx8vmRDl9kVIkAEbGOh4xpyPwCWd8g+0fkLMGE3zBRB7mGyDOVdQFu1eEOTN2DaQcw7TCmH8OME3IzYc7JxsJckI6CyTrXNg1GagAPYdr+9gq0RYG13CAKbUz4VTalcA4yPkf6VJkZ7DY5QRuF9AmSJhcrn25pHTk8haL1Y4jVgC6sCERfhiphBpUQ4UTyqnvMs1/4re1teGaS96pdL3Ydi9l/POaAUfjmIT2LrTceqbv0FG/3RdvyUIlQMRxZdzp8kTdSAxERxU3InIGMGcicjazvkL1Q5pTqIs8IeWbtdbgFU7Zjym7pbKa0w5h+FDNk09EyTmOmjG1z0Y7L5HcAU/diyi5M2Y7JW2Q20Fq2FTTERB2ZI/oTsr5F5ixkTJfuBpUxg7xFiNgiFk2jGrxL1ppM1ppM1nqPrLU6av+ALmxwIYtAUnbX170IR3rp32W6rH26rVe5ijdIhlue7zgWs/94zH6LiC3DPIk9n/TtfeL+rICs/JqoRKgYd9KCCR7tvkWLeNnhaKEWMj5Axqcyp3QRcpbLNoetOrSWjel1wuRtmLIDUyVSPCBT4xFMP4rpRzH9mOwfRzDtMKYdxLT9mLoXU3bLDKBkbvZGmQ00RZ4RJurKDSecJx1BwZgi7TXaY0gmfhRm7UDExMo0+ZHD71K0DiXeGdCFNYg5TSBpy5+W7o495QxvMk6fjT8+RGkRjvbSt3267XD0vqMx++yebRvpqVzTxF4aw9FextLNi3JQiVAxGOWpbd+Bpy7BU3dGwEbptbyTSH9H5pTOQfYPyF6MnOWYoCHToSny18oG1ttJTaJEim0Ts/dh6n5M3Y+pB2T/2Ceblb1LOrk+yQmTNqPQruPY+jYFLkLWfGR9jYzPkPEh0t9uN5mwe5ZTEfF2qu/bZC356d9e2REDt6qlTdUjyQYEko7UGPbdKZV+KS60Y3eZZydTVisjwpGeepYRWw5H7zscvc8hcvtYkkFvdnq9OEe/kXazV8uiEqFiNIlbOg428NRNrSlARKyJR9qbSJ+MjOnInImsb9rrUBe5hsgzQf4a5FtIJ9cLN2GSAyY5YfJWTHbGlO2YsgNTdrbnDqn2pNZvMwrtUGiDAmvkWyB/DfJMkGsop8DFyP4eWXNkA+vf7e70YMcN4XgUVSOiaczRiWQt6fRvstYkilZGbQ8l/y+DB5nhPWQmFIqwi/4UBA/dQ7EH77JcFnUTWZFxhJee6RPHg9F7D0Xv2xK5Y7y3kVI2sPeWcJiHgbA6t1fLohJhl/j12aEOX/ylZF9ERBAh53Okj0f6+8iYgcxZyJorp0N1TNRBrgHyjJFnhvy1yLdEwXoUSqyiPSY5YJIjJjlh8pZ2THKSac8ehbYosEHBeuRbIn8t8syQZ4xcfUzUxoSVcgr8BpkzkTEd6e/Jejr1tBWUMNkQEWtb6qf4Go4na00ga0mkOCfYAgZygPaq2DNqJG2ChC/rkeoQPHW2Re29y3Ixi9jW/TZymCfRKGzzwei9B6P3Oj/fOcl7Va8LvpW2mUZRPRzh7QyVCLvEWSG5wy/iT+G7pNnC7L1IG430CciYgoyPkTlLzh4uw4TfMFELuUTkGiFvNfJbpWiNgg0osEHhRhTaotAOhZtktEOhLQo3SrUnsEK+hUx+q5FriFwiJmpiwm/IWYbsRciS2MCZyJiB9PeRPl6pxGAry7wQ0Tv3eYfp346M7pqCvSREIH7Hb40aSXuIvA6VKhztcltoE7njDtNle9S+bhzRoZ5E/bBN+6P2HIja6/x853vk1b2wgb3MVai56zHK03q7MioRdglhdW6Hb0LNg5hcnYeIWC9E2hikjZHpcAYyZyJrDrLmI3shcpZiwgpM0MBEHeTqIc8IeauRZ4r8Nchfi3wL5FuiwAoF1iiwRsF62T+skG8p1R7fHHmmyDNGriFy9TBRGxPUkbMCOUuQ/ZN0H8j8AhnT2xSoTDBGQtY0Sb/DVTFHZVOHtd4ia71F1grIjxm49eRXZ6t56UjYq8qYbsKkJhFb77BcTsR1zCe1Us2TqBVqty9qz/6oPTue75pC6ZMClXZKNSOP98GVUNWOdoevgp06FBzu5DyQXkvSAdoooI0B+gSgvw+M6cD8AphfA+s7YC8A9mLgLIOEXyFRAxK1gUsErgHwVgFvNfBMgWcGfHPgr2lPc+CZAc8UeKuBtwq4BsAlQqI2JGhAwq/AWQbsxcD+EVjfAfMrYHwOjI+A/h7QxwNtdA+F2h2YewQAsuuKJlCI47y135BxKtW4rqVx4BbzUVaEmqyX+RBJbKZX4RlFXqL+E8c7LJdL9BMKr6p56mqG2O19sXtv1O7tz3dO9THpppRUqQlq3bfZdteL62ICYfdQWcLu4CL07vBzOIFiXt1cj4hYFSGLc4xG+nikv4eMacj4DJmzkfUNsr5H9k/I/hk5v2DCr5igjolamKiDXCJy9ZFrgFwj5Bkhb5WMRsg1RK4BcvWRS8REHUzUxAR1TFiBnGXIXiwzgN8gczYyPkXGNKRPRvpbSuXl2/V3moTNhYi4P/G+/PTvN8jadoxLA7qY+7gP1WRjBfoiQkXUCLO/w3L5nXlakQ3U1Qyx3fNi994Xe5wlCuy2ik1pj7RLM7ji6SHo045aJcLukFdf9pqXQYcv43wSBRERxChUlzp4tNFIexPp7yBjKjI+RuYXyPwKWd8iWyLFxchZipzlmPArJqzEBA1M1MREbUzUkaM2JmphoiYmaGDCSkz4FTnLkbNUJr/vkTUXmV8h8wtkzED6B0ifJI2FKu+FSpizHxFLG6veo64e7a01xltrrLfWWG+tcWTtqBJly6z6BpNYl6Eyd1RNSe31ZAzVQ+3vMF1uM88M82qXcx/mSdQMsd39fNee57u2RO6Y6tOptWF/e6Rq7npxpcl9WxmVO9oDTGLOdfgmJvtaSEeu1tKANrZtGDVtHNAnAv19YHwEjE+BOQtYXwFrLrDmA/tHYC8E9mLgLAHOMuD8ApwVwFkBCb9KyVkBnOXA+QU4y4CzBNiLgb0Q2D8Caz6w5gLzK2DOBMYnwJgG9PeAPgFoY4E2qt00bGXI+hBaygDgIPeB/PTvMd5aC8IdxQO8kj8/3T1U5o529EiV3AR2EqFW2ObbTJc7TJfXSfryCiSGbtr5fNfu57scn21/l9KnGdq9FKFW5PE+r4zKEvaA+LJkNY+OlU0HuY8REREww76dnaGNQdqbSJ+EjCnI+AgZnyJzJjK/RNYcZH2LrPnI/gHZC5D9E7IXInsRshfLuAjZC5H9E7IXIPsHZM1D1rfImoPML5H5BTI+QcZHSJ+C9ElIe7N3YZh2Z5f+RMSsuqIJPkYjvbVHemu/7q09ylt7tLf231nhA72SX4bYD5XJr6NH2tfYjH64w22myx2WyxveRhJvc4QX0SDMfufzXTuf79r0bNs75FXK1HO/pA6Heuj3ISjaCpUIewAArHh2sEMkejRplTRM2lKGnE/bJwBGIW0s0t9C+jtIn4KMacj4GBmfIXMmMmcj82tkzUHWXGR9i6zvkPUdsubJ/vEtsuYiaw4yv0LmbGTORMZnyJiBjA+R/j7SJyH9LVlBjNKpCHkmaSGIAMA07swIkvZr3lqveWuN9NYa6a01K3hDo6h5oFdyZrDdMJJO/xpDk4gtt5hnbjNd3qEYEzx0R3rprQrbvP35zh3Pd22I2NpDRr4PJyS6oEnMeWnuqk9QibBnxJYmdTaGK54dlB75qQyT1Ux34Bikv4n0t5E+GRkfIGMaMmYg4xNkfIaMz5E5E5kzkTlLxpnI/AIZnyPjM2R8gozpyPgQGVOQPhnpE5H2Zi/q0RSS9QE2ZiIiOS/mNZKuZPT3azI+zAx7Bcs4M9h2GEl7GElbTY69Thi2P25v9Wy7RISTKavHkAzMwx2dI3c4R+50eLb9c+qaj3zNPqGume1v8bW/5Rd+6z6hrpnqYzqJYjyGZKj2shGaNjM40tMopfqlyoxUIuwZAGAcfY7g3vHLuJrsJ7mMuUe7FsBopI1D+ltIn4j0d5D+HjKmIGMqMj5ExrT2/BAZHyBjCtLfQ/o7SJ+I9LeQNq7X8U8FHCepFC1oKJ/qbzGMpDOMpDOcpCOR4vfhTs3illewjLNllnConEf6kmFSpxe7bzHP3GaemRtgafHEaVvkDufInQei9t5gnL7NPHOPefY+69x91vk/2ef/ZJ9/wD5/n3X+DvPsdcaZs7QTO6MPmEZsWxhkM4ViOtxTr88i3MK895IroxKhUsioLRpLMpG6HzJfaBRpFa0sBRERmjHVtCcljEbaWKSNQ9qbSB+P9AlIn4j0t2WciPQJSB+PtDeRNg5pY/pDezLmnUGAZnGLVtRRNbnp38NIOiNJuk+LE17NGi6K2CF50S490t7HSA/EHLjFPH2JdtwpcsfWyB3bInccitonkZ+EfzDPSXXIOv9AxofsCw/ZF//iXHzEufiIc+kB++Il+mn753sWBNq8QTJSroRNqsAJ5DW9OjChECoRKotzQoo0LSvdCegQ3HVm+G8sbKhARBRVo2C5sgGSNlm2UnZj3yIu3TDTEaEFAPZx/yKQdIZ4aavJONRL25p+GQayWFQeq2NPD/fSHualPUzuPagpVSnapVN6gXbsbNyRrc92bHm2fUvkjn1Re0/HHz0Qc9DpxZ51z5z1wx1/Dd20KMhmXqD1l/4Ws/zWyWjxTYDVD0EblgXbaoc5mERs2xC5yzlq/9G4o4djj5pGOL9NNlYycX9F4g29HFQiVBbN4paF4Xs6bso9dBY/2VsrGd7QXIK8hX2MmgwQ0zeguAkR72WEDiURCV5SsyPxAz8MsHr5X3HlcYj7aLjMEnYZJu2NRzrSS+94zEGnZ9udnm53erb956D1b3objSTpD/HU7WvOQ3eYJ/F1L/0RnnrK1HN/FeTULwEtlQh7geTqvDe9TTsHx/SiTkq/jJZSFK4cfO1JgrQZmyUK9M6NGeltIP2zk/wdk3SGe+uFFPbcHLofQc2PG0HSGS7zhNXk2IdcxVBP3aWB6x2eOjs+c3Z46jzf31Kpo739l6tQ89B7UtQ/nrxKhL2DW9ZzNXcFc1tNYy5I7aGoBtMskDaquyEQA03aOMw9jtCCiD55cWPIqzr+EXvpHOI9fmWOqAQVTbVvkA2He+kM89IZ5qUjXz0zRJGh64avk/R0Q+zsnzo7PHXe9HTbLOqaropL+9yVtEeujbvUXwuoEmHvAAC7OQ+7qKA/VtFUi4gIzZh/tudREANE1gdY5o0AAPAg80mbDZQjMerEq4mIdoAl7aJCY9irhOFEspFpmIP9U2f7p84bnmz9qLUsW3bS9xXwbZ+10lhAf0Alwl6jWdxiGOWiUIfzQran1xQiIgJg9XNMnPOqFSj8DRuSEbFZLDrCcx1O0uu8p/o2bGtlc+2gLB2/KmsMWb9VhEM7e6Q97Qw/9TWzCneyi9i26anzunDHSWSj9hJ9RR7pX5lP+3FZVLWjfUFtS8OyiAMKz7NM9rEMyGdI79dSCdl7gTGxd0eN+kbWVCi8CeJGAChurNSPPjXEU6dzXPGTINvc+tJBXLpD3EcjZDHSoXIx0iE9xUiHeukuCLDa8GSrbcRW24ithqH2Y0n6XZ247x176ZHqvDghgv6stFVZwj6isrnux7BdCnU4wtPQmfVHVXMdIiIA1nEx1RTpSjeA6S0ZkzBzKzblIiIABBYwZgTYKPw7/jTINr22cHDXrVHUrP3i8HCSdnfVM5041ltfJ9jW5snWjRHbbCO2/RpkM4JE7LfhTb2xgZN81ubVl/XvmqhE2EcIqnKmUtd3c7psZqBDYD5DLNm7gxhrGZhmgYy3+3X7NxWzdmBDGgIgYl592Xr6teFe+gp/72cFbx50BUpQ3Vyn+eKQ8on7j3xNzMMcNjzZYvNk64YnW+f5W6h1F8LpvQiV1qGaB5GUE93vC6JyR/sCQVXOVOqGHjvADvMwIL44xSpPb3tkYxbknwfeAqCN62FkUjdkTAChBpT8Cc0lkmetaK49KyS/47u2i79L7UURuwsaygdlrRSirqXRgXVzBEm3y8S9pzbBU3u4l+6CACurcKf14U4bwresC3Oc4WtK8FLgZveDR6oE7Ri/D8RqqCxhryGoypnqu75tKLm/3Q72n8M8umxiOdLTyDj6bHSJsK0vurgJ64VYeANTjDFhds/TPGmvI2MCcudhug2W/I1NOQjScRFFDRVnheSp/uu7+Zm3iL9cI0mf/JMgBrFvXtzMYLuhch6pfA+oiWQj3RA7q3An63An6ydOBiGbxpMNlejFNlAe6beh22oHZhlVIuwduJXZ8gr8xM8uraYQACi5ce/6WHRz2mW4h+GCsF130kLa7SgAUFSHTdlY9QxL/sS805i9BzPsMcMOMx0wZx8WXMBSN6yJw+YiFLfN2WoQNT0tTlxPuzbBx7ybv60xZOPrqQEDPeDlZVDdXH891W9WyCZ5EQ4l6X7lt8Y8zMEi3NEy3Mkq3GlJ4PouNoGvSIcTKObSw2sDAJUIe4H4spR3KBatAZjP/e2lCQlERMysLdaMPN5jQ643vE1XPjtyNdmfWZ5Wr8Qs5VaIAbLqiim5sXaM36f72wz11OvexZoftp1ZnvYy59xeGepaGv0LaCZxZ9/1WzOBYrgyyMY81GFdmKNFuKN5mMPnvmbdtQzum//ZmxjpcE/9gPwBHCGuEqGyCCvkvOVt3qrArwKdOkfJmsUtf6SHvedjpUyr5uEeBpN9LJdFHHBk3rmS7EfJjX1RwmdXpPOqsnlV2dzKrPiy5KAC5p8Z4Ye4j1dFu3weaD/We7XsKI3c73SnH/VxZJMTAk8lJ1T+c1Df0nBL4GYcutk81ME81GFtmKN2sO14shJjQPsrQuOhyIvx0L2cTIWBrC5SiVApPM6MHO1p3DqLfF7I9m7i1IUNFU7Mu6O9jJWdXiD7vod4EId76r/mZSih7CSxcmEDTx2Cp85wL32T2HMpNQPYyn4gAADsUv6O6BOmYQ6moQ7moY6moQ7f+q8b5qX7ki26Xz48s419T6T0kLO+QSXCHiAG8Rm+93B3g9Z94ILQ3aWN1d0/CgCEVbnW8ddGe63udbuEPtVwDPfS1406EVeWpPxYvH8IiupLryT+aRLmtDrUwSTUwTTUwSR867uUVf01Qe1ldobmsRdeQX2fSoTdoUHUtJF2U81Nr9VqLY84WCnJwisBAEirKdjNefiBb3cZxfbstRTHU8xs6Nc5FRkD/YPd76hrafBKD1oXsdModPOq0M3GoQ5rwrc8EHreSw/ql66kLynCVdEuDb3ZtPcZKhF2iYKG8uURBwluxFYvlPj8VN9i/VXNdV450YZRZ8aTzftLiqNJq357dvhuemhxY9WA7lgGAi1iUUR+3Kbnhw1C7A1C7Y1C7VeFbt4Ve0ZYkQoAbtmR/dKL7WVEuCrm7KtRIKpE2BXiS5M/ptoSXNt2bmtjL73ktwIAZY3V1DyaI/POtyHOY0irldwrtqUcvQy/DHa0ir/imhWZX1/+r/M8EVEM4vjiBOfYM7oh9sQQe/0Qe4NQe4uInb6ZYY2y5Q0v4vRlglr/6dAs9vwrUyCqRNgZAHA7NXiM5+pWA0hwIzox7/bv3qBZ3FLcWBVVIriTFrKL89A4+tzSiP1zQ7Z9FmD/WcAmCb8J3rowfI9hlMtW1r1rKf5PihIKGypeQW/CAYIYxIwS3q74CzrB9jrBm3SCNxGD7Q1DHa5yHxa3j3Ll1ZeqdShhe4XGcBv7j1d8zkslwnaobKpdG3NZzVWvVYFqrnrHuB6vYLsFAM1iUb2oqZXN4pZ/nZ+pEC1iUXQR2znunFaIvWawnWawnU7wJp2QTftpl4WV6eJOnxEApgeu76d5Fb2Q32skw6spfq9+a60SYRtiSpJm+jsQHusRHhMlHOFueDs1pPNfiQpKoq6lITDnhW3UMfXgTSuD7NSD7DSC7DSD7LbGnI4vTuimlMeJfbujMRxgj/R9qmVYEWdQfvVUIkREbBK3HOd6jvRoywQSXIlveJlRc2n/DVv0igGI2bWFd5PIqyJ2/RJkuyLI9rcg25VBtupBtpujTjwroPXo7zErUvvYELFPIvwt8nB2XcmrWZzOUIkQU2sKloQfILjqyXOa70Z6Wepgv7V/HyqbaoJzY5zjL/4WbL80cOOyoI2/BNkuD7L9Lch2a6zLi0Jmk3J7WgBQf3GoX4bGdM8xZOPzST5Ng9HsoxX/1yIEgEcZT8eT1sgbQIIr8YeQXYP4u/hvRElDRVBuzD7GTfXQLYsCbX4OsFkSYLMk0GZZ4Mbfgu33M66zSgW9rSNnVaSN9NbvXYzUqysdKk7z/BZ5WFCVM+jOzv/vecLyppp1sVfU3PQ72MDVUeelk89U6BZ1LQ3MsqS7yb4bok8tC7ZfELDhJ/8NCwM2LArcsDhww5LADXrh268LPLJqCsR9bQZxhP+4v2b6duDHgbbu2S8koa9Bx/+pJYwuEX7ut7mDAVRzMziY4Nr8Dz74M7gQgTinrvhJIfOa0HtDjMvSYIfv/TfM97f+PsD6h4D1PwasXxCwYWHAhiVBtlviLgTnxtQ018HLGZlmscg49kw3bS8Ul5J6dGabMZziZ3UhyecfdcDy/06ELWLRKR5ppLsx4XE7AzjG0+RxZqQqENoKEYiLGypY5Sk+OVHn+O4b487/ErZtfsDGr/2s5/hZz/Wznutn/Z2f9Tz/9fMD1v8QsH5BwAaLF8f+TPHLqS3qxyh/g6jJkn6ZQNJ5OR3qEDx154ZuvZkWNFid5rrB/5c7ml1X8tuTI4THeoS/9QiP2ziFsj6qRDDY725wUC9qyq8vS6zIeFrEcc2MuCAgOTNuGb84/lOI0zcBNrOoVl9QLWdRLWdRLWdTLb+iWn5Ftfraz/obP+u5ftbf+ln/EGBjGXXijxRqanXOAHl3IhD9lRXxQYBVXyaoeerMCLBxYt2JKRU2/TOcz874P7KEvrm0yWQrwt/EdnxMnB+8M6u2eLDfXf9ABOJGUXNFU21hQ2VGbRGvKptenhpZzAvMZ7hnP7+dFnxW4L0/4S8H+k2zmLMrnx6YH+w003/jZ9T1M3wtP/JdN9137XTftR/7rvvE1+JTqsVnVIvPqRZfUC1mUi1mUS1mUy2/pFp9RbX62s9qRdi2nYwbJ+jH+AAAIABJREFU5Kxn+fWlr+bkflVz3c20wIURu4aTeo7WvEe10Hh+5LTAq7cnpwcF/xcirBc1bWPeH+ZqIG/9JFz94nxNc/1AvwFJKUxJY1VuXWl6bVFiZTanIjOqRPiiRBhUwA7MZ3nnxrlmvfg76/nN1JCbqSGXkgNOCSinBJQDXI9dCY93JTzexLxnw7hjw7hjHHd5Vdxl3ehzK5+f+u35yR8jDiyIODArxHl28Lap/nZT/Da+S13/jq/VJF/LST4WEynrJlDWTKCYjyebTaSYvU0xf5ti/g7FfDLFfDLF/H0f8yk+5lN81kz1WTPVZ+2HPus+8l073XfdDJkIP5WK0HIm1XK2n+Wv4dudaFcfpgVzKzLqWxphMFz3FrEov77cL592RkhyYN0yiT1nHHvWOPasJe3yds4fl1N8/Qto6bWFdS2N/6KdxX/fHRVW5X4fvJPwWK+DDRzqanA00b1FLOrb07aIRYUNlYKq3KgSITWX9iA94qKQeiDBdTP9rnnMZe3IUz+HH5wbvPMzf8d3fda/5b1uLGnNaC+z173MRnqaDvdcPdxztZrHKjUPY4LHKoKHkRxXtaOnMcFzdRu9VhNIqwkkEwLJZAjJRI1kokYyGUYyGU4yGUEyeY1kMtLbdBTZbDTZbAzZbCzZbBzZ7A2y2VsUs7fIZhNkOpxEMX+XYj6ZYv4exfx9ivkUypoPKGumUlpFuHa677qPfdfN9LNeEb5zY9zFiwKvkHx6Tl1xo6ipf78aFST4L1tCAHiYHvGmpznhb70OHOdh6pEVBT39WIpBXNRQyShL88mNv5Lkt4P1wCTqws9h+6f72r7lZT7KY/UI91VqrgYEVz2Cqz7BVZ/g1oEGBDfDTjQiuHetus4i9OrANh2qkUzUSKZDSabDSaYjSKavkUxHkkxf9zYdTTYdTTYdQzaVipBsNp5sNp5sNpFs9jbZfBJ5zbtk83fJ5pMpa973WTODavVtkKP60/3m0S672PeuJfn45sYkVKRXNtU2ipp7XCIVXh7/WUtY2VS3LuaK2mP91kLQVk73sWWUpXV+SJO4Jbk6zy+XfoZPto699lPInne9LUe5G8v82I7P096z1Zfq0NWgI90MCO6tNGxPoza2k6WxlJ6dKNGhlwnBy2SIl8kwktkIsvl4X6u3qeunB2z+JNBhbujO+eG7lz09tDLyGDHq9Nq4K7b0m87sPw5xXS8kUW6nBbtlRQbk06NLBPyq7IL68pqW+npRU589AhVeHv9NEcaVJn/mt1kaBW3PJWH7C+srJHdrFrdwK7P+Sn/qSL/7c9j+CV5rR7gZKXyUYnbcYbbqsBPb28Yh7qtGkcze9rH+yN9+dpDzD2H7lj89pv38jHHMxQ30W06s+zs4j07wyWeF1Oupwfcznv6d9cInj+6fz3xeIowqTUqszOZV5ebUl+bVl1c01VY319e2NNS2NNaLmhpETU3ilmZxiwjE/TktQYWBxH/NHW0Wi07xSK+5rVKoGbv438ubaqKKhWd43lpPT0wiWQx3NeyF6hSKsIPe2qcfFfLnsP1/Z0ZWNtc1ipolgpF8GYO9eCoMDv5TljC5Ov/nsP2dQ6ASfh2wVfvZifFea9QUhUl7xRFuRtN8Ni4K3WsWfXEP+9GN5ECf3HhGWVpaTeFe9qMZVLsen2GIq/4n1E1Xk/xrWxoGe9lUGGT8R0TYKGo+wfUa42HSMQ348nysN9nbanHoPuvY6y58MiUnjluZVdVc3yhq7qokslHUzCxPO8b1WBC6e5iboaLNpIyueh/4bLiS5KeS4v8z/gvuaG5d6YKQ3Z2TEH3jCDejL/23mEVdPMunhOSz8urLGkRNfevmIgJxbl3pzZSgRWF7h7gqCBG1SvEj341/pIX9k/vVqzBw+NeLMLO2eLqv7Uu6l1MpG/Qjz7jwyc+KuBVNtc1iEfTrDk0EYk5FhnXctdEeq7t2UPXmBG4NLmD170ur8M/Hv1uENc0NXwds7c7f65pTKRvMoy/dSwtLqsp7NQkxAMivLz+S6P4exarDAQ75ljbEyFNJAzZ7RIV/IP7dItzLftSreOZIt1XLww+d5VMSK7OaBikTDQA1LQ23U0Nm+jt0CpzqSjjKw3gv56/qga+nG0SIxf++fo0DhH+rCFvEIkpO3AeU9cp4m+M8zYxfnHPNjCxtrP7n9OpsErd458QsCN3dWYQEV12CK3Gar41Hds9lPf9SbHVyCg0OGex38Y/Av0+ETeKWh+lPZ/s7DXms3732Xnc31os87ZkVXdVc/4/9UxaBOKyA88uTgwTXTkU5rsQhbnrqz47+J73T7KwsXS3tG9euqUziv0mETeKW+2nhn1Lte0ivP9abG+h8Ncm/uOFf0x9eBOIXxXzNp8eGuLYToYSjPI2PcN3++UdyeovU1NRPp8/Y4uhYV6fseI//JP4dImwRi9rk13Ws5XV343Uxl2NLk/51o1EkEIM4tjTp14jDBNd2IpR0Af8iYHNoAfvVvysRiKua6wobKlJrClJrCnLqSsuaql8+m1JfX6+vo3vy+PFLFy7o6xLz8/9l49z6Ef90EYpB7JUVPcvfsXvPcxLJ4mCCa0F9+b/F9HUDMYifFXEXh+2Tn4QhoZqb3pqYS4UNFQP36jUtDc9LeFeSqRvpN5ZF7P84wHaMt/FwT/1hnvpDPfWGeuoN89Qf7qn/Osnofarlj2E7zeMunuB7+OXT8uvLlX8VANji6GRtYdnS0gIAflQqk8EoLCjs+ZH/RfxzRQiIoQWc+UE7h3SbhX+fbH1RSK166Z5C/zSIQeyfT/8maFv7aI0uwVV3ovfaO6kh/WjtAYBe/j/2rju+qaoN3zIFRBRQKXsogggKKorzkwJldbdA2RsEQUBZylD26t4j3U0zu/cu3eke2btZTbr3Ss79/khb0ps0rUqtQJ7f+09z33Puuefep+84i3WrEvtNytVJRCs9nOlgB0drkN7zSU3GEcw/TPjpp2KPGHHhkKepuDo7G27Y0NTU1P9LVETkqg9XFJAKntdDvUD4j5KwtJ67Je229tTLTOKBx5Tw1hftUOi/hB6F3J+btiDyWP8RpX1i+m3y1fIG3j+sn9UiuVGBXhpzagzW7O8fUaq2ofX08D0HSQ5psgqNueiE+PjP13zK5XD6fykvK1v3+dpPPlrJYr6KGy7/50goaq87mu/Su7hhEHkNs+NiiX99V8tLZv0GQ1tP5x0ybirBGkHFiTir6+Xov5GwAQAkVpduybg1Dmcx4DjE50RCpejhTVYk/OTGimtT+UcpEok+/fiT7Kys/l+kUum3675yd3WzNDN/RV4oAv8hErb3dN2rJLyB260982n+9CGjWfSqvS0AgLC99kCeg+qxwUpZEXsmr5Y+/KriJMXrki/rDXY46fMjYb/Mjjpkx4hsl3cqH4RMJve/vo6ODjNjE29Przu3bqODg/sbyWIyq/j859uH/1n8J0gIACBU5SyOGGIK6KrYc8mS0Tk35z8CAEB2DXVNwgUED8dhLa6UBQx5dGF5A29j+k1tJwQPZNcEgsX7sSfXp1/bkfPoeKHL6SL300Xup4rcd+fZbMq4+XHCz2+E7hoOCZWyMOYYtipT9fUBAM7//POlXy92dXV99/U3TY2NMAy3tbXZPH6yYtmy777+prPzZY41+jH6JKxsrNqQclP72MNM4n5neqxukYES3Qq5HS1yKsEaQcVP4s9XNmq2Hm09nZfK/MfjLIc8pntZ3KmTRW7+3NTKRr7qci3V2pS/KADoAXJemyxClH+1IvDr1MvjCeZDUnFjxg1WS+9oRFBA4A4Ly87OzoT4+J/PnIFhODU5eZPBhmu//fbVF19GRUa+Iv9wR3M9YVN324Vi3wkYKy3Jz7EhFqcLPGs7m0exnf9N8Ftl2zJuI+Z/T8Lv8GDFIzRJdcwPYk9rp9+ahAuPaWGsFskgm2IoAJAD0NMncqBpLWVdV3MQP31b5u3xBPPB3VfjKaE73NlxAID6uvoamQwAcOLoUUxIyI/HT+yxtqZSKHutd9s8fvKc++s/jNGxhAAGGF7WnLAj2g3g/5KvlTZwwavx7/BvAAAQyE2fHroXkTjdlWOjnPwNALCjR07AWw5IvajIa3irIyTn4nr2gE4GChj0wKCzrqM1W1JDqaXLFc2ZgoIH+QEXM1x+y/R4RAr0rYjMEhZ2y1tg0AmDblglCwoAELfX36Zg9aMOajKGvWeYWeY8aOxug2G4sbHxgyXvfffV10QCQaFQ3Lx+/ccTJ16puWyjQEJms7h3L/rBZW7Y0RBe5gu0f+toAQAgaKvZlPYHgocfxZ0tb+BZ59ggk599MhFvdb7ER6w6vQEoYNAlam32Y1QffMp9D09dgqMEMSUOlaJF6BjI1QVy+gOyPw7ZmkO2ppCtJWR/di7KBk2JC6HE3cn1I4lLFYoOGMhhGCgb1i7vcmbGzIk6pJGEEN54efwpZY4tMSGhoaEBABAUGLh9y9bW1v/ccREjin/VHe2Ud9+uwL2G2al9YfuV0sAW3XYPfwUKoLClRUzAWaqO6esp86gaGGi6I/sxr1WqUkG3sLX5cYVobRRjjF8l5Fep51d5OpeP5UgXE2iQb6Web+X0YPIyIu3LSPr6GMbmOOb6aPqXYbQPMOQZ3uhQRurrjkaQzca5HrvOpzmVSSkAPNsmuLWn408yZlKoVd+xZAOOapkesTurhqLUzMvN/fqLL4UCwb/beaOPf8kSAgAyZZQhZ59tSv2D1iQEOgP41wEAyK9lLIo6jsjWIGK/+VHH4sRFAAAYBjBQANCZJ623SONODqK8FkR5LYAEuTu/6Y8n8mQ4ruz3YiGWIy2vq2/pam7obE4Q1twsEZ7I5p/I5p/I4pzNINzIQbmUECi17ChOSSA55rdMDwPcL1OdH36LSw9nShSKThgolHkcdotkfcZ1CG+CPCoQbzwpzDJWUggAqOLzS4qLR7sjRwH/BgmbuttOFXhon/4yN+wooSoHwDr6/SPUdTUbpN1QnfatykDrXJuGrlYYhmEAYNAFFK1VLY14rhTHlQZQs9xLQzMFBc2dNawGdjI/l1bHKJFW7Ewlb0hgr49nW6ZxL5AEKEY1gSt9UiH6KoaphyqAXG7quT6O5tLGeeZOdL23Ovjhj8l2geQUIlNy6SnHKpoWx6kGoAsGAIZhBQA29PAJRHP1M64nhlrESApf2X++I+6ORgsL54Yd1TL+Ph5jebHYT3c47nNBbWfz8tifBpAQYwphTMfjLJ0ZMX1acrmiLbJKtjuDNwdHmxKQ/6bnjWOJj58KCmraxB7lYZOcjCG7zZD95m9w55MFrJ2pvDkhtFkhtJlo6rRg6uQgyrIwxu9Fwugq2Zk8/m+FgmOZXMirDPIshdxLIMf7kK3hGEfvr/Fku6K8cCY9iiWua5cB0LvDd34dfU70IZWjy3plYqhFmqxitPptdDGCJKztbN6TY6fd//wm6bfyBt7IteGVQru866vkK2qzTE2mhe5Ori7r0+pKFdd+EsmcHER5M5i6nFD4sDCyrr06kU9eT7wVzcmZ6LRTz2E75LBFKQsD3KO4sjPZVctw9CVY+nwMXT+ENgNNfT2Y+loQBc2Wspsbf8zhj/WtgLzLIM8yyOkWZGcI2RpCdpcge6dxdpuNw3/PEhQARUt/oChqr1uTdL7fHe2XNyOsyxtfxY9hRNxRAACOnz0r9JAW+s0g7PNiJenyn88LAIC9uXbIJRcYk3fCD5Q1cJUackXntWLh5CDqm8HU9wl0J7IkU0ipauKfz8xbS2B6VErOZPC/D2V9go4e52QOOW6FHLeOc7Zai8uO5crOZvI/JTBW4RnLcPTFWPpiHN2VKrlXJpoYRNmXyYsR1KwOp0Pe5ZBnCeTiCzmcgxx+h5xyINt9kM0m5xK8UdhvoYxkhaJN6Zo2drcaZFzrpZ/KuYKL447LOhtHtyf/fTx/S1jT2WSdbaMl/6mHNtubY1/d0fDcb/0qw4kRo77o6Z3wAyqORvu1YuHrwdR3Q2gX8gRpoto/C4WpAtr6MPzXhHKDUEaOSGoYRt4ewTKOYH+PT13se2+m58/veP3yWUioUSQ7V1y7L5H7LZH5JZF5JJ33VFx7IJ2nH0KbFkydGEiZiaH5MqsvF1SNQZVDXmWQRynkVgK5FEP2x6a5mOHpSZDNRshm4xfBp9kNHOVAf1tP54aM6+rxoWHmTfkguyq/rHjOJAwT5M0KPTT4+LvZksgf48Ulz/emOhTXsyfiLBFe6JvEPcqpDgCAuo7Wktr6t9DUtZGs+Kqau0VCywROjrj242AHyGHLGEfjBT4/eZSHQ47bNxJTdsdw98Rw98Rwd8dwrWO4O6M5VlGco4m8guq6M2n8JH5NMK3aIIL1MZ6xFEufh6HNQFMnB1HGBFAOZvFCWNVT/SsgrzLIvRRyK4GciFez/Nbjf4VsNyl5OMvNqkxKVoaIzd3ta1N+UT9n9z4NP6rd+W/juZGwoav1YK6jFv9zXIjlr8V+uv3enzva5V3LY39Sn9KdJClVKsjaW3Zl8JwoklPZVUmCmq0x7C1R7Awh6+PgB1vDKqe5HV2HwZ1OTTqZag85bVuHCTwSzzsazz8azz8SzzscxzsUxzsUz3tEEtHqGriNjceSeNsi2BvCWN8SmZ8RGB/i6Asx9LfRtClBlDEBlM+jmbFVMn00GfIsg9xL9P3KiUwuZGcJ2RpCtpsgm02QzcZpTqYF4jKlPazuaFgUexRBwvFE8+IGDWfXvax4PiRMqS5fEHFcy3EOH8eez69lPJd76YDA72VByE2EMaYO9Cjl1cbO1i9jmIsJdElbk2ulZC2R+X0o66mwdm98FuSwZarbwZWBTtvCUm/mxvyWmWNIDD+RwD4UV2EVlXk6kbc/tuh6JiWOLSuT1mOp0jPJVU8FtZefVu2I4phGsjeHs/4XyvqCwFyJZyzC0t/p4+ESIi1OIJsfQoY8y9AMyTJ0JeREgOw2q/LwbVcLSi1dycPSBs7kMCuEU7o6+Vy3omdU+/Xfwz8lYbu865di3zGDjwG+htlxqwKr3OJah+cOSpNgAs4SYQatsh4pr/bI27aE3ZnufjKCy3IoiSawuCbRZM8K8e28ojfdT0COW6e47tkfS/kxgR/JlH2EPj3BzWpbGPFL3K29SY8w9BwiK+1mvv/J5LhzyYIzSVWnEvm/plUVSeoPxPKso7kWUZxtEez1oax1ROZKPGMxlv4OmjY5iKLnT56Do8YLZNcKqn7O5vYFh4cRPFzktVfaKlG2E8VNUndK7RgRo9ev/yr+EQnLG3gfx57X4oJ+Fv9rWV9YosNIYGvGLQQD50Qc7lt00n0xw2W2+85odsbqoJOQneHq4B+j2Bm1bdX3SEHHU2zNY/68np3mVSoJIUsZdQ0h9BQsIxnNSHxcgrWMv6vvt1/P1WSCu4V1TOLVdOGlNOEvKYKzyVVEmsytRHIojrcnhmsVxTGKYBuE9fJwIYY+E02dGEiB/Mn7n3KlbU3T/Cog9xLItRhycobsN6vwcCNks/EH7C898jblg1jk3keQ8K0I65rOplHs238Nf3OIQg4UjvToSdidgw3BT8BY3a7AdSl6nm8yVwdVpFSXQxhTxNTtcGEeDMMwUESzMuZ5WsdzMpf6HoJsDSG7zZD9lmBq3BK/Q+/5H/4h9NLP6QQ0WepfLvUtk5ZV159NTdRzNYFcTfRcTca6mYxzM30bdfhIQsrdLPHtTPHNp6Lf00WX04SX0gTkmvrTifzD8by9MdwdfTz8gsBcgaPPx9DeRFM/jWJG8mXfxzIxrOoxXmWQWwnkkgs5HEDy8MnG61k+APTAMFzd0TAjcg9EMFKVX8t8RrmL/xX8HRJWdzQYZdzTYgA/jj1fVMd+7m3VQRUAgG9TfkNkRI2f3lVeq2mTrvI/Gst++h7qQB8DN3+JPfuwIBhy3Ao5bYOcts31uXA5TXA1nbc3NjGzqvphLmesm+lYN9PxbqYT3EzfQR36MSn1ca7oWgb5Ua7kfrbkTpb45lPRb+lCDEWGJkt/TOQfieftjeFaRXG2RbB/CGV9RmB8gKMbxrOjq2reCqFCvpV70jk3Cqog91LItRhySoQczCH7zb2j+TabIJuNY203M+o4ypVQ7uw4iGDcP4cGwhu9Fmoh6fgLOym+oPhrJAQAJEnK+tYBapCxIRaXSvxfvr2i/4PIlFEQjuh4rIVyw3wAuk8n24UzU1b4H4FsDSE7Q8h+M+SwBU1LeMfLGnLcBjltg5y3j3MxX+D36zSvg5CrsW0p3q1IPMP74AQ309fczSa5m031sJziYT7P9+h832MOJKltXvXjXMn9bMmtTPGNpyJqTcOFFMGpPh5aRHG2hLO+C2WeesqPr6pZjKcrnVLIp8KZLPo+kt4bGTqGQPZb+3i4CbLZ9B5qfwInt0veDsOgRyFflXQW4ZRervAf7Z4ecfyFmLBb0XO9DD02xGKwLZgWRZxMq35Fp//9+zDPeoAg4Y8F7spLuaISn4poo7jEKW6XlDYQst+yyPega1loLwOdtkPORpCLEeRiDLka67ma3CkMWo05p6TfFHez1z3M3/Awn+m9a29c4PXMPM/iGtdCmSNJapNX/TBHcjtLHEGvCa6U/pxcdTKBfyiOZx3NNY/iuJdLQtmyTwiMuSG0qcHUMQEUyLdyin9lbJXsDZ8yyLUYciqCHGwg+y39TmkQJXaR1x77wgjlyGGUmAQRBqRJp0fufumHtYZrCQVttT+kXB9sFF4Pbb43x76+q2VE/2Ho0A9hW+04rLnqsMR4rAWnpRqGYQXoJNCTLhUI5mFoK3C0iU77IPstkMOWW/n+n2HOqDNwjKvJODfTKzle6wjnJ/fR701Pi7c8LfbH+2Mq69EVdQFltT4ltR5FMucCqV1e9cMcyf0cMa224VKq4ExS1fEE/rnUqmxhrWOJ+H+hzNV4xhIsfSaaOiGQAvmRIZ+Kr6MYdmVCyK0Eci6CHAsg+xvK4HAT8dLtXF/IZuNMV8+mzlbloqfVSecGRIZEIxQ3abT7e2QxNAkBAEmSslmhhwdzQd/E7w3gpAPdLNB/EfcpBIQZ3JXzBIZhGIC69ppgluhtNHUJlv4pgTHGwRhy2AI5bg1npQ3GwIlupifT7E1ibkz1MJ/mafGWp8V0L8uZXlZnUgjh1EYipQFHrkdX1PmX1XoV17gUyOzyqx/mSFK5tV6l1RdTBcHk6uLq+ovpVWaRnE1hrC+JzOU4+uwQ2pQgip4/GfKthLzLXcii1XgK5FIMORVC9nmQ3b2pLtZx3MzJjkaQzVbINu9uHg8GchiGA/lpAzxSovE36Vde7q9rCBL2KOQPyMRxIZaDjcKvS7jCbH51j/IYFQAAPoo7iyBhpowCwzAMunrkLQcyebNDaMtx9LV4stIMrgw+eZsUADlth5z7SOhqrNfHwEnuZhaxfx5PtXnT02K6l+UML8u3va0+CjpFoAjimU0xjMYIWiOR0oCprA8oq/MqrnEukNrmVTuSqtn1jZWyBixF+mMi/0Asb0cUZ1sE+7tQ5sd4xkIM/c1g6tgACuRXCaHK3wmsJLKr9Xo90gLIjuRayv0Gg4VsT0A2VyAb0jvuRe3d7TAMd8q7347ap0pCPaIxt/VlPqZCGwmbutt3ZD3WkoO5WOzfMdRelzo8d9CbRYiRiaUxpwAAMAwUirYd6TwPmsS2XPx5KPMbInWMownksPXXTLevCBeeMdCll4ET3EwnuZu97mH+DeH8LZLfdC/Lmd5W73jvmOW9wzLaJpPXks5tTmE3xzObouiNoZQGTGW90h4SqbXUmgZZa5NToeSXFMHpRP6ReN7uGK5JJNsglPUZgfE+lv42mjaxzyOFvMp+y+dviqJBzkWQQ+HuWPqNbA5kk68qfpVCZZr051KvZwssiMYQ0diWET7avT6CGJSEVa01a+J+GYyB7xAPRglfxbM7/guwoUUgzOC18mAYhmEgx3Gl4wMpM9DUk5n8p6La33MES/wejHEywTCSxruYqDiiJmPdTJQMnOJu9oaH+eKAAz7kyLe9rd713jELtXM2atelp9gCUVu+oDWL35LGbU5kNUXRG6PoDXnCRl5DU76w3r1IGlguS+XWXk4Tnk2qOp7A3xfLtYjiGIax1hGZy3F0/RDa5KDeHCnkXT7VtzyCUw25FK0JqQyhicbakSDbAfItthKALhiGc2tpqpYQIhobPL02yp0+ktCcHS1r4C0IH2QuKNrsu6Tfea2yfyt1pAMSm9P/RJCwpJ4DAFAoOucTaBMDKe+G0JZi6f8LZ7mXi58K+VeywkNZaZCzUb8jOsbVZLyb6WvuppPdzaZ6mCu90DBW6rveO/RRO+f47JrnY20Yfr1S2l4qaS8UtZGErZXSFkFji6CxOaeqMbiizrO4xpEkfZxbTa9t+D1DeD5ZcDKBfyCOtyOaszWc/S2RuRJHn4ehTQ2m9oeFkGfpdRJ/dyIzllv9llsRZEuCbPNVRc+WxG9qAgAoAJgTfVCVhJPCLNrknaPc7yMGDZYwU0aZSTygZRhQNw9mFNGjkCP23p4dcVgBFDAM8qT1kD95chBFP4S2HEf/isjcHM7aHcu5koUl19L8qbEn0hw+Cjk92dNqgrt5vyM6TZmG8baKYKfpo3bO9dm10Hf30oD9X+F+qmpslbW2NbS31ra2MmpaM3nNMYzGUGoDuqLOp6TWpUBmk1edwq1DlUp/SRGcSuQfjuPtiuYYRbC/D2V9gmcsxNCn9Q1UQKhyyLPsIxyltr1pgV8ZZF+AMINKcSquUnqkhwocVEmoRzROk5WPdt+PFJAkzJJRpuH3DLIWfn+YIG9UWqlDP8obeAgzaJ1jA8MwDOQ3igWQP/n1YOqcENpHOPo3RObWcPZ6Qsqm8KtHU2zf8NyxOfLaHyT/QFp8CCMxgBprW4L9I9/nep73hUyXP/N9yLVUt3IChh4fwU4NZ6XWtjU0tHeImjppNR2xr2jsAAAgAElEQVSlkvZ8QWsGtyWB2RRObcRW1vuV1roVyuzyq50LqgvE9RdThT8lVfWHhT+EstbgGYsw9LfQz3Iz7wZVJlTJ4vhSfVQp5KCZhNtCKTDohmE4gJeqSsIxROMHNMIod/2IYYA7Sm8SzSTu1zgW/2ncL/Qm0WjZax364cdJRUxV61u11P19HEvPnzw1iDoXQ1uJo39LZG6LYK9BBxxPtVsfdgVyHhANTvfe+WHwsXX4nw0jLm+JuLIt8qpHReiBxHvLAg8u9tuzO+5eU4e8tq1H1NTNquuslHYUitoy+S1JrKZIWiOeXB9QVudeJLPPlz7IkVBkDb+lC88kVR2N5++J4ZpGsg3CWJ8SGEuw9Blo6rhACuRbuQBLjeRJP8SS/xdO/TWT00fCfIRMcy7skXcAAJgtYgQJrfMfj27PjxwGWML1KTfUDaAe2vxgrlNLT8do/Z/QQRWXS/0RlvCpjAzDcI+8Y0ogWc+fPDWYOg9DX4VnfBfK3BbB/jDQ+Va+/9Kg46pJ0df68jFveVnM9LJShoKHkx6cy3BY5Lf7Pb89F566dskVTZ3y6pZubn0XRdZRJGrL4rcks5ui6I0EckNgWZ1HUY1DvvRhjiSCXhNQUX0mqeqYCgk/IzDfw9JnoGnjAymrIxnRfNnCEArkXjLGrTiSUz2YJYRsSeWyehiGFUAxLcJa1R1dlXRmtPt+pDCAhBMwVsjVgNgdLoxY3XZM/x2oz1ar7WyGYZhS3wj5VvaTcCWe8R2RuS2C/Rk62LU89E2vXaopGdVo8G1vq1neO+b47FqH+wlVGfEt/tzuuHufBB+JZOc2dsirW7o59V0UaS8Jk9hNUfRGPLkhoKzOo6jGPl/6MEfyKFdcIK7TSMK3Q2jWGTwsRzo9iAx5lSmXNdmVCBb5lg5GwkCySLmR/rrUi/3jhGOIxlPCLMFL+h0OIOHKmHOqLui88KNZyiFgHf4z+DzxV9XZam8R9wAAYBiEcqWQb4WeP3lqEEXVHV1PSA6ixY93Ne31RV1NJrg9S4rO8LJ8x3uHPmrnIr99i/z2CJulnPqO6pZu19KY7/FnSqVCQWM3s7azQtpRIGzL5LUkspoiaY04cn1AWa17kcwuv/pBjuTmU1FZdf2FlF531CSSvT6U9SmB8RGB4UKR3C0TjQ8gQ8oNoNxLIJfi9WHUM2mswUh4NbN3UcWefJt+MziGaDyGaFzd0TDa3T8iGEDCUwUe/Tbwu6TfBW21o9UsHQbDnIgjqmZwZdxZGIZhWGFXIYJ8KiB/8pQgypwQ2goc/Wsic0s4yyySGsYqUgkITSe6m00e6It+GHgcS2X4lBc2tLcyazt5DV3Cpu7SailZVs+u66TKOkol7XmC1nRuczyzKZzagKms9y2tdS2U2eZV388W33gqItJkrsXiI/E86xiucQT7h1DW3mRusrDGMpXbn5hR7joDuRa/5lqEpoo0MlDPloSliWHQA8PwpXK/fhIqpbyRN7qdP0IYQMIoYYFyMHBDys32nlfikNQXDpPxO1U3Nfwh9RoMwzCQX8rnK0k4qW+IYh2RaRjGsozipFfJ3vb+SUnCcW6mE91NlQGhcmTiXe8dt3KSM7gteYJWcXMrq66dXtPJrO1k1nbkCSUP80NvZAXezcHdyEQnMOuj6Y1ESgO6og5VUuNcIH2SV303S3wtQ3QrS5TOrz0Ux9sVzdkZwwmgVuPZ0tVhzGdDFN7lkGdZ74Imp0I8XTzWTj0xQ/ophUmgi5UJ0sf0UIQlTJdVjHLvjwwGkLBD3j0n7OjCiOPSjlduA9YXBXqYAXs69a3ilZ/J4UE+FZBf5cRAyjto6lIs/XMCY0MYyyySnS2s3R1TOt7NanHA1XFuZq+5m05xN5vmaa4MCOf77ouk1SWzm57yWqiyVn5DW6mkvaK63bM043iivVtxun95gUtRhkthVhyzKZzaoPRFPYpkDiTpoxzJrUzR1XThuWRBaXX90XieY7E4R1x7PqvqIxx9bgjt9d453BXKwfq+hRSFt/J4y/2QYeEPuEqvcsGaoHIYdMEw7M6OR5AwSpw/yr0/MkCOE5bWc9gtklFpig5DokvePcjiCXl5bf2hp9wJAeRxAZTpaOpiDH0NnvFDKMs4gp3CrzmZyP8c4/EDwf9rnMskd7MpKlmZJf6Hw6kNsYzGZHZTNr+5uqUlg1dHErblCpryBa25Va2ZvJZUTnM8symS1kigNARX1KFKalwKZLZ51feyxYfjIrcQ7TYSnzwVVJXL6m2Kctbh/D4IerI4GD8rhDrp2bS1UsgjC3L1g1zuQ45Ek0jq3li6KgOX+ZWGMyWTHQuW+5X1kpATj3BHw0Uv5zD16J9Zr8Pw0aXoQUzd3pndS8ID6ZxjmVwiV2qUwp0ZQp2Hoa3EM74hMreGsyJZsnOpVUfimLN9z1vHpKzFPJ7ibt5vCfVRu5yLqOHUhhh6YwKriVUv/g53Pp3b9JTXks5tTuU0J7Ga4hiNkbRGIqUhpKLOr7TWpVB8P5v2ZyZ9b0zAN9iT17JdE3iZQdQY97LsxX775/tYz0btfNd7xww/xwmBFMivdJy3z3iPc2PdrCBXE8jFGHI2WeyTej+f18/AOZ7FMWzJu+5FkC1puV9pHwnj+gcJlRIuyh3lFzAy0JHwBYMexlQ1JjTqc0ePZnAg7/I3gsgXSFXhfNn5PMHnYcwvCMyNYSw/cvW1LMGReN6+mOK3UScOxT1dE3K71xJ6Wc3y3mEW6YitrAulNkTSGll1jeuJPweU0xOYTfHMplhGYxS9MYzagCc3oCvq/Epr7+UUGYdd+x/2xN7Y676VoQm8p1eznNegj3wYeCCGk7HQd/e8PhJOR50dG1A82ev8ZHeziW6mY11NIFdjyMUIcjYa6+CPpoqUoeAs9+JIluQ9n1Llnyv8y5QxoTs7Trmud0yfRIlJo9z7IwMdCV8wTMHvUnVH/9eXmLmQw4O8ypRh4Rto6pEsfiRPFsKQXnhaZV8ssikQHYjlnUjg740hfYGxu5ZRtTnUc4aX1cy+QcJdMR5eJTz3YsZDEvFqlsvt7FSfUsa1p1E2+XkESgOmsj6ovM63tNa9SHAmxdarDJfKz/KtDLWOvf5J0MGPAg8sD9j3vv/eaE760oD9ShK+471jhpfVG17Hp3qYT3Y3m+BmOtbNtM8SGkH29iFUEWRL0vcojudUq8aH32AqlCR8pJKYUUpGzUuamBntKTs6/DXMizyq6o6uiD0LAABA8aBEAHmWQahyyLdSL6B3BqlhLNu2VESqrqusqfepkNzMEl5IqTqfwr+cJrj5VLQ88MIML6t3vXfMRu2c52O9PPDoh4FHPsecIDITPwk+8mnwkTXBh0wj/sSS66IZ9dlVDRRZY56I4l2OP5pw+2vMsc+CD68OOrgq8MCKwP3LAva957/3Vh7KMvbGXJ9d+r0ktHzT0+J1D7NJ7mbj3UzHuJlALr2WEHKwwVBFi7xLoliS931KIRtSv5hHUgHoAQBcKvdFWMLKJv7odv4IQUfCFwxrEy+quqNvEvcofw9hSiCPUsi7TDlQMTGQMhNNXYylr8YztkSys0W1t/OERLo0U1BbKK7LEtQlcWpv5xP3Jd6ziLlpGH5pS8TlbZFXzqf7HU56UCarvJPv410RHsVOj+Okp/KLs6tqUGWl+2KffIc9/SX6yBfow58FH14TdOjjoIMrAw8sD9i31H/vEr892yIuPykKnuOzaxZq59teVtO9LKd5WrzuYfaakoT9ZtDZCHK4i6eLo1iSBV4liIGKc2ks5aZPu0lPIKIRRDQa0yvGspd0L2AdCV8wWGQ9RBw7ofw0i2T1kHsp5NVrDMcEkF8Pps4OoS3D0dcSmE+FtcYR7J3RnP2xvOMJ/Mvpgkd5Yq+SaixFFs2sSWTXJnNqU7h1ady6JE4dtaYxlVsXXFHjVMDbTLz1FeYnQ+KN9fhLv6RmWUQ4fh58+NPgQ6uDDioZ+GHA/g8C9r3vv3ex357FfnujOOnKgHCml9VbXhZveJhPcTd7zc10nJupnuszS2ga5Vfd2jjHs1jVBirFpaRK+aRrU39RTcxMCbca1Y4fQehiwhcMl0v9Easo0qWVMAy3d7eP8yiFPEsh73LIpwLyI08IpExHUxdgaCtx9BiezCiKbRLJ3hXNORDLOxbPO53IP5csuJQm/D1D9Eem6E6W+H625FGO5EmuJLhClsmvt8mrtsmrfpwreZAjvPGUeimt+Fam6GIqeU3wkU+CDq4KPPBR4IEPA/YvC9j3vv/eJX57Fvrunu9rHcVJm+Nj3e+LPgsIXU2UAeEEN7Preb5PClioCsFUp0J1EmYKamAYlgPFGxG7lAspxhCMxxCMP0k+O9p9P1LQWcIXDIHcdMRJoLY05cEpXWvwFFVjqOdPnhREeSeEtgRLv1csOpdZZRjGMo1k74rm7I/lHY3nnUrkn02q+iVFcCVNeC1DdPOp6Fam6E6W+F62mFrTcC9bfDdbfCdLfDtL/Eem6HqG6Gq68GKq4AfcnZWBB1YE7l/eZwOX+O1Z5Lt7vq/1XJ9dNsXo74nnZ/b6ouZTBvqiCwIOYxhJuxPuQ7ZpziVVU50KEeP14+1JrV1tAAB6s1AZEOr1BYS785+Mbs+PHHSW8AVDRSMfMVS4I/sxDMMwkP+cyYHcSp5Fhn6VYwIorwdT9UNom+PYvtTqb4lMwzCWSSR7ZzRnXyz3cDzvRAL/dGLVz8lVv6QILqUKr6YJf0sXXssQkUT1D3LF1zJEv6eLrqYLL6cJf00VKM9mMiA4LA/Ytyxg31L/ve/1MXCBr/U8H+vZqF17Eu78/NRR1QxOdDMd52Y6zt1sd9JDAit1adBxyMkYssn3JwsnORYgzOAX6ArlIKEvN1kZEOr1xYSP6cRR7voRg46ELxjkQDGNuFs1LJwVflAOFDAMYrhSyLUYci+BPMv6nNLKcQGUN4KpczC0ZEHNGjzjGyJzYxjLKIJtFcXZHcM9EMs7Es87kcA/lcg/k1T1c3LV+WTBhRQBqqwaS5H+kiI4nyw4lyw4m1R1OpF/MoF/LJ73YeDRpf57lQZwcZ8XOs/HWpmP+Sj4KIoc+ZanxRsqZvD94ON+1Nhfsz0nuJlBTtshJ1PIlqRxDveNbI5y99EDJHulL6rX545m1FSOdt+PFHTu6IuHrRm3EZPXCutYAIC27vapniWQazHk8cwphfzJ4wMp04KpnrTq9dGsT/CMr4hMgzDW1nC2WSR7ZzRnTwz3QCzvcBzvWDzvRAL/ZAL/VCL/XHIVSVx3KpH/YwL/ZAL/eDzvSDzvYBxvbwz3ff+DSvopDeB8X+u5PtazUbtmoXa+471jppdVBDttmqfF6x7mk9zN3kbt/j0XFURPWBp8ondwwmk75HARsiGhqSJkQGhLKqyuAwDIgWJW9AHViaNTwi075F2j3fEjBZ0lfPFgT49EkPBKWSAMwzDo2ZvIhFyKe51SVR4GUDYlsu+VipZg6Svx9LUE5nehzI1hrG0RbLNItlUUxzqauzeGuz+WdyCOdyiOdziOl1FVezqZfzCOtz+Wty+GuzuGuzOaYxHF+QT9YEEf/ZQGUB+1c5b3DiUDp3tZhrJS3vC0mOG983iqbSgrzST2Tz1X014GOm+HnLZDdiGQLQlLEyPM4Ae+pQrQCcNwVg1FdU39GKKxYeaNUe70kYSOhC8eGM1ixOS196JPKj3SJL4McirSyMOJgZSYqpp3Q2gLMPRlOPpqPGMdkfl9KGtjGGtrONs4gm0WybGM4uyI4uyM5uyK5jwuELmVindEcayiOOaRHJNI9rYItmE46yt8xnzfA3N9ds3x2TUbtXMWaue73jve9raa4WU13cvyTU8LpzL8H/m+oazUI6m2kz0tIdXhQaftkMPvkG3eeHtSMEWEWMdkU8hX+qKni9379x1V+qKOrKjR7vURhI6ELyQ+iT+PGKhIk1bAMCxXdK4IqoCciyBXBA8rIL/K34uFGxPY09HU2SG0xVj6hzj6ajzjCwLzWyLzh1DWhjCWYThrSzh7Wzh7ewTbPIrzVFi7NZy9OZy1KYy1PpT1XShzHZH5KYGxLCRptu8pJf2UBnCGl+UML8uV6BN/5PsWSSvuFQa94bVjrJuJ6tgg5LQdcjwF2WYrZ2nfyuWqmsF9cfRueRsMw209nTMi96hu8TSOaMJvk412l48gdDHhC4lH1FAECS2zHgIAAFAw6+uvZHPfC6wY61YygIc+FfpYagCrekIgZWowdSaaNieEthhLX4ajr8TT1xAYawnMdUTm10Tmt6HM70KZ34Uyw9kys1jOV0TmFwTmZwTGx3jGhzj6e1j6fAztXXTJdN97M713zfCyXOi/b2/ivUBqrA85yjDit00RV89luo4dODoPOW2HnLZD9k+Udm9PLM0sgtpvA/fH0SUtjcrZas/Or+8j4Q8Zv41ub480dCR8ISFqr5uAs0QcjUZvFgEAunra98UzHEqqAqjiUxmcJejK8V5lkFdvvtSdKnk/lD4mgDwxkDI1mDoDTdUPoc3H0BZj6Uux9OU4+gocfSWesQrPWIVnHEjl2ZaJPsTRP8DR38PSF2Jos0Nob6Np04KprwdT5+BpO1NzPSqTMcyy0xmeiwOOTXY3e83dbEHAIbtSfB8DjZ+Fgk7bIDsPpd1zKObP9SxW7mdxKpnpXFLFa2wEAMiBYmXimd5TKPrc0QBeymj398hCR8IXFTuyHyOM4RGSMwAAAIU/WQTZF0xxKzaMoNmUCNAMyf1igUUSawGG8kkYzZMmgXwrIT/yGH/y+EDK5CDKG8HU6WjqOyE0/RDanBDaPAxtPoY2H0NbgKUnCGrmYmjvhtBmoqmzMLSloQyzVO7tUhGaLXWjSvZlcOdiKJB3uZ5njp5H8ni3i+PdTMe5mYUwklQYaNTLQMetkF2I0vSFM8WQbf44e9IfOdzr2ZyfU1lKM0gU5qieTAgRjd6N3tfW89JugK+EjoQvKrJqqHpqx2VXNPIBAHJF55chFZB9AeRYCDkVjXEt/gBduTuJ9aRM4E+XcJsabCpEp3L4RsnsNVHMBQS6Po72LpY2C0ubjaPNxdEW4OnvEekfhTO+i2XhubInFeKHFSJ/VnUgS2pPFh/O4n0cQZ/oX6k85gXyKoM8SyH3UsitBHLNGuO6C3I1wTKT+9KhKgx02AHZ5kC2+YtRJfZF/DecC73LBYfiGe+6F9W0tQAAOhXdHyacRhwFc50cNNo9PeLQkfAFhkHaDYQx3JJxSwEUAIASad1rjgWQfQHkUAg5FT5L1biXLkSTU0U130cz9qZxLpGqHpWL7CrFDmSxG1Xiy6h2pUocKWJ7svhhhfhioeBwNj9FXPt+KH1KEAXyrYR8KyCfCghV3ke/MsijVLmHGuRSDDkVQc6PIRdjND0RyUDHrZD9faUvejGDfSqZGc4Uf4uphGxJ/pVC5bIJB2Yk4sD6qeE7pJ2No9zLIw8dCV9gZEgrx2DMBvLQFMvPAgAA0HMnjwfZkiA7EuTQaxIhl2IlFX/L55skMCHPvlgRVa7M3PSKbwXkW9krPhXedMk8LBVC9XHPu6zX+qnSz7kIciqEHAogh2jI2QhNT3wWBzpuhRyMIDt3pRkca0cqkdZiaKLZHsWQbb55JFWh6AIAVLXVvBWxG8Ib9QrBCCIaXa0IGN0e/negI+GLDeOndxHG8N3wg5KOegBAt7xjE4Hcy0NVk+hS/JpHSSS3erpvOaRceKFko1cZ5F0GeZcj5PNw2v1SYa/d6zd9bqr0K4IcC5Xn70K2+ZCTeQg9cYANdNgG2SZBtqS5nsVYmtilpGq8PQmyJS3yLpG1tQAA5EBhnH2n92BQpRCN347aW9fVPNod/G9AN074YoPaJJiE34GYQGOSea9HIYcBkLQ0L0aV9I7FKano2EvFz3FkL7JITzmM4V4CuZdAHqXPOPlMSiGPUiK7+i2/8l7uaaSf6lFnjvv9KDGQo9IGboUcTCFb/4kOpGOJDCxNVCCpmeVeDNmSpjoV5otrlZttu7BiIILxs5QMwQgiGruyY0e7d/8l6Ej4wuNmRQiChBDW9AGVCMMwDBSl0rq3e0/kJA2wio6Fv2RyjqayIJc+N1UZNGqSTVH0q7k8yGUg99TppxSHU36UmD4Gbhlj77EeX4mliY4kML5EV9gX8ZVLlvB0sXJ+TF4dfVKY5QAziDdel3ax+5U5BlPnjr7waJd3fRJ/XnWtPYQ1HY+ziBDmAwAAkGcKat5yGbhyz44E2ReMdSz0I4vW4cmQUyHkVAQ5q4iSmX1/6jkXhbGqZ3iVDuCe2nnXvWJ/158SAzlsGeO4bR32gl8l/1Yud6Zr0RhbEp4unuVePN6ehKoQKsck+G2yBbFHnoWCeCMIbzQpzLK8kTe6vfpvQmcJXwYU17Mn43f2hoXYXpkWuju3lgbDMAzkTwU1M1yLEHM1IVvSGy5FESzJe35lkEMB5FCotJAaxKHwfwTKXRJPjXvIAwYh23zINgNLT9oUdsWfHHM3P32uZ7Hy931x9HNprAn2BagKoXI/tdrOpjXJ5xAZUYhgbMsIH+UO/XehI+FLAldmnF6fL9ovM8P359XSYRiGgbxEWrcYVaK+ncQcz+JYTvUcz5JeC2lHguwKVKTvR1sSmipagipVr6Ff9GxJ87yKz6WxGPXcXzJc3vXYCdm6Ki8t8CohMsQzXIvw9N7zXhq6Wr5Pv6rOQNOce3IgH+Xe/HehI+FLAgVQHM53gkJMEMnSmeH7c3rtoULQ3LQeT1a3YEtQJZEsyRJUCcJOItTe8ylFU0V6ar+PtSPN9yo+FM/wqRC6llQZEsmhjDzI1hCyNYRsoyHb/MmOBaEMsSGRnC+uVcaB0o6G79KvIrxQCG+0POF0bWfTKHflvw4dCV8etPV0rk+9jkzSYEynhe4OF+YDAGAA2rvbE7jVv2dxvsVWvuteNLbPt1zgVRLBkqwJKh/s2MC+wwPZu2NokC1pgn3BbI9iQyL5jxxuIFnoWFxlGkGd7loE2ZJmuhW5lcZAtpsgm02QDX6CfYFPhdC7XCBtbVHmQpkt4lVJZ9Vt4DtR+yhNVaPdi6MAXWLmpUJNZ9PqhPOqHqlSJuItH1JDuxU9AAAAepo7mwPJQtfSqiCKyLG46vcszu4YmmkENUcks46hve1WNM25UClvuhS+41Y0x7P4A9/S/+EqjycyOA31vpXCIIrIoYh/LJGxKqDsNYcBW8WYRlAPxpdCNvcgmz8n2of6VwpbOpvlit518UnVpbOjD6ozcGr4zqwayih23ShCR8KXDaL2umWxPyGcUghjAmFNzbMfiNvrAAAAKNq6252Kq+Z7lbzrXvRJYJlROOV0CvN2LtevUihsbgggCx2LqxyLq+yL+I7FVY9IvD9zuSeSGFtDKd9iKhO41W84Fw6Slcn3qRDoexRDtvlvuRSGMyUAtCtnpXXIu25TMK+FWqh7oVPDdyZWl4xuv40idCR8CSFsr1uTeKE/Taoq8yKP4qqyexRyAAAA8rr21kck/kLvElWf83tsJZEhNo+kKue1qMu32MoginCKo9oIoS1pvleJf6VwhmvRTylMVn3vEkEAQEkD+7u0q4jBQKW8GWH9KjMQ6IYoXlbUdDatT7uu7pdCWNMxWDPjzLtlDVwAAAwDGMibOtuCKSIDPPn1vt14X3cq/CWdHUwRbSKQJ9gjNyaEbEibiGQ0VTTLfcAW2pMcC2I51bGcanFLMwx6YBjAMCztbLxc7jcldMcz4ql4oXOiD+bV0Ua7t0YZOkv40qK1p+MIyVkPa6bRJE4m7Dxe4EprFvapKwDoYjc0upcJTCOo8zyLx9uT3nUv+jWDjaaKzqaylqBKxtkN4OFK/zI0VXQyibkYVWKAJz8k8cg1DQB0AaBQ1ljT2XSfSpgddRDCGT8TFRv4WfIFVot4tPrnvwOdJXyZIQcKF2bsVOIujSYRwppMIe7clfskQ1bZIe+CYRiGAQwUMOhu6WqvrGnA0SS3crlnU1n2Rfx8cQ1JXONaWnUqmWkSTt0fR7+WxcHQxJ09rV097QB0w0ChNH0KoKA2C66UB+gj6NdPQoLxGILJoQKHxu620e2f/wh0JHz5UVjHWpNwQSMJIZwJhDMZgzNdmXD2j8qQonpWW09nXzkAAyUne2DQA4PugdIDA3k/8WAY7lHIWS0SN1bc+vRrk0KtILwJhDfRGATOjNzrz0uRA8Vodch/DTp39JVAc3f7jQr068RdA+d5I33UsXiz92NP7suzc2PF5dfRRe11WraW6FL0yDobKxp5aH7G2RKvT5MuTAq1UrJaRQaYwbEEU7Oce+zW6n/z2f/70FnCVwgVjXzjzLvjcBa9JEQSBinTwqwXxxxfm/zrtszbu/NsDpIcDpIcDpDsTbLvfp165YP4U29H7huDN+0zehrlmQFclXgmQpSvM4Dq0JHw1YIcKJKry/6Xem0czmJIEmoWbZTTTMIP4n/0ZCe09nSM9tP/R6Ej4auIHoU8XVphmfPw9dCdI0fCcQTzL1MuBvLSmnvaR/uJ/9PQkfDVBQCA1SK5RyGsTjw/gTBswzgU9/Twpotijv1U7JlbS3t1Fub+E+hIqAPcpegpb+TZ0MM3ZdzUjzw4BmeqYWhBbZRvoJi8Gb57bcqvl8v902UVLTrT91egI6EOA1DX1VJUz0Jxki6Uoowy73yccG5h9LF3Iva/FbZnCnHHlNAd08KsZ0bsmxd9ZFn8aYOM6yeKXO0ZkemyClF7nUKXdPlb0A1R6DAEWns6ajqbxO113FYpt1UqaKuVdjQ0d7fLgXy0m/aSQGcJddBhlKEjoQ46jDJ07qgOOowydJZQBx1GGToS6qDDKEPnjuqgwyhDZwl10GGUMSxL2NbdXiSjBFKjnxT73yvwdipDh7JSKHWcjp6uwYqwGwW0eq6q9O1rMii6FT2IIpwmoaqCHCgQCrLebYu0QaFWitlQNZynVkLaVq5Bu4YAACAASURBVJclLvGjRD4u8rtX4P24yM+HEp4uLBS2SBV9S8iHA/Vm0Oq59Ibhbvau3p/Dv/VfQl1H41NRkTc59EEh6n4ByqMCH8fL4jYJ5UO9PnV09HRW1rLwzES7ksB7Bd6Pinx9KRHZ4pK6juEeOShrr0c8dX1H019thlqrutRfBLdJNJyycoWGl4gQXpO4rafjLzVpCBI2d7U6lYV8ids7x2fjLJSBqsz3NfwKv//PfHeNH8Q63L65PptURdZer/1e4tYaRJFvCQdVFZq6WhEK3xMPt3S1aa+2rbsDUWoV2lJ7EQBAl7w7jpe1L/G35UGm+gMffBbKQB9lsDTAyCT65yBaTFNXy5C1AQDKauiIZsz12TTPZxOjgT+c4l/g9iDK9u1f+NwgaKm+mGW7MthC/XkX+2/dHHHKrQJX3VY7nKokrTWPi/y+wu+f57NJves+CrY4lXaXVF05ZD0PCn0QT+1VSfyHj0lkJau/iGWBJi3dQ3xIAICmrhb1sghZ7L91LXbP1WwHhAnRAm3uKLtRYBB2bJa3gXZZ5LfleMqfgpZq1bJrsXsQatL2eu1GWdwqQxRZh9+nqtDU1ap+9yvZDgAALdW2dbcjiqwIMtfekgIpeXvUmdmoDUM+uz7K4Evc3jB26pAzth4U+mis4WGhj/aCSnyGsUYUfL5zoxP5OSuDLYZ83g+DzP7Id9Ny625FD4oc9lGw+ZBVzfc1PJPxoKa9QUur7hd4I0p5VBD+4ZMeTr6psT1EVvKQZRs7W4Z8rn5ZFmhCYCYBWNvHqcSglrC6rfYL3F59b4NhCoGZpFp8LXY3QkHaNoTrKG6VIYqsw+0b+H+oVf2+c3w2JlXlaqm2rbsDUWRFkNlgygqg8K4MXeS3dfgPrmzDkE/3LeGgxrJf4vYOx639DLMLUfA5WsIcSekivy3Df97BfMLW7vaTqbf1UX+h677BH9DiWt8r8Eboe1Tg/8mTtnS3LfHfprElexN+G7J4Y2fLX/ow5vkaRnLSh6x2UBKeSL09fNLP0kRCpCUcBgmRlhBJQs3/h1aH7NTi62qyhIOS8FGR7xyfjX/pwZUiaa3R8mj0Bp4+atCyBVKy9p4BAHyK2aVuCYcsNRy0drd/idv7lx5WIwk7ejr3Jvz2N7puTciuwXxyTZbwH5EwipMxWDPm+xoOGTE1/RVLqJTlQaZDfvmaSUhv4M3x2aCPMkDIYr+tn2GsV4fsnO9riLhEZCFIuAehIG0bMiaUIYqsw+8f0AVdLepNUsrRlD8Gsydt3e0I5RVB5ho1g+mxc3w2DnYL7aKdhDbFAVrKXs1x1N4zAIBPMdaIUs+LhEG0GI2t+iDQ5HPs7pXBlnNQyC9BIwmvZDv8va7TRxl8SzjY2KkhtL5X4I3Q9Kgg/JOHPZV2V0szfCnh2os3dg76BWqR2yRP7dVqJqF9adAs7/WqssDX0KE0WNBS3dzV1tjZwmsWYxkJ1vGXF/huVioQNVjCATUMzxIOKKLJEq7XKPoogxB6nMZq27rbEcoaLSGjgbfEf9tgla9CW26POnMk+ebBpGubI06tCDLTH6ijnYQbw04M1vJZ3utXBlt0y4dg1GeYXYhSz4uE1vGX1dsTxk6Vtde3dLfVdzRR6tjuFbjNET/ORm1QKqiTMJGfM6fvKkI+CrYwjT53JPnm7vgr63D7BlP7JfOJetvuF3gj1P6JJeyUd30QaKzlRRhFndFeQ1Mn8gtcFmiSyM9RShg75ULmk/m+hgid1SE7tUccmkl4JPkmwru9nuusrqYACkod+2zGw0V+W9Tc0T2IGmTPISbU5pF/EGiiMdGsKSbUYAmt4y9rrHZb5E8x3Mz6zmefnQIoajsa43nZh5KuL/DdrFSTtA1KQk6TcDZqw4Bq1aIm7WEtUFrCkYkJVwSZIWqO5j5VV+uSd6cLC3bGXZyN2oAgYUdP19f4A+pd9ylmVwg9TnVAor2nI0dcZhn7i7ryHJ+NxTIq4qb3n2tMmMjPRd534IuYg9qgPaXZpBYTfoy2Quj4kMPUn057tZqzo0ZRZxCZ5UBa9GC5HQBAZS2LXMdS/XEtdjeiBtlwsqMDi3ylnh1Vy56rinnMefXEXVt3O0JNPTuaKymbrVbbHJ+NT4r9O3t3xdUABVCU1zL2Jvw2G2UgaasZTM21HIuoeU/CVcQvp9Luau+czzDWiCLPJTsKANBXe3B2o2Aw/W5FT3JVXtvALZvQ9Fj1d7El4pS4VXOfdMq7/8x3V7/vgcRrCM37Bd4InX+SHT3/9PGQL8KuJFBLDU2dLQj9j9FWCJ0ueff7AUYItTRhgZZqNVtCdRLuir805Gi7KtZi9yBqGJY7OrDIOryaO6qVhPooA8dSNKJaTSREuqPHU24NpyqN6FH0EFnJqqYSgW2RP6nWPBu1gdHAXxZoovrjEv9t2sepPsXsUifhcJo3JNS78XGR31+qwTD8pPqnKdbqn/co5EdT/kCUmuuzsapZoqqmiYR/0xJ2ybtXBJmrVvVBoDGroWo2aoPqj98RDmmppFETCdXV/kc8glCL5mZoqVYzCQ8mXVePi06k3tIe+ajiucSEXw07JuyXhX6by2roqqXauju0x4Qt3W0L/bYgdHbFXfobc0TUIWqVzfHZqFrzD6FHAQBnMx4g7ojw5xEYuZjwg0ATRM3zfDfZFAe0drcPpzi7UTAbZYCoAcOIH7KguLXmPbUg3KUcq6rzHGPCTFExoqrjqbcAAJvCB4Tr+igDxPejCvWYUJ2ECqBYGWyBUMsSazt2SrM7er8ApTHP81Gw+aMiP8kgboYq1LOjw3FHEUW+wu8f4Ax0tSIUFvptXui3GfHjD6FHVP0ljdlR1WqTqvLUn7S05vkcFeRNDkXUfL8ABcNwPD8b8fvu+Cta6vlMU3b0ubTQNPqcxnf9HeFQMC2mpWuI4yJ8yOGIgh+jrbrk3cO59YXMJ4iyVrG/qirc15Adxf+9x7ycbY+oCs9MhGHYsRSN+P1mnutglahnR9Xd0TQBSb0zJW21WtqmmYS5kjJ97/WDyfJA02u5TvxmsZZ612J3I0pJ2+q06MNKEg4ssg6HjAkRCqvQlg6lweotvJ7r0l+qrbsDcXVFkJlqtY+KfBEKBmHHgNZZOMOHRcwFROWFUjIMw+09nUsDjFR/n+e7Scv/qU8xuxD1PC8S2pUEDvquUQZfYPe4lmMbOpsHK34m/T6i1C+ZT4Z566SqPETZpQHGqnOP7hd4IxT+HgnlCvnqkB2q9cz12VTb0QDDMKdJOBtloHppdcjOHoVcYz1NnS2I9qwMtqjvaFKKuLUmnJ22MtgSobMh7Lj2z0mzOyoHig1hx7UHYEsDjO4WeDd1tWqs4bnEhBrc0YEKq9CWXfJuk+if1aOLdGGhstSQMeGJ1NsIhZt5rtqbOkzI2uvnDpxzuwpt2e/lnkq7i7ivNzl0sKo0JmaeSyMlbTVL/Ldpj7Q/w1ij6bEakwJbIk4h9INpMcO8dV1Ho/rtVEOee5oSM3/jGfMk5Yg8kEn0z/1XN4WfQNwlo+/jQUA9MTMbteHDIDOlLA0wVs82zUIZDOmcDzp3NEdcOt/XcMiJOT+EHqXWc9SLaxiiGI47OrCImjuKTBCvQlvBMMxqFLwfsB1x6TOMdX1HE6x0R9WGKFSrNYs+h1AIoEZpb+owEUSLRtR87umj/quxvCzE1a2Rp8Eg/zI/0zRE8VwaCcOwU1nIkC96NmrDwaTrDZ1NiLJrQnYiNDOEhcO8LwBgiT/yxZXVMPoVNA1R/J3s6B95boh6nMswzx6/FI24+rPKa1KF9kEyjbIn4WrPUG9qUBICAHzI4eqz4NXlo2ALxPgErJzAjbCEf2OIAoeMCREK/R65PzVSvWE/pt0BysQM0hIOIKG6zQ9np2pv6jBhHX8ZUXMM92n/VaVHivi3OtjwwAgNUSjRo+g5m/FQ439xhBhHnW3sbFEtuxJtidDJlZQN/9bqWd8CaWX/1ecyRKEA4POBA2b6KAN6A69fQemRqip8EGjcrunkDPXsqHbZGXdRaQm0Y4ilTOHs1I+CzYe82df4A4gMu/o44Qi5o8pLcoV8b8JviKuzUQYEZtKQ7uhmNYcKQx86uTckGjqbF/huVq12od8WxMIrdY/0SbG/xtpGbohCiS5598NCX0SDNcrJ1DuqBVepkTBbXDr8+y4PMkUUVx2yfy5DFGU1dMT/l68GTocEABiEHUPcSOPEa3V3VIvsT/y9Y/CD5VQx9KJeQUv1mYwHC/0266PWaxH7kiDVUmuxexAKw1hPKEMU+Qo5TtiKUFBNEItaZSuCzBAKy4NM6fU8xI+IGTPW8ZcRCo+KfIfuuaFAYCYhqrWOv4zQieVmInS+IRzUOMHpM4w1QvO5rycEABRKyeYxF/RRBlpe9GzUhmyVhPv/iEcQCmHs1GHerr2nYzZqA6K46uSS+wXeiKt/Iya8q1bJjTwXhI5tSSBC52DSdfWqmrpatLNAVRb4bo5gpw2nhcPa3kIBAKWOcyHzyfsBRoP5vmtCdqoePfel2jIoUatM+13oDTxEkW8IB1UV1JcyIRLE4exU9RlhxlFntceEF7NsEQqIRPnfw8Gk64hqfSjhCJ3W7nbkyhqUQYlMw+jIiMaEquiSd2cIC/ckXJ3ns2mwd30y7U6//oHEa4irdwu8hnmvIikFUXaer6HqFKV/HhMCTYvIMkXFCDVGAx/x5Szw3azuSapPW3s/YLtrOda1HPtj2p25PhsRVz8INBnOeN5f2+hJ2CL9M999aYCR+pINfZQBtY7Tr2kYfhKhMORK6gR+DqLItsifEP+HEAqINfIKoDiVdnfI1SUIS+hNDlVf1aJ9wseQaO1uX+y3FVHtT+n3/8x3R8jqkJ0INfX/02AklzJphFwhL69lnEy9M89nk6YOfObPPyzyRVxVDvAMB0+K/bWX/edLmSh1HH0U8kO9luus/iIWqb2vAGoUojb1Rb39vpgCKPwpkYh7zfI2uJJtP2Qj/85ua8zGKvWZSgg3en/i74irTmVDzAL7I88NUeRQ0g1VBfWYUH2+Ql1Ho3r4pBYTDiBhZS1LXed6rgYmDB+RnLThBw8I+QS9Q51gIzdEoQUKoEgXFq4IMlNvZH9wkS0uQVzSRxkUDmOFZKe863Ms8qEQ/4D++RCFTXHA334RptHnELVp/wIVABxJRs7FW+y/rXaoPXU0u6PVbbUt3dqmSohba5b4b0NMC/ClRPQr3Mp3R1z9Gn9AiwfV2t3+MdoKUeQOyXOAM6C2nlB9vgIMw6kCkvoSOC0zZhRAoT4fZb6v4fCzfJQ6dkUtU/WXH9PuaGnAkKI+33fkZswwG/jaj7BWn9yjjzLgNAmVV7vk3cptaVTFJPrnbvkQzVOfqqKPMsiTlKvqaJox89fc0fWhx/72W5jjsxGxacuQM2Zo9Vz1hbhDTjDQbAlTBaQtEafYjQIt9DWLPoewvEG06P6rUVzkEmZ9bwO7ksDBarue66Lu9sQMXFMzpDvaj6s5jlrdUeQEbo0bwKwMthjyP7qsvf5mnttiv61EVnL/j+09ne9r8tiHL2czHiBuNHLu6M0819Pp97RsV9Wj6Jmr5pSqpk9u5bsj3zXK4PdcJ/ngi+jieVkL/TYjSv2PeASx7u7eP3NHOY3C4WwUpEUQ7psWd7Qfu+IvI3R+CD2ivZ2aSZgmIOmj1n8YZBo8yDwJBVB8iduLSAcl8nNUm7vQbwtCYa7PRruSQMRGia3d7X/mu6tnyRb4bm7obFbVVM9NfTwICVu7278hHBgsbaW+nlDSWrPIb6u65hL/bXYlQRpXSAhbpE+K/VcGWyg1VUmYyM8Zfg5NoywNMGrrHrBt3shlR6/nuuij1n9PPDzY0ELfnF7VBKlBs8pMKVGrTFPvGRxN+ZPfLEbU1trd7lKG0djbOGYiQvkfZkedy0L+4YtYH3pUtUJNXyCShJGcdPWu0DIpHAzmjqYJSEqPdjZqg3HU2Xh+tuqU6C55t0NpMGLsZTZqAyIRpD4IpgwYviEcvEPywjDig+mx13NdvsDu0ThMfCzlT0Sr1AfrV2lyR5UokFbO89U800Djbmv3C1EalfVRBh8FW/yYdse1HEtkJaPpsQ8Kfaxif33Pf7uqmupeXWczHiAq+SH06MnU21oEUdsslEE4O021eeoxYVNXS1t3h3YZzqmd13NdlBXO9zU8lXa3SEqRq8ycbOxsOZR0HXFr5WJr1UoeFflq7L33/LcfSb6p7Do/SsTlbHulX62uuTXytPqMTfWY0KksZMin7p8+vjXiNKK4UdRZLW/heOotxMomfZSB6kSU4awn7Ojp+mDgOrVZKIPreS7w4BjUHUUQbBXacnf8lXNPH51Ivb0Otw/R1lkog60RpxGVUOrY83wNtQS+WmSOz8YSGQ1RoZbBeo14UOgzCAk1bG/R1t2xPvTo32utkoTKerrl3R+qZTKSqvK0tBMA8FP6fUSR/YnXVBU+VSPh8iDT/lmLgwm5jqX9vkAZCKhUO8930zrcvkNJN37JfHIg6doqtKU6Z/7Md0dU0tHTuUlTrm6Y8p7/dqqmPdfUB+sX+28d8qkfFPoAAIQtUnVG8dQsMwKbI35E3PE2yaP/6jDXE6qvHv4YbdUt7x7spoNawr86Ry6Ck4aoBADw//au8y+KZGv/H/fubxkYkiCgoCTXiCJBzK4JI4KgKCKw5LQSJIuIBBEwIFGyEiUjAiaCgihgIOlFiTMwM93V74eaKZru6WFkcX3v3nl+9QFOn4pTT9fpUymg9cb3pgOD5+MYQFtFueA8IQWzGG9rvh09caZzR9+Of9RI27O4AqORsGaglfKIfcucK5iVUE4COj/mx/o1ZevozDhSoM8TShPI6zCZ4P0k9rvSlE81FbuBpm9iQOvevkUU8pfkLYV9NWLLRp8nlCbAvUg3Ou9T5PDbTHJrXGvLoMRalXEQw4UGBX3tqNgeWDvwlF6qyo9PmDJlIOFA63f5kY5VeKGCksHD+EfLvb7XK7WvxFlsr6XvJ5RgjkJ0fe1TSDWjxJJw+G/bf96sTN+/CE8a6kb0fWsnKn0kF5IgiBnBLFyDTw6prwuRAv20NWmCNCT0fXL9u9K81pbOlNSrr706GQe+KzVWqgncZCA2Qbp3VJoASbjrgSNFDndySsb7iaF/0Vzrj4dewqdS+ucFOEZ39dtWBdA1IcSTcFbAi3h+W/H2NmnqvPeh8wRvmikDjmDGpSGSXjGmcKY6kGkjKZ2EkkdCiPiObEosySdwf5oaOVDqKv1PrpG250bnffgdguEYtN/IIf1NyYKFJAjCviaYEnF7kQN6Sp+ikCZIQ8LP3K/2NcFSnvXo1xyHMey1gxic/nJQ6tYzyDoCvUFMqS2ahJ85X3+h1Qju5JQMAIBJwRlKROf6CPhUShISBOHzJJaiKZ9qxrQtU9Iuir6JgYv14RKouOzuzojnt2cWsrVwgFd9at5edF4CFf9108ikwO5Bfz3TfkpisSQU4Njeh07Sk5AgCD4uKOqrNS+0l/zu0Ms8HPXiDtwbCgH3rZHDL8lbFtzDBVH24TEl7r9vbkaG348jIUEQOMCbhtsOlrr+kmzMlJR+lmV+b5XkGUXUenm9Vcb5thIKpp1xIPplGmVDBh2LJuGd7mJ6V5H8+kCIbcug9vM7O+FiOulJ2DH6ll6w212FYpUXWDsKABjhjGa9LXNpiPy9xMWs8OyWvNM7ih3O14Zk9pSNzowtaGQj8HHB6699ce1ZdtUBO4odjPKsjfKsdxQ52FZdutaW3jH6dsEzEWYxXtSLu+SQ2CnV1O3HyWFyrHjpdmfzcUHXt76Ejhz7muAdxQ6b82w25VpbFJ2zqvQNf36rabiNvtulZaSTUsKU1wVSNtGMgHdlftyoF3dffe2FT5Ne5UbRni4YFjzNgAwMx3rHPyV15p6rCd5ZfMGkwG5rvu2+h86ej2PKPzRx+GK29kgAD+O3/edN9Mu0U4/8LIrObcy1MimwO1Tq9mdzfOXHJ5KXgiA0Dr1YRK1rB56WfmikCAt6q6Us+dD0F3qa0PMvfQ8EACR25lCUi0kb2cj4jvsJAQAYjvFxgTSOb8nAAc7HBHxsCZL6e4ADnI8LeBhfmqHgHwAc4AIcE+AC6V+yEoABnIfx4YTzX0/tnwfZJaEyyPCTISOhDDL8ZIgnIS6DDDL8AIg1yMWTUG/VqpUamrIgC7KwtKGhvkFaEq7/ba3Bal1ZkAVZWNrQ9PixtCTkyiCDDD8AGCZmrlLmmJFBhp8MGQllkOEnQ0ZCGWT4yViAhAKBoLy0zMvd49Dv+y3MzPfv3efsePHOrdvv37+XHJEJU1NTri4uMLzq7Fw4wl/G+Pg4ypEpFOQLDyOcGJ9Awq6urr+heN+L58+eWR48dMbWdnhI0oU8dDxpajq0/8B5e/svXxY4e3Kp0N/ff+1qjI3VqZ0W23dZbD914mRYSGhDff3s7AKLjf/XIOm0tf6+vh3btimy5NlyLEpQVVK2szkteX+kWIyOjqJEKsqpxxn8CAwPD9PLTwn+vr5QeWRkBAmrq6Q6ufVvxobf1sLiOZ53WFhbBBzH9Vfrwogebm4/rngou6iISDVlFXpTK7Lk1+gbtLa0/ugy/BeBkYQcDsdow0YJHddgte4i8hv9j4yEAAAgEAhcnV0WEVFPZxUsnq21zXdlt1JDU8heByp7BwYGIsLCFlEYJiQnJUlu8Py8vCXMDqGnpycudmlu1Po7wWiO5mRloSYz1NUrKizs7e1929NTVlLq7empp7PKYLXuIkZeykj4F8ZwaUEm4YrlGg8fPKCHV6+EO80oJPxBRQIAeLl7KLLkFxG3vKzMaMPGXdu397x5810RiwoLN65dt3fX7v6+ebdojY2NmRlvtT5ptYjCiAWGYbqiNwVbjuXj5d3R3v6+v7+1pfVGQsLve/YqsuTz8/KWKjuE4eHh9b+tdXVxWfKUfzQYR0J/X1/UjsEBgZSnHA6nolzS9c5M+LnmqK62jmTlv2ckjI6KgobZ4qLz+XyBYDFHrfF4PAybd3Yel8s9+Pt+thzL+uQCx/JJj6GhobnPFkWl2dl5l6JgGNbd1dXT07NU2UGMj49bmJqx5ViuLouxL34uGEfC0MuX2b+yYNDW1CrML+DzF74DuefNm+SbN/28ffy8fW4mJb3p7gbzF8uNjo6iZMkjIY7j7e3tqSkpl/z8vdw9oiIiK8rLeTweOe67d+/u3LoNA1yJl5eb6+3pmZ2Zxecxlm14eBjlqKutI7n8IyMjSJk+EnZ3dSXGx/t4eQVeCsjLzZ2YEH/rFZ/Pr62piY664uHqFhQQcC8trZvUDhnp6YosefavLLYcC1Un457wzIjK8gooqauthc119Ur0JT//58+eQYXysnKoUF9XT8l3dna2sqIiMjzc3dXtclBwVkZG77t3KN+SBw9hRLRoQyAQ2J85AytrarwVFaa+rq67qwv9Ozo6d9Xz4OAgkg8MDIit/rdv39hyLNSMjg4Og4ODYjV73vSg1MjuopHhYST/+OEjFE5MTOTm3A8KCPB0d78SGfmoshI5eGZnZ48etoTZ7d21G8VtaW4hZ9fX15eclOTr7XPJzz87M5NcL4iKclHb1tYBAJ49fRYdFeXl4RkbE9PZMedE/Pjhw42ERG9Pr8jwiNaWFkBbDvrx48dbKal+3j6+Xt5xsdefP3tG1yGDkYT1dXWU7+l1hmsiwsLevaVeRQjxdfTrGVs7ZQU2OZayAvv0KevPI5+Rmlhz9OWLF9vNtynJK1C+HLaZmH7+PBf3fnYOeiQQCLw9PdG/Xh6eTBUhj4Ra6ssL8vPpYXxMuDueyRydmpx0dHCg1E5XW6fkwUNKdi3NzcZGmyneLGUFdllJKUEQVZWPVNiK9G8kTTV1GP3oYUsoOXf27JcvXzaLPsuVFdhPmpoIgjh84CBb5Jgh51tTXb1h7VpKsipsxeYnwvOFdu/YAYUerm4EQQAA/H39xH6wOZw79+nTJ1VFJfhvbEwMysXP2wcKdbRWTE+J3xcPANhmakZOUE1Z5fQp69KSEopfdHhoaJnIeXMlMhLJAy9dQp8P8E3X/KRZf9VqSjnt7c4QBIHjuON5B7EV8ff1gwnOzMz4enmjGsGwUkMzI33eeTlHDh2Cj44fOWprY0PukCpsxevXYgEANxITyQ4nJXkFd1dXnHTAUmpyCsUjpSSvcDs1VWxbQTCaoziO21idoldMha1obWX1dr45MTk5abrFGCr8pm9w/VpsQlzcpnXroWTLxk1jY2NQU6w5evVKNEx5z85d58/am4iSYsuxvD08US5kEj4oLiaX6u5txrO9pXHMdHZ0QGWx5iiGYccsj0DhujVr4mKv30hI3LLJCHKjuqoK5dX85An5B1imrLLWwFBdRZUtxyouKgIAmJuYamtpIYW1BoYwbN28GaYwR8IzZ8/a2pGb/du3bwAARMILJO9oRXkFmdvqqqprDQyXKSmz5VgN9Q1QB5HQ3dUNANDe3r7OcA0sG1uOpaaiigrj5+MDAHBydBQW0nANtH7Hx8c11dShMCwkhKnBAQAN9fWUHo+SSrtzh2wSu/3hCh8Z6OrxeXzYl5APKSggAADA4/EMdfWg5HJQcGpysvNFp9XaOiePHwcA1NfVrTU0VFUSZqexTA1V5EpkFMzlgoileqtWXb0SnZx0c7u5OVuOpciSz82ZO03Y8qCQhPAdumObxZnTttqaWohLDvbnFFnym9avP2trt0ZPH9UrOzMLptD1+jWkrram1o2ExIS4OBurU2rKKonx1EMiyZA0T8jlcNz+cBU7RbFcdVl5WRnSDAkOFnY7JWX03T80NLR8mRqUB/55CQop3lEovHol2vG8w8cPH+BeDz6fv2fnLqize8dOlAuZhFs2btJUU3d2vHjy2HEVtqKESTMpSQiVR4bFjISF+QVs0Rt94JPwJt2vo19XrdRmy7E2rd8AFwRiP/T9swAACtxJREFUGIYGLhW24s2kpMnJST6fz+VyGxsa4Kwjn8+/e+cO+qX5JMBkEQmNNmxQZMkbGxl5uLkZG20+fOAgVDh84ABbOBKeF/5MXC6aflBXUc24lz49Pc3n8zkcTnVVVX9/P1SjjIQ4jvP5fOuTVlB46sQJVBJMICAIoru7G/30lRUVBEEkxsejX5ls3dABAKh+VIWYQwnWVlYzM8LDMnrfvUMDDjQrUm4mozaEdmzX69dCiaJSZ2cnTH9qaqqhvh5VBHUYFyenuYpgGEEQjQ0NqMFfizxwnOnpDWvXseVYq1Zqc7lcKLQUjYTLlJQL8wvgy+LTp08rlmugwvv7+vF4PADA2Ldva/QNoPDIocMwhZRkYeFNtxhDAxsAMDw01PZS0r0mC58x09He/oezi5b6ckpTaixT+/TxI9RBzX3y2LwbBdFYqr9aFwBAMJijQ4ODaECfmZmprandaWEBdXZss0CpkUm4TEkZmto4jvf19QFmm5tMQjUVFS8PD3pAHy1izVHUU022GNdUV6Owf+8+KH/54gVBEE+amlDckOBgpiKl37uH+gT9KSIhW461e/uO6elpgiD4fP6HDx+gAt0cLXn4EEVJiI9nypdCQuEPdEr4A9G9owAAVPETR48JBIK1BobwXzeXP5ham4ypycmUmzfNt5rQeXg5KBjlcua0LRRaHjyIYdhGkQF18cIF1GcQUZUV2CePHa8sr8DnH7G5d9duqED3jrqLBltDPX3yz2djZUV+xRAkc9Te7gy5Ge1sTgupZWxMXoHt7SH8INq8cROUlJaUoDpqqqm7/eHa0d6xYENJtWwNvnju5+TAQRyFmOhogiAmJiaQ5E+RFQ5xyf9P9Gh8fJxgnqLAcbyxodHJ0XGlphZ57GUiYXBgkATikUHxjkpWFktC+MqUELIzswiCuJWSgiRPnz5lykJ6EopdUUQn4ZXIKBSl910vU767t4sjoRUjCQmCeNrSCp8qySvEXb+Oiv1dsyMYhnV0dHh5eJIN9ZUamnC8JQii7eVLlHL89Th69QEA4aFh5AZXZMkf2LePbP5IICF6xBTiYoVn1B8RmaMO9ufIKVx0uADlB3/fT5ZfDgoSknDDRijh8/mHft9PTlxZge3h5k5xMVLASMLPnz9P0rx/AoEAvRVQP5icnEQSf19fsr6/z9w8hwQSDg8NHdq/H3LvN32Da1djUC5MJGRyuNHx10m4UUTCbSamcbGx9ACt2dRkEglbqXebIUhJwgP79ol9y5BIKDRHr0RGonzfvRPvNiO+fyQkCAIAgEZ7NBZZHT+x4Ouvl1YMAEBLczP59ToyMoIeoY8xlMvRw4fJueA4XlRYSHYWsOVYFmZmaFyShoQb160T+/MhJyoaCakkvCAtCQmCmJmZuXY1hjxTyqYNThQwkrCutnaNnn5OdjZlZiIqImKOcj6+sBHXi9ZSHbM8QlY+fuQolBvo6kkwR9FvcOTQoampKYIgvEQDPRMJBQJpb+f76yS0tbGBEuNNRmL7HxSSzdHgwCCmLMgkpM/6kL2jYqNLNkfjr19nylcyCU8cPSo21qPKR5Rx43GjmG2pFFiYmbs4OcGvFYTx8XHkXlaSV+Bw5k49rK+to+RSWyPmYHwMw1qam0+dOInU2l4Kz8ZGTHO64EiJhfqSro6O2Gk29JsuCQlhglwut7iwEHkrNdXUcXFH1EMwekframth/N/0Dbw9vW6n3kq7e9ffxxf63ETdtAoqw9lnthxLVVGpt7cXCnvf9SIXWehl4YV7dO/ozMwMekGm3LwJ1ZDT2cLMDAAAHYMUEkpwN5Ex/5tQ1cfTix7S7tyFyvMdM8LalZeVIWHCfDfX5ORkSPDlly9eAgAEAgFa2KnCVrx96xaXy4UVrK2paX4ivBOmsqICpZaclIQJBGPfvqFlXGQSiq0OmYRQwuFwVq/UhkJ1FdX72dnQc8DhcCorKmDZAM07CuHp7g6FGsvU2traAADv+/trqudWKeA4bmo8N/7stLCQps3NTUxhZzhx7FhszLX0tHsJ8fFQCMOh/QcoUbabzX3pmJuYQhcdwr27aV++fIF/83g85GFuaW6GQmQ66WrrvH37Fsfxtz09jxsbAQDPnj4lvRwDySlzudzr12LRD21JIiE5dzIJyfLLgXMkhJLBgcHioiIOhwP/bW9rQ7ygLJMgQ9p5QnqwszlN9qYg95SezqqwkNCwkFC0ytHcxHRKNKdE945iGIa8T2v0DWKio62trBAtleQV9u/Z6+7qRizFSMgUrK2ExphY7ygA4NxZeyTft2t3ZHhEXGysi5OTjtYKthzrmegLsLGhkfySWq66zEBXD04DxF+PgzpTk5Nkb5uasooKW1HsPKHY6oidJywtKSHPYWqqqRvo6sGSZKZnQB0yCVHE6qoqFEtJXkFdRVVJXsHh3LxxIFXk8WPLsYoKCggpQOYbPWiqqSN3NELanbtI4X4O9URdTTV1VUUlcxPTk8eOo090Ha0VnGnhcEruG0oKbFgR+HEE5i//sjAzDwsJjb8e5+HmBucey0pLYSKWf3kkbG9rZ8uxNNXV9+3ec9TSctWKlVDh+BHxhgYE40goEAgy7qWbzrfC2aLXbVBAAGU50uTkpKuzC32y3uWiE5okBAzzhJnp6eSJUUNdPeeLTuRE4DRLTnY2mYRMJadAKhKKFm1RSIgS4fP5keERGqIZFzKF/Hx8p6fnbsxsaW7earSZnsWdW7eRTnlZGSWp1Su14SPyPKHY6qApigvzd1HUVFfTHUiKLPmigkKosGu7mJEQAHDJ358S6w8nZ7LCqZNC8w9NGC6IN93dFx0uiN1FsXObRXtbOz0K8pEa6unDkZyMdYZrKOms0NB8VDl3MSuGYc6OFyk6l4OC0NMbCYkrNbUoCipsRRcnp7Fv36Aa2TFDzp3smCHLySSEkrc9PfRab9646f379xKaawHvKI7j3V3d6ffuRYaHBwUEXr0SXVxUBElFVwYADA4OZmVmhoeGhYeG5mRlDw0NUTRnZ2fzcnNhGBJ5twAAnZ2d0VFRkeERpQ9LZrhcHMfv5+SEBAWnp6UNDgzCRD68/4DiSrCwKeByuSgWU2h63ERXHhmed185AGBsbOxBcXFMdHRQQGBM9NWHDx7A34+SI4ZhT1tbkxITgwICw0NDszIz3/e/JxcYAPD58+d7aWkhQcFRERHFhUVoyU5jQwPMnbLkCqGhvh4qtNJ8PwKBoOnx44S4uKCAwIiwsNz79wc+DaDi1VRXw4gvnj+n1OtVZ2difEJQQGBcbGxjQwOf5Mp7Q5otTE5a+FYjcrLj4+PlZeXxcXFBAYGhl0NupaS+6uwU+8P19vait3BCXBxdgcfjPW1tvZWSGhYSGhkenp+XT++EAIAXz5/HxcYGBQQmxie0NDeTzSUAwNTkZHlZWWxMTFBAYHRUVGFBITRxkU5DvbDxW1vmNf7T1lYor6+bd459Z0cHlCPvBgBgYmKipqo6MT7hclBQbExM1aNHkl2jhGxnvQyS4ersArmhrakFJy1/BLzcPWAuWurLmVbk/oMhaVOvDP/jGBkZQZ+4yLW25BgdHUUmXOClSz8ol//PkI2EMjCCvBpxZHj4B+USGR6BvtCYdmb8syEjoQziMTU1hRZSuzg5/aBcOByOjsiFeOHcefA/eW2TzByVQTw6Ozou+f8JQ59o7nfJ0fX6Ncrl7VLv9P1vgWwklEGGn4z/A0cnnc1yUZEGAAAAAElFTkSuQmCC" 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		<title>&#8220;Deciphering&#8221; Your Electric Bill &#8211; Utility Rates Explained</title>
		<link>http://suncalsolar.com/deciphering-your-electric-bill/</link>
		<comments>http://suncalsolar.com/deciphering-your-electric-bill/#comments</comments>
		<pubDate>Fri, 13 Apr 2012 01:11:01 +0000</pubDate>
		<dc:creator>SunCalSolar</dc:creator>
				<category><![CDATA[Electric Metering]]></category>
		<category><![CDATA[Net Metering]]></category>
		<category><![CDATA[Other Questions]]></category>
		<category><![CDATA[Saving Money]]></category>
		<category><![CDATA[Solar Costs]]></category>
		<category><![CDATA[Solar Savings]]></category>
		<category><![CDATA[electric bill]]></category>
		<category><![CDATA[net metering]]></category>
		<category><![CDATA[SDG&E]]></category>
		<category><![CDATA[Solar electricity]]></category>
		<category><![CDATA[solar energy]]></category>

		<guid isPermaLink="false">http://suncalsolar.com/?p=1927</guid>
		<description><![CDATA[<p>Utility Rates and Your Bill If you have ever tried to &#8220;decipher&#8221; your electric bill you know it is not easy.  The tiered rate structure is a little complicated, but the way they put it on you electric bill makes it downright confusing.  Today, I will be discussing the &#8220;DR&#8221; rate or tariff, because this [...]]]></description>
			<content:encoded><![CDATA[<p><strong>Utility Rates and Your Bill</strong><br />
If you have ever tried to &#8220;decipher&#8221; your electric bill you know it is not easy.  The tiered rate structure is a little complicated, but the way they put it on you electric bill makes it downright confusing.  Today, I will be discussing the &#8220;DR&#8221; rate or tariff, because this is the rate most homeowners use.  DR means &#8220;Domestic Rate&#8221;.</p>
<p>There are also the &#8220;DRTOU&#8221; rate which is &#8220;Domestic Rate Time-of-Use&#8221; rate and &#8220;DRSES&#8221; rate which is &#8220;Domestic Rate Solar Electric System&#8221; rate.  Usually, the regular DR rate works best for most homeowners, even people who own solar electric systems.  I will save discussing these other rates and commercial rate structures to a later date.  Commercial rates have additional complications like &#8220;demand charges&#8221; that I will not discuss here.</p>
<p><strong>Basic Idea of Tiered Electric Rates</strong><br />
The basic idea is this:  the more electricity you use the more you are charged per unit of electricity.  The basic unit of electricity you are charged for is the Kilowatt-Hour or kWh.  The utility company is trying to get you to conserve by charging a lot more if you use a lot or waste a lot of electricity.  Low energy users pay less per kWh than high energy users.  The idea is:  if you use a lot of electricity then you pay more for your share than if you were a lower consumption user</p>
<p>Here in San Diego Gas &amp; Electric (SDG&amp;E) territory there are 4 tiers for the rates you are charged for electricity.</p>
<p style="padding-left: 30px;">Tier 1 &#8211; The first tier is called &#8220;baseline&#8221;.<br />
Tier 2 &#8211; The next tier is 100% to 130% of the baseline amount.<br />
Tier 3 &#8211; The next tier is 130% to 200% of the baseline amount.<br />
Tier 4 &#8211; The next tier is 200% and up of the baseline amount.</p>
<p>The baseline is an amount of electricity measured in kilowatt-hours and you are charged one rate for this electricity.  Then when your usage goes over this &#8220;baseline&#8221; amount and up to 130% of it (Tier 2) you are charged a slightly higher rate.  Then when your usage goes over 130% of this &#8220;baseline&#8221; amount (Tier 3) you are charged a significantly higher rate.  And similarly for when you go over 200% of the &#8220;baseline&#8221; amount (Tier 4).</p>
<p><img 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" alt="" width="470" height="356" /></p>
<p>&nbsp;</p>
<p><strong>Large Difference in Electric Rates Between Lower and Upper Tiers</strong><br />
The Tier 1 and Tier 2 are supposed include the average electrical usage for the entire territory.  These rates have been held artificially low in the past.  The bottom line is that the prices/rates for these two tiers are fairly low.</p>
<p>The other very noticeable part of this rate structure is that the first two tiers are substantially less expensive than the upper two tiers.  Roughly, the price is about double for the upper two tiers.  This is a strong reason to conserve power and generate solar electricity.  Conservation and solar electricity generation &#8220;shave off&#8221; the electricity you pay for in the upper two tiers FIRST!  Let me repeat that, the part of your electric bill that is removed first is from the top tiers so your savings is more substantial.</p>
<p><strong>Baseline Electric Rate</strong><br />
The baseline amount of electricity varies by several factors.  These factors are:</p>
<p>Summer vs. Winter (rates can also change by Summer vs. Winter)<br />
The region you live in (coastal, inland, mountain, or desert as defined by SDG&amp;E)<br />
If you are an all electric household</p>
<p>And to make it more complex; usually twice a year you get a bill that straddles between summer and winter so your baseline and tiers change in the middle of the billing cycle.  Yes, it&#8217;s complicated.  Fortunately, you don&#8217;t have to do the calculations.  Your utility company does that for you.</p>
<p><strong>Electricity Charge vs Distribution Charge</strong><br />
Now, as if this were not confusing enough.  They also break the charges down into:</p>
<p>Utility Distribution Company (UDC) Charges  or  Distribution Charges<br />
Electric Energy Charge / Commodity / Electricity Generation / Consumption / Usage Charges</p>
<p>The &#8220;distribution charges&#8221; are for the infrastructure that gets the electricity to your home.  This includes things like the power lines and transformers.  These are the rates that vary quite a bit by usage tiers discussed above.  The &#8220;electric energy charges&#8221; are for the actual electricity itself.  This rate does not vary by tiers, but they still break it out by tiers.  There is also a DWR bond charge added in there.</p>
<p>Then at the end of your bill there are an assortment of charges that are explained on the back of your bill.</p>
<p><strong>Total Electric Rate for Each Tier</strong><br />
To get your total electric rate in each tier you have to add up all these charges to figure out what you are paying.  Confused yet?  It&#8217;s not easy.  Just remember, what is important is:  The more electricity you use the higher your rate goes.  Conserving electricity and making your own from a solar power system can significantly reduce this impact.</p>
<p>&nbsp;</p>
<p><strong><em>Robert Morse</em></strong><br />
<strong><em>BSEE, MSEE, NABCEP Certified PV Solar Installer</em></strong><br />
<strong><em> CA State Licensed Electrical Contractor (C10) &amp; Solar Contractor (C46)</em></strong><br />
<strong><em>SunCal Solar, Incorporated</em></strong></p>
<p><a href="http://www.suncalsolar.com"><img class="alignleft" style="margin-left: 20px; margin-right: 20px;" title="Suncal Solar Electricity in North County San Diego" src="data:image/png;base64,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" 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		<title>Solar Electricity Explained or Solar Electricity (Solar Power 101)</title>
		<link>http://suncalsolar.com/solar-explained-101/</link>
		<comments>http://suncalsolar.com/solar-explained-101/#comments</comments>
		<pubDate>Mon, 06 Feb 2012 23:09:19 +0000</pubDate>
		<dc:creator>SunCalSolar</dc:creator>
				<category><![CDATA[Electric Metering]]></category>
		<category><![CDATA[Installation]]></category>
		<category><![CDATA[Inverters]]></category>
		<category><![CDATA[Microinverters]]></category>
		<category><![CDATA[Other Questions]]></category>
		<category><![CDATA[Roof Mounted Solar Electricity]]></category>
		<category><![CDATA[Saving Money]]></category>
		<category><![CDATA[Solar Components]]></category>
		<category><![CDATA[Solar Costs]]></category>
		<category><![CDATA[Solar Panels]]></category>
		<category><![CDATA[Solar Savings]]></category>
		<category><![CDATA[roof mounted solar]]></category>
		<category><![CDATA[solar contractor]]></category>
		<category><![CDATA[Solar electricity]]></category>
		<category><![CDATA[solar energy]]></category>
		<category><![CDATA[solar energy production]]></category>
		<category><![CDATA[solar installer]]></category>
		<category><![CDATA[solar investment]]></category>

		<guid isPermaLink="false">http://suncalsolar.com/?p=1864</guid>
		<description><![CDATA[<p>In today&#8217;s article, I will go over the basics of a solar electric system and then I&#8217;ll cover what this means to you and for your utility bill.</p> <p>Sunlight hits your home almost everyday here in San Diego County.  This is energy that is already hitting your house and normally just goes to waste.  A [...]]]></description>
			<content:encoded><![CDATA[<p><img class="alignright size-medium wp-image-1024" title="Solar Electricity Panels Installed on All Roof Types" src="http://suncalsolar.com/wordpress/wp-content/uploads/2011/07/IMAG0288-300x225.jpg" alt="Solar Electricity Panels Installed on Comp Shingle Roof Tiles" width="300" height="225" />In today&#8217;s article, I will go over the basics of a solar electric system and then I&#8217;ll cover what this means to you and for your utility bill.</p>
<p>Sunlight hits your home almost everyday here in San Diego County.  This is energy that is already hitting your house and normally just goes to waste.  A solar electric system captures some of this light energy and puts it to good use.</p>
<p><a href="http://www.suncalsolar.com/glossary#solarcells">Photovoltaic Solar Cells</a> generate electricity by converting the sun&#8217;s energy to electricity. Solar cells are &#8220;semiconductors&#8221; (a material with unusual electrical properties) that capture the sun&#8217;s light and convert it to electrons(electricity is just a flow of electrons).</p>
<p>Solar panels are groups of solar cells that are enclosed in a frame to protect them from rain, snow, ice, etc and most things that may hit them on your roof.  Solar panels collect and convert the sun&#8217;s energy to <a href="http://www.suncalsolar.com/glossary/#Electricity,%20Type%20of">DC electricity</a> (green line below).</p>
<p>This electricity is then changed (by an <a href="http://www.suncalsolar.com/glossary#Inverter">Inverter</a>) to the same <a href="http://www.suncalsolar.com/glossary#Electricity,%20Type%20of">Type of Electricity</a> (<a href="http://www.suncalsolar.com/glossary#Electricity,%20Type%20of">AC</a>, blue line below) that your utility company provides to your home.</p>
<p>The lights and appliances in your home can then use this electricity and any &#8220;extra&#8221; unused electricity is sold back to the utility company using <a href="http://www.suncalsolar.com/glossary#Net%20Metering">Net Metering</a>.  Net Metering just means that you pay for any electricity you use minus any electricity your system makes.</p>
<p>During the day when there is full sunlight your solar panels are producing quite a bit of electricity.  If you are home you can use this electricity, but if you&#8217;re at work then the unused electricity is &#8220;sold&#8221; to the utility company at full retail price.  Or if you are at home and your solar electric system is producing more electricity than you are using the excess is sold to the utility company also. Your <a href="http://www.suncalsolar.com/faq#Meter%20Backwards">meter will actually run backwards</a> when you are generating more electricity than you are using (you can show this off to your neighbors)</p>
<p>At night when there is no sunlight and so your solar system is producing no electricity.  But you are connected to the utility grid and so buy electricity from the utility company.</p>
<p>You simply pay for the difference in electricity that you use minus what your solar system produces.  Or the &#8220;net&#8221; amount which is where the term net metering comes from.</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p><strong><em>Robert Morse</em></strong><br />
<strong><em>BSEE, MSEE, NABCEP Certified PV Solar Installer</em></strong><br />
<strong><em> CA State Licensed Electrical Contractor (C10) &amp; Solar Contractor (C46)</em></strong><br />
<strong><em>SunCal Solar, Incorporated</em></strong></p>
<p>&nbsp;</p>
<p><img class="alignleft  wp-image-1012" style="margin-left: 10px; margin-right: 10px;" title="Suncal Solar Electricity in North County San Diego" src="http://suncalsolar.com/wordpress/wp-content/uploads/2011/12/SuncalLeafLogo-ai-300dpi-cropped3-300x289.png" alt="Quality Solar Electricity Installations in San Diego County" width="109" height="104" /></p>
<p><em>Have a Question?  Contact Us at: <a href="mailto:blog@suncalsolar.com" target="_blank">blog@SunCalSolar.com</a></em></p>
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		<title>8 Things You Need for a Solar Electric System (On-Grid, Utility Tied System)</title>
		<link>http://suncalsolar.com/8-things-you-need-for-a-solar-electric-system/</link>
		<comments>http://suncalsolar.com/8-things-you-need-for-a-solar-electric-system/#comments</comments>
		<pubDate>Mon, 30 Jan 2012 19:08:31 +0000</pubDate>
		<dc:creator>SunCalSolar</dc:creator>
				<category><![CDATA[Electric Metering]]></category>
		<category><![CDATA[Ground Mounted Solar Electricity Systems]]></category>
		<category><![CDATA[Installation]]></category>
		<category><![CDATA[Inverters]]></category>
		<category><![CDATA[Microinverters]]></category>
		<category><![CDATA[Other Questions]]></category>
		<category><![CDATA[Roof Mounted Solar Electricity]]></category>
		<category><![CDATA[Shading]]></category>
		<category><![CDATA[Solar Components]]></category>
		<category><![CDATA[Solar Panels]]></category>
		<category><![CDATA[solar benefits]]></category>
		<category><![CDATA[solar contractor]]></category>
		<category><![CDATA[Solar Costs]]></category>
		<category><![CDATA[Solar electricity]]></category>
		<category><![CDATA[solar installer]]></category>
		<category><![CDATA[Solar Rebates and Incentives]]></category>
		<category><![CDATA[solar savings]]></category>
		<category><![CDATA[solar warranties]]></category>
		<category><![CDATA[solar warranty]]></category>

		<guid isPermaLink="false">http://suncalsolar.com/?p=1843</guid>
		<description><![CDATA[<p>The 8 Key Components for a Solar Electricity Generating System are:</p> Solar Panels: These collect and convert sunlight into usable electricity. They are groups of solar cells mounted inside a frame that protects them from the elements, like rain, snow, hail, wind, and physical damage. They collect energy that is normally wasted and used for [...]]]></description>
			<content:encoded><![CDATA[<p>The 8 Key Components for a <a href="http://www.SunCalSolar.com/glossary#ses">Solar Electricity Generating System</a> are:<img class="alignright size-medium wp-image-1039" title="Solar electric panels installed on S-Tile or Spanish Tile Roof" src="http://suncalsolar.com/wordpress/wp-content/uploads/2011/07/2011-09-08_09-24-15_8371-300x170.jpg" alt="Full Service Installation on any roof type, ground mount, patio cover, or carport" width="300" height="170" /></p>
<ol>
<li><a href="http://www.SunCalSolar.com/glossary/solarpanels">Solar Panels</a>: These collect and convert sunlight into usable electricity. They are groups of <a href="http://www.SunCalSolar.com/glossary#solarcells">solar cells</a> mounted inside a frame that protects them from the elements, like rain, snow, hail, wind, and physical damage. They collect energy that is normally wasted and used for nothing. (note: solar panels typically create <a href="http://www.SunCalSolar.com/glossary#acdc">direct current (DC) electricity</a> but your home uses <a href="http://www.SunCalSolar.com/glossary#acdc">alternating current (AC) electricity</a>).</li>
<li><a href="http://suncalsolar.com/mountingsystem/">Racking or Mounting System</a>: This is the aluminum (sometimes steel) rack that is used to physically mount the solar panels. Most urban and suburban installations are <a href="http://suncalsolar.com/gallery/">roof mounted</a> because this is usually the only available space to mount solar panels in a city. If there is space available on the ground then the racking system can be <a href="http://suncalsolar.com/home-2/additionalinfo/products/#ground">mounted on the ground</a>. This is usually only a possibility outside of cities. Ground mounted systems may have &#8220;trackers&#8221; that track the sun on one-axis (less expensive) or on two axes (more expensive, more maintenance). However, most systems do not track the sun and work very well. Trackers add expense and maintenance while improving system performance.</li>
<li><a href="http://www.SunCalSolar.com/glossary/inverter">Inverter</a>: This is the device(s) that changes the DC electricity produced by the solar panels to AC electricity that is compatible with your home&#8217;s and utility&#8217;s electrical system.</li>
<li>Wiring: There are the wires that connect all the components of the solar system that carry the electricity.</li>
<li>Cutout Switches: There are safety cutout switches that disconnect parts of the system for maintenance. These are provided for safety of anyone working on a solar system so parts of the system can be shut off and worked on.</li>
<li><img class="alignright size-medium wp-image-1037" title="Solar Electric Patio Cover Installation" src="http://suncalsolar.com/wordpress/wp-content/uploads/2011/07/IMG_0306-2-300x224.jpg" alt="Full Range of Solar Electricity Installations" width="300" height="224" />Overcurrent Protection Devices (OCPD): Ther are overcurrent protection devices that automatically turn off if too much current is flowing and causing a safety issue. OCPD&#8217;s are often just called circuit breakers just like you have on your house now.</li>
<li><a href="http://www.SunCalSolar.com/glossary#grid">Utility Grid</a>: The utility grid is system that the utility company uses to provide electricity to homes and businesses through its power distribution &#8220;grid&#8221;. The grid is all of the interconnections that distribute power to customers. This includes the distribution system of high voltage lines and lower voltage lines, transformers, switches, in-the-ground wires, and everything that brings electricity to your home and business. This is a crucial element for a solar power system, because it is used to sell electricity to the utility company during the day when your solar system is producing the most electricity and you may not even be home. In effect it is like your are &#8220;banking&#8221; electricity or storing it with the utility company. In reality your electricity produced is not stored but is used somewhere else on the grid. The later, like at night, when your solar system is not producing electricity you simply buy back electricity from the utility company. The end result is that you pay for the amount of electricity your buy from the utility company minus the amount your solar electric system produces.</li>
<li>House: And of course your home, lights, and appliances that are using electricity.</li>
</ol>
<p>&nbsp;</p>
<p>For a non-grid tied system (i.e. no utility connection) you would also need a battery bank, battery charging &amp; regulating system, and would have to oversize your system a bit more for when there are some cloudy days or your consumption goes up. As you might guess an &#8220;off-grid&#8221; system like this has higher initial costs and higher ongoing maintenance costs primarily because of the batteries.</p>
<p>&nbsp;</p>
<p><strong><em>Robert Morse</em></strong><br />
<strong><em>BSEE, MSEE, NABCEP Certified PV Solar Installer</em></strong><br />
<strong><em> CA State Licensed Electrical Contractor (C10) &amp; Solar Contractor (C46)</em></strong><br />
<strong><em>SunCal Solar, Incorporated</em></strong></p>
<p>&nbsp;</p>
<p><img class="alignleft  wp-image-1115" style="margin-left: 10px; margin-right: 10px;" title="SunCal Solar Electricity Installations in San Diego County" src="http://suncalsolar.com/wordpress/wp-content/uploads/2011/12/SunCal-Solar-Logo-4-00in1-300x289.png" alt="North County Solar Electricity Specialists" width="119" height="115" /></p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p><em>Have a Question?  Contact Us at: <a href="mailto:blog@suncalsolar.com" target="_blank">blog@SunCalSolar.com</a></em></p>
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		<title>Imagine Owning Your Own Personal Solar Power Plant</title>
		<link>http://suncalsolar.com/personal-solar-power-plant/</link>
		<comments>http://suncalsolar.com/personal-solar-power-plant/#comments</comments>
		<pubDate>Mon, 30 Jan 2012 18:55:59 +0000</pubDate>
		<dc:creator>SunCalSolar</dc:creator>
				<category><![CDATA[Electric Metering]]></category>
		<category><![CDATA[Installation]]></category>
		<category><![CDATA[Other Questions]]></category>
		<category><![CDATA[Rebates and Incentives]]></category>
		<category><![CDATA[Roof Mounted Solar Electricity]]></category>
		<category><![CDATA[Saving Money]]></category>
		<category><![CDATA[Solar Savings]]></category>
		<category><![CDATA[solar benefits]]></category>
		<category><![CDATA[Solar electricity]]></category>
		<category><![CDATA[solar energy]]></category>
		<category><![CDATA[solar energy production]]></category>
		<category><![CDATA[solar power]]></category>

		<guid isPermaLink="false">http://suncalsolar.com/?p=1840</guid>
		<description><![CDATA[<p>Imagine what it would feel like to generate your own electricity from the sun by adding a solar electric power system to your home. You could be saving money, helping the planet, and reducing dependence on foreign energy sources all at the same time. This is your chance to make a difference.</p> <p>Imagine how it [...]]]></description>
			<content:encoded><![CDATA[<p>Imagine what it would feel like to generate your own electricity from the sun by adding a solar electric power system to your home. You could be saving money, helping the planet, and reducing dependence on foreign energy sources all at the same time. This is your chance to make a difference.</p>
<p>Imagine how it will feel when you show your neighbors and friends your <a href="http://suncalsolar.com/start/faq/#backwards">meter running backwards</a> and a $5.17/month electric bill?  Be the talk of your neighborhood.  Be proud that you are making a difference and saving money.  Imagine how you&#8217;ll feel when you show off your shiny new solar electric system.</p>
<p>&nbsp;</p>
<p><strong><em>Robert Morse</em></strong><br />
<strong><em>BSEE, MSEE, NABCEP Certified PV Solar Installer</em></strong><br />
<strong><em> CA State Licensed Electrical Contractor (C10) &amp; Solar Contractor (C46)</em></strong><br />
<strong><em>SunCal Solar, Incorporated</em></strong></p>
<p>&nbsp;</p>
<p><img title="SunCal Solar Electricity Installations in San Diego County" src="http://suncalsolar.com/wordpress/wp-content/uploads/2011/12/SunCal-Solar-Logo-4-00in1-300x289.png" alt="North County Solar Electricity Specialists" width="119" height="114" /></p>
<p><em>Have a Question?  Contact Us at: <a href="mailto:blog@suncalsolar.com" target="_blank">blog@SunCalSolar.com</a></em></p>
<p><em>It’s free for anyone to subscribe by clicking on the “Posts” or “By Email” </em><em>(RSS Feed or Email) </em>subscribe buttons at the upper right corner of this website.</p>
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		<title>Solar Power Systems and Warranties</title>
		<link>http://suncalsolar.com/warranties/</link>
		<comments>http://suncalsolar.com/warranties/#comments</comments>
		<pubDate>Tue, 10 Jan 2012 17:40:01 +0000</pubDate>
		<dc:creator>SunCalSolar</dc:creator>
				<category><![CDATA[Installation]]></category>
		<category><![CDATA[Inverters]]></category>
		<category><![CDATA[Microinverters]]></category>
		<category><![CDATA[Other Questions]]></category>
		<category><![CDATA[Solar Components]]></category>
		<category><![CDATA[Solar Panels]]></category>
		<category><![CDATA[Warranty]]></category>
		<category><![CDATA[solar installation]]></category>
		<category><![CDATA[solar warranties]]></category>
		<category><![CDATA[solar warranty]]></category>

		<guid isPermaLink="false">http://suncalsolar.com/?p=1779</guid>
		<description><![CDATA[<p>Solar power systems typically have excellent warranties that last for much more thatn 10 years.  This is because these systems are expected to be working for a very long time.  Typically people estimate they will be in place for 25 to 50 years. Usually longer than the time you will be in your house.</p> <p>Most [...]]]></description>
			<content:encoded><![CDATA[<p>Solar power systems typically have excellent warranties that last for much more thatn 10 years.  This is because these systems are expected to be working for a very long time.  Typically people estimate they will be in place for 25 to 50 years. Usually longer than the time you will be in your house.</p>
<p>Most solar panels have a 25 year warranty.  If you find one that does not then I recommend finding another panel.  <a href="http://www.suncalsolar.com/glossary#stringinverter">String Inverters</a> often have a 10 year warranty and some have 15 year warranties.  There are <a href="http://www.suncalsolar.com/glossary#microinverter">Microinverters</a> now with a 25 year warranty.  Workmanship for the installation is typically warrantied for 10 years.</p>
<p>The details of the manufacturer&#8217;s warranty vary quite a bit, but most of the big manufacturers stand behind their product with solid warranties because they care about their brand name.  And longevity of their company.</p>
<p>&nbsp;</p>
<p><strong><em>Robert Morse</em></strong><br />
<strong><em>BSEE, MSEE, NABCEP Certified PV Solar Installer</em></strong><br />
<strong><em> CA State Licensed Electrical Contractor (C10) &amp; Solar Contractor (C46)</em></strong><br />
<strong><em>SunCal Solar, Incorporated</em></strong></p>
<p>&nbsp;</p>
<p><a href="http://www.SunCalSolar.com"><img title="SunCal Solar Electricity Installations in San Diego County" src="http://suncalsolar.com/wordpress/wp-content/uploads/2011/12/SunCal-Solar-Logo-4-00in1-300x289.png" alt="North County Solar Electricity Specialists" width="119" height="112" /></a></p>
<p><em>Have a Question?  Contact Us at: <a href="mailto:blog@suncalsolar.com" target="_blank">blog@SunCalSolar.com</a></em></p>
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