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	<title>Truckee Real Estate - Deborah Lewis</title>
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		<title>Tahoe/Truckee Real Estate Sales 2011</title>
		<link>http://www.truckeerealtyblog.com/tahoetruckee-real-estate-sales-2011/</link>
		<comments>http://www.truckeerealtyblog.com/tahoetruckee-real-estate-sales-2011/#comments</comments>
		<pubDate>Tue, 03 Jan 2012 00:11:08 +0000</pubDate>
		<dc:creator>admin</dc:creator>
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		<guid isPermaLink="false">http://www.truckeerealtyblog.com/?p=2026</guid>
		<description><![CDATA[The following chart shows some of the real estate sales data for Lake Tahoe and Truckee for 2011. The graph represents single family home sales only and breaks down the sold properties by area. Most of the home sales activity this year has been in Tahoe Donner with 212 homes selling. The most expensive sold [...]]]></description>
			<content:encoded><![CDATA[<p>The following chart shows some of the real estate sales data for Lake  Tahoe and Truckee for 2011. The graph represents single  family home sales  only and breaks down the  sold properties by area. Most of the home sales activity this year has  been in Tahoe  Donner with 212 homes selling. The most expensive sold home sold year to date was  on Lake Tahoe’s West Shore for $6.4 million.</p>
<p>The information was taken from the Tahoe Sierra Multiple Listing Service and is for the dates of January 1-December 31, 2011.</p>
<p><a href="http://www.truckeerealtyblog.com/blog/wp-content/uploads/2012/01/Tahoe-Real-Estate-2011.gif"><img class="alignleft size-full wp-image-2027" title="Tahoe Real Estate 2011" src="http://www.truckeerealtyblog.com/blog/wp-content/uploads/2012/01/Tahoe-Real-Estate-2011.gif" alt="lake tahoe real estate" width="525" height="492" /></a></p>
]]></content:encoded>
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		<item>
		<title>Tahoe Donner Average $/Sq. Ft. for Homes Sold 2005-2011</title>
		<link>http://www.truckeerealtyblog.com/tahoe-donner-average-sq-ft-for-homes-sold-2005-2011/</link>
		<comments>http://www.truckeerealtyblog.com/tahoe-donner-average-sq-ft-for-homes-sold-2005-2011/#comments</comments>
		<pubDate>Mon, 02 Jan 2012 18:54:24 +0000</pubDate>
		<dc:creator>admin</dc:creator>
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		<guid isPermaLink="false">http://www.truckeerealtyblog.com/?p=2021</guid>
		<description><![CDATA[This graph shows what homes sales have done in Tahoe Donner over the past 6 years (2005-2011). The average price/sq. ft. for home sales has continued to go down and is currently at the lowest it has been for the past 6 years. The average price/sq. foot for home sales in 2011 for single family [...]]]></description>
			<content:encoded><![CDATA[<p>This graph shows what homes sales have done in Tahoe Donner over the  past 6 years (2005-2011). The average price/sq.  ft. for home sales has  continued to go down and  is currently at the  lowest it has been for  the past 6 years. The average price/sq. foot for home sales in 2011 for single family homes in Tahoe Donner was $252.26. This shows that now is a great time to buy a home if  you are in the market!</p>
<p>Click on the image below for enlarged version of the graph.</p>
<p><a href="http://www.truckeerealtyblog.com/blog/wp-content/uploads/2012/01/TD-05-111.gif"><img class="alignleft size-full wp-image-2022" title="TD 05-11" src="http://www.truckeerealtyblog.com/blog/wp-content/uploads/2012/01/TD-05-111.gif" alt="truckee real estate" width="424" height="276" /></a></p>
]]></content:encoded>
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		</item>
		<item>
		<title>Alpine, Squaw, Northstar &amp; Tahoe Donner 2011 Year End Sales Stats</title>
		<link>http://www.truckeerealtyblog.com/alpine-squaw-northstar-tahoe-donner-2011-year-end-sales-stats/</link>
		<comments>http://www.truckeerealtyblog.com/alpine-squaw-northstar-tahoe-donner-2011-year-end-sales-stats/#comments</comments>
		<pubDate>Mon, 02 Jan 2012 18:51:24 +0000</pubDate>
		<dc:creator>admin</dc:creator>
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		<guid isPermaLink="false">http://www.truckeerealtyblog.com/?p=2016</guid>
		<description><![CDATA[Truckee Real Estate Update This graph represents sales stats for year end numbers for the past 6 years (2005-2011). The areas represented are Alpine Meadows, Squaw Valley and Northstar. The graph shows average price/square foot and number of homes sold for single family homes sold each year. The average price/square foot of home sales has [...]]]></description>
			<content:encoded><![CDATA[<h3><strong>Truckee Real Estate Update</strong></h3>
<p>This graph represents sales stats for year end numbers for the past 6  years (2005-2011). The areas represented are Alpine Meadows, Squaw  Valley and Northstar. The graph shows average price/square foot and  number of homes sold for single family homes sold each year.</p>
<p>The average price/square foot of home sales has gone down in Squaw Valley and Northstar this past year compared to 2010. Alpine Meadows saw a slight dip but stayed close to the same number in 2011. The number of homes sold in Northstar this past year went way up compared to years past. 29 single family homes sold in Northstar. This is the largest number we have seen in the past 6 years!</p>
<p>The information was taken from the Tahoe Sierra Multiple Listing  Service. Click on the images below for an enlarged version of the graph.</p>
<h3><strong><a href="http://www.truckeerealtyblog.com/blog/wp-content/uploads/2012/01/AM-SQ-NS-05-11a.gif"><img class="alignleft size-full wp-image-2024" title="AM SQ NS 05-11a" src="http://www.truckeerealtyblog.com/blog/wp-content/uploads/2012/01/AM-SQ-NS-05-11a.gif" alt="" width="424" height="348" /></a></strong></h3>
<p>&nbsp;</p>
]]></content:encoded>
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		</item>
		<item>
		<title>Tahoe/Truckee 2011 Sold Properties</title>
		<link>http://www.truckeerealtyblog.com/tahoetruckee-2011-sold-properties/</link>
		<comments>http://www.truckeerealtyblog.com/tahoetruckee-2011-sold-properties/#comments</comments>
		<pubDate>Fri, 09 Dec 2011 22:40:38 +0000</pubDate>
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		<guid isPermaLink="false">http://www.truckeerealtyblog.com/?p=2003</guid>
		<description><![CDATA[The following chart shows some of the real estate sales data for Lake Tahoe and Truckee for 2011 year to date (January 1-December 9, 2011). The graph represents single family home sales only and breaks down the sold properties by area. Most of the home sales activity this year has been in Tahoe Donner with [...]]]></description>
			<content:encoded><![CDATA[<p>The following chart shows some of the real estate sales data for Lake Tahoe and Truckee for 2011 year to date (January 1-December 9, 2011). The graph represents single  family home sales  only and breaks down the sold properties by area. Most of the home sales activity this year has been in Tahoe  Donner with 200 homes selling. 108 homes sold in  Lake Tahoe’s North Shore. The most expensive sold home sold year to date was on Lake Tahoe&#8217;s West Shore for $6.4 million.</p>
<p>The information was taken from the Tahoe Sierra Multiple Listing Service and is for the dates of January 1-December 9, 2011.</p>
<p><a href="http://www.truckeerealtyblog.com/blog/wp-content/uploads/2011/12/Truckee-Tahoe-Sold-Properties-2011.jpg"><img class="alignleft size-full wp-image-2004" title="Truckee Tahoe Sold Properties 2011" src="http://www.truckeerealtyblog.com/blog/wp-content/uploads/2011/12/Truckee-Tahoe-Sold-Properties-2011.jpg" alt="truckee real estate" width="525" height="492" /></a></p>
]]></content:encoded>
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		<title>Truckee Real Estate Graphs</title>
		<link>http://www.truckeerealtyblog.com/truckee-real-estate-graphs-2/</link>
		<comments>http://www.truckeerealtyblog.com/truckee-real-estate-graphs-2/#comments</comments>
		<pubDate>Fri, 09 Dec 2011 22:34:49 +0000</pubDate>
		<dc:creator>admin</dc:creator>
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		<guid isPermaLink="false">http://www.truckeerealtyblog.com/?p=1999</guid>
		<description><![CDATA[Although Truckee has not been hit too hard with short sales and REOs (compared to other markets), we are starting to see more sales for short sales and REOs. The following graphs compare real estate sales for single family homes that were short sales compared to REOs and standard sales. All graphs represent single family [...]]]></description>
			<content:encoded><![CDATA[<p>Although Truckee has not been hit too hard with short sales and REOs (compared to other markets), we are starting to see more sales for  short sales and REOs. The following graphs compare real estate sales for  single family homes that were short sales compared to REOs and standard  sales. All graphs represent single family homes in Donner Lake,  Lahontan, Martis Camp, Truckee and Tahoe Donner. The numbers in white  represent the number of home sales each month for each category.</p>
<p>The first graph shows the average original list to sales price for  single family home sales for short sales, REOs, and standard sales. The  second graph shows the average days on market for home sales for the  same 3 categories – short sales, REOs and standard sales.</p>
<p>The information was taken from the Tahoe Sierra Multiple Listing  Service. Click on the images for enlarged versions of the graphs.</p>
<div id="attachment_2000" class="wp-caption alignleft" style="width: 424px"><a href="http://www.truckeerealtyblog.com/blog/wp-content/uploads/2011/12/Avg.-Original-List-to-Sales-Price-REO-SS-Standard.jpg"><img class="size-full wp-image-2000  " title="Avg. Original List to Sales Price REO, SS, Standard" src="http://www.truckeerealtyblog.com/blog/wp-content/uploads/2011/12/Avg.-Original-List-to-Sales-Price-REO-SS-Standard.jpg" alt="truckee real estate" width="414" height="313" /></a><p class="wp-caption-text">Avg. Original List to Sales Price REO, SS, Standard</p></div>
<div id="attachment_2001" class="wp-caption alignleft" style="width: 424px"><a href="http://www.truckeerealtyblog.com/blog/wp-content/uploads/2011/12/Avg.-DOM-SS-REOs.jpg"><img class="size-full wp-image-2001  " title="Avg. DOM SS REOs" src="http://www.truckeerealtyblog.com/blog/wp-content/uploads/2011/12/Avg.-DOM-SS-REOs.jpg" alt="truckee real estate" width="414" height="314" /></a><p class="wp-caption-text">Avg. DOM SS REOs</p></div>
]]></content:encoded>
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		<title>What Percentage Are Short Sales, REOs or Standard Sales?</title>
		<link>http://www.truckeerealtyblog.com/what-percentage-are-short-sales-reos-or-standard-sales-2/</link>
		<comments>http://www.truckeerealtyblog.com/what-percentage-are-short-sales-reos-or-standard-sales-2/#comments</comments>
		<pubDate>Fri, 09 Dec 2011 22:29:57 +0000</pubDate>
		<dc:creator>admin</dc:creator>
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		<guid isPermaLink="false">http://www.truckeerealtyblog.com/?p=1986</guid>
		<description><![CDATA[Truckee Short Sales &#38; REOs As with most real estate markets, the Truckee real estate market has seen a growing number in short sales and REOs over the past few years. But how many of the homes that are selling are short sales or REOs and how many are standard? The following graphs represent single [...]]]></description>
			<content:encoded><![CDATA[<h3><strong>Truckee Short Sales &amp; REOs</strong></h3>
<p>As with most real estate markets, the Truckee real estate market has seen a growing number in short  sales and REOs over the past few years. But how many of the homes that  are selling are short sales or REOs and how many are standard?</p>
<p>The following graphs represent single family home sales in the first  quarter for the entire Truckee area (Truckee, Tahoe Donner, Donner Lake,  Lahontan, and Martis Camp). The first graph shows numbers in 2010 – 57%  of home sales were standard sales, 21% were short sales, and 22% were  REOs. The second graphs shows numbers for 2011 (1/1/11-12/9/11) – 57% were standard, 21%  were short sales, and 22% were REOs. (These percentages are the exact same in 2010 as in 2011). The last graph shows the  percentages of single family homes currently on the market – 85% are  standard, 9% are short sales, and 6% are REOs.</p>
<p>This information was taken from the Tahoe Sierra Multiple Listing  Service. Click on the images for enlarged versions of the graphs.</p>
<p><a href="http://www.truckeerealtyblog.com/blog/wp-content/uploads/2011/12/Sold-SS-REOs-Standard-Homes-20101.jpg"><img class="alignleft size-full wp-image-2007" title="Sold SS REOs Standard Homes 2010" src="http://www.truckeerealtyblog.com/blog/wp-content/uploads/2011/12/Sold-SS-REOs-Standard-Homes-20101.jpg" alt="truckee real estate" width="409" height="272" /></a><a href="http://www.truckeerealtyblog.com/blog/wp-content/uploads/2011/12/Sold-SS-REOs-Standard-Homes2.jpg"><img class="alignleft size-full wp-image-2013" title="Sold SS REOs Standard Homes" src="http://www.truckeerealtyblog.com/blog/wp-content/uploads/2011/12/Sold-SS-REOs-Standard-Homes2.jpg" alt="" width="409" height="272" /></a><a href="http://www.truckeerealtyblog.com/blog/wp-content/uploads/2011/12/Active-SS-REOs-Standard-Homes2.jpg"><img class="alignleft size-full wp-image-2012" title="Active SS REOs Standard Homes" src="http://www.truckeerealtyblog.com/blog/wp-content/uploads/2011/12/Active-SS-REOs-Standard-Homes2.jpg" alt="" width="409" height="272" /></a></p>
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		<title>Truckee Short Sales &amp; REOs</title>
		<link>http://www.truckeerealtyblog.com/truckee-short-sales-reos/</link>
		<comments>http://www.truckeerealtyblog.com/truckee-short-sales-reos/#comments</comments>
		<pubDate>Tue, 22 Nov 2011 15:00:53 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Short Sales/REOs/Foreclosures]]></category>
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		<guid isPermaLink="false">http://www.truckeerealtyblog.com/?p=364</guid>
		<description><![CDATA[A short sale means that the property is being sold for less than the balance of what is owed on the property. An REO (Real Estate Owned) is a property that has already been through the foreclosure process and is in possession of the bank. Click on the links below to see current short sales and [...]]]></description>
			<content:encoded><![CDATA[<p>
<a href="http://www.truckeerealtyblog.com/blog/wp-content/gallery/short-sale/short-sales.jpg" title="" class="thickbox" rel="singlepic381" >
	<img class="ngg-singlepic ngg-left" src="http://www.truckeerealtyblog.com/blog/wp-content/gallery/cache/381__175x_short-sales.jpg" alt="short-sales.jpg" title="short-sales.jpg" />
</a>
A <strong>short sale</strong> means that the property is being sold for less than the balance of what is owed on the property. An <strong>REO (Real Estate Owned)</strong> is a property that has already been through the foreclosure process and is in possession of the bank. Click on the links below to see current short sales and REOs in the Truckee area.</p>
<p><strong><a href="http://www.idxcentral.com/idxsearch.cfm?idxid=rschroeder&amp;pg=results&amp;comarea=Truckee%20CA&amp;rows=5&amp;pstatus=Short%20Sale" target="_self">Truckee Short Sales</a><br />
</strong></p>
<p><strong><a href="http://www.idxcentral.com/idxsearch.cfm?idxid=rschroeder&amp;pg=results&amp;comarea=Truckee%20CA&amp;rows=5&amp;pstatus=REO" target="_self">Truckee REOs</a><br />
</strong></p>
<p><strong><a href="http://www.idxcentral.com/idxsearch.cfm?idxid=rschroeder&amp;pg=results&amp;comarea=Alpine%20Meadows%2CSquaw%20Valley&amp;rows=5&amp;pstatus=Short%20Sale">Alpine Meadows/Squaw Short Sales </a></strong></p>
<p><strong><a href="http://www.idxcentral.com/idxsearch.cfm?idxid=rschroeder&amp;pg=results&amp;comarea=Alpine%20Meadows%2CSquaw%20Valley&amp;rows=5&amp;pstatus=REO">Alpine Meadows/Squaw REOs</a><br />
</strong></p>
<p><strong><a href="http://www.idxcentral.com/idxsearch.cfm?idxid=rschroeder&amp;pg=results&amp;comarea=Donner%20Lake&amp;rows=5&amp;pstatus=Short%20Sale%2CREO">Donner Lake Short Sales &amp; REOs</a><br />
</strong></p>
<p><strong><a href="http://www.idxcentral.com/idxsearch.cfm?idxid=rschroeder&amp;pg=results&amp;comarea=Northstar&amp;rows=5&amp;pstatus=Short%20Sale%2CREO">Northstar Short Sales/REOs</a><br />
</strong></p>
<p><strong><a href="http://www.idxcentral.com/idxsearch.cfm?idxid=rschroeder&amp;pg=results&amp;comarea=Tahoe%20City&amp;rows=5&amp;pstatus=Short%20Sale" target="_self">Tahoe City Short Sales</a><br />
</strong></p>
<p><strong><a href="http://www.idxcentral.com/idxsearch.cfm?idxid=rschroeder&amp;pg=results&amp;comarea=Tahoe%20Donner&amp;rows=5&amp;pstatus=Short%20Sale%2CREO" target="_self">Tahoe Donner Short Sales &amp; REOs</a><br />
</strong></p>
<p><strong><a href="http://www.idxcentral.com/idxsearch.cfm?idxid=rschroeder&amp;pg=results&amp;comarea=Westshore%20LK%20TH&amp;rows=5&amp;pstatus=Short%20Sale%2CREO" target="_self">West Shore Lake Tahoe Short Sales &amp; REOs</a><br />
</strong></p>
<p><strong><a href="http://www.idxcentral.com/idxsearch.cfm?idxid=rschroeder&amp;pg=resultsland&amp;rows=5&amp;pstatus=Short%20Sale">Land Short Sales</a><br />
</strong></p>
<p><strong><a href="http://www.idxcentral.com/idxsearch.cfm?idxid=rschroeder&amp;pg=resultsland&amp;rows=5&amp;pstatus=REO">Land REOs</a><br />
</strong></p>
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		<title>Homes for Heroes</title>
		<link>http://www.truckeerealtyblog.com/homes-for-heroes/</link>
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		<pubDate>Tue, 08 Nov 2011 22:44:24 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[National Real Estate]]></category>

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		<description><![CDATA[Truckee Realty Broker Deborah Lewis, Broker ~ Proudly affiliates with: Save $$$$ on Buying or Selling What is this program about? Homes for Heroes is a national program dedicated to providing real rebates and discounts to public workforce heroes when they buy or sell a home. Who Qualifies as a hero? That depends on what [...]]]></description>
			<content:encoded><![CDATA[<h1 style="text-align: center;"><span style="color: #0000ff;"><strong>Truckee Realty Broker</strong></span></h1>
<h3 style="text-align: center;"><strong>Deborah Lewis, Broker ~ Proudly affiliates with:</strong></h3>
<h3 style="text-align: center;"><span style="color: #339966;"><strong>Save $$$$ on Buying or Selling</strong></span></h3>
<p style="text-align: center;"><img class="aligncenter" 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HnkMdOLL9jf/Kfxow+suzMtRUVWrdZuNDjtFofb7vG5fT6PL+gPVFbsqd1bW9/Q1NS6/0BbZ3d3b2/v8OBgeGhofHQsFo3GJyYEPi7wMVGMHakUxceHegZqQvtKCnpCAUnu7eATft7neLpfSr4uoPBCXJKk9rb+m2/8NXAOkAqsBBYCFyQnpy5bdvvP73/hk09y9u5t5vnD3rAoiYIk8QIvjo+N8YLw1JNvAWcDi4FlwEogA5h/3bU/i8US3u6R3r4oiiMjI10dXdWVe012e4muxJWXXXzbvTvAOoicbJKGZjqhOooBYg4NRpTCr2xu/IAbsABlQAmYAladPWv2zjO/k7loee4115Tdc4/2scfLX/2r+d0PLdu2WHIy7WXFVrPJZDI7rHa73WZ32Xych6sIVlbX1NTW1Tc2HDhwYP+Bto6urp6+voGB/rFIZGJ8LBodi8XH48KEIMYOLVpPEUGIDQwNVdfUZ2b7//K69af3ay7+btHZ53wEtvSOn4ljowpCRCkuiYLi6h2nfCWgiAfT4pIkCbIyEAVhIhqNjkdra/dfdeW9wHcIGaDVoHQgDUgDVgBLgPnAwhnT0y677KfPPPNG1m5NXV3rwU+A5yNDQ50dbZ09B5588m1gJZAKygDSGaQCS0+cfXko1CjJdICjsHFisVh/f19zU6PD59MYTLr8Au7Nd7bMPUcLtY/Udoa1M4yHYX0kJ6/AEcl1Wg6MHyovWDtgB6yAHigEcpCcO/Pk7JPmlsxfUrz60qJbvl/y6wdLn3vW+M7bti2bHJm7zAW5Fm2p3WS02mwOp9Phcrt9nJvzBaoq99Tsrd3X0NTU0tra0tnZ3tvTOTw0GA6Hh0fCY+Pj0bFoPBaPi4IgHgzxPn8J8NGJsZYDbeXmmg8/tTz+Qvmtd+1emvHZCWdk0bRCQAfYAB/gAnaceMZwzT55WyRR4kUpLkeI/xM+ipgIQ5QfBUEUBGl0ZCQc7g0Fa6+++ifAmcAq4CJAAQohDZSWQEwakJoAzfKzzrzh1lt+94+/bTAZfQf293a0dTY0NFXtrXrkkX8AK4CVoHQgnSiVsApYunVTmSRJ4hF4RAf92Uh4qKujrbqq2mq0lxQXWfN25N52WxZYLyVxxHAyR4SYhDWBEzABeqAMlEuq7dOmbT/z9F3LFhdcf3XBXbeXPvaw/rWXSte8Zd623ZqdZSsrtRr0FrPZYrU5nW6v2+f2ev3BwJ7KyrqavY319U0tTfs7DnR2tQ/39Q739UYig2NjkehENB6PC/G4JPKSFBfFqCjxR1aLghQdGBqqqm3P0+7510em3zyef8v3CpcsLUyZU4CU3WCzgTKQE+oAVEGFDCUXrpN2IMX51rvSZAOiIDOujj/s+epA4Q/W5EVhdDQ8NDQYDFRcdtldwHmgVKKLiC4CMoA0BmkM0gkZQAagKBiiNGAVsAxYItsmFbti8cLb7rj9dy+99Oa2nbk/u+9FYBmwApQKpIFSGaQD5z/68GuSJHdLHZUIGp+Ihnt7mxubvE7OoNVpS3Lsb7y+4YSTy6HyQeUGzEAZUAymRD2zdM6ZRecuzku/KP/mmwvv/4X26WcNr//dsmG9NWuXrbzEqtPaTEanzeJwOGxOp8Pt9gUDwT2VVTVVNbU1ra1NbQdauto7erv7+voHwpHwyEg4Oj4Sj44J8QmRF0Re9hJ4SRIE6Sj9NbwY6+7r9of27cj0/+k1+08eKPvu1Z+dcd5OOjEXyWUgI2BP5G98UHHEBkAhUAgIAD7AB+LA+jDtM6jybv6+NDI2WTEXD81Rf1n5aj6Kkv7iJVES4sLIyMBQuMvrC11x+U+B+UA6sFrBBKWCUhmkMkgjpMu4kW8EpYLSiDJAFwEXAenACmAxcAGw5IQTLp09+yogA7QKlCo/GyEdWJi68odjYzFJEiUxfnC4w2FmSBQjI8Mtne3BPVUOi0NfWODcsXXrrT/4OOXkkrnnFV64MvfyKwt/fGfxo49oX/mz7b33rRs3GTMzzSXFVqPW4bRYHFaL0+H2+Lwebk9oT1XlnpramobGpsbGlra29q6urr6+vsGBweHh4dGxkdHxUT4WF3lBFETZzzostXyEuCQ8Mtbc2mW2Vn60zvvcS7Yf3qVdmVZw6mm7GVU+UA5YADfgAbwgDqwfbACsH4wfSHR8EZeIzz0JnqUbqnxM23Hi3AGPR5JkH0Wa7Nc4PvnqQJEkSRR4PhIeHhoeCgSrLv3uHcB8KGojDUg9CAikElJpqt2hVCAVJENq0o+5CLiUcCmQoRgdpIPSCGkK8igNWJqSnOpy7TvsBR0GFFGSxibGBvv6mhqaXE63TqMpzc8p/2RD2UuvON9/z7pjp6Wg0K7VWk1Gi9lstztcLrfb6/MGgv5QsLqmun5ffWtTS/uBtvaOjp7+7v6BnqHh/shIeGxsNBaLxuMTAh+TFJWmZHSOfcnGwpHRhoaOsrLKN9+0PfSb4mtuzlmwMmfmaQVAMaBT6tXwAV5i7WA8pJLD7wDgI3ITK6fv/ER+QkCp/hCXQIz8vZsYGzt9BxjuX68rVJzEi/sf0iiSJEmSIAjhyMDw8EDA33DJxT8F5oNWJhyRSYikH3mR7LKkglaBVoJW4iCS0pWvlApKJUpnkJbQT2lEq4DUyy775TvvbjMZuZ6e/qO/vPhEJNzV2V5TU+Pxeg16k1VvclptZofZ4XZ6vN5QqHLPnprafXV1DY2Nzc0H2g50d3X09PYODg2PjoxGx8ej0fFYPM4L/GGtwpICjIM3fS6DGI/2dXW4nM2f7Qz85XXTfb8qvvTq3LnzClXTigENoAOMgFMh2DJ+Ughvk6GWlxgPkR9sEKyP4GEUjpybkpykToRjSnUpAMjMNx/By6gLQVmXXiIN9klKnvsrwOSLAeXo+TxREnkxEgkPhfv8wZrLL78fmA+sBKVNiXEmd33qymAU72S1oiSYdKJVRKuI0hisUKDGyA+WLY5sxVYTpTFIYygDuAhYBFygZlOXLrnjnrte+Pc/t1st/o7OronYmCTJgyNkrzY+NDzU3d3d1NRcu3ff3pra2rr6fQ0Nra0tnR0dvb09/f394XA4HB4eGYtEJ8Zi/Dgv8uLnEJCI8UTZyTiCIo/Gxw90d5rdoQ83+p592XTnT0vTv5t98rwcml0EaAAL4AI4IKCU/ZTd9YE8k4wCOlgo9hEzteg4JYvDesEepTyp6BgbVNumz+ozGpQtFBPW57jg8tXCY1GKhMNDwwM+rua7370POB9YQZC3MONQoBxchDRCKtFKYFUCKDIaUgHZsb0QWAwsBS4ElhAWqWlBsuq8GapzpiUvA60mWs0ijWgFmJUJR3gxcA5wsorOf/S3T7a1NUuSJAqimHBfeJ4fGxsLh8ODQ4PD4eFIJDI6Ojo+MR6LTwhiXBAFZbrA5FuTCesKJHheEmJH+oDj3QODoeq2Um3onQ8sjz1tuv7HRWenZU0/IwuqIoVUCztgg9oLVSCxzcdbY/oyuUFiA0jJBLmeeUmOdQRRmpB4/nj9lC8LlMnMqcTz/MjoyHCk3+MNffeS+4AlwEqGSSVaTXTR0VCiAIVSidJSsPLU5AtPn7nw/BPPWTzrtNXnnn3FsnnXLzvrltRzfnLlwgeuOfep2xf/8Z7FLz+w8M3fnLfhifM2PbX0xfsumT1tCZBKlAomlehiFhcDq4AFSUlLv3frrzJ3lfT29Au8ICpxYUycEhOJoigIB/MuwkHbwUuS3PmnrCO/+9j4WF/3gD/Yuiu34vV/W37x64KLL8+ZO6902inFSMkHqwHsgFch1cIP+IicxNhI5aZvmEDJcKQqBe1ceYnQ1i5JkihJMYXjdxw4OR6g8JIkxOPx4fDwYLifC4WuvPJeJcaRfRFKU+LYoy1aDSaDxaLvrVyR9fzFZS+fa/3redxfz6l+d0HlJ9+p3DCnet3cuo1nNmyYU7dlRu1nM2q3z+raNiu6bWZ4+8n2N1ece8KZwDIwaaAMhi5mkaZSZ9z2g2fz8k0j4yMHX6ncly1NHEvVJkyJkgz+/EPjsWhPX6vFsffT7f5nXjLccVfO6tW7T5lbAHUpoFc8DASAIMhJ5GZkWqtcT2Z9YDl5EcvRN8eLk9kLbhZ2YKtqxoGcPOXNCof7WF9cvhRQ5FqdwPPxSCQSjkR8gYorrroHWEBYRUxqAh/poFWgVcdWKsmYf/81C9s/u3B0+6zGjUk1n6ZUbVRXf6Ku+pga1qP/E+rehNpPwK1H5TqmZT3b8iFaNib7Pli++ryzgUUgOdJOA5YlJa/YnWUWJWlkbGhiInrwxSqZnsPjoM+TXyYlPjA0XFXbVqIJrXnP8tvHtTf9sHDh8pzpJ2VDVQiUAWbAA/gAbtKOEHkZ1kEqK7FexcEER8ryKxkwGTHfmEZhA6SWiS/ZgPXxJ+WLRi4PHp9H+8WBolSDBSEeiUQGB4eCwT1XXnUXcC6wmiiDmDQl1kUaIYOQfkygpKqx8OeXLWjfMr/rE1XNe2j/hN23gTzrEFjHhNahYh386xn/ejb0ERrWM/s3MrUfoXY9U7Vx2b1XXADMAzJYXESUBmYVcN5t339weHhkdCySKCaLCaD8h49lvLd3MFjRuDs7+Ld/GH/5UP5l1+86Y+Eu9pR8qAoSRCdPAhZyk58fDEdMojkUATBeYl2kdiOJU4gmMtuZ4YjxgXwyaL45dQI31Caa6YOqAlQCbF6RNtF6QJImR11/PUCZGgyKUmxkdGhwMMxx+6644k7g7IQHujphejKIWcFQ6rGAQmlABoPF9126sHvT+ZGNaFlLExuS+9ezVR+h7VNm/wZq/Jht2sC0fMK0rEfDBlRvZA9snzGwY27T9iv/+OPVSTgLWE20mmg5aCWQpmaXZGWVSJLsforKcDQ5eyAKoiQKYlySJGksOtTQ2GYyNm7+zPP83xx33pezeMXuE0/NBVsG6AEDYARrRLIHTAgUgsoP1kmsjVQeRiYpqivA+AEfQxzJRGuFCh9IdBTL/HhOKSKykz0WPjrIpz/UTBxcQVAQxCXIl0rEm1hHfIbPLbiIMSLJC1WQyEiqj9kZnTuyJYXJ8TUCRWErikJ8bDTc29vjcocuvfSHwBxgIbAYWAAsAZYCK4guJUonSj9G1JMInhfde9Gy+o2LBjZR3Xr0fMx2f8rUbWSaN6oaN6haNk7r2nJi7+bTWz4+07vmrOLX529++rzXf3r2w7csXz0/VYVFQDpoUm+lA/Mv++6dIyOjCWgLCUZLYr7exKj9jbeyr7yt6PyM/Jmn7aZZWzFNB9iVHBdxiXjVr2yGbDVUfrA+qFykcjPwEWPDDDOS7WA5JimoUOGVWPfYWyjvsU/pRk7crnRayJkPKIOTGMi9WxzUAahkE+YleBh4CRzBl3CWuUTGZQpRl+HAuMAaKcVDKo7gJVU+1K77fisJMT4xCP3rA4ooCOJIeKS7q6u+vv6jDz++80e/uOuu395992N33/Po3Xf/9u57Hrv7nicuvuRuYAWwApRxTKCsApOuxpJfXXph5aYLWj9Nbtk4rXv7iQ2bT+fWn2N///ysV85c/9S5L91z1q+uO+emZeeuOGv+3JnzZybNU+E7wEIgFbSaQRqDDAYXA+lgVhFWAed9+OHWzwFFEASe5yek0cH8W+/+CGRGih/kAmyk9pHCR+QUhxQyucRLjI/ITYyNyEVMCKx8l5+SCzEj85RznEtW6inZD3UQMhMWIcit58ewCMzkjk5mOybRI3eEBMF6iXEz8E4hXU+m4AIHb6EESY/8pLRxBBNtHH4wPjBeJPnBOAAHUAZ8esYF4b0VknT89Z4v6qNMTMR7e/ubm5s5zuNwWs0Wk0arLdeUlWvKyjXlGq3GYDT95S9vES0Elv4HjYLVoIuTsOTOtBXad6/JeWHJ+t8tevHueb++6fzrVpyz/Kxzzj7hnFnqC4BFwIVKORCpwEWES+WMC4M0FmksVhGtBKWDMogygAvPO+/a1v1dkiQnSwVJjPOx2PDQcE9v13hHa82Lr6wDY2DYABAiBBU6ozyXzfgAACAASURBVNz/TYEpnEWOGCvUWjBasHaog1AFQQFiysFsnDXX+Ydn9jzy+5003UJJXobxEutVsunH1Cjy7jIydZKm0DHhZFk7k+SH2pfAkI8oBAoQ4yVWztgGlFYjNqAwYxgXWAtSjFAbodKDdIAO0ADyuA0z1Ibk6dlzZhXMPbNgwfKPrr6h1emU5GTh10OuVkrEo2Phru62ltbGUCjg9bntDqvNbjGZ9VpteUlxcWFhvk5fvubtj1m6EFgJXAysPhpQGKQRpRPSTpmZtmreqrNSFk5nlgDnK1ldJfk2paCIdKI0QjrRaqJVYFaAVoGmxuEZRBmgDGD+s8+9rbxqkefjo5HwSPOBDq6qMsS59777/odJKQZCEIwfKo5U/kN2l+HAeqHyUpKJWNPcRboL03fNnZc745RCqAuBHcDHJ5yh/8PzldnZ3j88t101x0IpXobxI8lHlGgfPKrT6gcCBP9Bri4TICYACgEOUumQ4sR0u4IVuAEfyJ2wjBagBCgACoBiqArB6pgUrerEnJln5566IH/ehXmLUrPSLim44aa8H/yg5Gf3an7zYOkfntD9/ZXgrk87SovHgtXRnkF+PCZKgni8PLcvABSRlyR+IjY2HB7o6elqa2tvbGxqampuaGisqa0KBIN2m6usvLSsvGjzpszZM1cDyz+Xvz/M9KwAViQAcSGwQkYVI9cRKZ2QwSCVoRVEKwiphHQG6YQ0MKlE6UQZROnEyI6OUoWWM3jAqpPnXFpZ2SC/cp6P9vf11jfWO1xOk8Hg/fiTrRdcoAECpPIRK/sEU/puFAXjIdYEJv+U8/0vP+/Y/H75P/9V/MTT+ff9ZOctt5j+/i+3TmfOy+H+9fdNc+YaofYQ2ZHkI9avNCRj0kWVO3QUvwcIAZVACPCD8YKcINkuOACb0pkBLagYbNG0mXkzZ+0+YXbhqXPLz55ftCQtd9XFBZddU3jjrfl331vy8MPFj/zW9OzzptdfN7z/nuXjdZaNn5q3bbPu3m3NyzcVFxtKS816vclssrldXGVV44EDwyOj8VhcFAVRZr4cl3wB0zPJdRfFiYmJ8fHxsbGx8bGx8PBwb193S8v+ULDaarWXl5fu3Jl37rwbgGVEieIOJZIrCnSWAQuBJQmbskpOqgIXACtASjqflDS/gpuDng2tIqQxSGeQzlCqQjxQSoapoAzCJcCiXz3wgvzC4zw/0NffUtfgdfrKdRp77q68668qBkJggrLbOKXrwkeMD+QnxgfGTepiqDctXuh49y2P1uiye0KcJ+RzBIIei81iKCtyrP9g/XmLs6EygNGCZF5ZIJGNnezXsgAmwAxYAAOggbqcpuWxKVkpM3NPOyPrO2fvPOfsgmXLSi6+vOzmHxXdfrf2vl+UPvyg/vln9K/+ufTvr5veftu6dr0xc6dld5Y1N9eSX2gvLbdq9EajSWMwaI0mrdFosJiNFovFbrO7nHan0+FweDweLhj0hSqq9tQ01td193QNR4YmJqKJ8qWSOFBqhJNpBEk6tqY5/loPz/ORyFBPT0911V6Xy1NWXpKTW7ByxR3AhaSk3WTGicxOWg0sS02946Ffv/zz+5742X2/+8nPHr/3J0/c+5MnfvSjh+++6zepqXcDK46dpjuEGkfpkM0NrQZlgFkFSmVwEbAqJXmR1eKVJInnhUg40trS5PMGdWaDvrSo9MEHN4GxUoqLGDupOGVMHuufwgbyQuUB62OStwNrz1tam527d2/Vvn37Ghoaq+prXV6fwWTQ7NpR9udX8+68J/+Ka7KWLP3spFPyZ8wugUpLKZqk2UUzT8o/9TvZZy/IWZaWd8llmZdeUnTz9YU/vrv04cd1jz+jeeZ5w19fN729xrrhY9PmzZYdmYbsHH1poVlTaiovteq0Fr3OaDAYTSadyWiwWSwOm8Vus9isdqfD6/P6OJ/X56kIBaurq/ZW11RXVe3dW13fUNfU1NjU3NzS0tLZ0d7V1dnd2zUw1B+ODI6PjfJxeWZ1Ii87GQwKClUlMaL/WGWgr1QUjMXG+gf6Ghoa3W6PRlteWFx2+WU/ARaTkpxNTdT8ZIrJgnvufchmtem0Go2mVKMr0WiLtboijabIqNf/4mcvAIsI/yGfS0gjpBMySHlmZRHSCSsUgOKCW27+dSwWlyRxfGyks7u9KlRjN1utBSXu1/66cfaJeiT5SOUhhUPvT2Qv/KDJnl4TsBnJhXf/dCAU6Ovr6unv6+vp6zjQVlFZZTHbSspKS7RFZcU5hqydpo2fGN951/DKa+WPPal9+nnTa/8w//NN8zvvm9duMG3abN65y5ybbS7IM5QWmYx6o1FnNGoNRo3OqNWbDQarRW+xmux2m9tudzlcPk8gFApVhEIVlaGKPXtq9tbWN9Q3NNQ1NDQ2NbXub21vb+/oaO/qaB/s6xns7x0YHBgYHBiODI+MjYyOj41Fx0ej4xOxiXg8zsf5qcOBxENaMg+dfComTvU5ZrnwKwElzo/39fU0NTZ6PW6DwajVGm/93i+B+cBqOVlCuJjBapDsoi64+aa73E6z1WQ2G2xGg7m8vLykJL+0uKC0uPT6a+4HFv5noNAUvUKpYFaBVhCtJPlHWglG5iQsyMwslyQpGh0b6O+r3bPPbneYi0u4jz/csOC8PMABWAETYAJ0QBFUWZSyK3l25gmnZJ5+ZtmylaWXXOV/7TVpsDPOj45Hx2Kx2PjI6NDAQGNzkz9UYXd5DGZLWWm5plSrLTdotHqtVmfQabRGvc5qMliMJqvJbDWZLSaL1WJ3OK02l8Pp8XF+H+f3B/wVlaGavdW1+/buq99X11DX1Ny0f39ra2tLR3t7T3d3f09Pf0/PQF9feGgoEh4eGxmOjkUmoqPRidFodCwWm4jH4/H4FFLfkTfnP+18QgSJF8X/nGH5SkDh+djg4EBTY6PH7TboTXqD+YEHHlfobZQOWk1YTVgFWg6kAYsuWX1XU337gdbW+obaquo9Xh9nsVg15brcnOKlS24BFifyvEdcqaBVYNLkcqBicQ4mbOT4aDmwFFgCnDp//rVd3b2iJPYP9jY0Nts5n8FoMO3avuGuH29avHL3qrScKy4vueUW7Y/v1d73oPaR32ufecH4t3/bPlofyNrd7rYNNNWNjw/zUlwSEllvUYyNjw2E+w50t7c0NtZX1VRXVvhDIZ8/yHEBr9fr8bv9e0KhPdWVVVU1e2tq99U2NDY0NTe27G9tPdC2v629s7u7p6+/r7dvoL9/eHBgZHhwLDIcjYRj46PR8dFodCwen+D5GC/EeCHOC3GFka8w6BKzO76sTETFkZHxru6hpuauquoOzt9lsrfnFLZv2VX5r/f9GzbHw4OyyxI/JrK+IlDi4eHh/S2tnNdr1Jv1OsMfnn4BWJDwJ+S8/krl6sfS+eff0do8GJuIDg0NdHV11jc2cH6fxWrZsvWzM864CFhydB9FriKtAlYCK4DlwDJgKbAIWAgsA1JVqpUnzM644LzvpafeffNNv3rgF09V1+yTJDESGezc3xYMVhotVk1JiXZXpnHLNsOu3fqCQkNpmcVkMBj1Rr3RbLBaLHanxx2qDDU1NXcPDIxExwVl2LPIJ2rMvBgfj45FIsND4b6ega6uvs6u7s7eru7u7u6unq7evp7+3r6hgaFIODIyMhoZGRkZiYyNjk5EoxOxWIyPi5LIC7wg8xlEXhB58SgUqP8kosRPCNHIxPBwtKt3rHn/QEWo3WqoL8yp+PTTqo8+2fPyvwK/f9F+329tt91rv+H7uoxLCxdduOvMedtPnbtz1smZbHIpaDeQfcnlQrhPUiofX48zK0kSL8TD4XBHe9ueipDFZNfpDH957R8qdtkUnuwqUDpwMSgNWHni7OtCoXpJkuITwvBQuK2trSLkd7mcH77/ycxpcgJGdmhWAcuBJcCixFrK0PKZ01edPOeis868ctH8G1en3XHj9fffefsjD9z/1BOPv/KX195cu359Tm6+31fVvn8gOq4cxChIwsjYaH93T3NDcyAQtNntNqvFbDWb7Q6ry+3wuL1en8fj83JcqDJUVbNnX+2+9gNtfb294+NjojLbjVdqrpNVRhk6YowXokI8Go+NT8QmYrwg8CIfj4sCP3naSeKDP/KAyaOJKMT5kZF4b1+suTVSvbfH52k3GNvyC5o3b9rz9hvcn/7s+u1Ttl//Tv+DO42XXW1IvaR8/vKCM84vmHN64fTZ+UxSLtgiJBUBpYARsALOhOPlARyAAUlmqL1gywHnvT9XjpJSDrA8Kla+ElAEKR6JjHV2dlVVVVgtDqPB/OZbH06bthJIJSYDtBLMKtBFoAxi5Bxaqk7nkiRJFGPhyFBraxPn8/hc3lde+hdwOrBczV40c0bGyXMuPv+ca9JWfP+aK+698/bfPnD/M48+9urLL//7rbfeXrt23ebNW3fu2JWXV1BeptFodSaL1WgxO+x2r9ddXbWnpbl5sH8wNjEx+bHHBX5kZKS3r/dA24G6+vq6urq6+rr6+vrm5pYDrfs72zt6urr6err7+rr7B/oi4eHRkZFYNCoePH4rcSyKJImScGir95c2BfHx0YmBoZH29nBd3VAFN2g1tRWWNm3P2vfe2sArf+f++JL5/gd1P7676JprC1dfVLhoye6z5m0/+bTCmafqaYYOVAIUgrZixseYsxXJmsT2uwFvohbBTel7PXQp6X8fGC/BR5QLFff481JitMSxqSpfsVNQiETGOzs7qqr9VptZr9etX7/5xNkZiXyarBWWAOcC84D5wAU7tpdIkhSPT/QPDNTXN/o8HpvJ9N6a9x556MkXnn/r9b999N4Hn2zdlpmVlVdUWKTVlhuNWqNZazRr9Uat2WK22qxWq8ViNllNRrfDzvncHOfyB3wVlZVV1dVNTQ2dHQfCQ/3xiVHlVByRlyReEOMTsfHRsZFwZCgcHhqNDI9HIvGxUWFsPD4xPsFPxCU+LsQFUZREuVHqS0JAkOLReHQwHG3rGq7Z1+n1Nej0dQWFNZ9uqX77g8Cf/u586mXDLx6y3XG7+borSy+6eOuitI3fWbJtzqlZydMzmVkFmKEFyUwoOe9iBoyACTAAViAAJpQY1VEEbD3t7LbnX9UtTNNAJXfJyx3zfmWULXNMtiXDgfUyjB2qTKRU/PkNSeEZJaKjrwMokhQfHR3p7u6oqg5abSattvyzHVkLLrhy+rTlp5961dnfuSZ15e3XXPPAvfc+9Yen//7O29uzd2sP7G+TpNjExOjAQH9z834/F7QYTQad1mIxmW0Wk9VusThtVpfFYnM5XV6Px+1yeTyeUChUEaqorKysrq6uq6traGxsampqbWnt6Ozo6Ojo7unp6x8YGBwKR4bGx0bjfEwQeUHhVh9+9u+XRAAvjIzwff3j+/cP1+0bCPj7nY795cV7t21zvfmO+59v+F981f+L37nvuK/kqmvLVqabFizXn31B4SlnZM6YvUOdshPqbEzLRMouTC8AWQA7YAByMSsXJ1ihlrP1ViRboPJBXQG2Qu7MYOBjKAgKEushxk2sj1gvmAJg97wFNR9+HHFaM5deWAiVn1R+wKeMN1baNY4NFD9YL7EmUu+g2e3rtivv9D/1cnxFoAgTExP9/YN1dXVOp1uj0eTn5/7732++/db7mzZv27FzZ0lJid3hqKuvGwoPTPmtCYGPDoeHOzq76+oaqyqrA5w/4Pf6Q56qmsra2tq9e/fW1e1raW460Np6YP/+ro7O3p7evr6+gf7e4eHB4eGh0dHR8Wg0Gp2Ix/l4XIzJDsKXIpgLUT46Mt7bOX6gbbyhOeyt6DHaWwpL6jZvq/1gbcWrf3M8/UfNL39Vfte92hu/p8m4vGz+8pLTzy05YW7ptDmF6qQCIBvIAgoSRThLgt/kSzTm+A5SqVkf1Bypg2D3gA2AdTIpBiQboXJBVQHWDdbEqN2U7IcqCOIAL8mmhOFI5WZULkbtIOYzYMtVl3FbtwYNlqrdOzcvXVyAJB+pDwOKXC06esmJgmA4Yo1Qb2JPHMovlyRJMarH/PC+akspz0cHBvpbW/cHgxUOh9NkMlqtZrvdajabLGar18MFAxUNDY3d3d0jIxGldCmKkijEYtHwSHhgoK+3u6ero6unu7uvv3dgsH9ouD8cHoyMDI+OjUQnxqMT47F4jBe+cNPshCAMj/ID4bH29sH6uk7O22k07M/Nb922o/69dTWv/L36iWf89z9o/cHtpddcu3vFipxFF+bNW5Q7Z96uaafsUM3MRnIJWAOgkwcrJoixNsCl5OnJlyDJekFeMCEwAbA+YoNgg2B8UPnAeomV+W/K4QjyRBZGmddlAGubv9T63Wt2n7MoJ/mkMqgNgAXkBQVAQUySHxgfkZ9RW0G7wJbedVdAV+j02kzFJRWffrp96dJCJPlIJQ/34hK9x/9xumlAmWWt2nTauSNOj6Rok68RKJKc14tEIr29fS0tTbW1tdXVNdVV1Xtr9u7bt7ehsa6lpbWzo7Ovrz8SifD8hHToOfC8JMTECTmmEMRjm0hJEiVpIs6HI7Hu3vGmlkhNTY/d1lxUVPnpxtCadwKv/s3/9Iv2X/7OducvdVd8X3/pdfoVGcXnz8857bTsWadmqk7IwcwCqEsSNDb5RCUbYFUqtKwD5ALjAXGQZ6yxXqi8YP1Q+Yn1g/xEAZpaR1SWl8hHDAeZPi3ziWRS7SQHRZnE5GEYJ6PiSGUBU3jmuXv/8hq3bn35y38tu/eBnNTV2+fOy00+pUyhU5Eb5AOCgAHYPPMUx++f6QkGa2urvJzXY7KHtm7fufqiQiRziulhErO+5AMajkmBI/iIysBsOHfhaKhCkiR5+O6xd/q/0CkoilI0Gh0eHh4cHBwcHBwaGgiHh4aGh8aj43Gej8vZIkni5VyxcISeciE6Hh/sj+5vGd9X3+cLtthtzWVl+zOz9777ge/1vzlefNHwq0cMP/yJ/tofFKz6btGClYWnn1s4+7SiabPyGHUWkAXkgSlK+IOyK+BKsKCVDk35LKVExT/RTnFwAkpgyjRHWYH7Jg/JOGQw0+FaXWY6Jm4/vG3HP/U6BuOF2g82QGwhaPPCVf71myyaUm1BtnnnNs36D/Sv/U33i4eyrroi78Ll2aeevYthdwCZ8+bXrVs72Lq/o623pXl/9Z5Kn9Ph270z+9rri5DCQRWEPHyQDSig/A9Tx/wEPzFa4NOlK8aaD0iSJEpCPFEj/BqBMik8zwuCIIq8nEqSBEGKxSf6wyOdveLEhHBw6oLQarNYnn0u9PQz7l8/ZrjnpwU33Jh1xSW7Fy0rnbc0++Szds4+KTdllhbJBlApUADkA4VAAZhSkAmMI7H9k8OPvFD7SCXvaOAg1XSyQ/Mbars6xpJHDbgo2UQz9TTLQrO3QZV1/Y17Sgo0Rl2xpqywpLC8pMRUWKDP36HbvlGz5j3zK38pfvx3DYX5w+1NXf1dPeGh9r6ufXX7XG5XoKx0x9XX5ypcXXgJvoT28k454+UoGoXhoC4Bcq+6QegbliRJlHj+mwRKQpQqQyRYpb/r/pKMK9fOX2z/y5+l2JAoxeOCKElS9aat7596+mczp2UiJRMpGqAY0EPtBnkSKYHJHipZk/tlohcpfB//1LSBcmrFwUK/rIR9/xPjyI96HQM+gotVmWm6HjNdNMMD1RbA+/zzvXurAz6X1WorN1nL9QaNXlOu0xltDm+lv+lAc3dv38BAX2R0aGw8HB7o3b+vwePycmVln119XS7AsRSAPCyZDYANKPSJY14VxLiQkgsY73lAGpcHMsqjAL/GqOdIMBF5XohJktSxI3c9pm0DbZx1dnDNx5IkjUqx/qH+yFC32N0xarV1fvJhxX33W04/306sh1K8pPaTfGoF/CAvQ54pXQ5yjVeBjtIAAXk0kh8q7uC0+G90/viXAYq8SXKZmvESwzHJ5Zi2Yc4ZB7ZsHu9ta2lpqmloDO2p3FNRUVlRWVm1p7G5vqunOxIZ5fm4IMRjsYmhgf6m+iaX1+srLdx19XX5SPJScoiY0EFaOONCkoNSvEfvN/MRa6EZ20HeJ16QEkrkaOcTfS1AkZlN4fBQ/0Dv2PBgy7pPPmKn7Zh2Qv1vnu3SWlrLDUMN1SO9rb1em+YPfyi79fbyJcuNc880pqjcDIJQ2Wm6lVJ8YLwguc1O7rSbHArCKfM5GV/iXh9YjlScPIs8QYA99HP5H7Y4k8sL1oekgMx9IXAMY6fpZcwJu5CUuXjVREXlRCw2MBzuGejv6+0f6BkY6O0dCQ9NjI+JcrVOkOK80DPUV9dY5/a4/aXFW665eTOmlyPJqXAk4GXIxah1mFlOczykOpq19ZFKj1lbMKPq1TcngZJgpH8jQOF5fmhoqKOzvb5+X09zQ/0/3tqmml6qnll8wmm7ps35mE3KvO6aiMs6lpv7PpuUo4QbjJ5UTlL7obZRspOm+ZWOKcXNlAc+y/0TvkmgKIv1JU6S+MY3/ojX67GUmexDBGWUEDgwLqgdlMwheRuQ+6OfSePjoiRNiBPReEyMCwIf55WRXYLcuRUXxL5IT1vTvgqXz16uK/vXW9l3/nzn6suzzrggVzW7COpypaxDDqg55Zioz5/+Az+pDThxK05qeO9TSUq0hE0hun2tQBElSYxGx/v6+hobGzk/V1ddseeV13ZgmgkzzVA5oTZCvRnJRdfdMvyvf22beUIJ1B6kuEhlY9QeJf5UOupkv/3wJATID3YSQIeObGSVBhkiReuQ3KWnNHJOIcZOLpr0drmDyJuMcZTwYbJxiwNxiUZiv3LSBvO5CenK3zoYOtHB5SG4iXEh2YVkN6n9RJUgD1S5wLYLLvRv2CqOjwsiH5cHMCtHWR8ywSvO84PDA+37W0P+gNFo0pSW6IvyjZk7DO+9p33pTwU/v7/wyquLzp1ffOIpBWySLlEOVKaxE/mI5RJETx1mbVPNbfssR1Jobgf/zNFqyP9NoIyNjXR1dVVXV7vcbp/HbHjy8V1QcWATnmmyCzNKwDovWFA47UQrpoeQUqG0zMiuCRsAGwQbmtKlMnUFlavkoMc6ZbwdHbYSpDWGk5McgP8gyBgfsYcGRFMWHZxfMvknfEotjUkMvlYGVidi0cleLJrqg09dQZADyUU4sRCnGnGih0lyANuBott+PFRZLUmSJPK8yE/IE10mecpTZkiJohiJjHR1d++rq/P5fGazRa/RlpaWFJeXaMtLjQUFlqzd9i1bzG+8VfaHp4vvuDP3kusyv7Mod8bcUppjpZlORu1mVC4GDqJSqLfNPnPU5lT2TkjUxBOjHkZHRwcHB+Pxg7PH/4tAEUZHIx0dHXuqqmx2e8BoKPzFrzdCbQBrBasDCsBokaIHUwSUALrEyTJyBmwyGaoHdIcuLaBVHs8YwBrA6EF6wADGCNYIlQGsEarEYo1gjSB5mQAL4EzkVHyJzIorcaMX8AKexAP8h4ZOh63A5+490veH41X+WgkKgXFAZaVkO1KKwWSf+p2K556faKyNieNxMSZXqPmDiUcx0QN68BLn4/FwONzd3d3a2rq3pqYiGHR63GanQ2e26AzGUk1ZiaZUZ9BYtGVccYF/x1bHv96w//r3tktvLJl5qhnJHBg/gSO2HOpN58zn62sTCJSUqEeUeJ43GAwbNmzYtGnT5s2bm5ubvzag7NljtljMOm3x++9mP/Fo6RO/0/3+UcNTv9T87kHNfQ8Y7vqJ5a57DXfdW3j3nVn33pZzz235P/5B9i3XZ9143e4br8+88YbdN16/+6brs2+8Luv6a7Ouuzb3+utyr7s277rrcq67Luf6G/NuuKnghpuLrrux+Mpr8zIuL0q/vCT9irylF+UvWF24YHXBwtWFC1cXLkzPm5+atyC1YGFawYLlpfPPLzjr9KIzTi89/YzS088oOf2M/NPmZp16WtbcM3aeceaOuWdknn5W9mln5p1yRvHJZxXNOLVs+mll004pTTlZM/1UzbRTNCknaVPm6JJPLGdnathZGna2TjVdxyZpSF1OqnJWVc6oSxlVEaMqYlSFrKqAKBfIBwqAQiX9gwKgBKoSqAuBItBnSC69/MaWnVmjXV2RyMjYREyZ0SEoyYzEIO8jRCKCIESj0ZGRkeGhod7evrbOjpaW5r37avZWhWoc1kBeTum//5nz5FP5P//JZ9dcuWvZypwz5hXNOqkQrAmMW+kQUOWA3bI8Q9jfLCnZNmkyXx4MBtesWfPhhx8++uijubm5b7zxxtcBlJGenp69e2sddrtRr9eWl2s0Gq1eV64vNxpKbIZyY3mZobjMWKwxlJTrSkq1BQXanBxjYb62KFdTmKcrzDPk5epzc80F+ea8PGNWtml3tjkry5qZZcvMsu3OsmRlWndnWndnWjN32Xbtsmz/zLJ1q2XrduuW7fZN2+2btts3b7dv3mbfvNW+SV5bbJu3WDZ9avh4vWHdOtPadZa1601r1+s+Wqf5aG352vXlH63TrF2nWbtOu3adfu06/ftrde98oH/nA8Oa9/XvvKt7513DO+8Y17xlfusN8xv/1Lz6quaVV/WvvGZ54WXbM89bn3nO8uxz5ueeM734vPb5Z4ufebr4uWfKnn266PeP5T7yYN7DD+U/8lDBww8VPvJQ/sMP5j/yUN7Dv8l56DeFDz2se/RR35tvHPC52tpb+gb6xmNRpXFcPHjaiHjI/0cWQRRjvBAfG49GhrpbG/YaNY731xQ/+GDOrT/YfvU12y+7fNPi5dlLlhWev7jknCWl5y8tvmBlwblp+eemFZy7cufii3IffFTo65UkSZCEmCRNMq8bGhrefffdtWvXrlmz5qOPPtq4ceN/HyixWHRoaLC9vb2mpibABR1Om8VmstsdVofd4nA6XC6Lw21x2S1Oq8XusNgddpvTYbJZjBaD1Wqw201mi8VsNVksJrPZZDabLRaLxWq2mM1mk9GgNxj0eqNBbzToDXq9Ua83ldouAwAAGplJREFU6fUmg95k1JmNOrNRLy+TUW8y6Sd/NBt1JmOZVl+u02kM+jK9rlynK9fpyvS6cr1eozPodAaNVl+u1ZXpdKU6XbnBUKbXl+n1ZXpDmcFYpjeU6/Uag65MW1ZcVlxSXqYzGHQGo05n1On0Op1Or9PL10N5WZlGqy3VaDRaXXm5RqvR6sq1+nKtvkyr12h1Gq2mXGvQaMwGrdVuqarc07G/rbu3cyDSH1V4M0pselCBHJ0SkTjUXd5bQZCEuMCPhIf7Oto7W5q66vb17tnTxfn3ee1uQ5GjKNeYudP02WeWbZ8Zt+4w7NjtKiisN+p6q/eE+zp4Xj7kKXHgQoKUW1tbW1xcrNfrS0pKwuHwfx0ooigKExPRof/T3pfHN1Wl/R8oWyuOgiLiwg7KJqA4Ou+rjjP68v4EYQbxxXEGFQGxjgJVEZDVygeYChS60o2t0DW0NG1pm5YuSZo2W5M2TdKkWdsmXZM0zdI0d3t+f9wkLWUr/kZ/vjM+n9vbm3PPec65z/mee895zjnPY7dbLBZze4fBqGsxaowGfYvBYDAY9AaDUd9iNOiMhma9TmMw6g0GvdGg12k1Wr1W32LU6XQajaa5Wd3sJ7X/rFKrFEqlQtkkVygVCoVcTh9yhVxBH3KaFAq5QimX+86NcoWsUS5rlDXIGmRyWUNjvbRBUi+T1jdI6uul9Q31knqpUCwSinyHQCgcPARCgVAkEImEQiFfwK+treXzBQKBSCAUCYRioe8QCQUiAV/I5wsEfGFtrZAvFNYK+DX82moer7qaV13Nq+bxqmtquDU1tYJakUQoU8r1BqOlx+L2uHASowadFo0UKDeJnKQAKC+G2Z1Oi93ebbV2WSy6FmOTWtUgl9UIBdzaGjavuopbXVZeUcFhV/I4gvo6Q4u+y2bxEJj/jTU4b3wX3exPoZmlcBz3Dng8/S5Pv6vf7ezvd3puOlyefpfHfVNIv9vpdjlcLofL5XK6XA4/ufzXfTTZ7fTso42mXpvNf3k7stpsVpvNYrNZbNYeq7XHaumxWgePodTd3U2fOzs7Ozo6Ojo62tvbzWazyWQy+4m+bjeb2k2+w0xfmE10oNncZja3mUytLS0Go1FvNOpbWowtLYbWVqPZ3NbebrZZexwOu9fr8eNjmAO0HyNtDMP6+vpsVlt3d3dXV5e5vd1gNOp0Oq1W29zc3CiXy2QyaX29XC5Xq9UGo7Gzq6uvr48g7s+Bwj8ZKDePwqkfddyG590XiN8pCW3Xj05LUeQ9iU6C4ziGYbif6GtskLwY5sFwd+DwYoMH5h3AMK/X6/V6ff8CNDAwgGHY/T7ICJ8UwzCv19vf3+9yuZxOJ92WAi3KarVarVabzWa3251OZ39/P0ne97r/f30vpT8NjRTlP3k5boc8akizCDSYoc3mR9CvQPmVRkS/AuXH0S/ljfKz0b2BEjCb5+uT/1iBkLS/wGEiHdLLH2pPfDDYf48uBwH0rvzAHSJQKDoiGei6U5Rvq/5gLkRgWf4Q9oH5MMKfNW0vkBiiSico/zo9/0+/K0SfIYl7AeWuU26UL/ehQhnq3okatEfny4kMlJa6TfJ7083K34BPBRj6FMOeZ8RAoZff+qXYZ+lRcao1rHJNCUtbylKzShvLyrtaWgCoAXeftpbfzKrQs6q0JSXNrOtyVmWLREZhXt+TUoOeA/02xXAAPFAxVKAmAjpKitZlkwTgFA2UQO0OWnIgaVvkFO3DkiApf336ZE6RQPqBQgLQfg9pDiStn/TlT1HU4O5ACmivmHhgvSDp39Dtl3MAB063q1YgKGNxOZX15ez6ivK64usVjbIGkiIJkmhSKMvKuRVVdZVVUnZVXUlxBY8ncDid/sIH6oUaMiaicxqc4qXlF5AKBQQF2E1ekwbbIjEEQIGfAcAFtHuU32R34JFIGGyNIwZKALEkAEVSdD20KxuL94UnTZ93PviR8yHTUuatYB0/blA2AFDWDhMnOfn8C68lBU9Nnfho1KTJ+Z99JSuqpLxkwOzCkFaNA2AUEENqxeewinaE51daUj70kD700DIiAad8v+lV5CQJuD8h5UcISQEZeBeSAMRgrRAU4D60+sRPUoD7W+xQGeA+P13+uhraJEkacEB1dHfFJ154+cU1IROWBoe8OPGBFZ9+ureivJygSC+OX79e/M47WydMWB484bfB4xetWf0RIyvPZrPeXJ3kTdkOhg82o5vfHUMhEkhFl568BSgBlQlJ0aLztwQAjAJsCAd8mC3nkfVRfC8UkvRtqsIBKOh3VK18swihEjSK99b6YV6OZYfDUxEqQ6MZTzyNK5sAwHtnF8YkwG1dEgyLc9sh3b3NHJIYSd1xtwctKpICzNeKCYxGFVBEv6nfzMVtQgpvp4CkS0D42iLd5gjKb51m6B6CyIhkhJ5GaN6TT75ms/X7CgkAAHyResyYFQgtRGh2PpPjL8UdHET7nvtudK9BDHXPr6IP9PdiNELTXBQFJEbXdAD0JHlt3bqrCJWhUZWr/jQsUePBYxdQUCEKSp87x6nR+ji57N1sLi/iBP/0aWlyCvfID6rEi72NCvquRaduusZoSDgrPROnuJDpNXWoC0sq9oXXfPqVJPy4TSoC8PZIJA2nzpaH7qrdeUB+Lm3AOrivzG00qFPTBdGxDSnnueHHG6Lie0WSwHILcHs6yyprT54SnjpZHxNbFxUtP5uozy2kMC8JBJC0O2l/LwD6LKqL0pyPGrP+JLi4yqrJAfpdTBIk6d+AHuiZ+GVC+Q1TJEamjUJzEVry9LSV5tbeoWIRSTTBIS8htAShZ/ILKgLhDVJN4lnG6VPJpyOT9n/7Q9qVvHYz7WcHb5SpMtILk5IZsfEZpaV8g74jMSHj613/OHEypaOjk05ut/exWOXHj5+JjkmJjb109Ej8tWs3urr9wvGDTS7XxMVdPn0q6eQPyd99F5V9tbiz2woAFEUAgNXmzMgo++7w6VORMTHRyYlxWUkJ6c1q/X0DxfemIv2vM9dA/tvrrqHR1WhM5kOP1Ow73F0rcqjk9gaJMj41f86KEjS+DKHM2XP6NDoAsInqC9a+G//g5Pj5C4wFeb1yRc2hH86Onnxu2ozqvd+Bw2lWKhl/+Vs0QpcQujxhck3Y7tIjx5h/fvcSCspCKP3pmfyvvmLvP1z+5d4rcxanI5SOxuVv2oJ5HACgS8s4v2BZ1NhHG6MTXM1qzrYdMWhU6pTpimM/AIVjVhtn21cpIQ9deWp6B/OqTS7T5eTFLnv50ktvgNVGAEmQGA0UCnCAHrvpck30Cy0V2wnXDYuxAHcpAfooshfA7W8oGAAO4AEY8Pdx6a0xOACknMkIQjMQWjxq1NL31n9VVSloUjQ3ydWlLN7bb28f5TPtMZ/JLAcAj9sbfih28qTnn5y2suwGX6nU/XbF+wg98eyz/+f6dR4AVJYLX1i+AaHZCM2bNX31oW/jZ898A6GHEZq8/YtjAFBQULHihbUIzV27eqtIJJVKlBvfP4TQnCWL12RmlNF16HS6d+48MnnSc/Nmr+FUiSQS5fLlaxF6bPGS1VVsMQClVGp/9/IGhB5/d/0XjXKlSNRw4njKgxMfTzibNFKgBLrW/g4mRdIQ9Q4w16xPR4g/esI1NDpx6szST3fyj/6Ds2vvpQUvZ6OxUjSOhxBj3iKnsRXr7MhY8WoKQikINcXG+Fh7Bq7/fnUiQsloTM3e/QDQXVh6YewjTBSc+9A0a0kZnQt71Z8LUVAqQpz1myiHGwA0mVnJY8aUIBT1+FNOQ4vp+o3ECZOTESpeuIKsl7sNrfJDEWloNAOhM6PH98hEFqnk7PipxQixHpmsOHTIyq/Du6zOJmVDdibl6gcAyrchlfR6tG2yEw1Zz7FjHtRUbLSasym8tlsT31yzV1ES1io4QTgkuIXbIYnSVx+0KI6b6w83VYVZVJeA6Ay831OiMkahGWjUMoSeCx67dMO7u/bvPnN47+m1qz4d5TNxuBShOYUFVQBw6NvTCD2N0MxtW0/2OTxabctfNuxD6AmEpix45q0+hwMAjh49j9AshOa9uOJ9l2Pg4kXm9BkvzZz5StqVEqFIMXHiIoSeePCBFWqVz1e9oaVz0sO/RWhW8PhlFRUiANi16xhCTyM0LWxnrNOJqVSGVatCEZqG0KMrXlwHABEnEhCajNC8V1/ZzLhaqVK3DHjJKjZbJBKMFCj+UZrP9I+vlwwAJHbtz+syEapAQYVznrVVcQEjgMCBwAaaTVVv/LkQjbqBxl6du2zAaG4tKjofFHIdBaeOecjEZIJ/oMDe/EUqGn0Vjb74/Avg7Ou4URwf/Og5NCV9/ou41kDnzHvvo0I0KgsF6feG0yGtXH7ipIcLEIp5fLqjUZfzwcdXEKpEIRkhk5hvrKo7dLTmy/21H/1dtCmU/fWebrUaBjxl/7MlDYVcQegyQjljfnN13vOF6z805l4DHAMA0jdwxnGPoYt3lBfzeD1juU11vKduX0PGazLGWltremdzHCd2vp75LtGW1M3dLIx+VJ62VM18u/LEDANzK2DtAYldOJMWhKYjtOiBB1/KvHKdwH0i7O/3Hv/HlaAxyxFaMAo9e6OEP+AdmD33jwgtQGjZY1NeeXf9F4cPnP5s2+EP/rb34w/3R0edc/c7ACA65jxCcxGau2bt331QMBrb2kwAcOBAJEJTEVq88NmVzj43fdfudC5fvhahZxCa8c03J6x214zpryK0AKHFjz/+6t/e37l/X8Snnxz8cOO+zR8fiI29CEDJFLp58/4boTkIzUBo1sQHXlq67H92fRNhbOkcKVCAIgkgCdrcPhlwggQAVN66dy4ilIfGc9ds9MX1DyiUp6Ivo9EsNO7K/CX9prYeHvvS2AnVaEx60G8MjBwf/gio3bYzG43JRSjj9VdhwN1eWpIY/NhF9MiVZ172alppnlUbNl5DQZloXPPug3RIt1hweerUfITiZ852abTXNm/JQYiHJmQ+OM2UexVw77An6O0029U6fX5Z8ec7WK//If/haQwUxEDo3LhH2vKvAwABBOkbk7tsqovV0QuNwm8BpOriDyujZjlasgCAxCWipHnSS88BVtrT9B03dopdeQgIlc1QglnlQGIBq+rnoxmj0ByEFs6cs6avd8Df3CgAqJe1hkz8D4SWILSkrESE4/jiRSsRmoPQwoUL/6QztMPtKCY2mXY48PbbocNufR+egNA0hBbNnfMHe69vSUCfw/Pcc2sQWoDQk+Hfx9md7hkz/hOhhQgtXr7svc6OnuE1DKS5vV2v7YiNubzxr18uXfLu2KAXEZqF0FPPLlxzH0AhgSRg6PCR7h66bryxNhuNT0NjS958j95KFOjeN4QfYSBUhtDFp59xqfUw0F+2/oMUFBKPRgsPfOdjbLHkLnsxHqHU4Mmq85cBoKOwJDHooWwUlDntqQFVIx2Nu+59JkJpCDXt+MoHlGp26kOPXkcoccqjLpnMWlGdOemxHIQujZ+sPBUDLg8AAD7Q2yQrOhNpN+vqkmJPvv5Hd5OGztajbS75r3WpKCgZPdByORcAKJLwfVAps/rGx9yYWf2dl3C8vCZ1JT/9TZKsBXD06i5yTs9puv4BeEvkzHe58csHussHhUTQixYpAIiKSEdoFkLPTH38NVNLN/h7iwAgrFONGbeEdtablVUKAGdOnUNoNkIzp0//I5cn8/MjuWxe5IkYt8sFAJGnzyE0HaGZb77xgT872l4Y6PXtCxetQuixILSQx/FJrE6kGRu0GKGn5s1aqVK3AsCx42cRmoHQ7Nmz3+HzlD4mFFlWyok6nUyS1AcbP9vxxR46nMCBXdk05ZHXEZoRHPK7kQIloFvy6S6ApIAw1Ivyw7+PmzH/Usik5JCHEuYuKvvuaEdTEwDV09ladiEl+dU/xI+fcCE4JOqxJ3J37FTWsrGObv7uo+dmzo+aOUuRctZ4o7Qk9PPIkEnp//maLoMBAC1KWebW0FMTp8ROeCBy6lR+ciJguK6Gd/63r14c/3D8uIfS3lzdIVd67Bb290eiJz15IXjyqYmT88P2uNrM7ZU3it98+8KDT8SiSYzfvcncvDnvs22MLR9zTp/GXQ5lWsb3U57MfmMl//RJVXGBLoeR/ebb8TMX1e49RPS5cCApyqdCIBx1otRl9Yz/AEJCUfrmyu3VKUsN/B1mxZGa3NXSok2Yk+fqyboR95y86FMKbx9UHAAAQGubISXl4isvr5swbmHw+OceCJn/yebPORwOAAx4vHl5+Zs+/mJC8LPjxy8dN27BypV/yc6+6uh1n0sqeP75DaPQkgdClq9+a/PfQ7/5LHTnh3/7JIeRR5JkZSXv9d//ddy4Z8aPX/j0Ey/FRCW1GI3+QRcBAEqV9oMPdk55dNnvX/lLQX5pKavqv//rr5MfXvD+e182yrR068UJ6mTkucVLViI06zchy9es+mTb1m+3bvn644+3FxdXUhR8uu2bqVPnb/1ke1p6RiW7Ki4+a8ojf1yyZPW1vKr7AIpfzUvbJCWBImwt+lZedTef1yuqsYn5Fj6/Syhx22wUUH2OXqOkrpNfZ+XX2YRiq5DfIeDaWn2jLI9Br79eoMq4orxyWZmeZamVEA43DUKbuc3Er7WKBFaRwCqR9jbpKC9ma9V1i4W9gjqLUNwla/BYu3GnxSKT2EQSm1BqFQi7pdIBhxMASLezTyw1pF2VnoxpiEswFZW4Db6Pl9vhtDdr7RJp89U8RWqm+lKGsbDQbdDR6mAcCBy39vepgdJ2KyLZkTPbJd8B2IEC8Op6mi8YhBEtdXFWAxOn2gA8HmtdS2OSw1oD0E9RmK8NkQAAjr5emUwuFMokEk29RCMRK0RCSXt7J0UBhmFqtVIgEEnqVFJps0Sq5gukGo2aJHEA6LW7uBxl2pXimJjUi+ezanlil5NWwBB6vVEgkNdJ1RKpRixUNEjlLlcfBQRJYSRJkH6b5Xp9a14eKyMj/yqjsIDJ0miNvuoDb8BHj623j1cjycjIT0xMu3g+t4YnGfB66NK3d3SYTB11YllubgEjNzct42plldhmcwZgMLLhsV/pS1Gkz0fj7YgECqg7Glu/ywQ3CRR1uxUS5C12D+iSDAuluzt3ortPrFMUCUBYWoo4aeubrr/fyHynjbeXHNCSQNz6mKQ/vr94BEF5aXH4rHrdQT9G3rkQ1J2naeilJre/RZIkhZMkRZLkrdYhhnAgfB0n8laxBSIRFAzv1Q0tH033P3tM3fz/Jp2yf/X4YBRqeLLbsCNvjXKb2EN02cM0jdTgHxm4upWDXwE+mMYfgnkdzWZlZqssydHFAui6S3GHPVnADuBNoYNSuYte9e45DFPe3zb+bTncXQt797yGsb0p/N96mYEfKQQ1dHaBAurObfTflv6tgeL/lnhxGMD9c37U/+sy1n9N+kUDhfLTPe8GzrdS4O7QVP5rfyBBd5JICuhNlTdt5ByWcBjzW8ntdt+9GPSF3W5Xq9X35HZr+e8qs5+K/hcABQAcDgebzebxeMPEdCcE3InbzT99Fxp1MwxZkk761x6MpGwul6uurk4kEqWnpxcXF1ssFgaDkZeXN5Kni46OLioqgiHI0+v1LS0tAOB0OhsbG+9QbMrj8dDRfk76pQMFACoqKhISEoqKig4fPlxdXa3Vau12e2trq0qlAgClUqnRaKqqqrxeLwCYTCa1Wu3xeHQ6nUQiUSgU3d3dPB6voqKCoiiVStXf328ymWQyGQB4vd5redfCdoSZTWZTuzktK1Nr0APQM8Ugk8nYbDYAaDQaFovl8XjMZnNnZ2dvby+fz6dLKJVKc3JyBALBe++9V1BQUFBQsGvXLq1Wy+FwPB4PADQ1NbFYrP7+fq/Xy+PxzGZzWVkZQRBKpTIyMrK5uVksFgegUFRUFBUVpdForl69WlBQwGQy5XI5nQtFUXK53Gg0AkBaWlpMTAz8vPSLBgoAiMXivXv3OhwOgiDCw8Pz8/Pj4+MFAsEnn3wik8mUSuWGDRuYTGZdXR1BEF6vNy4uLicnZ9++faWlpSdOnIiJiYmNjQ0PDz9w4AAA7N+/X6PRxMbGlpeXA4DBaNi2bRurhNXc3Hwm6syJyJORpyPpamtsbDx69KhKpeJwOPHx8WFhYRiGxcbGcrnc7Ozs1NRUunj07pj09PTCwkIAuHz5clRUVEpKyr59+zAMq6ysjI2N3b59O0EQDAbj66+/PnLkyPHjxwHg8OHDYWFhYrHYbDZ7PB46U7fbHRoampSU1N7efu3ataioqIiIiMrKyoSEhJqamk2bNplMpubm5oiIiJ6e4Wr4n5p+6UBJS0s7ceKETCY7c+YMl8uNj48/evRoWlraRx99JBaLQ0NDv/zyy4B1Bj6fHxoamp2dvWnTpoSEBC6Xm5+ff/DgwcjIyKNHj4pEoq1btx48eLC4uJiOX11dvWPHjq6urszMzO+//57JZNIAoll9++23N27cCAsLS0xM3LNnj1gsDgsL2717N4PBGOoup6qqaseOHTiOd3R0rFu3js1mZ2ZmxsXFRUdHb9my5fz587t3766qqnrrrbcYDEZ8fDyTyczKytq4cWNERERubq5cLheJRPRGG61Wu2XLlq6uLpVKtXPnThaLxWQy9+zZk5iYGBUV9fnnnwuFwri4OLFY/LPXwy8eKA6Hg8vlcjgc+qtcV1dXV1fncrnYbLbRaJTL5Xa7HfyfeZPJxGazMQyrra0ViUQAoFAoeDyezWarqanRaDTHjh3LyckJMG9tbS0qKjKbzXq9vry8nH6x06xqa2v5fL5Op6uoqLDb7QKBoKmpKTY2NjExka7UwJnD4ZSXlxMEYTKZ6CpUq9UVFRUSiaSqqqqvr4/D4UgkErVaDQByubysrEwqlba1tQFAaWmpWCymP1IAoNFoSkpKHA6HzWZjsVgajQYA+Hy+RqOxWCyVlZWdnZ0SiaSjo+OeHbJ/Ov3SgTJCuqfU7Hb7yZMnBQLBPePf9haO43Q/aeQ53hfdL7eff+zzLwKUuxBFUW63++zZswUFBT+OA0EQGRkZV65c+f81NP0l0L8FUDAMC7zefwSRJOlyuQLX/6Ry/S+jf32g/Er/FPoVKL/SiOj/AmhCrKdcpNzMAAAAAElFTkSuQmCC" alt="" width="184" height="109" /></p>
<h2><strong>What is this program about?</strong></h2>
<p>Homes for Heroes is a national program dedicated to providing <em>real</em> rebates and discounts to public workforce heroes when they buy or sell a home.</p>
<h2><strong>Who Qualifies as a hero?</strong></h2>
<p>That depends on what you do for the community. This programs rewards the public workforce that serves our community. Tis is not a government program with limitations. This is the private sector giving back. You can buy or sell any home in any area of our country.</p>
<h3><span style="color: #ff0000;"><strong>Firefighters, Teachers, Military, Peace Officers/Law Enforcement &amp; First Responder Healthcare Providers</strong></span></h3>
<p><img 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" 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" 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" 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" 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" 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" alt="" /></p>
<p>&nbsp;</p>
<h2><strong>How much will I actually save and what does it cost me?</strong></h2>
<p>Savings will depend on the sales price. As an example, a $300,000. House would receive over <span style="color: #339966;"><strong><span style="text-decoration: underline;">$2,000 </span></strong></span>in credits and discounts from all the vendors involved. This service is <strong><em><span style="text-decoration: underline;">FREE</span></em></strong>. There is no cost to you and no hidden fees. All cost are covered by the local participating vendors.</p>
<h3><strong><span style="text-decoration: underline;">Spread the word, tell a friend and &#8220;Pay it Forward</span>&#8220;</strong> <span style="color: #ff0000;"><strong><em>Service Deserves Its Rewards </em></strong></span></h3>
<h3><span style="color: #0000ff;">Truckee Realty Broker ~ Deborah Lewis </span><img class="alignright" 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" alt="" width="53" height="74" /></h3>
<h3><span style="color: #0000ff;">For more information call 866-240-4242</span></h3>
<p><span style="color: #0000ff;"><span style="color: #000000;">Click on the link to <strong><a href="http://www.truckeerealtyblog.com/blog/wp-content/uploads/2011/11/Truckee-Realty-BrokerHFH-flyer.pdf" target="_blank">download flier</a></strong> or view <a href="http://www.homesforheroes.com/" target="_blank">HomesForHeroes.com</a>. </span></span></p>
<p>On Veterans Day- we salute many folks that have served our country.  But Deborah Lewis at Truckee Realty Brokers wants to celebrate local heroes all the time!</p>
<p>She is proud to announce her affiliation with the Homes for Heroes® program.  It’s an opportunity to say&#8230; Thanks! to <strong>all</strong> hometown  heroes that serve our community- not just veterans of the military but firefighters, paramedics, police officers, teachers and more!</p>
<p>Contact Deborah at Truckee Realty Brokers to see how Homes for Heroes can offer heroes considerable savings when buying or selling a home. The Homes for Heroes program is a partnership of real estate professionals with the sole purpose of offering savings to our heroes.</p>
<p>Contact Deborah <strong>today</strong> at 530- 205-7702  ~ say “twice”</p>
<p>or Email: <a href="mailto:Deborah@truckeerealtybroker.com">Deborah@truckeerealtybroker.com</a>.</p>
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		<title>Truckee 3rd Quarter Price Banding Charts</title>
		<link>http://www.truckeerealtyblog.com/truckee-3rd-quarter-price-banding-charts/</link>
		<comments>http://www.truckeerealtyblog.com/truckee-3rd-quarter-price-banding-charts/#comments</comments>
		<pubDate>Sat, 22 Oct 2011 02:35:07 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Market Graphs]]></category>
		<category><![CDATA[allied brokers]]></category>
		<category><![CDATA[Deborah Lewis]]></category>
		<category><![CDATA[Lahontan Foreclosure]]></category>
		<category><![CDATA[Lahontan Short Sale]]></category>
		<category><![CDATA[Old Greenwood Foreclosure]]></category>
		<category><![CDATA[Old Greenwood Short Sale]]></category>
		<category><![CDATA[Tahoe Donner]]></category>
		<category><![CDATA[Tahoe Donner Condos]]></category>
		<category><![CDATA[Tahoe Donner Foreclosure]]></category>
		<category><![CDATA[Tahoe Donner homes]]></category>
		<category><![CDATA[Tahoe Donner Market]]></category>
		<category><![CDATA[Tahoe Donner Real Estate]]></category>
		<category><![CDATA[Tahoe Donner Realtor]]></category>
		<category><![CDATA[Tahoe Donner Realty]]></category>
		<category><![CDATA[Tahoe Donner REO]]></category>
		<category><![CDATA[Tahoe Donner short Sale]]></category>
		<category><![CDATA[Truckee Blog]]></category>
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		<category><![CDATA[Truckee Homes]]></category>
		<category><![CDATA[Truckee MLS]]></category>
		<category><![CDATA[Truckee Real Estate]]></category>
		<category><![CDATA[Truckee Real Estate Market]]></category>
		<category><![CDATA[Truckee realtor]]></category>
		<category><![CDATA[Truckee Realty]]></category>
		<category><![CDATA[Truckee Realty Blog]]></category>
		<category><![CDATA[Truckee Realty Broker]]></category>
		<category><![CDATA[Truckee Realty Brokers]]></category>
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		<category><![CDATA[Valerie Green]]></category>

		<guid isPermaLink="false">http://www.truckeerealtyblog.com/?p=1962</guid>
		<description><![CDATA[Truckee Real Estate Market Numbers This graph shows real estate sales for Truckee during the 3rd quarter. The numbers represent single family home sales in Truckee including Martis Camp, Northstar and Donner Lake for the dates July 1 &#8211; September 30. The years represented are 2005-2011. The most dramatic change in 2011 is the number [...]]]></description>
			<content:encoded><![CDATA[<p><strong>Truckee Real Estate Market Numbers</strong></p>
<p>This graph shows real estate sales for Truckee during the 3rd quarter. The numbers represent single family home sales in Truckee including Martis Camp, Northstar and Donner Lake for the dates July 1 &#8211; September 30. The years represented are 2005-2011. The most dramatic change in 2011 is the number of homes selling in the $399K and under range. We have not seen so many in past years!</p>
<p>Real estate information was taken from the Tahoe Sierra MLS. Click on  the image for an enlarged version of graph.</p>
<div id="attachment_1963" class="wp-caption alignleft" style="width: 570px"><a href="http://www.truckeerealtyblog.com/blog/wp-content/uploads/2011/10/Truckee-Price-Banding-3rd-Quarter.gif"><img class="size-full wp-image-1963  " title="Truckee Price Banding 3rd Quarter" src="http://www.truckeerealtyblog.com/blog/wp-content/uploads/2011/10/Truckee-Price-Banding-3rd-Quarter.gif" alt="truckee real estate" width="560" height="352" /></a><p class="wp-caption-text">Truckee Price Banding 3rd Quarter</p></div>
]]></content:encoded>
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		</item>
		<item>
		<title>Tahoe Donner 3rd Quarter Price Banding Charts</title>
		<link>http://www.truckeerealtyblog.com/tahoe-donner-3rd-quarter-price-banding-charts/</link>
		<comments>http://www.truckeerealtyblog.com/tahoe-donner-3rd-quarter-price-banding-charts/#comments</comments>
		<pubDate>Sat, 22 Oct 2011 02:30:05 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Tahoe Donner]]></category>
		<category><![CDATA[allied brokers]]></category>
		<category><![CDATA[Deborah Lewis]]></category>
		<category><![CDATA[Lahontan Foreclosure]]></category>
		<category><![CDATA[Lahontan Short Sale]]></category>
		<category><![CDATA[Old Greenwood Foreclosure]]></category>
		<category><![CDATA[Old Greenwood Short Sale]]></category>
		<category><![CDATA[Tahoe Donner Condos]]></category>
		<category><![CDATA[Tahoe Donner Foreclosure]]></category>
		<category><![CDATA[Tahoe Donner homes]]></category>
		<category><![CDATA[Tahoe Donner Market]]></category>
		<category><![CDATA[Tahoe Donner Real Estate]]></category>
		<category><![CDATA[Tahoe Donner Realtor]]></category>
		<category><![CDATA[Tahoe Donner Realty]]></category>
		<category><![CDATA[Tahoe Donner REO]]></category>
		<category><![CDATA[Tahoe Donner short Sale]]></category>
		<category><![CDATA[Truckee Blog]]></category>
		<category><![CDATA[Truckee Broker]]></category>
		<category><![CDATA[Truckee foreclosure]]></category>
		<category><![CDATA[Truckee Homes]]></category>
		<category><![CDATA[Truckee MLS]]></category>
		<category><![CDATA[Truckee Real Estate]]></category>
		<category><![CDATA[Truckee Real Estate Market]]></category>
		<category><![CDATA[Truckee realtor]]></category>
		<category><![CDATA[Truckee Realty]]></category>
		<category><![CDATA[Truckee Realty Blog]]></category>
		<category><![CDATA[Truckee Realty Broker]]></category>
		<category><![CDATA[Truckee Realty Brokers]]></category>
		<category><![CDATA[Truckee REO]]></category>
		<category><![CDATA[Truckee Short Sale]]></category>
		<category><![CDATA[Valerie Green]]></category>

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		<description><![CDATA[Tahoe Donner Real Estate Update This graph represents single family home sales in Tahoe Donner for the 3rd quarter. Home sales are broken down by price banding for each year. Real estate information was taken from the Tahoe Sierra MLS. Click on the image for an enlarged version of graph.]]></description>
			<content:encoded><![CDATA[<p><strong>Tahoe Donner Real Estate Update</strong></p>
<p>This graph represents single family home sales in Tahoe Donner for the 3rd quarter. Home sales are broken down by price banding for each year. Real estate information was taken from the Tahoe Sierra MLS. Click on the image for an enlarged version of graph.</p>
<div id="attachment_1960" class="wp-caption alignleft" style="width: 570px"><a href="http://www.truckeerealtyblog.com/blog/wp-content/uploads/2011/10/TD-Price-Banding-3rd-Quarter.gif"><img class="size-full wp-image-1960  " title="TD Price Banding 3rd Quarter" src="http://www.truckeerealtyblog.com/blog/wp-content/uploads/2011/10/TD-Price-Banding-3rd-Quarter.gif" alt="truckee real estate" width="560" height="351" /></a><p class="wp-caption-text">Tahoe Donner Price Banding - 3rd Quarter</p></div>
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