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         <Description>&lt;p&gt;&lt;strong&gt;The Alexandria condo market is hot!&lt;/strong&gt;&amp;nbsp; Condos are selling throughout the city and the inventory is quite low.&amp;nbsp; Here's some stats about &lt;a title="Find an Alexandria condo" href="alexandria"&gt;Alexandria Virginia condominium&lt;/a&gt; sales and inventory for February 2012.&lt;/p&gt; 
  &lt;p&gt;Currently there are 176 condos on the market for sale in Alexandria.&amp;nbsp;
 Considering that 185 Alexandria condos sold in the last 90 days, 176 is
 not that many...&amp;nbsp; 46 sold in the last 30 days.&amp;nbsp; Based on the 90 day 
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  &lt;p&gt;The condos for sale in Alexandria range in price from $100,000 to 
$2.1 million with an average listing price of $363,058.&amp;nbsp; Here's the 
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  &lt;p&gt; &lt;/p&gt; 
  &lt;p&gt;&lt;span style="text-decoration: underline;"&gt;&lt;strong&gt;One Bedroom Alexandria Condos&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt; 
  &lt;p&gt;62 on the market&lt;/p&gt; 
  &lt;p&gt;Price range from $100K to $450K&lt;/p&gt; 
  &lt;p&gt;Average listing price $255,627&lt;/p&gt; 
  &lt;p&gt; &lt;/p&gt; 
  &lt;p&gt;&lt;span style="text-decoration: underline;"&gt;&lt;strong&gt;Two Bedroom Alexandria Condos&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt; 
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  &lt;p&gt;Price range from $135K to $1.45 million&lt;/p&gt; 
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  &lt;p&gt;&lt;span style="text-decoration: underline;"&gt;&lt;strong&gt;Three Bedroom Alexandria Condos&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt; 
  &lt;p&gt;19 on the market&lt;/p&gt; 
  &lt;p&gt;Price range from $179.9K to $1.55 million&lt;/p&gt; 
  &lt;p&gt;Average listing price $561,955&lt;/p&gt; 
  &lt;p&gt; &lt;/p&gt; 
  &lt;p&gt;Over the last 30 days the average final sales price of Alexandria 
condos that sold was $269,469.&amp;nbsp; From this you can see that the lower end
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of the condo market in Alexandria.&amp;nbsp; On average Alexandria condo sellers 
are obtaining 93.49% of their original listing price -- showing that 
there's still quite a bit of room for negotiation.&amp;nbsp; However, some of 
that number for January is likely skewed from price reductions that 
occurred towards the end of 2011 or the beginning of the new year.&lt;/p&gt; 
  &lt;p&gt;Condos sold in an average of 70 days on the market.&lt;/p&gt; 
  &lt;p&gt;The chart below shows the condominium complexes in Alexandria with the highest number of units on the market.&lt;/p&gt; 
  &lt;p&gt;&lt;img alt="Alexandria Virginia Condo Inventory" src="http://activerain.com/image_store/uploads/5/1/6/3/3/ar132855977833615.JPG" title="Alexandria Virginia Condo Inventory" style="width: 506px; height: 314px;" /&gt;&lt;/p&gt; 
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  &lt;p style="text-align: center;"&gt;Thinking about selling your Alexandria condo or just want to know the value?&amp;nbsp; &lt;a href="http://www.valuemyvirginiahome.com/"&gt;&lt;strong&gt;Confidential and free market analysis of your condo's market value.&lt;/strong&gt;&lt;/a&gt;&lt;/p&gt;</Description>
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  &lt;p&gt; &lt;/p&gt; 
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  &lt;p&gt;Price range from $79K to $855K&lt;/p&gt; 
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  &lt;p&gt; &lt;/p&gt; 
  &lt;p&gt;&lt;span style="text-decoration: underline;"&gt;&lt;strong&gt;Two Bedroom Arlington Condos&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt; 
  &lt;p&gt;107 on the market&lt;/p&gt; 
  &lt;p&gt;Price range from $170K to $2.05 million&lt;/p&gt; 
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  &lt;p&gt; &lt;/p&gt; 
  &lt;p&gt;&lt;span style="text-decoration: underline;"&gt;&lt;strong&gt;Three Bedroom Arlington Condos&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt; 
  &lt;p&gt;21 on the market&lt;/p&gt; 
  &lt;p&gt;Price range from $350K to $4.15 million&lt;/p&gt; 
  &lt;p&gt;Average listing price $1,072,521&lt;/p&gt; 
  &lt;p&gt; &lt;/p&gt; 
  &lt;p&gt;Over the last 30 days the average final sales price of Arlington 
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 obtaining 95.03% of their original listing price -- showing that 
there's still quite a bit of room for negotiation.&amp;nbsp;&lt;/p&gt; 
  &lt;p&gt;Condos sold in an average of 53 days on the market.&amp;nbsp; &lt;strong&gt;From 
surveys that have come back from sellers that have worked with my 
office, the average expectation for a sale is 60-90 days, so Arlington 
condos are selling fairly quickly which is pleasing to sellers!&lt;/strong&gt;&lt;/p&gt; 
  &lt;p&gt;The chart below shows the condominium complexes in Arlington with the
 highest number of units on the market. (Note: Jefferson Retirement is a
 55+ retirement community in Ballston)&lt;/p&gt; 
  &lt;p&gt;&lt;img alt="Arlington Virginia Condo Inventory" src="http://activerain.com/image_store/uploads/5/6/5/7/9/ar132856088797565.JPG" title="Arlington Virginia Condo Inventory" style="width: 506px; height: 338px;" /&gt;&lt;/p&gt; 
  &lt;p style="text-align: center;"&gt;Interested in buying a condo in Arlington?&amp;nbsp; &lt;a href="arlington"&gt;&lt;strong&gt;Search for Arlington condos here.&lt;/strong&gt;&lt;/a&gt;&lt;/p&gt; 
  &lt;p style="text-align: center;"&gt;Thinking about selling your Arlington condo or just want to know the value?&amp;nbsp; &lt;a href="http://www.valuemyvirginiahome.com/"&gt;&lt;strong&gt;Confidential and free market analysis of your condo's market value.&lt;/strong&gt;&lt;/a&gt;&lt;/p&gt;</Description>
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         <Description>&lt;p&gt;So you&amp;rsquo;ve decided to sell your home. Congratulations! From this point on, your house is no longer your home, but an investment property, and it all depends on you to get the most bang for &lt;img align="right" 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" /&gt;your buck. Consider hiring a REALTOR from the beginning of this endeavor. After all, their expertise will save you an enormous amount of stress and lost time.&lt;/p&gt; 
  &lt;p&gt;The first reality to take note of is this: your house is worth what a buyer will pay for it- no more, no less. If you aren&amp;rsquo;t comfortable losing some money on the transaction, wait until home prices rise. Also keep in mind that modern success of home ownership is no longer measured solely in how much money you made on the investment, but also on how much you enjoyed the time spent in your home. Make sure to brace yourself because there&amp;rsquo;s a fair chance you may lose some money. But losing money doesn&amp;rsquo;t necessarily mean you lose out. If your home sells within a month or two, that&amp;rsquo;s a great reward because your home&amp;rsquo;s value is dependent on that buyer saying yes.&lt;/p&gt; 
  &lt;p&gt;Another thing to be aware of is the enormity of online MLS search engines. Recent statistics show that more than 80% of all home searches begin online. Because of this, your largest amount of traffic will occur during the first month after your home has been listed. After this, traffic will dwindle as homes that have been more recently listed will be the first to catch a potential buyer&amp;rsquo;s eye. What does this mean to you? Price your home competitively and realistically from the beginning! There&amp;rsquo;s no sense in letting that wave of first month traffic endlessly tour your home if your attitude is, &amp;ldquo;I can lower the price after a couple of months.&amp;rdquo; Another good tip is to list your home in accordance with often searched parameters. For example, instead of asking $505,000, try listing your home for $500,000 or even $499,000. By doing this, you&amp;rsquo;ll open your home up to a wide range of traffic that originally limited its online search to a high end of $500,000.&lt;/p&gt; 
  &lt;p&gt;Finally, having a good plan for home promotion is essential. This starts with knowing your target audience. If you know you are marketing to empty nesters, make use of online search engines, but don&amp;rsquo;t stress too much about smartphone home search apps. Likewise, if your market is young and tech savvy, make sure your online marketing looks the part. Don&amp;rsquo;t lose a large amount of traffic because you&amp;rsquo;re marketing techniques don&amp;rsquo;t match your intended audience.&lt;/p&gt; 
  &lt;p&gt;In conclusion, selling your home effectively requires you to: price competitively, have a strong online presence, and &lt;a href="http://www.brianblock.com"&gt;use a REALTOR&lt;/a&gt;.&lt;/p&gt; 
  &lt;p&gt;This is a guest post by Andrew Hill @ &lt;a href="http://www.newhomesource.com/"&gt;www.newhomesource.com&lt;/a&gt; &lt;br /&gt;&lt;/p&gt;</Description>
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         <Timestamp Title="2010-06-13 00:00:00 EDT">1276401600799</Timestamp>
         <PeriodID>2010-25</PeriodID>
         <Label>Week 25 - 2010</Label>
         <Count>1</Count>
        </Period>
        <Period>
         <Timestamp Title="2010-06-06 00:00:00 EDT">1275796800799</Timestamp>
         <PeriodID>2010-24</PeriodID>
         <Label>Week 24 - 2010</Label>
         <Count>5</Count>
        </Period>
        <Period>
         <Timestamp Title="2010-05-30 00:00:00 EDT">1275192000799</Timestamp>
         <PeriodID>2010-23</PeriodID>
         <Label>Week 23 - 2010</Label>
         <Count>5</Count>
        </Period>
        <Period>
         <Timestamp Title="2010-05-23 00:00:00 EDT">1274587200799</Timestamp>
         <PeriodID>2010-22</PeriodID>
         <Label>Week 22 - 2010</Label>
         <Count>4</Count>
        </Period>
        <Period>
         <Timestamp Title="2010-05-16 00:00:00 EDT">1273982400799</Timestamp>
         <PeriodID>2010-21</PeriodID>
         <Label>Week 21 - 2010</Label>
         <Count>5</Count>
        </Period>
        <Period>
         <Timestamp Title="2010-05-09 00:00:00 EDT">1273377600799</Timestamp>
         <PeriodID>2010-20</PeriodID>
         <Label>Week 20 - 2010</Label>
         <Count>3</Count>
        </Period>
        <Period>
         <Timestamp Title="2010-05-02 00:00:00 EDT">1272772800799</Timestamp>
         <PeriodID>2010-19</PeriodID>
         <Label>Week 19 - 2010</Label>
         <Count>2</Count>
        </Period>
        <Period>
         <Timestamp Title="2010-04-25 00:00:00 EDT">1272168000799</Timestamp>
         <PeriodID>2010-18</PeriodID>
         <Label>Week 18 - 2010</Label>
         <Count>2</Count>
        </Period>
        <Period>
         <Timestamp Title="2010-04-18 00:00:00 EDT">1271563200799</Timestamp>
         <PeriodID>2010-17</PeriodID>
         <Label>Week 17 - 2010</Label>
         <Count>3</Count>
        </Period>
        <Period>
         <Timestamp Title="2010-04-11 00:00:00 EDT">1270958400799</Timestamp>
         <PeriodID>2010-16</PeriodID>
         <Label>Week 16 - 2010</Label>
         <Count>4</Count>
        </Period>
        <Period>
         <Timestamp Title="2010-04-04 00:00:00 EST">1270357200799</Timestamp>
         <PeriodID>2010-15</PeriodID>
         <Label>Week 15 - 2010</Label>
         <Count>5</Count>
        </Period>
        <Period>
         <Timestamp Title="2010-03-28 00:00:00 EST">1269752400799</Timestamp>
         <PeriodID>2010-14</PeriodID>
         <Label>Week 14 - 2010</Label>
         <Count>1</Count>
        </Period>
        <Period>
         <Timestamp Title="2010-03-21 00:00:00 EST">1269147600799</Timestamp>
         <PeriodID>2010-13</PeriodID>
         <Label>Week 13 - 2010</Label>
         <Count>4</Count>
        </Period>
        <Period>
         <Timestamp Title="2010-03-14 00:00:00 EST">1268542800799</Timestamp>
         <PeriodID>2010-12</PeriodID>
         <Label>Week 12 - 2010</Label>
         <Count>3</Count>
        </Period>
        <Period>
         <Timestamp Title="2010-03-07 00:00:00 EST">1267938000799</Timestamp>
         <PeriodID>2010-11</PeriodID>
         <Label>Week 11 - 2010</Label>
         <Count>5</Count>
        </Period>
        <Period>
         <Timestamp Title="2010-02-28 00:00:00 EST">1267333200799</Timestamp>
         <PeriodID>2010-10</PeriodID>
         <Label>Week 10 - 2010</Label>
         <Count>1</Count>
        </Period>
        <Period>
         <Timestamp Title="2010-02-21 00:00:00 EST">1266728400799</Timestamp>
         <PeriodID>2010-9</PeriodID>
         <Label>Week 9 - 2010</Label>
         <Count>4</Count>
        </Period>
       </Periods>
      </Archive>
     </GetChannel_Result>
    </MySmartChannels>

