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	<title>Used Laptops For Sale &#187; mac laptop</title>
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		<title>Obtaining Old Mac Laptops For Sale</title>
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				<category><![CDATA[Used Mac Laptops]]></category>
		<category><![CDATA[mac laptop]]></category>
		<category><![CDATA[Mac Laptops For Sale]]></category>
		<category><![CDATA[macbook]]></category>
		<category><![CDATA[Old Mac Laptops]]></category>
		<category><![CDATA[Old Mac Laptops For Sale]]></category>

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		<description><![CDATA[Like the majority of Laptop or computer users, you could be by using a windows-based machine. If you are, then you'll currently have acquired several Problems with disturbing malware. Furthermore, you will possess recently been frustrated using the working system's inconsistency which can at times result in PC lock-ups. Upon serious circumstances, you might have [...]<p><a href="http://www.usedlaptopsforsale.us/obtaining-old-mac-laptops-for-sale.htm">Obtaining Old Mac Laptops For Sale</a> is a post from: <a href="http://www.usedlaptopsforsale.us">Used Laptops For Sale</a></p>
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" alt="" width="300" height="300" />Like the majority of Laptop or computer users, you could be by using a windows-based <a href="http://oldcomputers.net/">machine</a>. If you are, then you'll currently have acquired several Problems with disturbing malware. Furthermore, you will possess recently been frustrated using the working system's inconsistency which can at times result in PC lock-ups. Upon serious circumstances, you might have required a reformatting of the hard disk drive along with reinstallation regarding Home windows, which generated data damage. Such Issues can be dumped through transforming to the <a href="http://www.usedlaptopsforsale.us/used-mac-laptops-for-sale.htm">apple Laptop</a> or computer. Nonetheless, that is easier in theory since Apple's merchandise can be very high priced. Today, expense may no extended matter should you go for Apple's refurbished portables. These are generally benefits to obtaining a renovated Macintosh personal computer laptop computer.</p>
<p dir="ltr">As discussed earlier mentioned, Mac redecorated pHs charge significantly below brand new ones, which can be more expensive when compared with $2000. This may be a main help for individuals who must dairy the most effective product or service obtainable nevertheless get little funds in order to give up.<br />
Windows-based computers have consistently already been plagued using computer virus issues. This is we have seen so many anti-virus application along with fire walls to handle these kinds of risks. Apple <a href="http://www.classiccmp.org/dunfield/apple2/index.htm">mackintosh </a>personal computer laptop computers are generally famous for being specifically virus-resistant. Using the same reliable Computer itself, the <a href="http://www.usedlaptopsforsale.us/used-apple-laptops.htm">Apple company</a> Mac pc redesigned laptops are also free from viruses. Home windows consumers constantly knowledge computer lock-ups and ultimate restarting because of a few software program along with hardware troubles. These complaints tend to be non-existent is refurbished the apple company Mac pc notebook computers.</p>
<p dir="ltr">You will get take advantage of a couple of useful capabilities whenever you buy a remodeled Mac pc. The majority of computer expert’s consent that Apple's graphics as well as multimedia modifying software program is far exceptional compared with their own Window's based alternatives.<br />
Mac redecorated personal computers will come with using warrantee. If you purchase these items through Apple's online store or even Apple-approved stores, you're going to get a product guaranty in one month up to and including year. Moreover, you buy will come with seasoned product packaging along with shipping totally free. You do not must carry out jeopardizes when purchasing Apple company Macintosh personal computer redecorated mobile computer Laptop or computer. You are going to obtain the exact same good quality solutions as well as characteristics when you buy the renovated Mac notebook computers as if you obtain together with a new one.</p>
<div class="ddsig_wrap">[phpbay]used laptop,3,,""[/phpbay]<br />
[phpbay]laptop,3,,""[/phpbay]<br />
</div><p><a href="http://www.usedlaptopsforsale.us/obtaining-old-mac-laptops-for-sale.htm">Obtaining Old Mac Laptops For Sale</a> is a post from: <a href="http://www.usedlaptopsforsale.us">Used Laptops For Sale</a></p>
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		<title>Used Mac laptops for sale</title>
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		<pubDate>Fri, 09 Oct 2009 10:17:50 +0000</pubDate>
		<dc:creator>Eranio</dc:creator>
				<category><![CDATA[Used Mac Laptops]]></category>
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		<description><![CDATA[Used Mac laptops for sale Mac laptops Belong to known quality company &#8211; &#8220;apple&#8221;, that well-known for creating quality products. Mac&#8217;s have known for their speed, their battery life, which can last up to 6 hours, and their performance overall their durability and usability. Unlike most companies Apple allows a transferable three-year warranty. [phpbay]mac laptop,3,,&#8221;"[/phpbay] [...]<p><a href="http://www.usedlaptopsforsale.us/used-mac-laptops-for-sale.htm">Used Mac laptops for sale</a> is a post from: <a href="http://www.usedlaptopsforsale.us">Used Laptops For Sale</a></p>
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			<content:encoded><![CDATA[<h2 style="text-align: left;" dir="ltr"><a href="http://www.usedlaptopsforsale.us/used-mac-laptops-for-sale.htm">Used Mac laptops for sale</a></h2>
<p dir="ltr">Mac laptops Belong to known quality company &#8211; &#8220;apple&#8221;, that well-known for creating quality products. Mac&#8217;s have known for their speed, their battery life, which can last up to 6 hours, and their performance overall their durability and usability.</p>
<p dir="ltr"><strong> Unlike most companies Apple allows </strong><strong>a transferable three-year warranty.</strong></p>
<p>[phpbay]mac laptop,3,,&#8221;"[/phpbay]</p>
<p dir="ltr">You can often find decent <a href="http://www.usedlaptopsforsale.us/">used Mac laptops</a> that are still under warranty this can be a great way to save money and enjoy from high quality laptop</p>
<p dir="ltr">Before you ran to the Google Search Engine and make search about &#8220;<a href="http://www.usedlaptopsforsale.us/used-mac-laptops-for-sale.htm">Used Mac laptops for sale</a>&#8221; it will be very smart move to read and know some great tips about Mac laptops:</p>
<p dir="ltr">Know what you going to purchase:</p>
<p dir="ltr">What kind of Mac laptop do you want?</p>
<p dir="ltr"><strong>Is it for home used</strong>? Then you need the <strong>MacBook</strong> which designed for standard home use or maybe you need the <strong>MacBook Pro</strong> which designed for professional designers who need more memory and larger screens or maybe you belong to thus who think that laptop should be extremely thin and light than you will need to looking for <strong>MacBook Air</strong> That can making your laptop experience extremely portable.</p>
<p dir="ltr">Making review on the net when you know what kind you need for is a straight line to save money different specs for the current laptops will ensure that you are getting a good deal when you find a <a href="http://www.usedlaptopsforsale.us/">used laptop</a>. Remember that as much you know as lest you pay. You can Purchase a Mac laptop online and this lead me to my <strong>second tip</strong> that recommend to you buying Used Mac laptops online it can give you Diversity of options including the price Read through the ads carefully.</p>
<p dir="ltr">
<p dir="ltr">Used Mac laptops aren&#8217;t hard to find as long as you know how to utilize the internet; you can fine high quality product with reasonable price. Isn&#8217;t all about this?</p>
<div class="ddsig_wrap">[phpbay]used laptop,3,,""[/phpbay]<br />
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		<title>Used Apple Laptops</title>
		<link>http://www.usedlaptopsforsale.us/used-apple-laptops.htm</link>
		<comments>http://www.usedlaptopsforsale.us/used-apple-laptops.htm#comments</comments>
		<pubDate>Fri, 09 Oct 2009 10:12:42 +0000</pubDate>
		<dc:creator>Eranio</dc:creator>
				<category><![CDATA[Used Apple Laptops]]></category>
		<category><![CDATA[apple]]></category>
		<category><![CDATA[apple laptop]]></category>
		<category><![CDATA[apple laptops]]></category>
		<category><![CDATA[apple macbook]]></category>
		<category><![CDATA[laptop]]></category>
		<category><![CDATA[mac laptop]]></category>

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		<description><![CDATA[Used Apple Laptops Buying a used Apple Laptop is a good and money saving option for those who are in professional or personal need for a good reliable computer that will not let you down. As known, Apple&#8217;s products are made to preform on the highest level of working performance stations. The high quality and [...]<p><a href="http://www.usedlaptopsforsale.us/used-apple-laptops.htm">Used Apple Laptops</a> is a post from: <a href="http://www.usedlaptopsforsale.us">Used Laptops For Sale</a></p>
]]></description>
			<content:encoded><![CDATA[<h2><a href="http://www.usedlaptopsforsale.us/used-apple-laptops.htm">Used Apple Laptops</a></h2>
<p>Buying a <a href="http://www.usedlaptopsforsale.us/used-apple-laptops.htm">used Apple Laptop</a> is a good and money saving option for those who are in professional<br />
or personal need for a good reliable computer that will not let you down.<br />
As known, Apple&#8217;s products are made to preform on the highest level of working performance<br />
stations. The high quality and standards of Apple Laptops usually dose not come cheap, and will<br />
be with a higher price tag than many other Labtops.<br />
If you are someone who is trying to buy an Apple Laptop, a new one may be too expensive.</p>
<p>[phpbay]apple laptop,6,,&#8221;"[/phpbay]</p>
<p>If you are looking for a cheaper way to get your work station, buying a used Apple Laptop, can<br />
also bring you to find cheaper deals and you may want to consider purchasing an older Labtop<br />
models such as the &#8216;iBook&#8217;, or the &#8216;Power Book&#8217;.</p>
<p>Buying a used apple Labtop may give you an immediate solution for your needs, and will help you<br />
save on your wallet. In case you decide to do so, you will need to take under consideration a<br />
few things, to be sure you buy a used Apple Labtop that is reliable and delivers what you need.</p>
<p>Whenever <a href="http://www.usedlaptopsforsale.us/">buying a used Laptop</a>, you should match the machine to your actual intended needs and use.<br />
For example: If you primarily use your Labtop for emails, simple Internet activities like social<br />
networking, word processing, and shopping, then you don&#8217;t really need a &#8216;Macbook pro&#8217;.<br />
You may even be fine with a used &#8216;iBook G4&#8242; model that costs a third of the new macbook price.</p>
<p>In case of you usually use a lot of Gaming or video editing, if you download large files all day<br />
long, than, you may want to get the &#8216;macbook pro&#8217;. It&#8217;s important you&#8217;ll Buy a Labtop that<br />
fits you&#8217;re needs.</p>
<p>If you want to buy  a Labtop at the top end of the &#8216;used&#8217; category, It&#8217;s good to consider buying<br />
a refurbished machine. It is usually more expensive than used models but it has a stronger<br />
guarantee and It&#8217;s actually considered to be as good as new. Usually These are Labtops that were<br />
simply returned for one reason or another, which was fixed, and can no longer be sold as<br />
officially new, that is after going through a renovating process.</p>
<p>Finally, after you chose your desired specific model and specs, you can start your research in<br />
comparing price tags offered by the market. Just Make sure there is a good and reliable warranty<br />
of some length to cover any hardware issues.</p>
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		<item>
		<title>Is it easier to use Mac graphic software if you are a beginner?</title>
		<link>http://www.usedlaptopsforsale.us/is-it-easier-to-use-mac-graphic-software-if-you-are-a-beginner.htm</link>
		<comments>http://www.usedlaptopsforsale.us/is-it-easier-to-use-mac-graphic-software-if-you-are-a-beginner.htm#comments</comments>
		<pubDate>Thu, 08 Oct 2009 13:18:07 +0000</pubDate>
		<dc:creator>Eranio</dc:creator>
				<category><![CDATA[Used Mac Laptops]]></category>
		<category><![CDATA[adobe photoshop]]></category>
		<category><![CDATA[corel]]></category>
		<category><![CDATA[g4 mac]]></category>
		<category><![CDATA[graphic design]]></category>
		<category><![CDATA[illustrations]]></category>
		<category><![CDATA[mac laptop]]></category>
		<category><![CDATA[new computer]]></category>
		<category><![CDATA[quot]]></category>

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		<description><![CDATA[I used Adobe photoshop and Corel to do some graphic design on a PC in another country, I don&#8217;t have it anymore, now I want to buy a new computer and software and start learning how to use it with specific goals, A childrens book with my on illustrations (traditional media) scan them and enhance [...]<p><a href="http://www.usedlaptopsforsale.us/is-it-easier-to-use-mac-graphic-software-if-you-are-a-beginner.htm">Is it easier to use Mac graphic software if you are a beginner?</a> is a post from: <a href="http://www.usedlaptopsforsale.us">Used Laptops For Sale</a></p>
]]></description>
			<content:encoded><![CDATA[<p>I used Adobe photoshop and Corel to do some graphic design on a PC in another country, I don&#8217;t have it anymore, now I want to buy a new computer and software and start learning how to use it with specific goals, A childrens book with my on illustrations (traditional media) scan them and enhance them electronically, I&#8217;m thinking on getting the newer g4 mac laptop 17&quot; screen, but Im not sure If I would have to learn all the basics of  using a computer don&#8217;t want to waste time but make it easier for me.</p>
<div class="ddsig_wrap">[phpbay]used laptop,3,,""[/phpbay]<br />
[phpbay]laptop,3,,""[/phpbay]<br />
</div><p><a href="http://www.usedlaptopsforsale.us/is-it-easier-to-use-mac-graphic-software-if-you-are-a-beginner.htm">Is it easier to use Mac graphic software if you are a beginner?</a> is a post from: <a href="http://www.usedlaptopsforsale.us">Used Laptops For Sale</a></p>
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		</item>
		<item>
		<title>Sell my Intel iMac for a brand new Mac laptop?</title>
		<link>http://www.usedlaptopsforsale.us/sell-my-intel-imac-for-a-brand-new-mac-laptop.htm</link>
		<comments>http://www.usedlaptopsforsale.us/sell-my-intel-imac-for-a-brand-new-mac-laptop.htm#comments</comments>
		<pubDate>Wed, 07 Oct 2009 14:28:06 +0000</pubDate>
		<dc:creator>Eranio</dc:creator>
				<category><![CDATA[Used Mac Laptops]]></category>
		<category><![CDATA[mac laptop]]></category>
		<category><![CDATA[new mac]]></category>

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		<description><![CDATA[I purchased my iMac a year ago and for the past year I feel going with a laptop would have been a better decision. Is there a way I could buy a brand new Mac laptop by trading or selling my mildly used iMac? [phpbay]used laptop,3,,""[/phpbay] [phpbay]laptop,3,,""[/phpbay] Sell my Intel iMac for a brand new [...]<p><a href="http://www.usedlaptopsforsale.us/sell-my-intel-imac-for-a-brand-new-mac-laptop.htm">Sell my Intel iMac for a brand new Mac laptop?</a> is a post from: <a href="http://www.usedlaptopsforsale.us">Used Laptops For Sale</a></p>
]]></description>
			<content:encoded><![CDATA[<p>I purchased my iMac a year ago and for the past year I feel going with a laptop would have been a better decision. Is there a way I could buy a brand new Mac laptop by trading or selling my mildly used iMac?</p>
<div class="ddsig_wrap">[phpbay]used laptop,3,,""[/phpbay]<br />
[phpbay]laptop,3,,""[/phpbay]<br />
</div><p><a href="http://www.usedlaptopsforsale.us/sell-my-intel-imac-for-a-brand-new-mac-laptop.htm">Sell my Intel iMac for a brand new Mac laptop?</a> is a post from: <a href="http://www.usedlaptopsforsale.us">Used Laptops For Sale</a></p>
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		</item>
		<item>
		<title>How do I add a Mac&#8217;s IP address to my wireless network?</title>
		<link>http://www.usedlaptopsforsale.us/how-do-i-add-a-macs-ip-address-to-my-wireless-network.htm</link>
		<comments>http://www.usedlaptopsforsale.us/how-do-i-add-a-macs-ip-address-to-my-wireless-network.htm#comments</comments>
		<pubDate>Wed, 07 Oct 2009 02:24:59 +0000</pubDate>
		<dc:creator>Eranio</dc:creator>
				<category><![CDATA[Used Mac Laptops]]></category>
		<category><![CDATA[ip address]]></category>
		<category><![CDATA[mac laptop]]></category>
		<category><![CDATA[router]]></category>

		<guid isPermaLink="false">http://www.usedlaptopsforsale.us/how-do-i-add-a-macs-ip-address-to-my-wireless-network.htm</guid>
		<description><![CDATA[I have a wireless network, and all the computers using it are PC&#8217;s. Recently, however, I bought a Mac laptop. This laptop can see the network, but won&#8217;t connect to it. I think the problem is that the laptop&#8217;s IP address can&#8217;t be seen by the router. Can I add it manually? How so? [phpbay]used [...]<p><a href="http://www.usedlaptopsforsale.us/how-do-i-add-a-macs-ip-address-to-my-wireless-network.htm">How do I add a Mac&#8217;s IP address to my wireless network?</a> is a post from: <a href="http://www.usedlaptopsforsale.us">Used Laptops For Sale</a></p>
]]></description>
			<content:encoded><![CDATA[<p>I have a wireless network, and all the computers using it are PC&#8217;s. Recently, however, I bought a Mac laptop. This laptop can see the network, but won&#8217;t connect to it. I think the problem is that the laptop&#8217;s IP address can&#8217;t be seen by the router. Can I add it manually? How so?</p>
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		</item>
		<item>
		<title>Which Apple laptop is the best for me? Please help, as I know nothing about Macs!?</title>
		<link>http://www.usedlaptopsforsale.us/which-apple-laptop-is-the-best-for-me-please-help-as-i-know-nothing-about-macs.htm</link>
		<comments>http://www.usedlaptopsforsale.us/which-apple-laptop-is-the-best-for-me-please-help-as-i-know-nothing-about-macs.htm#comments</comments>
		<pubDate>Sat, 03 Oct 2009 22:51:13 +0000</pubDate>
		<dc:creator>Eranio</dc:creator>
				<category><![CDATA[Used Apple Laptops]]></category>
		<category><![CDATA[apple]]></category>
		<category><![CDATA[creating music]]></category>
		<category><![CDATA[dell]]></category>
		<category><![CDATA[dvds]]></category>
		<category><![CDATA[editing software]]></category>
		<category><![CDATA[garage band]]></category>
		<category><![CDATA[laptops]]></category>
		<category><![CDATA[mac laptop]]></category>
		<category><![CDATA[photo editing]]></category>
		<category><![CDATA[quickness]]></category>
		<category><![CDATA[software photoshop]]></category>

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		<description><![CDATA[It is now time for me to get a new laptop, as my old Dell is not performing the things, and quickness I need it to. I am looking into buying a Mac laptop, but I know nothing about them. I use my laptops mainly for DVD editing, and creating, music and photo editing. I [...]<p><a href="http://www.usedlaptopsforsale.us/which-apple-laptop-is-the-best-for-me-please-help-as-i-know-nothing-about-macs.htm">Which Apple laptop is the best for me? Please help, as I know nothing about Macs!?</a> is a post from: <a href="http://www.usedlaptopsforsale.us">Used Laptops For Sale</a></p>
]]></description>
			<content:encoded><![CDATA[<p>It is now time for me to get a new laptop, as my old Dell is not performing the things, and quickness I need it to. I am looking into buying a Mac laptop, but I know nothing about them. I use my laptops mainly for DVD editing, and creating, music and photo editing. I am looking for something that can burn cds and dvds withen the laptop, and has software that I can create professional like dvds. I am looking to spend anywhere under 0, if possible. As I stated above, I know noting about Apple, and their laptops. Does editing software, Photoshop, Garage Band..etc. come on the laptops? Do you have to buy everything extra? Help! Thanks<br />
Ok, after everyone said the smae thing, I should add that I am looking for a USED mac Laptop&#8230;</p>
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		</item>
		<item>
		<title>is there a muvee software for mac laptop?</title>
		<link>http://www.usedlaptopsforsale.us/is-there-a-muvee-software-for-mac-laptop.htm</link>
		<comments>http://www.usedlaptopsforsale.us/is-there-a-muvee-software-for-mac-laptop.htm#comments</comments>
		<pubDate>Sat, 03 Oct 2009 13:27:20 +0000</pubDate>
		<dc:creator>Eranio</dc:creator>
				<category><![CDATA[Used Mac Laptops]]></category>
		<category><![CDATA[mac laptop]]></category>
		<category><![CDATA[mac version]]></category>

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		<description><![CDATA[i used to have it in my pc, but i bought a mac laptop. im hoping there is a mac version&#8230;please help. [phpbay]used laptop,3,,""[/phpbay] [phpbay]laptop,3,,""[/phpbay] is there a muvee software for mac laptop? is a post from: Used Laptops For Sale Share This<p><a href="http://www.usedlaptopsforsale.us/is-there-a-muvee-software-for-mac-laptop.htm">is there a muvee software for mac laptop?</a> is a post from: <a href="http://www.usedlaptopsforsale.us">Used Laptops For Sale</a></p>
]]></description>
			<content:encoded><![CDATA[<p>i used to have it in my pc, but i bought a mac laptop. im hoping there is a mac version&#8230;please help.</p>
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		</item>
		<item>
		<title>Question about Mac Laptops?</title>
		<link>http://www.usedlaptopsforsale.us/question-about-mac-laptops.htm</link>
		<comments>http://www.usedlaptopsforsale.us/question-about-mac-laptops.htm#comments</comments>
		<pubDate>Tue, 29 Sep 2009 22:51:36 +0000</pubDate>
		<dc:creator>Eranio</dc:creator>
				<category><![CDATA[Used Mac Laptops]]></category>
		<category><![CDATA[downstairs]]></category>
		<category><![CDATA[flash drive]]></category>
		<category><![CDATA[homework]]></category>
		<category><![CDATA[mac laptop]]></category>
		<category><![CDATA[microsoft]]></category>
		<category><![CDATA[microsoft office]]></category>
		<category><![CDATA[tho]]></category>
		<category><![CDATA[upstairs]]></category>
		<category><![CDATA[windows computer]]></category>

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		<description><![CDATA[I really want a Mac Laptop. I was wondering a couple of things. I am a student, and i would be using this laptop to help me with my homework. Ok so i would have to buy Microsoft Office for Mac. Now, I currently have a computer that is Windows. Would I be able to [...]<p><a href="http://www.usedlaptopsforsale.us/question-about-mac-laptops.htm">Question about Mac Laptops?</a> is a post from: <a href="http://www.usedlaptopsforsale.us">Used Laptops For Sale</a></p>
]]></description>
			<content:encoded><![CDATA[<p>I really want a Mac Laptop.  I was wondering a couple of things.  I am a student, and i would be using this laptop to help me with my homework.</p>
<p>Ok so i would have to buy Microsoft Office for Mac.  Now, I currently have a computer that is Windows.  Would I be able to (pay close attention here) write an essay on the microsoft office for mac, and put it on a flash drive, take it downstiars to my windows computer, and print it?  Do you get what i&#8217;m asking?  i want to make sure that i can do my work upstairs on the laptop and then be able to print it out on my printer downstairs.  is there any other methods of doing this?  would my laptop be able to connect to the printer downstairs even tho another computer is connected to it? as you can see, i am confused.  please help.<br />
i also want ot be able to write an essay on the laprop, and bring it to school on a flash drive and print it out there (the computers are windows)</p>
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		<title>Mac or PC? Which is better?</title>
		<link>http://www.usedlaptopsforsale.us/mac-or-pc-which-is-better.htm</link>
		<comments>http://www.usedlaptopsforsale.us/mac-or-pc-which-is-better.htm#comments</comments>
		<pubDate>Mon, 28 Sep 2009 09:39:25 +0000</pubDate>
		<dc:creator>Eranio</dc:creator>
				<category><![CDATA[Used Mac Laptops]]></category>
		<category><![CDATA[mac computer]]></category>
		<category><![CDATA[mac laptop]]></category>

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		<description><![CDATA[I&#8217;m going to buy a laptop and I&#8217;m seriously considering a mac. Opinions? I&#8217;ve played around with a mac computer and LOVED it but I&#8217;ve never actually used a mac laptop. I&#8217;m thinking of buying one on craigslist. [phpbay]used laptop,3,,""[/phpbay] [phpbay]laptop,3,,""[/phpbay] Mac or PC? Which is better? is a post from: Used Laptops For Sale [...]<p><a href="http://www.usedlaptopsforsale.us/mac-or-pc-which-is-better.htm">Mac or PC? Which is better?</a> is a post from: <a href="http://www.usedlaptopsforsale.us">Used Laptops For Sale</a></p>
]]></description>
			<content:encoded><![CDATA[<p>I&#8217;m going to buy a laptop and I&#8217;m seriously considering a mac. Opinions?</p>
<p>I&#8217;ve played around with a mac computer and LOVED it but I&#8217;ve never actually used a mac laptop.</p>
<p>I&#8217;m thinking of buying one on craigslist.</p>
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</div><p><a href="http://www.usedlaptopsforsale.us/mac-or-pc-which-is-better.htm">Mac or PC? Which is better?</a> is a post from: <a href="http://www.usedlaptopsforsale.us">Used Laptops For Sale</a></p>
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		<item>
		<title>How to copy files from one Mac to another using a &#8216;router&#8217; and &#8216;directly connecting them&#8217;?</title>
		<link>http://www.usedlaptopsforsale.us/how-to-copy-files-from-one-mac-to-another-using-a-router-and-directly-connecting-them.htm</link>
		<comments>http://www.usedlaptopsforsale.us/how-to-copy-files-from-one-mac-to-another-using-a-router-and-directly-connecting-them.htm#comments</comments>
		<pubDate>Mon, 21 Sep 2009 21:36:59 +0000</pubDate>
		<dc:creator>Eranio</dc:creator>
				<category><![CDATA[Used Mac Laptops]]></category>
		<category><![CDATA[mac laptop]]></category>
		<category><![CDATA[music videos]]></category>
		<category><![CDATA[port router]]></category>
		<category><![CDATA[security risk]]></category>

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		<description><![CDATA[I just bought a second Mac laptop and want to copy big files (pictures, music, videos) from one to the other. I have a 4 port router and have connected them both to the internet but one can not see the other. And, I also want to know how to make one Mac laptop appear [...]<p><a href="http://www.usedlaptopsforsale.us/how-to-copy-files-from-one-mac-to-another-using-a-router-and-directly-connecting-them.htm">How to copy files from one Mac to another using a &#8216;router&#8217; and &#8216;directly connecting them&#8217;?</a> is a post from: <a href="http://www.usedlaptopsforsale.us">Used Laptops For Sale</a></p>
]]></description>
			<content:encoded><![CDATA[<p>I just bought a second Mac laptop and want to copy big files (pictures, music, videos) from one to the other. I have a 4 port router and have connected them both to the internet but one can not see the other.</p>
<p>And, I also want to know how to make one Mac laptop appear as a &#8216;drive&#8217; to the other.</p>
<p>Is there a security risk using either method?</p>
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		<title>what windows programs are comparable to the iLife suite of a mac?</title>
		<link>http://www.usedlaptopsforsale.us/what-windows-programs-are-comparable-to-the-ilife-suite-of-a-mac.htm</link>
		<comments>http://www.usedlaptopsforsale.us/what-windows-programs-are-comparable-to-the-ilife-suite-of-a-mac.htm#comments</comments>
		<pubDate>Sat, 19 Sep 2009 22:48:18 +0000</pubDate>
		<dc:creator>Eranio</dc:creator>
				<category><![CDATA[Used Mac Laptops]]></category>
		<category><![CDATA[garage band]]></category>
		<category><![CDATA[mac laptop]]></category>
		<category><![CDATA[money]]></category>
		<category><![CDATA[replacements]]></category>

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		<description><![CDATA[wat can i use instead of Garage band iDvd iMovie iCal etc.. i want to buy a mac laptop, but i dont want want to spend the money.. i dont want like FCP replacements, i want easy stuff [phpbay]used laptop,3,,""[/phpbay] [phpbay]laptop,3,,""[/phpbay] what windows programs are comparable to the iLife suite of a mac? is a [...]<p><a href="http://www.usedlaptopsforsale.us/what-windows-programs-are-comparable-to-the-ilife-suite-of-a-mac.htm">what windows programs are comparable to the iLife suite of a mac?</a> is a post from: <a href="http://www.usedlaptopsforsale.us">Used Laptops For Sale</a></p>
]]></description>
			<content:encoded><![CDATA[<p>wat can i use instead of<br />
Garage band<br />
iDvd<br />
iMovie<br />
iCal<br />
etc..</p>
<p>i want to buy a mac laptop, but i dont want want to spend the money..</p>
<p>i dont want like FCP replacements, i want easy stuff</p>
<div class="ddsig_wrap">[phpbay]used laptop,3,,""[/phpbay]<br />
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</div><p><a href="http://www.usedlaptopsforsale.us/what-windows-programs-are-comparable-to-the-ilife-suite-of-a-mac.htm">what windows programs are comparable to the iLife suite of a mac?</a> is a post from: <a href="http://www.usedlaptopsforsale.us">Used Laptops For Sale</a></p>
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		</item>
		<item>
		<title>Should I buy a Mac laptop, or a Mac laptop and a Mac desktop?</title>
		<link>http://www.usedlaptopsforsale.us/should-i-buy-a-mac-laptop-or-a-mac-laptop-and-a-mac-desktop.htm</link>
		<comments>http://www.usedlaptopsforsale.us/should-i-buy-a-mac-laptop-or-a-mac-laptop-and-a-mac-desktop.htm#comments</comments>
		<pubDate>Thu, 17 Sep 2009 14:26:15 +0000</pubDate>
		<dc:creator>Eranio</dc:creator>
				<category><![CDATA[Used Mac Laptops]]></category>
		<category><![CDATA[g4 powerbook]]></category>
		<category><![CDATA[mac laptop]]></category>

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		<description><![CDATA[I know I want a Mac laptop, but I also kind of want a desktop. I have enough money that I can either buy a current generation MacBook Pro, or a last-gen (probably g4) powerbook and a current gen. either imac or mac pro. What do you think I should buy? I don&#8217;t really need [...]<p><a href="http://www.usedlaptopsforsale.us/should-i-buy-a-mac-laptop-or-a-mac-laptop-and-a-mac-desktop.htm">Should I buy a Mac laptop, or a Mac laptop and a Mac desktop?</a> is a post from: <a href="http://www.usedlaptopsforsale.us">Used Laptops For Sale</a></p>
]]></description>
			<content:encoded><![CDATA[<p>I know I want a Mac laptop, but I also kind of want a desktop. I have enough money that I can either buy a current generation MacBook Pro, or a last-gen (probably g4) powerbook and a current gen. either imac or mac pro. What do you think I should buy? I don&#8217;t really need a lot of power in a laptop, unless I&#8217;m going to be using it as a desktop, which I would be if I only get a MacBook Pro and nothing else. Otherwise, I could just buy a powerful desktop and a slower, older laptop. What do you think I should do?</p>
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		<item>
		<title>can I use the same connection with my mac laptop and my pc?</title>
		<link>http://www.usedlaptopsforsale.us/can-i-use-the-same-connection-with-my-mac-laptop-and-my-pc.htm</link>
		<comments>http://www.usedlaptopsforsale.us/can-i-use-the-same-connection-with-my-mac-laptop-and-my-pc.htm#comments</comments>
		<pubDate>Wed, 16 Sep 2009 01:12:31 +0000</pubDate>
		<dc:creator>Eranio</dc:creator>
				<category><![CDATA[Used Mac Laptops]]></category>
		<category><![CDATA[cable connection]]></category>
		<category><![CDATA[comcast]]></category>
		<category><![CDATA[internet connection]]></category>
		<category><![CDATA[mac laptop]]></category>
		<category><![CDATA[routers]]></category>

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		<description><![CDATA[Im thinking about getting a mac but i do not want to buy it if i cannot use my mac laptop with my cable connection that i have only used with pcs, it is standard internet connection from comcast can i use the same connection? if not can i use a wireless connection the i [...]<p><a href="http://www.usedlaptopsforsale.us/can-i-use-the-same-connection-with-my-mac-laptop-and-my-pc.htm">can I use the same connection with my mac laptop and my pc?</a> is a post from: <a href="http://www.usedlaptopsforsale.us">Used Laptops For Sale</a></p>
]]></description>
			<content:encoded><![CDATA[<p>Im thinking about getting a mac but i do not want to buy it if i cannot use my mac laptop with my cable connection that i have only used with pcs, it is standard internet connection from comcast can i use the same connection? if not can i use a wireless connection the i have only used with pc&#8217;s??? </p>
<p>do i need any special adapters or routers???</p>
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		<title>Buying an Apple Mac from the USA to the UK?</title>
		<link>http://www.usedlaptopsforsale.us/buying-an-apple-mac-from-the-usa-to-the-uk.htm</link>
		<comments>http://www.usedlaptopsforsale.us/buying-an-apple-mac-from-the-usa-to-the-uk.htm#comments</comments>
		<pubDate>Tue, 15 Sep 2009 08:27:32 +0000</pubDate>
		<dc:creator>Eranio</dc:creator>
				<category><![CDATA[Used Apple Laptops]]></category>
		<category><![CDATA[apple mac]]></category>
		<category><![CDATA[current exchange rate]]></category>
		<category><![CDATA[mac laptop]]></category>
		<category><![CDATA[power sockets]]></category>
		<category><![CDATA[united kingdom]]></category>
		<category><![CDATA[warranty]]></category>
		<category><![CDATA[warranty policy]]></category>

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		<description><![CDATA[If I buy an Apple Mac (laptop or desktop) from the USA, will the warranty still be honoured if it is going to be used in the United Kingdom? The reason being is that with the current exchange rate being so high, I can get a top of the range one for the same price [...]<p><a href="http://www.usedlaptopsforsale.us/buying-an-apple-mac-from-the-usa-to-the-uk.htm">Buying an Apple Mac from the USA to the UK?</a> is a post from: <a href="http://www.usedlaptopsforsale.us">Used Laptops For Sale</a></p>
]]></description>
			<content:encoded><![CDATA[<p>If I buy an Apple Mac (laptop or desktop) from the USA, will the warranty still be honoured if it is going to be used in the United Kingdom? The reason being is that with the current exchange rate being so high, I can get a top of the range one for the same price as the bottom of the range one here in the UK, and seeing as I will be visiting New York very soon I may as well pick one up whilst I am there.<br />
 I know that UK power sockets provide more power than US plug sockets, thus I would need to get a converter, however I am just unaware of Apple&#8217;s warranty policy with regards of buying in one country and using in another.<br />
Any advice?</p>
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