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	<title>Intel Barter &#187; ECONOMY</title>
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		<title>Strong Yen really bad for Japan?</title>
		<link>http://IntelBarter.com/2011/03/17/strong-yen-really-bad-for-japan/</link>
		<comments>http://IntelBarter.com/2011/03/17/strong-yen-really-bad-for-japan/#comments</comments>
		<pubDate>Thu, 17 Mar 2011 17:28:27 +0000</pubDate>
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		<description><![CDATA[Not at the moment it isn&#8217;t, if you think about it in fundamental and relative terms. Right now Japan needs to pay off a lot of things, both which are coming from bills domestic and abroad. And a stronger currency will help them pay things off faster; and it will put the country in better [...]]]></description>
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" alt="" width="96" height="109" />Not at the moment it isn&#8217;t, if you think about it in fundamental and relative terms. Right now Japan needs to pay off a lot of things, both which are coming from bills domestic and abroad. And a stronger currency will help them pay things off faster; and it will put the country in better shape for the long run. <span id="more-943"></span></p>
<p>Right now exports and business operations come second in Japan. They need to first repair and startup a lot of their infrastructure. People there also need to spend money domestically to rebuild and continue their lives. Currency must have as much positive effect as possible. So having a strong currency right now for Japan is a great thing. The media and the corporations do not put the responses to this in that real perspective.</p>
<p>Once the situation starts to get more under control and things start to get back on track, the currency value will correct its self in the right time; which is obvious when that it.</p>
]]></content:encoded>
			<wfw:commentRss>http://IntelBarter.com/2011/03/17/strong-yen-really-bad-for-japan/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>You want more jobs? INNOVATE</title>
		<link>http://IntelBarter.com/2011/03/17/you-want-more-jobs-innovate/</link>
		<comments>http://IntelBarter.com/2011/03/17/you-want-more-jobs-innovate/#comments</comments>
		<pubDate>Thu, 17 Mar 2011 06:02:32 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[ECONOMY]]></category>
		<category><![CDATA[HOW TO]]></category>
		<category><![CDATA[INVESTING]]></category>
		<category><![CDATA[PEOPLE]]></category>
		<category><![CDATA[R&D]]></category>

		<guid isPermaLink="false">http://IntelBarter.com/?p=927</guid>
		<description><![CDATA[Word and meaning of innovation has become statically related to product oriented results. But that is very wrong and misleading, which is causing a lot of people to get off the ground the wrong way; causing too many missteps and failures. Eventually resulting in unfortunate results. Innovation = iPod$?&#8230; @#$% NO! Innovation is all about [...]]]></description>
			<content:encoded><![CDATA[<p><img class="alignright size-medium wp-image-933" title="innovation/drive" src="http://intelbarter.com/wordpress/wp-content/uploads/2011/03/innovation-300x220.jpg" alt="" width="115" height="85" />Word and meaning of innovation has become statically related to product oriented results. But that is very wrong and misleading, which is causing a lot of people to get off the ground the wrong way; causing too many missteps and failures. Eventually resulting in unfortunate results.<span id="more-927"></span></p>
<p>Innovation = iPod$?&#8230; @#$% NO!</p>
<p>Innovation is all about improvement. That is what real innovation is. A newer, better, improved way to do something, whether it&#8217;s for everybody, or just you. You can innovate something but it will almost always be an improvement of something else.</p>
<p>That is the perspective I believe in, when it come to something like innovation. But I&#8217;m not just saying that you can&#8217;t come up with completely something new which has never been done before, which adds something for yourself or humanity in our everyday lives. Any one personal is capable of that.</p>
<p>But, what is important is the process of how to get there. How to start thinking about it. Don&#8217;t just look around and eliminate what is out there already and cross it out on your list, that&#8217;s the first and biggest mistake. You need to take what&#8217;s out there, fuse them, cut and paste ideas back and forth, narrow it down and make it your own. Then if that works for you first, then there is a much greater chance of the idea, product or method, etc. becoming widely accepted and used. Rather than if you think it will work for someone else first.</p>
<p>If you need an opinion, don&#8217;t as a stranger nor should you look at it in that perspective. Ask your family, and or friends. That is the true better way to get an answer, which will really work to perhaps help improve and or finish what you are doing.</p>
<p>That to me is innovation, that is what creates the drive.</p>
]]></content:encoded>
			<wfw:commentRss>http://IntelBarter.com/2011/03/17/you-want-more-jobs-innovate/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Rise of silver, the new gold</title>
		<link>http://IntelBarter.com/2011/03/13/rise-of-silver/</link>
		<comments>http://IntelBarter.com/2011/03/13/rise-of-silver/#comments</comments>
		<pubDate>Sun, 13 Mar 2011 09:31:05 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[ECONOMY]]></category>
		<category><![CDATA[INVESTING]]></category>

		<guid isPermaLink="false">http://IntelBarter.com/?p=845</guid>
		<description><![CDATA[Some of many uses for silver include; Currency, Jewelry and silverware, Dentistry, Photography and electronics, Mirrors and optics, Other industrial and commercial applications, Medical, and Clothing. All of these uses for silver are in forms of consumption, but the factors influencing the price are going to come from more on the side of speculation rather [...]]]></description>
			<content:encoded><![CDATA[<p><span style="color: #000000;"><img class="alignright" 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" alt="" width="158" height="130" />Some of many uses for silver include; Currency, Jewelry and silverware, Dentistry, Photography and electronics, Mirrors and optics, Other industrial and commercial applications, Medical, and Clothing. <span id="more-845"></span></span></p>
<p><span style="color: #000000;">All of these uses for silver are in forms of consumption, but the factors influencing the price are going to come from more on the side of speculation rather than demand. The silver market compared to gold has 18 times less turnover money, with an annual physical demand estimated around $15.2 billion.</span></p>
<p><span style="color: #000000;">With such a small market, it would be very possible for large traders or investors to influence the price very easily.</span></p>
<p><span style="color: #000000;">But I believe that there is a rise in industrial, commercial and consumer demand rise for silver. To name a few, in our currently economic volatility, a commodity like silver can be a great hedge against inflation and economic uncertainty. In 1980 silver toped near $50 an oz, in 2011 value of dollars that's over $137. The current price of silver right now is around $35. Also the historical charts look interesting as the pattern in both inflation and silver price seem to be on a similar draw. As well as the economic indicators.</span></p>
<p><span style="color: #000000;">So as the inflation will start to heard high north in the next couple of years, these type of commodities are going to be the best inflation hedge. We can already see gold the more popular choice for now, which hit record face value levels. But that too will go near it inflation adjusted high level from the 80's to about and around 2100&lt;&gt;.</span></p>
<p><a href="http://www.silverinstitute.org/supply_demand.php#demand" target="_blank"><img src="data:image/png;base64,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" alt="" width="268" height="39" /></a></p>
<p><span style="color: #000000;"><br />
</span></p>
<table border="0" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<th colspan="11"><span style="color: #000000;">World Silver Supply and Demand</span><br />
<span style="color: #000000;"> (in millions of ounces)</span></th>
</tr>
<tr>
<td></td>
<td><span style="color: #000000;"><strong>2000</strong></span></td>
<td><span style="color: #000000;"><strong>2001</strong></span></td>
<td><span style="color: #000000;"><strong>2002</strong></span></td>
<td><span style="color: #000000;"><strong>2003</strong></span></td>
<td><span style="color: #000000;"><strong>2004</strong></span></td>
<td><span style="color: #000000;"><strong>2005</strong></span></td>
<td><span style="color: #000000;"><strong>2006</strong></span></td>
<td><span style="color: #000000;"><strong>2007</strong></span></td>
<td><span style="color: #000000;"><strong>2008</strong></span></td>
<td><span style="color: #000000;"><strong>2009</strong></span></td>
</tr>
<tr>
<td colspan="11"><span style="color: #000000;"><strong>Supply</strong></span></td>
</tr>
<tr>
<td><span style="color: #000000;">Mine Production</span></td>
<td><span style="color: #000000;">591.0</span></td>
<td><span style="color: #000000;">606.2</span></td>
<td><span style="color: #000000;">593.9</span></td>
<td><span style="color: #000000;">596.6</span></td>
<td><span style="color: #000000;">613.0</span></td>
<td><span style="color: #000000;">636.8</span></td>
<td><span style="color: #000000;">640.9</span></td>
<td><span style="color: #000000;">664.4</span></td>
<td><span style="color: #000000;">684.7</span></td>
<td><span style="color: #000000;">709.6</span></td>
</tr>
<tr>
<td><span style="color: #000000;">Net Government Sales</span></td>
<td><span style="color: #000000;">60.3</span></td>
<td><span style="color: #000000;">63.0</span></td>
<td><span style="color: #000000;">59.2</span></td>
<td><span style="color: #000000;">88.7</span></td>
<td><span style="color: #000000;">61.9</span></td>
<td><span style="color: #000000;">65.9</span></td>
<td><span style="color: #000000;">78.2</span></td>
<td><span style="color: #000000;">42.5</span></td>
<td><span style="color: #000000;">27.6</span></td>
<td><span style="color: #000000;">13.7</span></td>
</tr>
<tr>
<td><span style="color: #000000;">Old Silver Scrap</span></td>
<td><span style="color: #000000;">180.7</span></td>
<td><span style="color: #000000;">182.7</span></td>
<td><span style="color: #000000;">187.5</span></td>
<td><span style="color: #000000;">183.9</span></td>
<td><span style="color: #000000;">183.7</span></td>
<td><span style="color: #000000;">186.0</span></td>
<td><span style="color: #000000;">188.0</span></td>
<td><span style="color: #000000;">181.8</span></td>
<td><span style="color: #000000;">176.0</span></td>
<td><span style="color: #000000;">165.7</span></td>
</tr>
<tr>
<td><span style="color: #000000;">Producer Hedging</span></td>
<td><span style="color: #000000;">--</span></td>
<td><span style="color: #000000;">18.9</span></td>
<td><span style="color: #000000;">--</span></td>
<td><span style="color: #000000;">--</span></td>
<td><span style="color: #000000;">9.6</span></td>
<td><span style="color: #000000;">27.6</span></td>
<td><span style="color: #000000;">--</span></td>
<td><span style="color: #000000;">--</span></td>
<td><span style="color: #000000;">--</span></td>
<td><span style="color: #000000;">--</span></td>
</tr>
<tr>
<td><span style="color: #000000;">Implied Net Disinvestment</span></td>
<td><span style="color: #000000;">87.1</span></td>
<td><span style="color: #000000;">--</span></td>
<td><span style="color: #000000;">12.6</span></td>
<td><span style="color: #000000;">--</span></td>
<td><span style="color: #000000;">--</span></td>
<td><span style="color: #000000;">--</span></td>
<td><span style="color: #000000;">--</span></td>
<td><span style="color: #000000;">--</span></td>
<td><span style="color: #000000;">--</span></td>
<td><span style="color: #000000;">--</span></td>
</tr>
<tr>
<td><span style="color: #000000;"><strong>Total Supply</strong></span></td>
<td><span style="color: #000000;"><strong>919.1</strong></span></td>
<td><span style="color: #000000;"><strong>870.9</strong></span></td>
<td><span style="color: #000000;"><strong>853.1</strong></span></td>
<td><span style="color: #000000;"><strong>869.3</strong></span></td>
<td><span style="color: #000000;"><strong>868.2</strong></span></td>
<td><span style="color: #000000;"><strong>916.3</strong></span></td>
<td><span style="color: #000000;"><strong>907.2</strong></span></td>
<td><span style="color: #000000;"><strong>888.7</strong></span></td>
<td><span style="color: #000000;"><strong>888.3</strong></span></td>
<td><span style="color: #000000;"><strong>889.0</strong></span></td>
</tr>
<tr>
<td colspan="11"></td>
</tr>
<tr>
<td colspan="11"><span style="color: #000000;"><strong>Demand</strong></span></td>
</tr>
<tr>
<td><span style="color: #000000;">Fabrication</span></td>
<td></td>
<td></td>
<td></td>
<td></td>
<td></td>
<td></td>
<td></td>
<td></td>
<td></td>
<td></td>
</tr>
<tr>
<td><span style="color: #000000;">Industrial Applications</span></td>
<td><span style="color: #000000;">374.2</span></td>
<td><span style="color: #000000;">335.6</span></td>
<td><span style="color: #000000;">340.1</span></td>
<td><span style="color: #000000;">350.8</span></td>
<td><span style="color: #000000;">367.6</span></td>
<td><span style="color: #000000;">407.0</span></td>
<td><span style="color: #000000;">427.0</span></td>
<td><span style="color: #000000;">456.1</span></td>
<td><span style="color: #000000;">443.4</span></td>
<td><span style="color: #000000;">352.2</span></td>
</tr>
<tr>
<td><span style="color: #000000;">Photography</span></td>
<td><span style="color: #000000;">218.3</span></td>
<td><span style="color: #000000;">213.1</span></td>
<td><span style="color: #000000;">204.3</span></td>
<td><span style="color: #000000;">192.9</span></td>
<td><span style="color: #000000;">178.8</span></td>
<td><span style="color: #000000;">160.3</span></td>
<td><span style="color: #000000;">142.4</span></td>
<td><span style="color: #000000;">124.8</span></td>
<td><span style="color: #000000;">104.9</span></td>
<td><span style="color: #000000;">82.9</span></td>
</tr>
<tr>
<td><span style="color: #000000;">Jewelry</span></td>
<td><span style="color: #000000;">170.6</span></td>
<td><span style="color: #000000;">174.3</span></td>
<td><span style="color: #000000;">168.9</span></td>
<td><span style="color: #000000;">179.2</span></td>
<td><span style="color: #000000;">174.8</span></td>
<td><span style="color: #000000;">173.8</span></td>
<td><span style="color: #000000;">166.3</span></td>
<td><span style="color: #000000;">163.5</span></td>
<td><span style="color: #000000;">158.3</span></td>
<td><span style="color: #000000;">156.6</span></td>
</tr>
<tr>
<td><span style="color: #000000;">Silverware</span></td>
<td><span style="color: #000000;">96.4</span></td>
<td><span style="color: #000000;">106.1</span></td>
<td><span style="color: #000000;">83.5</span></td>
<td><span style="color: #000000;">83.9</span></td>
<td><span style="color: #000000;">67.2</span></td>
<td><span style="color: #000000;">67.5</span></td>
<td><span style="color: #000000;">61.0</span></td>
<td><span style="color: #000000;">58.4</span></td>
<td><span style="color: #000000;">56.9</span></td>
<td><span style="color: #000000;">59.5</span></td>
</tr>
<tr>
<td><span style="color: #000000;">Coins &amp; Medals</span></td>
<td><span style="color: #000000;">32.1</span></td>
<td><span style="color: #000000;">30.5</span></td>
<td><span style="color: #000000;">31.6</span></td>
<td><span style="color: #000000;">35.7</span></td>
<td><span style="color: #000000;">42.4</span></td>
<td><span style="color: #000000;">40.0</span></td>
<td><span style="color: #000000;">39.8</span></td>
<td><span style="color: #000000;">39.7</span></td>
<td><span style="color: #000000;">65.2</span></td>
<td><span style="color: #000000;">78.7</span></td>
</tr>
<tr>
<td><span style="color: #000000;"><strong>Total Fabrication</strong></span></td>
<td><span style="color: #000000;">891.7</span></td>
<td><span style="color: #000000;">859.4</span></td>
<td><span style="color: #000000;">828.3</span></td>
<td><span style="color: #000000;">842.4</span></td>
<td><span style="color: #000000;">830.8</span></td>
<td><span style="color: #000000;">848.7</span></td>
<td><span style="color: #000000;">836.4</span></td>
<td><span style="color: #000000;">842.5</span></td>
<td><span style="color: #000000;">828.6</span></td>
<td><span style="color: #000000;">729.8</span></td>
</tr>
<tr>
<td><span style="color: #000000;">Producer De-Hedging</span></td>
<td><span style="color: #000000;">27.4</span></td>
<td><span style="color: #000000;">--</span></td>
<td><span style="color: #000000;">24.8</span></td>
<td><span style="color: #000000;">20.9</span></td>
<td><span style="color: #000000;">--</span></td>
<td><span style="color: #000000;">--</span></td>
<td><span style="color: #000000;">6.8</span></td>
<td><span style="color: #000000;">24.2</span></td>
<td><span style="color: #000000;">11.6</span></td>
<td><span style="color: #000000;">22.3</span></td>
</tr>
<tr>
<td><span style="color: #000000;">Implied Net Investment</span></td>
<td><span style="color: #000000;">--</span></td>
<td><span style="color: #000000;">11.4</span></td>
<td><span style="color: #000000;">--</span></td>
<td><span style="color: #000000;">6.0</span></td>
<td><span style="color: #000000;">37.4</span></td>
<td><span style="color: #000000;">67.6</span></td>
<td><span style="color: #000000;">64.0</span></td>
<td><span style="color: #000000;">22.0</span></td>
<td><span style="color: #000000;">48.2</span></td>
<td><span style="color: #000000;">136.9</span></td>
</tr>
<tr>
<td><span style="color: #000000;"><strong>Total Demand</strong></span></td>
<td><span style="color: #000000;"><strong>919.1</strong></span></td>
<td><span style="color: #000000;"><strong>870.9</strong></span></td>
<td><span style="color: #000000;"><strong>853.1</strong></span></td>
<td><span style="color: #000000;"><strong>869.3</strong></span></td>
<td><span style="color: #000000;"><strong>868.2</strong></span></td>
<td><span style="color: #000000;"><strong>916.3</strong></span></td>
<td><span style="color: #000000;"><strong>907.2</strong></span></td>
<td><span style="color: #000000;"><strong>888.7</strong></span></td>
<td><span style="color: #000000;"><strong>888.3</strong></span></td>
<td><span style="color: #000000;"><strong>889.0</strong></span></td>
</tr>
<tr>
<td colspan="11"></td>
</tr>
<tr>
<td valign="top"><span style="color: #000000;">Silver Price</span><br />
<span style="color: #000000;"> (London US$/oz)</span></td>
<td><span style="color: #000000;">4.953</span></td>
<td><span style="color: #000000;">4.370</span></td>
<td><span style="color: #000000;">4.599</span></td>
<td><span style="color: #000000;">4.879</span></td>
<td><span style="color: #000000;">6.658</span></td>
<td><span style="color: #000000;">7.312</span></td>
<td><span style="color: #000000;">11.549</span></td>
<td><span style="color: #000000;">13.384</span></td>
<td><span style="color: #000000;">14.989</span></td>
<td><span style="color: #000000;">14.674</span></td>
</tr>
</tbody>
</table>
<p><span style="color: #000000;"><img class="aligncenter" 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" alt="" /></span></p>
<table border="0" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<th colspan="3"><span style="color: #000000;">Top 20 Silver Producing Countries in 2009</span><br />
<span style="color: #000000;"> <em>(millions of ounces)</em></span></th>
</tr>
<tr>
<td><span style="color: #000000;">1.</span></td>
<td><span style="color: #000000;">Peru</span></td>
<td><span style="color: #000000;">123.9</span></td>
</tr>
<tr>
<td><span style="color: #000000;">2.</span></td>
<td><span style="color: #000000;">Mexico</span></td>
<td><span style="color: #000000;">104.7</span></td>
</tr>
<tr>
<td><span style="color: #000000;">3.</span></td>
<td><span style="color: #000000;">China</span></td>
<td><span style="color: #000000;">89.1</span></td>
</tr>
<tr>
<td><span style="color: #000000;">4.</span></td>
<td><span style="color: #000000;">Australia</span></td>
<td><span style="color: #000000;">52.6</span></td>
</tr>
<tr>
<td><span style="color: #000000;">5.</span></td>
<td><span style="color: #000000;">Bolivia</span></td>
<td><span style="color: #000000;">42.6</span></td>
</tr>
<tr>
<td><span style="color: #000000;">6.</span></td>
<td><span style="color: #000000;">Russia</span></td>
<td><span style="color: #000000;">42.2</span></td>
</tr>
<tr>
<td><span style="color: #000000;">7.</span></td>
<td><span style="color: #000000;">Chile</span></td>
<td><span style="color: #000000;">41.8</span></td>
</tr>
<tr>
<td><span style="color: #000000;">8.</span></td>
<td><span style="color: #000000;">United States</span></td>
<td><span style="color: #000000;">39.8</span></td>
</tr>
<tr>
<td><span style="color: #000000;">9.</span></td>
<td><span style="color: #000000;">Poland</span></td>
<td><span style="color: #000000;">39.2</span></td>
</tr>
<tr>
<td><span style="color: #000000;">10.</span></td>
<td><span style="color: #000000;">Kazakhstan</span></td>
<td><span style="color: #000000;">21.7</span></td>
</tr>
<tr>
<td><span style="color: #000000;">11.</span></td>
<td><span style="color: #000000;">Canada</span></td>
<td><span style="color: #000000;">19.6</span></td>
</tr>
<tr>
<td><span style="color: #000000;">12.</span></td>
<td><span style="color: #000000;">Argentina</span></td>
<td><span style="color: #000000;">17.1</span></td>
</tr>
<tr>
<td><span style="color: #000000;">13.</span></td>
<td><span style="color: #000000;">Turkey</span></td>
<td><span style="color: #000000;">14.0</span></td>
</tr>
<tr>
<td><span style="color: #000000;">14.</span></td>
<td><span style="color: #000000;">Sweden</span></td>
<td><span style="color: #000000;">8.7</span></td>
</tr>
<tr>
<td><span style="color: #000000;">15.</span></td>
<td><span style="color: #000000;">Morocco</span></td>
<td><span style="color: #000000;">8.3</span></td>
</tr>
<tr>
<td><span style="color: #000000;">16.</span></td>
<td><span style="color: #000000;">Indonesia</span></td>
<td><span style="color: #000000;">7.7</span></td>
</tr>
<tr>
<td><span style="color: #000000;">17.</span></td>
<td><span style="color: #000000;">India</span></td>
<td><span style="color: #000000;">7.3</span></td>
</tr>
<tr>
<td><span style="color: #000000;">18.</span></td>
<td><span style="color: #000000;">Guatemala</span></td>
<td><span style="color: #000000;">4.2</span></td>
</tr>
<tr>
<td><span style="color: #000000;">19.</span></td>
<td><span style="color: #000000;">Iran</span></td>
<td><span style="color: #000000;">3.5</span></td>
</tr>
<tr>
<td><span style="color: #000000;">20.</span></td>
<td><span style="color: #000000;">South Africa</span></td>
<td><span style="color: #000000;">2.6</span></td>
</tr>
</tbody>
</table>
]]></content:encoded>
			<wfw:commentRss>http://IntelBarter.com/2011/03/13/rise-of-silver/feed/</wfw:commentRss>
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		</item>
		<item>
		<title>Markets are not going to crash, because of Yin and Yang!</title>
		<link>http://IntelBarter.com/2011/03/12/market-are-not-going-to-crash-because-of-yin-and-yang/</link>
		<comments>http://IntelBarter.com/2011/03/12/market-are-not-going-to-crash-because-of-yin-and-yang/#comments</comments>
		<pubDate>Sun, 13 Mar 2011 03:11:52 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[ECONOMY]]></category>
		<category><![CDATA[GENERAL]]></category>
		<category><![CDATA[INVESTING]]></category>
		<category><![CDATA[PEOPLE]]></category>
		<category><![CDATA[TECHNOLOGY]]></category>

		<guid isPermaLink="false">http://IntelBarter.com/?p=815</guid>
		<description><![CDATA[What we are experiencing is just pessimism rising again from the very people who banked on the system going the other way and after. But that's not a bad thing it all. Because that brings balance to the markets; And the markets need a Yin and Yang. Too much of Yang is no good, it [...]]]></description>
			<content:encoded><![CDATA[<p><img class="alignright" 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" alt="" width="126" height="113" />What we are experiencing is just pessimism rising again from the very people who banked on the system going the other way and after. But that's not a bad thing it all. Because that brings balance to the markets; And the markets need a Yin and Yang. <span id="more-815"></span></p>
<p>Too much of Yang is no good, it causes unrealistic behavior, bad direction in markets and fools people to become reckless in times when they should be weary and steady focused. Yin is always there and must be, to remind us of what the reality is; but in this case it's not as exaggerated as what people are feeling and worrying, but again there is nothing wrong with that.</p>
<p>Market sentiment from what I can gather is still overall positive and confident in the stability of the system. I also strongly believe that the government has taken precautionary steps currently in place, and relief efforts taken following the market crash almost two years ago, are running effectively and they are still.</p>
<p>While the fundamentals are improving and not without hiccups. I believe that the economy is headed the right direction.</p>
<p>Many analysts put in place a big question everyone is now asking, as to what may be the real reason that we could crash again. And that is if markets just gained back too fast too much? My answer to that is, absolutely not. I would argue that with anyone.</p>
<p>First of the very people who are putting forth and pressuring these types of questions and doubts are the very people who cheered driving the markets up. But cheering is not driving, and these people knew what was to become of the markets when they were cheering from the bottom and banked on it really well. And now they want to use the same lottery ticket to win twice; well guess what! That crashed ship has sailed and it isn't coming back!</p>
<p>But the most important thing to know and understand, is to accept why the markets came back so fast and hard; It's because world does not move at the same pace as it used to a decade ago. Technology is incrementally advancing, making it possible for incredible financial innovations, capabilities and logistics. Everything around the world is tied up to each other and we depend on each other more than ever to make things right and forward. We can't lets a few media analysts destroy the sentiment and allow the people following them to talk it down.</p>
<p>Markets are stabilizing. What happened to our and world economy was like the earthquake in Japan, recently. You will still feel tremors after the quake; and yes there is possibility of it happening again; and that future is certain. But don't steal a bomb and blow it up in the water calling it a tsunami! And, that's what the media analysts and some of the market followers are trying to do, just to bank in on the whole thing again.</p>
<p>This is not going to happen anytime soon, it will take years before the markets top out. But we cannot let the people drive our momentum, use your own sense, trust you. Why bears do what they do? because they can't make money going up, they can only start from a certain bottom and follow, never lead. At the end, I look at all what's happening because I see this just as a rough way of market stabilization.</p>
<p>Warren Buffet also always says it best...</p>
<p><em>"I never attempt to make money on the stock market. I buy on the assumption that they could close the market the next day and not reopen it for five years."</em></p>
<p><em>"Look at market fluctuations as your friend rather than your enemy; profit from folly rather than participate in it."</em></p>
<p><em>"The smarter the journalists are, the better off society is. For to a degree, people read the press to inform themselves-and the better the teacher, the better the student body."</em></p>
<p><em>"Today people who hold cash equivalents feel comfortable. They shouldn't. They have opted for a terrible long-term asset, one that pays virtually nothing and is certain to depreciate in value."</em></p>
<p><a title="http://www.brainyquote.com/quotes/authors/w/warren_buffett.html" href="http://www.brainyquote.com/quotes/authors/w/warren_buffett.html" target="_blank"><strong><em>MORE</em></strong></a></p>
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		<title>Running on debt&#8230; Good for you? </title>
		<link>http://IntelBarter.com/2011/03/12/running-on-debt-good-for-you/</link>
		<comments>http://IntelBarter.com/2011/03/12/running-on-debt-good-for-you/#comments</comments>
		<pubDate>Sat, 12 Mar 2011 23:01:23 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[ECONOMY]]></category>
		<category><![CDATA[HOW TO]]></category>
		<category><![CDATA[INVESTING]]></category>

		<guid isPermaLink="false">http://IntelBarter.com/?p=811</guid>
		<description><![CDATA[In my opinion it&#8217;s the oldest economic trick in the book. Borrow money, save your own; inflation overtime dilutes debt. Increases the face value of your financial products. Jump the interest rates later, which drops the inflation, and then pay off the loans with debtor coming out on top with surplus. It&#8217;s has never worked. [...]]]></description>
			<content:encoded><![CDATA[<p>In my opinion it&#8217;s the oldest economic trick in the book. Borrow money, save your own; inflation overtime dilutes debt. Increases the face value of your financial products. Jump the interest rates later, which drops the inflation, and then pay off the loans with debtor coming out on top with surplus. It&#8217;s has never worked. Or has it?<span id="more-811"></span></p>
<p>Well right now that&#8217;s what we are doing. What is some proof that it&#8217;s working. Well for one example, the banks want to stop offering 30 year mortgages, because this model would cause them to actually lose money and or take severe cuts in profit. So for this news to come about is proof that something is going on.</p>
<p>For example.<br />
$100,000 loan at 4.5% interest rate<br />
15 year average inflation 3.5% with zero bank interest rates<br />
&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;-<br />
$110,092.91 &lt;<em>1% won</em></p>
<p>Than banks actually only make &lt;1% profit. And with future inflation rate looking to hit double digits, this model could seriously put a huge dent into their loan interest rate profits. That is going to happen because you can see all the scramble in home foreclosures, and etc. to gather as much liquidity as possible, by the bank&#8230;</p>
<p>But for the government debt, this is a good thing. Even if we have just a couple of years of super high inflation rate of, say 12%+. That would raise the 15 years average rate to a level significantly enough to dilute debt further; and actually cause the creditor to take loss and debtor walk on profit.</p>
<p>Well we all know that the reality of this situation is 1000 times more complex , but at the end of the day this model is where it all comes down to.</p>
<p>Why don&#8217;t the people do this? Two things, no knowledge of basic economic math, and or no stable job with enough income to last! <em>[no offense to anyone]. </em>Government certainly has myriad of diverse way to make insane amount of money annually! But now because of technology so do we.</p>
<p>So people can now do something understanding and using this model. You can use this model to properly plan the future of your finances and investments.</p>
<p>So what are the relative variables to look after to make sure this works; on the government side. Keep the average household income rise at a slower pace for a certain time until you being to pay back the debt <em>[how they do that is a another topic]</em>. Fix up real-estate issues and make it more affordable for the future generation; to re-insure the banks of super long term, profits. That way the banks remain calm and don&#8217;t start asking for money too fast, and same goes for everyone else. Raise commodity prices to inflation adjusted record highs. And my favorite, increasing the financial assets, <em>mainly of the stocks</em>; which in this capitalism benefits everyone who is sufficiently on board.</p>
<p>You can accept this for whatever they mean to you. but at the end of the day if you want to move the only fuel is cash, and you can&#8217;t have credit without it. Or can you?</p>
]]></content:encoded>
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		</item>
		<item>
		<title>JAPAN EmErGeNcY [Part 1]</title>
		<link>http://IntelBarter.com/2011/03/12/japan/</link>
		<comments>http://IntelBarter.com/2011/03/12/japan/#comments</comments>
		<pubDate>Sat, 12 Mar 2011 21:06:18 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[ECONOMY]]></category>
		<category><![CDATA[ENVIRONMENT]]></category>
		<category><![CDATA[PEOPLE]]></category>

		<guid isPermaLink="false">http://IntelBarter.com/?p=798</guid>
		<description><![CDATA[My girlfriend is in Japan right now, living in Tokyo, just outside from the central area. I have been in direct communication with her every since the major earthquake and tsunami struck Japan; so I have been able to get a direct feedback from there. My girl friend thanks to everything and everyone is safe, [...]]]></description>
			<content:encoded><![CDATA[<p><img class="alignright" title="Japan" src="data:image/png;base64,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" alt="" width="110" height="135" />My girlfriend is in Japan right now, living in Tokyo, just outside from the central area. I have been in direct communication with her every since the major earthquake and tsunami struck Japan; so I have been able to get a direct feedback from there. <em>My girl friend thanks to everything and everyone is safe, as well as her family and friends.<span id="more-798"></span></em></p>
<p>From what I can gather on what she is telling me, the city is mainly operational economically, however many businesses are closed, or have limited services. Public transportation&#8217;s has been halted for extra security and precautionary measures for extended secure time. Areas which have been hit directly have suffered from complete destruction, to major damages in infrastructure. Many areas from the earthquake and floods from rural to metro areas are impacted severely, but they will be rebuild. Most important thing is that many people have been saved, but never the less tragic of one too many losses of any human lives.</p>
<p>Japan over the decades has set forth strict rules for building codes, logistics and operating standards for many of the things in their infrastructure. This has been well paid off with the unfortunate recent events, as many of the hard forced rules have proven responsible for saving so many lives. Again, our condolences go out to those people and families that have lost one too many family members and people they knew.</p>
<p>Economic strength of Japan is going to stay intact, due to its immensely strong integrity; of both fundamental and integral established standards. I believe that Japan is going to get through this emergency with great efficiency and speed; with several things attributing.</p>
<p>First Japan has the largest n<span style="color: #000000;">aval force in the far east, capable of great mobilizations on sea. Giving the ability for incredible emergency logistical control of the waters. Next, Japanese population has one of the largest financial savings rate in the world, as well as the government <del><em>[even though their massive government debt exists it's not something I would worry about in the long run, because running on debt is the oldest economic trick in the book to save more money on the side]</em></del>. So they c</span>an and will afford all the necessary and extra help they need for the recovery and rebuilding.</p>
<p>Several serious emergency situations have also raised as a damaging result of the earthquake and tsunami. Most important is the damages sustained by their nuclear power generators. So far up to 5 damage effected plants have been reported. Once or more of them having major malfunctions issues with cooling systems failures and radiation leaks. I believe that the necessary precautions are being taken to the full extent, and all proper diversified resources are being attributed to this major emergency.</p>
<p>Japan has proven the shape and form, a country of its size and power has to be in to be able to react to something like this, in this fashion. People of Japan most of all deserve incredible credit because of their immediate vigilance, integrity and support of each other. The government has overall done an incredible job of sustaining all of the situation and have relatively kept the people calm and responsive. Although some have doubts of their under reporting reporting of the nuclear power plants situations, I believe that they are doing everything according to proper systematic procedures.</p>
<p>With all hope and prayers on their side, everything will resolve well and soon.</p>
<p id="yn-title"><a title="http://news.yahoo.com/s/yblog_newsroom/20110311/wl_yblog_newsroom/japan-earthquake-and-tsunami-how-to-help" href="http://news.yahoo.com/s/yblog_newsroom/20110311/wl_yblog_newsroom/japan-earthquake-and-tsunami-how-to-help" target="_blank"><span style="color: #ff0000;">Japan earthquake and tsunami: How to help</span></a></p>
<p><em>Right now my girlfriend Naho, is tweeting live from Japan; following the news and events as they happen. Her tweeter <a title="StyleImpulse tweet" href="http://twitter.com/#!/StyleImpulse" target="_blank">StyleImpulse</a></em></p>
]]></content:encoded>
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		</item>
		<item>
		<title>iEco: The Dynamic Fusion</title>
		<link>http://IntelBarter.com/2011/03/08/ieco-the-dynamic-fusion/</link>
		<comments>http://IntelBarter.com/2011/03/08/ieco-the-dynamic-fusion/#comments</comments>
		<pubDate>Tue, 08 Mar 2011 22:08:19 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[ECONOMY]]></category>
		<category><![CDATA[INVESTING]]></category>
		<category><![CDATA[TECHNOLOGY]]></category>

		<guid isPermaLink="false">http://IntelBarter.com/?p=790</guid>
		<description><![CDATA[As a whole we all make up an ecosystem where one way or another each and every one of us brings balance to everything. Before, the ecosystem was mainly a macro system of things, where micro just simply followed the momentum, and everything went that way; because that&#8217;s how it was evolved from before. But [...]]]></description>
			<content:encoded><![CDATA[<p>As a whole we all make up an ecosystem where one way or another each and every one of us brings balance to everything. <span id="more-790"></span></p>
<p>Before, the ecosystem was mainly a macro system of things, where micro just simply followed the momentum, and everything went that way; because that&#8217;s how it was evolved from before. But now its longer that way. Now it is reversed, where macro follows the micro, it&#8217;s a ponder at first, but if you look at it a certain way you&#8217;ll see the picture.</p>
<p>This reversal happened because of technology and fusion. Today we have technology in more places and parts of our lives than we know about ourselves. The greatest fusion which brings all the things together and makes everything possible the Smartphone, and now slowly tablets. These systems have application developed to each of the specific required in order to do whatever so; no just some open architecture nonsense.</p>
<p>Before, in the static existence of things it was difficult to push forward, everything was only available at certain time, at a certain place. But now we have everything available all the time on demand; from entire library of pretty much anything you can think of; restaurants, music, entertainment, socialization, GPS and travel. Everything is on demand and open to the world to see, there is a lot of things you can do with that type of information.</p>
<p>When you have on demand pretty much anything, the markets follow you, not the other way around. They are trying to figure what you will want next and keep up; and they can no longer set the trend, but you do. We are now the trend makers because.</p>
<p>But because of this, the economy has been divided on many different levels and directions. But this is a great thing; ergo the evolutionary process of the next step to a greater economy. Because each and everyone one of us can survive as an individual doing our own thing full time or as an addition. So with that all of us form the most dynamic and sufficient business model ever in the existence of the history of man.</p>
<p>Where do you stand?</p>
<p style="text-align: center;"><a href="http://intelbarter.com/wordpress/wp-content/uploads/2011/03/eco1.jpg" target="_blank"><img class="aligncenter size-medium wp-image-791" title="eco1" src="http://intelbarter.com/wordpress/wp-content/uploads/2011/03/eco1-300x300.jpg" alt="" width="300" height="300" /></a></p>
]]></content:encoded>
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		</item>
		<item>
		<title>The most valuable real-estate in the world.</title>
		<link>http://IntelBarter.com/2011/03/07/the-most-valuable-real-estate-in-the-world/</link>
		<comments>http://IntelBarter.com/2011/03/07/the-most-valuable-real-estate-in-the-world/#comments</comments>
		<pubDate>Mon, 07 Mar 2011 20:35:20 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[ECONOMY]]></category>
		<category><![CDATA[INVESTING]]></category>
		<category><![CDATA[POWER]]></category>
		<category><![CDATA[R&D]]></category>
		<category><![CDATA[TECHNOLOGY]]></category>

		<guid isPermaLink="false">http://IntelBarter.com/?p=763</guid>
		<description><![CDATA[Let&#8217;s start by taking a look at the most effective alternative energy resources. Nuclear, Wind and Solar. Since the world is coming to an energy crisis, I presume that the most valuable real-estate development is going to be in areas where one can be most energy efficient/independent. After having carefully reviewed all of the three [...]]]></description>
			<content:encoded><![CDATA[<p><img class="alignright" title="oasis" src="http://amazingdata.com/mediadata6/Image/amazing_fun_featured_2320133670102347975S500x500Q85_2009072322294111486.jpg" alt="" width="171" height="129" />Let&#8217;s start by taking a look at the most effective alternative energy resources. Nuclear, Wind and Solar. Since the world is coming to an energy crisis, I presume that the most valuable real-estate development is going to be in areas where one can be most energy efficient/independent.<span id="more-763"></span></p>
<p>After having carefully reviewed all of the three options; I have presumed that solar energy is the most viable and realistic option for an individual. I believe that in the future many cities will be build in the deserts as oasis cities. Forming leading representative communities of self sufficient labor and production plants.</p>
<p>Ability to operate outside the energy grid is something very possible today. But I also believe that there is a larger picture to see here. That Solar technology has advanced enough into stages where it converts energy into large enough quantifiable fuel source to feed the entire United States energy consumption&#8230;</p>
<p>I believe in optimist and to always seeing the bright side of things, in this case literally. People must overcome obstacles by climbing over using innovation through utilization of tools that are made available for us by science, technology and necessity.</p>
<p>Here is a list of ten sunniest and windiest cities in the U.S.</p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="319" valign="top">
<p style="text-align: center;">10 Windiest   Cities</p>
<p>&nbsp;</p>
<p>1. Blue Hill Observatory, Massachusetts</p>
<p>2. Dodge City, Kansas</p>
<p>3. Amarillo, Texas</p>
<p>4. Rochester, Minnesota</p>
<p>5. Casper, Wyoming</p>
<p>6. Cheyenne, Wyoming</p>
<p>7. Great Falls, Montana</p>
<p>8. Goodland, Kansas</p>
<p>9. Boston, Massachusetts</p>
<p>10. Lubbock, Texas</td>
<td width="319" valign="top">
<p style="text-align: center;">10 Sunniest   Cities</p>
<p>&nbsp;</p>
<p>1. Yuma, Arizona</p>
<p>2. Las Vegas, Nevada</p>
<p>3. Phoenix, Arizona</p>
<p>4. Tucson, Arizona</p>
<p>5. El Paso, Texas</p>
<p>6. Flagstaff, Arizona</p>
<p>7. Fresno, California</p>
<p>8. Reno, Nevada</p>
<p>9. Sacramento, California</p>
<p>10. Albuquerque, N.M.</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<p>More solar info.</p>
<p><strong>General facts</strong></p>
<ul>
<li>Solar Energy      is better for the environment than traditional forms of energy.</li>
<li>Solar energy      has many uses such as electricity production and heating of water through      photovoltaic cells and directly for drying clothes.</li>
<li>Solar energy      can also be used to heat swimming pools, power cars, for attic fans,      calculators and other small appliances. It produces lighting for indoors      or outdoors.</li>
<li>You can even      cook food with solar energy.</li>
<li>Solar Energy      is becoming more and more popular. The worldwide demand for Solar Energy      is currently greater than supply.</li>
</ul>
<p><strong>Facts about Solar Energy usage:</strong></p>
<ul>
<li>Solar Energy      is measured in kilowatt-hour. 1 kilowatt = 1000 watts.</li>
<li>1      kilowatt-hour (kWh) = the amount of electricity required to burn a 100      watt light bulb for 10 hours.</li>
<li>According to      the US Department of Energy, an average American household used      approximately 866-kilowatt hours per month in 1999 costing them $70.68.</li>
<li>About 30% of      our total energy consumption is used to heat water.</li>
</ul>
<p><strong>Facts about Solar Energy systems:</strong></p>
<ul>
<li>A home solar      system is typically made up of solar panels, an inverter, a battery, a      charge controller, wiring and support structure.</li>
<li>A 1-kilowatt      home solar system takes about 1-2 days to install and costs around      US$10,000, but can vary greatly and does not take into account any      incentives offered by the government.</li>
<li>A 1-kilowatt      home solar system consists of about 10-12 solar panels and requires about      100 square feet of installation area.</li>
<li>A 1 kilowatt      home solar system will generate approximately 1,600 kilowatt hours per      year in a sunny climate (receiving 5.5 hours of sunshine per day) and      approximately 750 kilowatt hours per year in a cloudy climate (receiving      2.5 hours of sunshine per day).</li>
<li>A 1-kilowatt      home solar system will prevent approximately 170 lbs. of coal from being      burned, 300 lbs of CO2 from being released into the atmosphere and 105      gallons of water from being consumed each month!</li>
<li>About 40      solar cells are usually combined into a solar panel and around 10-12 panels      mounted in an array facing due North to receive maximum sunlight.</li>
<li>The system      usually comes with a 5-year warranty, although the solar panels are      warranted for 20.</li>
<li>Relying on      the battery back up, a solar energy system can provide electricity 24&#215;7,      even on cloudy days and at night.</li>
<li>Solar panels      come in various colours.</li>
<li>Solar energy      can be collected and stored in batteries, reflected, insulated, absorbed      and transmitted.</li>
</ul>
<p><strong>Sun related Facts about Solar Energy:</strong></p>
<table border="0" cellpadding="0" width="120" align="right">
<tbody>
<tr>
<td></td>
</tr>
</tbody>
</table>
<ul>
<li>Sunlight      travels to the earth in approximately 8 minutes from 93,000,000 miles      away, at 186,282 miles per second.</li>
<li>The sun is      also the main source of non-renewable fossil fuels (coal, gas and      petroleum), which began life as plants or animals whose energy came from      the sun millions of year ago.</li>
<li>Solar energy      is responsible for weather patterns and ocean currents.</li>
<li>Clouds,      pollution and wind can prevent the sun&#8217;s rays from reaching the earth.</li>
</ul>
<p><strong>Other Interesting Facts about Solar Energy:</strong></p>
<ul>
<li>Da Vinci      predicted a solar industrialization as far back as 1447.</li>
<li>In one hour more sunlight falls on the earth than what is used by      the entire population in one year.</li>
<li>A world      record was set in 1990 when a solar powered aircraft flew 4060km across      the USA, using no fuel.</li>
<li>Fierce weather      cost the world a record $130 Billion in the first eleven months of 1998-      more money than was lost from weather related disasters from 1980 to 1990      ($82 Billion).</li>
<li>Researchers      from the Worldwatch Institute and Munich Re blame deforestation and      climate change from Earth warming for much of the loss. The previous      one-year record was $90 Billion in 1996. Source &#8211; Associated Press,      November 28,1998.</li>
<li>About 2      billion people in the world are currently without electricity.</li>
<li>Accounting      for only 5 percent of the world&#8217;s population, Americans consume 26 percent      of the world&#8217;s energy.</li>
<li>Electric      ovens consume the most amount of electricity, followed by microwaves and      central air conditioning.</li>
<li>Third world      countries with an abundance of sunlight and a population currently without      electricity, represents the fastest growing market for solar energy, with      the largest domestic market being the utilities sector.</li>
<li>Shell Oil      predicts that 50% of the world&#8217;s energy will come from renewable sources      by 2040.</li>
</ul>
<p><em><strong>Facts listed about Solar were take from this <a href="http://www.facts-about-solar-energy.com/facts-about-solar-energy.html" target="_blank">LINK</a></strong></em></p>
]]></content:encoded>
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		<slash:comments>3</slash:comments>
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		<title>Oil for fools?</title>
		<link>http://IntelBarter.com/2011/03/07/oil-for-fools/</link>
		<comments>http://IntelBarter.com/2011/03/07/oil-for-fools/#comments</comments>
		<pubDate>Mon, 07 Mar 2011 17:50:40 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[ECONOMY]]></category>
		<category><![CDATA[INVESTING]]></category>
		<category><![CDATA[R&D]]></category>

		<guid isPermaLink="false">http://IntelBarter.com/?p=748</guid>
		<description><![CDATA[Recent middle-east&#8217;s turning of events have been nothing short of a spectacular loop in the media. While I don&#8217;t disagree with the importance of security in middle-east; I do disagree on the importance and relevance of their economical and social impact on the markets around the world. CANADA, MEXICO, SAUDI ARABIA, NIGERIA, VENEZUELA, IRAQ, ANGOLA, [...]]]></description>
			<content:encoded><![CDATA[<p>Recent middle-east&#8217;s turning of events have been nothing short of a spectacular loop in the media. <span id="more-748"></span></p>
<p>While I don&#8217;t disagree with the importance of security in middle-east; I do disagree on the importance and relevance of their economical and social impact on the markets around the world.</p>
<p>CANADA, MEXICO, SAUDI ARABIA, NIGERIA, VENEZUELA, IRAQ, ANGOLA, BRAZIL, ALGERIA, COLOMBIA, ECUADOR, RUSSIA, KUWAIT, UNITED KINGDOM, and ARGENTINA. These are the top 15 countries we import Crude Oil from respective in the amount; largest beginning with Canada. <em>Results from the end of last quarter in 2010.</em></p>
<p>Listed nations above are in very good relationship status with Unites States, and to remain so for the distance in the foreseeable future. They are also stable and secure in terms of social satisfaction and progressing economical prosperity.</p>
<p>This entire middle-east uprising in terms of oil production in no more volatile than the BP oil rig crash last year. Here is a fun math equation on our oil consumption, production and imports.</p>
<p><em>rounded to the nearest million</em></p>
<p style="text-align: right;">Consumption 19<br />
-Production 9<br />
-Import 11<br />
&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;<br />
Left over 1 million bbl/day</p>
<p>United States only shows &#8216;Oil &#8211; proved reserves&#8217; which is &#8220;&#8230;high degree of confidence to be commercially recoverable&#8230;&#8221; But what about this 1 million bbl/day that is left over. Annually then there is 365 million bbl/ day left in real reserves, over a decade 3650 billion bbl/day that is put in reserve. Now I&#8217;m sure that there is many more years which have gone on with this whole scheme, so I&#8217;m pretty confident that the whole oil price fluctuations is all but a wonderful work of capitalism.</p>
<p>If there is money to be made and there is a way, you can bet sure that speculation will take its way.</p>
]]></content:encoded>
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		<title>How to better use Google Finance for you!</title>
		<link>http://IntelBarter.com/2011/03/02/how-to-better-use-google-finance-for-you/</link>
		<comments>http://IntelBarter.com/2011/03/02/how-to-better-use-google-finance-for-you/#comments</comments>
		<pubDate>Wed, 02 Mar 2011 09:30:36 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[ECONOMY]]></category>
		<category><![CDATA[HOW TO]]></category>
		<category><![CDATA[INVESTING]]></category>

		<guid isPermaLink="false">http://IntelBarter.com/?p=677</guid>
		<description><![CDATA[Internet search engine giant has many great products which it offers, but I believe rarely ever taken advantage of properly. These are essential tools which can be used learn very valuable information. There a few part&#8217;s I would like to elaborate on which I think can be of crucial benefit to a better and real [...]]]></description>
			<content:encoded><![CDATA[<p><img class="alignright" 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alt="" width="195" height="40" />Internet search engine giant has many great products which it offers, but I believe rarely ever taken advantage of properly. These are essential tools which can be used learn very valuable information. <span id="more-677"></span></p>
<p>There a few part&#8217;s I would like to elaborate on which I think can be of crucial benefit to a better and real exposure to the markets and understanding. Starting with &#8220;Stock screener&#8221;(s), are used for finding companies matching specific criteria&#8217;s. The criteria&#8217;s should be well understood, for it will help you broaden your views greatly on many of the companies that exist out there helping you to potentially matching your investment ideas and strategies.</p>
<p>Next is &#8220;Portfolios&#8221;, you can run this feature several ways which I think can be of an incredible task manager saver. As you screen around for companies , you can fill up several portfolios with companies belonging to certain sector, market capital, dividends, operating metrics, and growth to name a few of many. Keep in touch with the companies through the portfolios, follow them and get to know the trends and the news following the companies and the industries. Which should narrow down the risk of bad moves on bad timing.</p>
<p>You can also keep a closer to realistic tracking on the companies you choose in your portfolios by testing yourself on how you time to pick your stocks by adding transactions watch how much you can profit&#8230;</p>
<p>Next and last feature I would like to talk about is the page where a particular stock is view. The most important feature on this page is &#8220;Technical&#8217;s&#8221;, there a few here that are available to use, but are great to get started on. Technical&#8217;s on the charts are very important tools which can help you to better time your ins and outs of the game. For example SMA, VMA are two possible correlations that can be used to look ahead on to see possibly where the stock will settle on top/or bottom based values and trends. Don&#8217;t forget to always scan the chart using different Settings, on the Chart type, and Vertical scaling, etc.</p>
<p><em>PS: For the best financial dictionary on the web use Investopedia.com</em></p>
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			<wfw:commentRss>http://IntelBarter.com/2011/03/02/how-to-better-use-google-finance-for-you/feed/</wfw:commentRss>
		<slash:comments>1</slash:comments>
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		<item>
		<title>Bullion</title>
		<link>http://IntelBarter.com/2010/10/28/bullion/</link>
		<comments>http://IntelBarter.com/2010/10/28/bullion/#comments</comments>
		<pubDate>Thu, 28 Oct 2010 07:28:58 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[ECONOMY]]></category>
		<category><![CDATA[INVESTING]]></category>
		<category><![CDATA[R&D]]></category>

		<guid isPermaLink="false">http://IntelBarter.com/?p=592</guid>
		<description><![CDATA[Around the year 1980 the gold price hit around $800, inflation adjust that to today and it’s around $2050... So with that simple analysis I believe that the gold with reach around that price of around $2000 before it heads back down! So that’s around 60% above from where we are now by dollar value. [...]]]></description>
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" alt="" width="192" height="136" />Around  the year 1980 the gold price hit around $800, inflation adjust that to  today and it’s around $2050... So with that simple analysis I believe  that the gold with reach around that price of around $2000 before it  heads back down! So that’s around 60% above from where we are now by  dollar value.<span id="more-592"></span></p>
<p>Also  in the years from 1979-1981 the inflation levels were around 12%. Then  after the gold started to come down, the inflation also went down  gradually to about an average of 2.5-5% and now it seems that we are on  our way back up to that trend of the inflation levels. There is an exact  repeating pattern here from what I see on the charts.</p>
<p>So  next year we could be looking at an average rate of 3.5-7% increase to  inflation. And after next year when it starts to hit around 10%+ levels  we could see that level run for around a couple of years and expect the  gold to drop down about 50% in value from the particular price (So then would be a great time to capitalize on all commodities).  I think that it’s important to watch the levels by understanding the  real correct value of things by the markets, and where they are trading  at; instead of trying the time the things. Because time does not tell  value, the real value is told from adjusted historical comparisons and  fundamental growth.</p>
]]></content:encoded>
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		<title>Monorails to the rescue!</title>
		<link>http://IntelBarter.com/2010/10/27/monorails-to-the-rescue/</link>
		<comments>http://IntelBarter.com/2010/10/27/monorails-to-the-rescue/#comments</comments>
		<pubDate>Wed, 27 Oct 2010 23:40:31 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[ECONOMY]]></category>
		<category><![CDATA[ENVIRONMENT]]></category>
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		<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://IntelBarter.com/?p=569</guid>
		<description><![CDATA[This is one of the coolest projects that is in development anywhere around the world right now. It’s a commuter monorail that utilizes the space between the traffic and bridges. Image in the right does the best explanation. But this is not about design, this is about improving social infrastructure and pushing the limits of [...]]]></description>
			<content:encoded><![CDATA[<p><a href="http://www.blogcdn.com/www.engadget.com/media/2010/08/hugebus02082010-1280706868.jpg" target="_blank"><img class="alignright" title="commuter monorail" src="http://www.blogcdn.com/www.engadget.com/media/2010/08/hugebus02082010-1280706868.jpg" alt="" width="252" height="94" /></a>This  is one of the coolest projects that is in development anywhere around  the world right now. It’s a commuter monorail that utilizes the space  between the traffic and bridges. Image in the right does the best explanation. But  this is not about design, this is about improving social infrastructure  and pushing the limits of productive input and output.<span id="more-569"></span></p>
<p>This  is taking place in Beijing; But we should not fall behind in US as the  designer Song Youzhou has founded US Elevated High Speed Bus (Group)  Inc. I believe that the major metropolitan locations New York, Los  Angeles, etc. can take an amazing advantage of this opportunity. This  project affects so much more than street, it goes to improve  environmental situations, logistic security, and most important time.</p>
<p>I  believe that these types of improvement developments are imminent for  leveling-up societies and economies forward. There are many concept  projects that are like this out there which should be brought to  funding/development asap. The best system to cure recessions is to  create more economic expansions as consistently as possible; or at-least to ease the effects.</p>
]]></content:encoded>
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		<title>Rare-Earth Alert</title>
		<link>http://IntelBarter.com/2010/10/23/rare-earth-alert/</link>
		<comments>http://IntelBarter.com/2010/10/23/rare-earth-alert/#comments</comments>
		<pubDate>Sat, 23 Oct 2010 21:24:37 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[ECONOMY]]></category>
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		<guid isPermaLink="false">http://IntelBarter.com/?p=548</guid>
		<description><![CDATA[Recently there has been a lot of fuss about rare-earth metals supply alert. Because these elements are being used in the most complex and very high grade electronic components. And, the country that currently controls most of its supply for commercial and private government use is, China. Originally complex electronic components manufacturing have been preserved [...]]]></description>
			<content:encoded><![CDATA[<p><img class="alignright" title="element" src="http://www.blogsmithcdn.com/avatar/images/21/165240_64.jpg" alt="" width="64" height="64" />Recently  there has been a lot of fuss about rare-earth metals supply alert.  Because these elements are being used in the most complex and very high  grade electronic components. And, the country that currently controls most of its supply for commercial and private government use is, China.<span id="more-548"></span></p>
<p>Originally  complex electronic components manufacturing have been preserved for  domestic production; building R&amp;D facilities around corporate  headquarters and government/military agencies. But the growth of  commercial markets in size, power and demand have expanded the specific needs/demands and  securities larger than ever. The behemoths of the industrial nations have  kept this close at heart at all times, because few knew the potential  of its capital and social infrastructure improvement capabilities in the societies.</p>
<p>One  country which has benefited most from outsourcing of the industrial and  corporate production, is China. Luckily China is abundant in the  rare-earth elements required for building and advancing technology for  all fronts. China is the largest and vastly developing powerhouse which is racing its-self in  not to surpass the competing capital markets, but to become independent  from it; in which it is largely their capability to do so. <em>How ever  external investments and foreign power influences of wealth and spoils  leverage them back from going full speed ahead.</em></p>
<p>Never  the less China is on track to its ultimate goal. So in this case any  country in China’s positions would do the same by cutting back exports  in such areas and keep it largely to its self. Like all  economic/super-power houses have done before it; USA, USSR, UK, GERMANY. Future ones may be countries like BRAZIL. <em>I don&#8217;t mention Japan here because they get around these type of thing differently; funny being the most technologically advanced country in the world, but that&#8217;s why they are.</em></p>
<p>In addition I believe that there are investments opportunities in this far beyond  directly into  shares of such companies dealing with these  rare-earth metals, etc. There are a lot of companies specializing in developing  artificial elements, such as magnets, specialized plastics, advanced  micro semi- conductors, and etc. To create an alternative routes at many levels for specific need/demand.</p>
<p>These is going to become the next front in corporate cold-war.</p>
]]></content:encoded>
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		<title>Are the banks really loosing money on foreclosures?</title>
		<link>http://IntelBarter.com/2010/10/16/are-the-banks-really-loosing-money-on-foreclosures/</link>
		<comments>http://IntelBarter.com/2010/10/16/are-the-banks-really-loosing-money-on-foreclosures/#comments</comments>
		<pubDate>Sat, 16 Oct 2010 08:24:43 +0000</pubDate>
		<dc:creator>admin</dc:creator>
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		<guid isPermaLink="false">http://IntelBarter.com/?p=531</guid>
		<description><![CDATA[If you have been following the recent events of the bank foreclosure drama recently; I have something to say about it! Because the real story is not being showed and told. To start by just adding, there are somethings that is called Foreclosures Buyouts and those who cant make it fall to the Involuntary Foreclosures. [...]]]></description>
			<content:encoded><![CDATA[<p><img class="alignright" title="opportunity" src="http://static.seekingalpha.com/uploads/2009/9/21/saupload_crisis_opportunity.JPG" alt="" width="167" height="217" />If you have been following the recent events of the bank foreclosure drama recently; I have something to say about it! Because the real story is not being showed and told. To start by just adding, there are somethings that is called Foreclosures Buyouts and those  who cant make it fall to the Involuntary Foreclosures. I believe that the  banks are taking the chance in this market recovery time to clean up their  balance sheets by taking them off the face-value and putting them on the  market to rid them selves of this much questioned process, by timing it right.<span id="more-531"></span></p>
<p>There  is a lot of money to be made here again for the bank, plus they get rid of toxic assets.  Once the banks start to sell imagine the realized interest. If you make  up 30% of the loaned interests in a couple or few years, just imagine the type  of revenue you can put back into the operating income. That alone will even out all  the balances on the books on the double and remove most question marks.</p>
<p>So  the recent pullback in the stocks of the banks are an amazing buying  opportunities. If used technical analysis and check  REIT you will see that the recent events are actually timed. The REIT  levels are almost at pre-market crash levels, and the banks are going to take advantage  of this bullish market; and get the most bang for their buck. So about all this talks of fraud  and flawed foreclosure paperwork; I believe that it is an excuse rather than the real facts created by both government and banks in corporation to make more money together. But banks did not want this I think, just government times this with them in order to get more profit.</p>
<p>Once the banks start to show their plans everything will be OK, and when the traders have a different sense of direction on where the banks are standing; things will look different and better.</p>
]]></content:encoded>
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		<title>Market Evaluations Report [Part #2]</title>
		<link>http://IntelBarter.com/2010/10/14/market-evaluations-repot-part-2/</link>
		<comments>http://IntelBarter.com/2010/10/14/market-evaluations-repot-part-2/#comments</comments>
		<pubDate>Thu, 14 Oct 2010 17:18:54 +0000</pubDate>
		<dc:creator>admin</dc:creator>
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		<description><![CDATA[Mobile communications industry in rocketing into the sky! And taking everything else with it. From advertising to lifestyle choices, mobile platforms have changed the way things work. So what is the next step and where will the next leap be to? I believe that the next step will be a leap, because as large as [...]]]></description>
			<content:encoded><![CDATA[<p>Mobile communications industry in rocketing into the sky! And taking everything else with it. From advertising to lifestyle choices, mobile platforms have changed the way things work. So what is the next step and where will the next leap be to?<span id="more-528"></span></p>
<p>I believe that the next step will be a leap, because as large as this market and it’s going to grow; it lacks enough diversification because of the competitive imbalance that exists. But I believe that all the future depends on the bandwidth speeds we are able to access from all of our devices. And come the importance of 4G!</p>
<p>Increased bandwidth means more information can be access and faster, also providing the commercial market bigger and better opportunities because companies can and will produce more complex application and services. So what are some things right now that stand in the way of getting that potential right now! Size does matter. First the dominance/success of the Smartphone market has made all this possible, but the screen size I believe on average of these phones are too small to handle the future potential of the 4G applications. So we get the iPad and PlayBook.</p>
<p>Next step which is already here the iPad and similar products will serve 4G application best and they are slowly evolving because the larger mobile products can serve a larger purpose both at home and on the road. Increased screen size is important to view things in certain comfort of viewing and operating scale.</p>
<p><em>Although I believe that iPad’s are not the next step up from the notebook computers</em>, they will serve better in practical terms for students, businesses, etc. Chances of people becoming more successful are going to raise on average because of the opporunity and possibilities that new technologies are giving us, so get out there and get connected!</p>
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		<title>Market Evaluations Report [Part #1]</title>
		<link>http://IntelBarter.com/2010/10/10/market-evaluations-report-part-1/</link>
		<comments>http://IntelBarter.com/2010/10/10/market-evaluations-report-part-1/#comments</comments>
		<pubDate>Sun, 10 Oct 2010 11:44:19 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[ECONOMY]]></category>
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		<guid isPermaLink="false">http://IntelBarter.com/?p=516</guid>
		<description><![CDATA[Most important indicator of the economy is unemployment levels. But it is even more important to know how to read the unemployment data by properly knowing the important facts. Lets take a look at a several thing going back 20 years, for unemployment, population, inflation and public stock-market value. In 1990 unemployment level was around [...]]]></description>
			<content:encoded><![CDATA[<p>Most important indicator of the economy is unemployment levels. But it is even more important to know how to read the unemployment data by properly knowing the important facts. Lets take a look at a several thing going back 20 years, for unemployment, population, inflation and public stock-market value.<span id="more-516"></span></p>
<p>In 1990 unemployment level was around 6%. Since 1990 Americas population has increased over 25% from about to around 250mil to 310mil. Since then our inflation has gone up around 67%.</p>
<div><strong><br />
1990</strong></div>
<div>Unemployment: 6%</div>
<p>Population: About/around 250mil</p>
<p>Inflation: 67% Yr1990-2010</p>
<p>250&#215;6% = 15mil people unemployed</p>
<p>DJIA: 2700+<strong> </strong></p>
<div><strong><br />
2010<br />
</strong>Unemployment: 9.6%</div>
<p>Population: 310mil 25%+</p>
<p>Inflation: $1 in 1990 = $1.65 in 2010</p>
<p>310&#215;9.6 = 29.76mil people unemployed</p>
<p>DJIA: 10999+</p>
<ul>
<li><em>(from 2008-2009 when the stock market crashed inflation was -0.4%)</em></li>
</ul>
<p>There can correlation for this data. One key note I made in italic above is to show what happened to the currency when the market crashed, and no that is not a coincidence. That happens when the markets recess, so supply of money goes down. <em>(during the recent crisis if you research, you will see that all of the worlds major central banks rushed money into the FOREX systems for American dollar market in order to maintain it from collapse from over deflating and preventing the markets from going down further by providing an quantitative-easing; currency and stock-markets are heavily correlated to a great extent) </em>If there are repeats between the technical analysis, there are ways of predicting certain movements bot big and small. But those movements cannot be identified without crossing referencing them with fundamental analysis which is the larger decisive factor. Technical’s alone are always at best 50/50, but when combined with fundamental analysis it becomes more reliable. For instance when unemployment started to go up and there were signs of the recession before the crash of the markets, which many people figured out, but most ignored and went forward without protection. I wish it was like that coming out of the recession where people can see it and ignore the recession and just go on; <em>in a way you can.</em></p>
<p><em>This data is not to compare the economic situations, but to show you that it’s not only about looking at just one indicator, its about looking at all relative factors and performance indicators.<br />
</em></p>
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		<title>Could the markets crash be a market expansion in disguise?</title>
		<link>http://IntelBarter.com/2010/09/30/could-the-markets-crash-be-a-market-expansion-in-disguise/</link>
		<comments>http://IntelBarter.com/2010/09/30/could-the-markets-crash-be-a-market-expansion-in-disguise/#comments</comments>
		<pubDate>Thu, 30 Sep 2010 20:35:58 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[ECONOMY]]></category>
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		<guid isPermaLink="false">http://intelbarter.com/?p=323</guid>
		<description><![CDATA[Lets take a look at several industries and what has been happening in them with a certain perspective. I would like to use just a general outlook from my point of view, starting with the technology sector; It has never been more competitive, there are more companies in each field of the tech competing than [...]]]></description>
			<content:encoded><![CDATA[<p>Lets take a look at several industries and what has been happening in them with a certain perspective. I would like to use just a general outlook from my point of view, starting with the technology sector; It has never been more competitive, there are more companies in each field of the tech competing than ever before. One of the best ways to recognize this is to look at how many new system platforms are available to choose from in all types of products and services.<span id="more-323"></span></p>
<p>Take a look the the mobile phone market, service providers have not expanded much I&#8217;ll admit that but the hardware is a different story. When the smart-phone market exploded it completely changed the way we think, communicate and plan things. We have access to real time data on all subjects, instant messaging to friends and family, and our lifestyles are becoming more on-demand because we can keep in touch with almost everything on what is happening around us.</p>
<p>Next is income; Since the banks sank under from the housing market collapse, the people have developed an improved way of thinking because we try to learn from mistakes. But was it a mistake? Housing market boom was caused and used for derivative purposes in the investments markets from public and private sectors and it allowed it to bubble and crash down after the asset price markets could no longer keep up with the cash flow and income levels. I believe that the asset price markets collapsed but not the investment opportunities. Our large credit gap and net debt need to be filled up and the only way to come out of the negative is to reinvest and start moving money again. Investment opportunities are larger and better than ever before.</p>
<p>Utilities and energy markets has been one of the most interesting sectors, because it is one of the most informatively active sectors in the market. I would like to point out that many of the technologies that are being demoed in this sector and energy have been around for a while but being able to deliver them to the mass market at both an affordable and profitable rate is a totally new innovation. My bet on the future of energy is for the housing is solar power cells, and transportation is hydrogen.</p>
<p>Now I would like to talk about emerging markets and the real beneficiaries in these markets, who are us. These markets are virgin territories of huge opportunities for product and service businesses, unrealized by many domestically operated businesses; you have to go where the money is. Yes, you can compete against the corporations because the technology is available at very little cost to get it done. And if you do it right you can get bough out! Many of these markets are not as regulated as U.S.A. so your ideas and business can flourish at completely new levels.</p>
<p>There are myriad of low cost opportunities to start investing and diversifying into right now, I also believe that the markets will recess but not systematically as they did in the last one. At the moment where one company looses value another gains; and on that volatility with added disipline it&#8217;s a great time to invest for short term, especially long. And, if you want long term over 50% of large cap companies which are fundamentally fit are poised to double at least over the next few years; many in just over 1.</p>
<p>Now is the time and I don&#8217;t think that it would be worth sitting around for another decade for this type of market affordability to come around again.</p>
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		<title>Reinvesting Part 2</title>
		<link>http://IntelBarter.com/2010/09/30/reinvesting-part-2/</link>
		<comments>http://IntelBarter.com/2010/09/30/reinvesting-part-2/#comments</comments>
		<pubDate>Thu, 30 Sep 2010 06:49:10 +0000</pubDate>
		<dc:creator>admin</dc:creator>
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		<guid isPermaLink="false">http://intelbarter.com/?p=311</guid>
		<description><![CDATA[What works for someone else may not work for you; or can it!? When considering what to do next, we often look around to what people are doing. We look at our friends, working peers, and often enough popular successful people and stories. These are not the wrong way to start, the best way to [...]]]></description>
			<content:encoded><![CDATA[<p>What works for someone else may not work for you; or can it!?</p>
<p>When considering what to do next, we often look around to what people are doing. We look at our friends, working peers, and often enough popular successful people and stories. These are not the wrong way to start, the best way to get started is to see what is going on and get up to date on things are much as possible.<span id="more-311"></span></p>
<p>Some of the best forms of created investments assets often see success when one of the things is considered, long term or short term? Well that really depends on how things look after going through part one of this post. Based on my experience long term investments have worked out at an evenly as the short term investments.</p>
<p>Consider this; we live in a democratic society, where capitalism thrives; so why not choose both long term and short term investment plans. Why? Because you can. Now how to determine what can be long and short term investments is based on how much time and equity you have to invest, and must invest to see it realize.</p>
<p>If it’s has anything in any way or form to do with trade it’s a short term, if it’s fixed its long term. Those two categories can help to differ things for a while, but more complex an investment idea gets the more maturity looks. Keep in mind that in the investment world things move fast!</p>
<p>Good thing to do is the write down, five long and short term investments possibilities. When you write these down included details of the plans with analyzed risk assessments, information, and examples. This will help your thoughts look more of a possibility than an afterthought; which will help build confidence and better chance of giving it a try.</p>
<p>Simulate! Take your ideas one by one and simulate them. Write a basic business plan and compare to real world statistics and simple business math calculations. For example if you were interest in creating your own stock market portfolio you can simulate a practice account with fake credits and test what you know. Make mistakes at no cost and grow better for the real test; this is part of minimizing risk as well! (simulator.investopedia.com)</p>
<p>Like what you do!</p>
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		<title>Wall Street: Money Never Sleeps</title>
		<link>http://IntelBarter.com/2010/09/27/wall-street-money-never-sleeps/</link>
		<comments>http://IntelBarter.com/2010/09/27/wall-street-money-never-sleeps/#comments</comments>
		<pubDate>Mon, 27 Sep 2010 05:25:28 +0000</pubDate>
		<dc:creator>admin</dc:creator>
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		<guid isPermaLink="false">http://intelbarter.com/?p=300</guid>
		<description><![CDATA[Being a huge fan of the original 1987 release of Wall Street, I went into the theatre expecting the original rush the film gave sense of being part of Wall Street. All of the elements that were part of the original; rush, risk, big money numbers, moral and ethical dilemmas and more! Were all there [...]]]></description>
			<content:encoded><![CDATA[<p><img class="alignright" title="Wall Street" src="http://moviecultists.com/wp-content/uploads/2010/01/wall-street-money-never-sleeps-poster.jpg" alt="" width="154" height="228" />Being a huge fan of the original 1987 release of Wall Street, I went into the theatre expecting the original rush the film gave sense of being part of Wall Street. All of the elements that were part of the original; rush, risk, big money numbers, moral and ethical dilemmas and more! Were all there in the Money Never Sleeps, but not in the sense or style the original told the story in.<span id="more-300"></span></p>
<p>Following the end of the original release of Wall Street, the movie picks up with the release of Gordon Gecko back into the wild. As the film continues more characters are put on screen to fill in the elements; all triggers are pulled here by resourcing characters pertaining to the past and present. Simple and predictable conflicts arise with chemistry very little or no anticipation because of the simple styling.</p>
<p>Story tries to backdrop on modern events of financial crisis; focusing on moral hazards. It moderately shows cause and effect of events displayed through financial graphic charts and media announcements of non literal information. It narrows down onto the top company execs fighting and losing in the corporate wars, to extent of life and death but for all the false reasons but money and power.</p>
<p>There is very limited character development and shallow story lines, with an all inclusive package of love, respect, honor, revenge, betrayals and so forth. But the most important thing which is the evolution of the character, under even the smallest development was not there because the story had an irrelevant conclusion due to the lack of detail and linear point of interest in the film.</p>
<p>The film was not all a disaster; it does showcase the true mentality of people in the social class being played, but with certain twists to fit the story.</p>
<p>Money Never Sleeps played down Wall Street into a cubical, by ignoring the entire reality of the system which was better shown by the original. It tries to show that Wall Street is not what once was in the trading floors and analog control; but the reality is that Wall Street has been evolved to a much larger scale where no amount or size of trading floors could fit. It expanded into the streets and all palaces where information can matter.</p>
<p>The true sequel of the Wall Street is Boiler Room!</p>
<p><em>Comment:</em></p>
<p><em>The film focuses on certain points, three of which I will choose to discuss in a short paragraph, each are; Moral Hazard, cause and effects of financial system meltdown and relationships. I wanted to add ethics but that will be another article on its own. I would also like to add that the points I want to make here are not in judgment of the film but rather an opportunity to talk about them.</em></p>
<p><em>Moral hazard is something that the film used to blame Wall Street as one of the main causes of the financial meltdown. While I do agree with the idea of moral hazard and it does exist in the all factors of life. I believe that moral hazard is not possible without an uneducated participant at the opposite end.</em></p>
<p><em>Cause end effects of the financial meltdown are very complicated as we all know, but the film does extent to say that it is a systematic event where it crashes and simply bubbles again until another bubble and crash. Many financial analysts are calling for an innovation in the financial systems where there would be no more bubbles, but the reality is the financial innovations cannot happen without a creating a better and more profitable system. The reality is that we need improvement over innovation, meaning that we have take what we have and make it better not completely change it around. Because the government tried innovate by bailing out the systems and take control of the public companies and it started to look like socialism.</em></p>
<p><em>Relationships are the most important thing that we have in our lives; we must utilize all factors defining each and specific relationships both good and bad.</em></p>
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		<title>Inflation Vs. Deflation</title>
		<link>http://IntelBarter.com/2010/08/10/inflation-vs-deflation/</link>
		<comments>http://IntelBarter.com/2010/08/10/inflation-vs-deflation/#comments</comments>
		<pubDate>Tue, 10 Aug 2010 18:06:17 +0000</pubDate>
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		<guid isPermaLink="false">http://intelbarter.com/?p=292</guid>
		<description><![CDATA[Is deflation a problem? Yes, it is. But will that happen? No, it wont. Lets take a step back and realize what is happening! Dollar is still the world reserve currency, and considering the current state of the credit market all over the world; the Dollar will remain as the reserve currency for sometime to [...]]]></description>
			<content:encoded><![CDATA[<p><img class="alignright" title="I Vs. D" src="http://s1.hubimg.com/u/1146788_f260.jpg" alt="" width="182" height="172" />Is deflation a problem? Yes, it is. But will that happen? No, it wont.</p>
<p>Lets take a step back and realize what is happening! Dollar is still the world reserve currency, and considering the current state of the credit market all over the world; the Dollar will remain as the reserve currency for sometime to come with the way we are going position ourselves for and in the future.<span id="more-292"></span></p>
<p>Since the credit markets are so contracted the net assets valued are below requirement levels for growth. Ergo making the fundamentals the primary drivers of the deflation, and where further deflation would worsen the situation more. Where the governments and the extended economic policies/regulations are stepping is in the technical aspect of this problem, where lies the only true solution.</p>
<p>By increasing the printing of money which is measured basically by the desired technical levels the net asset values; will slow and stop the economic contraction from the credit markets. Allowing the creditors to trade with a room to maneuver with technical appreciations.</p>
<p>Now there is the worry of inflation in the long run, but this will be offset by the markets naturally. Once the credit lines rise to healthy levels, it will start to take away the excess market liquidity. Once the market liquidity starts to decrease the credit lines will have filled without getting elongated with the proper control of the rates; creating a balance.</p>
<p>Now comes the final solution charge, which is to clean up fundamental support. This will have to be relied the new economic and financial innovations. Economic are changing and evolving, which will spawn new markets and working systems; there are enough aspects in markets control to deliver these new markets and systems on its own.</p>
<p>Keys to a stronger international economic participation is the a stronger establishment in domestic economic relationships and communication.</p>
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