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	<title>The Game That Pays</title>
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	<link>http://www.thegamethatpays.com</link>
	<description>Playing A REAL Business Like A Game</description>
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		<title>How To Use Facebook To Build A Repeat Business</title>
		<link>http://www.thegamethatpays.com/2011/07/28/how-to-use-facebook-to-build-a-repeat-business/</link>
		<comments>http://www.thegamethatpays.com/2011/07/28/how-to-use-facebook-to-build-a-repeat-business/#comments</comments>
		<pubDate>Thu, 28 Jul 2011 08:01:30 +0000</pubDate>
		<dc:creator>The Cool Car Guy</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://www.thegamethatpays.com/?p=635</guid>
		<description><![CDATA[SO YOU WANT TO BE SELF EMPLOYED&#8230; As The Cool Car Guy, I&#8217;m self-employed as an Independent Contractor in the automotive industry and I hang my license at a car dealership in Denver.  I have a great occupation because I really don&#8217;t have a boss, other than my clients and I get to make my [...]]]></description>
			<content:encoded><![CDATA[<p><strong>SO YOU WANT TO BE SELF EMPLOYED&#8230;</strong></p>
<p>As <strong>The Cool Car Guy</strong>, I&#8217;m self-employed as an Independent Contractor in the automotive industry and I hang my license at a car dealership in Denver.  I have a great occupation because I really don&#8217;t have a boss, other than my clients and I get to make my own hours.  I also have the advantage of operating in the realm of profits rather than wages and profits are always better than wages, but my industry is also extremely competitive and it can be very time consuming.</p>
<p>There are also challenges when you&#8217;re self-employed and that&#8217;s because a self-employed business or any type of direct sales business is &#8220;linear&#8221;.   Unless I have a new client, I wake-up out of a job.  If I don&#8217;t make a sale, I don&#8217;t get paid.  If I take a vacation or get sick I don&#8217;t get paid.  This is the same case for doctors, dentists, real estate agents and any other self-employed person, who may have their own business, but their business is doesn&#8217;t allow them to leverage their time.</p>
<p><img class="alignright size-full wp-image-636" title="Facebook ZAd" src="http://www.thegamethatpays.com/wp-content/uploads/2011/07/Facebook-ZAd.jpeg" alt="" width="264" height="153" /></p>
<p><strong>BEING SELF-EMPLOYED COMPARED TO A NETWORK MARKETING BUSINESS&#8230;</strong></p>
<p>In most businesses, like opening a franchise for example, you can create leverage by hiring employees or opening another location.  The owner of the business can go on vacation and his or her employees are still earning money for the company.  These businesses allow the owner to create leverage, but at a hefty price.  It can cost a small fortune to open a business or a franchise with a great deal of risk that it may not take off as planned or you suddenly have rent, payroll taxes, inventory and other expenses.</p>
<p><strong>What about Network Marketing?</strong>  I&#8217;ve met so many people over the years who shut down their brain the minute you mention Network Marketing as a viable business.  It&#8217;s true that many Network Marketing companies do not have very good pay plans or products and are difficult to build a profitable business.  The same is true though about many franchises or other business ventures that I&#8217;ve seen over the years.  The fact is that a Network Marketing business can be extremely profitable, rewarding and fun, even when done part-time.  I&#8217;m not talking about just any Network Marketing in this article though, but one that I got involved with for just $10 with great products and a fantastic pay plan.</p>
<p>I really like this business because it allows anyone to create leverage and work part-time, while helping other people in the process. In this article, I&#8217;m going to show you how you can build a very simple business part-time using Facebook advertising. Facebook has millions of users on a daily basis and it&#8217;s very affordable to advertise on their website.  See the ad to the right and top of this page.  I ran that ad on Facebook and it only cost me $.07 per click on average to get a ton of impressions.  In fact, it cost me a dollar to have my ad shown 39,400 times.</p>
<p><img class="alignnone size-full wp-image-640" title="Facebook Results" src="http://www.thegamethatpays.com/wp-content/uploads/2011/07/Facebook-Results.jpg" alt="" width="410" height="21" /></p>
<p>Using this example of the ad I recently ran on Facebook, for just $7.00 I could direct 100 people into an article like this one or directly to my <a title="Youngevity" href="http://coolcarguy.youngevityonlinebeta.com/" target="_blank">website</a> that I pay <strong>$16.95 a month</strong> for to build my business.  I&#8217;m working on a new ad right now that I&#8217;m going to use that will direct people to an article I wrote here at <a title="Healthy Chocolate" href="http://www.thegamethatpays.com/2011/07/13/real-money-meets-real-healthy-chocolate/" target="_blank">TheGameThatPays.com</a> on how to make money eating and promoting healthy chocolate.</p>
<p>What if I have just two people out of 100 people who read my article to join my Network Marketing business using this simple Facebook advertising formula and they build a business with me for $100 a month in product purchases?  Once they join I can direct these two people to this article and teach them how to place inexpensive Facebook Ads, so they can find two more people for their business.  Keep in mind, that I can also introduce this business to people I know as well and so can the people I tell about this opportunity.  The beauty of Network Marketing is that it allows for exponential growth and to get paid on multiple  orders and the efforts of a few, hundreds, thousands or even tens of thousands of people.</p>
<p style="text-align: center;"><img class="aligncenter size-full wp-image-642" title="2x6Graphics" src="http://www.thegamethatpays.com/wp-content/uploads/2011/07/2x6Graphics.jpg" alt="" width="428" height="215" /></p>
<p>That graphic doesn&#8217;t look like a great deal of money, but keep in mind that is what would happen if just 2 people sign-up 2 people and that scenario duplicates itself just six times.  Before you know it you could have a monthly check from running Facebook ads combined with a unique Network Marketing company of almost $800 a month!  That&#8217;s significant for many people for a part-time income.</p>
<p>However, what if you are able to get three people from your advertising and each of those three people follow this simple to follow formula.  Again, I&#8217;m assuming that out of every 100 people who see this, only three of them will take advantage of the opportunity.  In other words, 97% of the people who see this won&#8217;t do it!  Anyone can do this, everyone has the exact same opportunity, so why don&#8217;t they?  What one man can do, another man can do.  Here&#8217;s what could happen with a 97% rejection rate and this is what gets me excited about this kind of business!</p>
<p style="text-align: center;"><img class="aligncenter size-full wp-image-643" title="3x6Graphics" src="http://www.thegamethatpays.com/wp-content/uploads/2011/07/3x6Graphics.jpg" alt="" width="454" height="215" /></p>
<p>&nbsp;</p>
<p><a href="http://coolcarguy.youngevityonlinebeta.com/"><img class="size-full wp-image-644 alignright" title="Join Now" src="http://www.thegamethatpays.com/wp-content/uploads/2011/07/Join-Now.jpeg" alt="" width="61" height="61" /></a>If that didn&#8217;t get your attention I&#8217;m not sure what would.  Notice that each person is only ordering $100 a month in products still to achieve that type of an income stream and this is something you can do full-time or part-time.  I prefer to do it part-time because I get paid the same amount either way.  What are you waiting for? Click the button!</p>
<p>You can get more information on the compensation plan by <a title="Compensation Plan" href="http://youngevity.com/compensation-plan/" target="_blank">clicking here</a>. This opportunity is real, there are people earning large monthly incomes already with this company. It&#8217;s right here for anyone who wants to take advantage of it and your cost to get involved starts at just $10. That&#8217;s right ten bucks and you&#8217;re in business and ready to start getting others involved with you!  Once you join, place your first order for products, I suggest $100 in chocolate or a variety of other products and get on monthly autoship.</p>
<p>If you&#8217;re ready to get started for just <strong>$10</strong> <a title="Broker Site" href="http://coolcarguy.youngevityonlinebeta.com/healthychocolate/index.html" target="_blank">click here</a> and take the Free Tour. Click on the PRODUCT button for more details. That&#8217;s all there is to it!</p>
<p>_________________________________________________________________________</p>
<div><strong><img title="John Boyd" src="http://www.coolcarguy.com/graphics/TheCoolCarGuysm.jpg" alt="John Boyd" align="left" /></strong></div>
<div><strong>Auto Consultant – John Boyd: The Cool Car Guy</strong></div>
<p>John is an auto consultant with his license at a <a title="Contact  The Cool Car Guy" href="http://www.coolcarguy.com/contact-coolcarguycom/" target="_blank">car dealership</a> in Denver, CO. He can help you save time and money on any make or model, new or used, lease or purchase – nationwide! Email John about your next vehicle! <a href="http://www.coolcarguy.com">CoolCarGuy.com<br />
</a> <strong><a href="mailto:jboyd@coolcarguy.com">jboyd@coolcarguy.com</a> - Twitter:</strong> <a title="Cool Car Guy Twitter" href="http://www.twitter.com/coolcarguy" target="_blank">@coolcarguy</a></p>
<p><em>Notice: TheGameThatPays.com and its writers make no income guarantees. </em><em>What a marketing representative earns is based on his or her own efforts.</em></p>
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		<title>Real Money Meets Real Healthy Chocolate</title>
		<link>http://www.thegamethatpays.com/2011/07/13/real-money-meets-real-healthy-chocolate/</link>
		<comments>http://www.thegamethatpays.com/2011/07/13/real-money-meets-real-healthy-chocolate/#comments</comments>
		<pubDate>Wed, 13 Jul 2011 00:10:26 +0000</pubDate>
		<dc:creator>The Cool Car Guy</dc:creator>
				<category><![CDATA[Buried Treasure]]></category>

		<guid isPermaLink="false">http://www.thegamethatpays.com/?p=465</guid>
		<description><![CDATA[YOU&#8217;VE NEVER SEEN A BUSINESS LIKE THIS BEFORE&#8230; This past weekend, I drove up to Longmont, CO and heard a guy named Blake, who was visiting a friend of mine from Japan. He talked about this incredible business he has been involved with for the past 14 years helping people get healthy and how he&#8217;s [...]]]></description>
			<content:encoded><![CDATA[<p><img class="alignright size-medium wp-image-596" style="border-width: 1px; border-color: black; border-style: solid;" title="Triple-Treat-Brochure_420" src="http://www.thegamethatpays.com/wp-content/uploads/2011/05/Triple-Treat-Brochure_420-300x300.jpg" alt="" width="300" height="300"></p>
<p><strong>YOU&#8217;VE NEVER SEEN A BUSINESS LIKE THIS BEFORE&#8230;</strong></p>
<p>This past weekend, I drove up to Longmont, CO and heard a guy named Blake, who was visiting a friend of mine from Japan.  He talked about this incredible business he has been involved with for the past 14 years helping people get healthy and how he&#8217;s earning an amazing income promoting a totally unique line of nutritional products.</p>
<p>One of the products that I had an opportunity to try and was totally blown away by was this product called <span style="color: #333300;"><strong>Triple Treat Chocolate</strong></span> that is loaded with antioxidants and probiotics.  In fact, one piece of this chocolate has an ORAC value of <strong>16,936 units</strong>, which is huge.  The ORAC value is how antioxidants are measured for potency.  This stuff is not only healthy, but it tastes great!  I tried it while I was up in Longmont and I&#8217;m ordering this product because it&#8217;s fantastic.</p>
<p><strong>Oxygen Radical Absorbance Capacity</strong> (ORAC) is a unit measurement assigned by researchers to measure the antioxidant value of a given food. ORAC provides a superb and very applicable method of determining the overall antioxidant potency of foods. Foods with a high ORAC value are beneficial to the body by increasing plasma antioxidant levels and protecting the cells and their components from damage by oxygen radicals.</p>
<p><img class="alignright size-full wp-image-600" title="suppfacts" src="http://www.thegamethatpays.com/wp-content/uploads/2011/05/suppfacts1.jpg" alt="" width="250" height="512"></p>
<p>This product is amazing with such a high ORAC value for each piece of chocolate.  To put it into perspective, one cup of broccoli yields an ORAC value of about 900 units.  * Gluten Free * Dairy Free &#8211; an amazing product and you can read more about it by <a title="Triple Treat Chocolate" href="http://youngevity.com/wp-content/themes/youngevity/media/YGY-Triple-Treat_flyer.pdf" target="_blank">CLICKING HERE</a> and downloading a free brochure.  Everyone should be using this product everyday.</p>
<p><strong><strong>THE IDEAL BUSINESS</strong></strong><br />
Now that you&#8217;ve seen this amazing product, let&#8217;s talk about how much it is and how you can make serious money showing other people how to get healthy eating chocolate.  You can get this product for as little as 100 pieces for $110, plus shipping.</p>
<p>If you&#8217;re on Autoship the shipping is free, but in the Summer month&#8217;s it&#8217;s about $20 for three-day ice pack shipping. Now before you freak out that $110 is too much money for this product, keep in mind the product is a nutritional product with a tremendous ORAC value, probiotics and blueberries all in one piece of chocolate.  We&#8217;re talking about building a business selling and eating chocolate!  Imagine building a business for around $100 a month and getting to eat chocolate in the process.</p>
<p>Watch the video by Dr. Wallach to learn more about the unique aspects of this amazing Chocolate product&#8230;</p>
<div align="center"><iframe width="340" height="285" src="http://www.youtube.com/embed/XQzjVuCoKN8" frameborder="0" allowfullscreen=""></iframe></div>
<p><strong><strong>REAL MONEY AND A GREAT BUSINESS!</strong><br />
</strong> It&#8217;s just <strong>$10</strong> to join the company and then you can start ordering this product for anywhere from<strong> $78 to $110 a month</strong> and literally change your financial life.  Let&#8217;s focus on the $110 a month for just a minute and let me show you how this could work for you.</p>
<p><strong>FIND FOUR PEOPLE WHO LIKE TO EAT CHOCOLATE</strong><br />
What if you could find just four people who would be interested in eating this unique chocolate product everyday for its health and nutritional benefits?  Do you think you can find four people and do you think they could in turn find four people?  Do you have any idea how man people like to eat chocolate?  Let me put it in perspective for you.</p>
<p>According to Wikipedia, in 2007 the Godiva chocolate company sold for $850 million based on annual sales of a whopping $500 million.<br />
That&#8217;s just one chocolate company!</p>
<p>Information from The Chocolate Atlas states that:</p>
<p>- 16 of the top 20 consuming countries are European</p>
<p>- in 2001 Americans consumed 3 billion pounds of chocolate, which totalled $13.1 Billion in sales</p>
<p>- chocolate is North America&#8217;s favourite flavour: 52% of adults surveyed like chocolate best with vanilla and fruit flavoured coming a distant second (12%)</p>
<div align="center"><iframe src="http://www.youtube.com/embed/lWGxnQfZ8KI" frameborder="0" width="340" height="285"></iframe></div>
<p>&#8220;Chocolate consumption has been scientifically linked to longer life. A few pieces of chocolate every month may make your life both sweeter and longer, according to the Harvard School of Public Health. A survey of healthy 65-year-old men revealed that those who ate sweets containing chocolate reportedly lived longer. Mortality was lowest among those consuming chocolate 1-3 times a month and higher among those who indulged in the habit 3 or more times a week. Surprisingly non-consumers had the highest mortality of all.&#8221;</p>
<p>Finally, according to a number of sources online the &#8220;Average Americans eat 10-12 pounds of chocolate per year.&#8221;.  I would think you could build a business giving people a better source for their chocolate cravings that tastes good and is good for them.  Don&#8217;t you?</p>
<p>If you know anyone out of work or looking for a job, have them read this article!  They can be employing themselves rather quickly by turning people on to this one-of-a-kind, totally unique product.</p>
<p><img class="alignright size-full wp-image-601" title="scenario" src="http://www.thegamethatpays.com/wp-content/uploads/2011/05/scenario.jpg" alt="" width="464" height="217"></p>
<p>Look at the graphic above or to the right, depending on your browser and see how much money you could earn, if you were to get just <em><strong>four</strong></em> people purchasing chocolate each month from this company and they each did the same.</p>
<p>There are some additional qualifications to meet after the third tier of payment, but they are not difficult.  The income potential is huge!  Where else can you build a business for about $100 a month and have this kind of upside and have your business expense include eating chocolate?</p>
<p>You can get more information on the compensation plan by <a title="Compensation Plan" href="http://youngevity.com/compensation-plan/" target="_blank">clicking here</a>.  This opportunity is real, there are people earning large monthly incomes already with this company.  It&#8217;s right here for anyone who wants to take advantage of it and your cost to get involved starts at just $10.  That&#8217;s right ten bucks and you&#8217;re in business and ready to start getting others involved with you!</p>
<p>If you&#8217;re ready to get started for just <strong>$10</strong> <a title="Broker Site" href="http://coolcarguy.youngevityonlinebeta.com/healthychocolate/index.html" target="_blank">click here</a> and take the Free Tour.  Click on the PRODUCT button for more details.  That&#8217;s all there is to it!</p>
<p>_________________________________________________________________________</p>
<div><strong><img title="John Boyd" src="http://www.coolcarguy.com/graphics/TheCoolCarGuysm.jpg" alt="John Boyd" align="left"></strong></div>
<div><strong>Auto Consultant – John Boyd: The Cool Car Guy</strong></div>
<p>John is an auto consultant with his license at a <a title="Contact  The Cool Car Guy" href="http://www.coolcarguy.com/contact-coolcarguycom/" target="_blank">car dealership</a> in Denver, CO. He can help you save time and money on any make or model, new or used, lease or purchase – nationwide! Email John about your next vehicle! <a href="http://www.coolcarguy.com" class="">CoolCarGuy.com<br />
</a>&nbsp;<strong><a href="mailto:jboyd@coolcarguy.com" class="">jboyd@coolcarguy.com</a>&nbsp;- Twitter:</strong>&nbsp;<a title="Cool Car Guy Twitter" href="http://www.twitter.com/coolcarguy" target="_blank">@coolcarguy</a></p>
<p><em>Notice: TheGameThatPays.com and its writers make no income guarantees.  </em><em>What a marketing representative earns is based on his or her own efforts.</em></p>
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		<title>How To Turn $50 A Month Purchase Into $1,072 A Month In Income</title>
		<link>http://www.thegamethatpays.com/2011/06/24/how-to-turn-50-a-month-purchase-into-1072-a-month-in-income/</link>
		<comments>http://www.thegamethatpays.com/2011/06/24/how-to-turn-50-a-month-purchase-into-1072-a-month-in-income/#comments</comments>
		<pubDate>Fri, 24 Jun 2011 07:59:38 +0000</pubDate>
		<dc:creator>The Cool Car Guy</dc:creator>
				<category><![CDATA[Buried Treasure]]></category>

		<guid isPermaLink="false">http://www.thegamethatpays.com/?p=587</guid>
		<description><![CDATA[In this article, I&#8217;m going to show you how anyone can earn $1,072 a month or $12,864 a year using a very simple online marketing system and business opportunity.  You can get started for as little as $50 a month in product purchases and I&#8217;m going to teach you how to do it step by step. [...]]]></description>
			<content:encoded><![CDATA[<p><img class="size-full wp-image-589 alignright" title="1072month" src="http://www.thegamethatpays.com/wp-content/uploads/2011/06/1072month.jpg" alt="" width="207" height="47" />In this article, I&#8217;m going to show you how anyone can earn <strong>$1,072 a month</strong> or <strong>$12,864 a year</strong> using a very simple online marketing system and business opportunity.  You can get started for as little as <strong>$50 a month</strong> in product purchases and I&#8217;m going to teach you how to do it step by step.</p>
<p>A business that pays <strong>$1,072 a month</strong> may not seem like much money to many of you reading this, but for most people an additional <strong>$12,864 a year</strong> is life changing.  If you want to earn more money the income potential is here, so you can continue to grow your business as much or as little as you want.</p>
<p>However, for this article I&#8217;m focusing on how to earn <strong>$1,072 a month</strong> with this venture. Anyone can do this and you only need as few as 4 personal product sales to get started.  Let me show you how it works.</p>
<p><span style="font-size: 20px; font-weight: bold;"><strong>HOW IT WORKS!</strong></span></p>
<ul>
<li>Take $10 and join a Network Marketing company as a product Broker.</li>
<li>Get on auto-ship for $50 a month in product points from the company.</li>
</ul>
<p><strong>CREATE FOUR SALES</strong></p>
<p><img src="data:image/png;base64,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" alt="" width="183" height="65" /></p>
<ul>
<li>Earn 5% on anyone you refer to the company.</li>
<li>Refer just 4 people and you will earn <strong>$10</strong>.</li>
<li>Earn another <strong>5%</strong> on anyone your 4 people refer to the company.
<ul>
<li><strong>16 people</strong> ordering <strong>$50</strong> pays you another <strong>$40.00</strong>.</li>
</ul>
</li>
<li>You&#8217;re now ready to GROW your business!</li>
</ul>
<p><strong>HELP YOUR FOUR PEOPLE FOLLOW YOUR PLAN</strong></p>
<p><img 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" alt="" width="183" height="65" /></p>
<ul>
<li>You&#8217;re now managing a <strong>TEAM of 20 people</strong>.
<ul>
<li>It&#8217;s your job to help your <strong>16 team members</strong> create <strong>four </strong>sales.</li>
</ul>
</li>
<li>Increase your monthly order from $50 points to $100 product points.
<ul>
<li>Your cost is still just $50 since you&#8217;re earning $50 back.</li>
</ul>
</li>
<li>Now you will earn <strong>8%</strong> on anyone you referred or refer to the company.
<ul>
<li>On your initial 4 people you will now earn <strong>$16</strong> on their $50 product points.</li>
</ul>
</li>
<li>Earn another <strong>8%</strong> on anyone your 4 people refer to the company.
<ul>
<li>16 people ordering $50 in product points pays you another <strong>$64.00</strong>.</li>
</ul>
</li>
<li>Earn another 7% on anyone your 16 people refer to the company.
<ul>
<li>64 people ordering $50 in product points pays you another <strong>$224.00</strong>.</li>
</ul>
</li>
<li>Your cost now with just 84 sales is <strong>$100.00</strong>, but you&#8217;re now earning <strong>$304.00</strong>!
<ul>
<li>You&#8217;re now ready to GROW your business further!</li>
</ul>
</li>
</ul>
<p><strong>INCREASE YOUR ORDER TO $150 A MONTH IN PRODUCT POINTS!<br />
</strong></p>
<p><img 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" alt="" width="183" height="65" /></p>
<ul>
<li>You&#8217;re now managing a TEAM of 84 people!</li>
<li>You&#8217;ve still only created <strong>four personal </strong>sales!
<ul>
<li>It&#8217;s your job to help your <strong>4 team members</strong> and their <strong>16 team members</strong> and their <strong>64 team members</strong> to each create just <strong>four</strong> sales.  This is great because you have a large team that wants to grow their business by four new sales too.</li>
</ul>
</li>
<li>Increase your monthly order from $100 points to <strong>$150 product points</strong>.</li>
<li>You still earn 8% on the orders of anyone you referred or refer to the company.
<ul>
<li>On the 4 initial people you will now earn <strong>$32</strong> on their $100 product points because they have each increased their order size from $50 to $100 product points.</li>
</ul>
</li>
<li>You will still earn 8% on the orders of anyone your 4 people referred or refer to the company.
<ul>
<li>16 people ordering $100 in product points pays you another <strong>$128.00</strong>.</li>
</ul>
</li>
<li>You will earn another 7% on any orders your 16 people refer to the company.
<ul>
<li>64 people ordering $50 in product points pays you another <strong>$224.00</strong>.</li>
</ul>
</li>
<li>Earn another 6% on anyone that your 64 people refer to the company.
<ul>
<li>256 people ordering $50 in product points pays you another <strong>$768.00</strong>.</li>
</ul>
</li>
<li>If you add up the total commissions from the monthly purchases of your team of <strong>$32</strong>, <strong>$128</strong>, $<strong>224</strong> and <strong>$768</strong> &#8211; you&#8217;re now earning <strong>$1,072 a month</strong> and it all started from a <strong>$50 a month order</strong> and a <strong>$10 business</strong>.  !</li>
</ul>
<p><img 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" alt="" width="226" height="82" />There are <strong>15 million</strong> people who are on unemployment right now and out of a job.  I just showed you how anyone, with no resume, no job interview, no schooling, can subsidize their income, Once you build <strong>$1,072 a month</strong> in income, you can add one more level of compensation by helping your team grow another four people and your income will grow to <strong>$4,224 a month</strong> which is over <strong>$50,000 a year</strong>!  That is above the average American&#8217;s income from a business you started for just <strong>$50 a month</strong>.</p>
<p><strong>What is the cost to get started?</strong> 10 Bucks and $50 a month on auto-ship and you actually will get $50 in products while you&#8217;re building yourself an income stream.  To get started just <a title="Youngevity Site" href="http://coolcarguy.youngevityonlinebeta.com/">click here</a> take the free tour and join now.</p>
<div>_________________________________________________________________________</div>
<div><strong><img title="John Boyd" src="http://www.coolcarguy.com/graphics/TheCoolCarGuysm.jpg" alt="John Boyd" align="left" /></strong></div>
<div><strong>Auto Consultant – John Boyd: The Cool Car Guy</strong></div>
<p>John is an auto consultant with his license at a <a title="Contact  The Cool Car Guy" href="http://www.coolcarguy.com/contact-coolcarguycom/" target="_blank">car dealership</a> in Denver, Colorado. He can help you save time and money on any make or model, new or used, lease or purchase – nationwide! Call or email John about your next vehicle! <strong><a href="mailto:%20%20jboyd@coolcarguy.com">jboyd@coolcarguy.com</a> </strong>or Twitter <a title="Cool Car Guy Twitter" href="http://www.twitter.com/coolcarguy" target="_blank">@coolcarguy</a></p>
<p>&nbsp;</p>
]]></content:encoded>
			<wfw:commentRss>http://www.thegamethatpays.com/2011/06/24/how-to-turn-50-a-month-purchase-into-1072-a-month-in-income/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
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		<item>
		<title>START HERE: HOW TO GET IN THE GAME</title>
		<link>http://www.thegamethatpays.com/2011/05/02/start-here-how-to-get-in-the-game/</link>
		<comments>http://www.thegamethatpays.com/2011/05/02/start-here-how-to-get-in-the-game/#comments</comments>
		<pubDate>Mon, 02 May 2011 06:27:32 +0000</pubDate>
		<dc:creator>The Cool Car Guy</dc:creator>
				<category><![CDATA[Buried Treasure]]></category>

		<guid isPermaLink="false">http://www.thegamethatpays.com/?p=368</guid>
		<description><![CDATA[WHY DO YOU WANT TO PLAY THE GAME? Welcome to a super cool way to earn an income. Millions are in need of a way to earn additional income today?  Let me show you a way to earn a $50,000 a year income with this simple business.  How would you like to get paid for [...]]]></description>
			<content:encoded><![CDATA[<p><span style="color: #000080; font-size: large;"><span style="font-size: 18px; line-height: 27px;">WHY DO YOU WANT TO PLAY THE GAME?</span></span></p>
<p><img class="alignright size-full wp-image-525" title="Money" src="http://www.thegamethatpays.com/wp-content/uploads/2011/05/Money.jpg" alt="" width="168" height="53" />Welcome to a super cool way to earn an income. Millions are in need of a way to earn additional income today?  Let me show you a way to earn a $50,000 a year income with this simple business.  How would you like to get paid for teaching people how to earn an additional income?  I think that&#8217;s a pretty cool business!</p>
<p><img class="alignright size-full wp-image-527" title="Health" src="http://www.thegamethatpays.com/wp-content/uploads/2011/05/Health1.jpg" alt="" width="166" height="64" /></p>
<p>In addition to financial problems, millions of people are overweight, out of shape and a train wreck physically because they are depriving their physical bodies of the proper nutrients they need for optimum health.</p>
<p>Popular reality shows have been setup showing people who are a mess physically with millions of people tuning in every week to see if these obese people &#8220;competing&#8221; can actually lose their weight and get off their medications. Wow!  How many people die each year of self-inflicted diseases that could be prevented?</p>
<p>Millions of people are on prescription drugs that are advertised on television with disclaimers that the drug has a real chance to cause even more problems.  If you don&#8217;t think there is a need to get paid helping people physically, you&#8217;re dreaming.</p>
<p><img class="alignright size-full wp-image-533" title="RXDefense" src="http://www.thegamethatpays.com/wp-content/uploads/2011/05/RXDefense.jpg" alt="" width="336" height="336" /></p>
<p>Your body has been designed by God to heal itself and it uses nutrients to keep you healthy.  You even have a built in immune system to ward off infection and potential threats.</p>
<p>This isn&#8217;t a secret, some type of voodoo magic or a crazy health claim that I&#8217;m making here. It&#8217;s a fact that your body is a biological machine that runs on proper diet, exercise and essential nutrients.  Have you ever cut yourself and the wound immediately starts to bleed, but soon it starts to form a scab and after sometime your skin has renewed?  Ever broke a fingernail and had one grow back?  How about a sunburn that after a few days peeled or turned into a tan? This isn&#8217;t magic, it&#8217;s how your body is designed.  You&#8217;re made of dirt! When you die, you are buried and your body returns to the soil from which you came.  This is why minerals are so important to your health and vitality.  As we age though, we don&#8217;t heal as fast as when we were young because our cells don&#8217;t regenerate as fast.</p>
<p>How important are the essential nutrients to your body?  You can&#8217;t survive without vitamins and minerals, which is why they are considered essential nutrients.</p>
<p>Take <strong>Vitamin C</strong> for example, which has an important role to play in the human body as it helps in the synthesis of collagen. Once the body experiences a deficiency of this vitamin, the condition is called ’scurvy’. There are a host of symptoms that can appear with just this one vitamin deficiency, including the body suffering from anemia. There are chances for easy bruising of any part of the body for someone with scurvy as it makes the skin vulnerable to wounds. There is bleeding from the mucus membranes. In other words, internal bleeding is witnessed, in the tissues.  There is no formation of new bones. As a result, the chances of suffering from hemorrhages is very high.  The skin becomes pale and the eyes are sunken.  There are many more symptoms that can occur with scurvy and this disease is just one example that illustrates the importance of getting proper nutrition for the human body to function properly.</p>
<p>Imagine getting paid to help people provide for their physical and financial needs by directing them to website and teaching them how to order products from a company that has products to help them stay healthy?  That&#8217;s how you play <strong>The Game That Pays</strong>.  It&#8217;s like pointing and clicking and getting paid.  If you&#8217;re interested in finding out more &#8211; read on&#8230;</p>
<p><span style="line-height: 27px; font-size: 18px; color: #000080;">A REAL LIFE ADVENTURE TO CREATE CASH FLOW</span></p>
<p><img class="alignright size-full wp-image-436" title="adventurer-hat" src="http://www.thegamethatpays.com/wp-content/uploads/2011/05/adventurer-hat.jpg" alt="" width="128" height="128" />I&#8217;m going to keep this article really simple because being a <em><strong>nutritional product broker</strong></em> is not complicated.  It&#8217;s much more complicated being <strong>The Cool Car Guy</strong> where I have to find vehicles for people, have them test drive multiple vehicles, get a bank to buy their loan, handle their trade and possibly sell their vehicle for them.  That is a complicated business, but this is not.</p>
<p>Being a <em>nutritional product broker</em> is easy.  All you have to do is&#8230;</p>
<ol>
<li><span style="color: #888888;">Join The Company For $10 </span></li>
<li><span style="color: #888888;">Place A Monthly Product Order &#8211; Choose A Few Products For Your Personal Use.</span></li>
<li><span style="color: #888888;">Market The Products To Other People Who Will Follow Steps 1 and 2. </span></li>
</ol>
<p><strong>That&#8217;s it!</strong></p>
<p><img class="size-full wp-image-528 alignleft" title="TenDollars" src="http://www.thegamethatpays.com/wp-content/uploads/2011/05/TenDollars.jpg" alt="" width="219" height="61" /></p>
<p>Anyone can afford to play <strong>The Game That Pays</strong> because it&#8217;s just $10 to get started.  After you place your own monthly order, the rest of your time is spent marketing.  How many legitimate businesses can you start for $10? It&#8217;s not $1,800 to get started like some ventures, but just ten bucks.</p>
<p>You can&#8217;t even get a pizza delivered for $10 anymore.  I won&#8217;t get paid on your $10, but only if you order products from the company, so this is not a sales pitch or a &#8220;get rich quick&#8221; opportunity.  I just don&#8217;t know of another legitimate business where you can get started for as little as $10 and start ordering products wholesale immediately.</p>
<div><span style="color: #000080;"><strong>IT GETS BETTER! </strong></span></div>
<div>You never have to ship the products yourself.  When I first discovered this opportunity I was concerned I was going to have to handle the orders.  I don&#8217;t have time for managing orders like some of the businesses I&#8217;ve seen over the years.  The company ships the products direct to each individual who orders, so you never have to mess around with handling orders.  People order online direct from the company and when they do, we get paid.</div>
<div><img class="alignright size-full wp-image-530" title="5levels" src="http://www.thegamethatpays.com/wp-content/uploads/2011/05/5levels.jpg" alt="" width="220" height="68" /><br />
You get paid on orders of people you refer to the company, but you also get paid if they refer people to the company. They not only pay you when you refer people to the company, but they pay you when those people refer people to the company and they will do that again and again, not just one time like an Affiliate Program.&nbsp;</p>
</div>
<div>In addition, you can get paid on the sales of other people who you refer to the company and not just your own sales!  This is huge because it allows for your business to grow exponentially using the power of duplication. This can happen multiple times and you&#8217;ll get paid a percentage of each sales order, month after month and year after year as people continue to order and your network continues to grow.  That&#8217;s what attracted me to this opportunity.</div>
<div><img class="size-full wp-image-529 alignleft" title="50k" src="http://www.thegamethatpays.com/wp-content/uploads/2011/05/50k.jpg" alt="" width="226" height="82" /><br />
What if you were to refer just  <strong><em>four</em></strong> other people like yourself who are interested in ordering products from the company or creating an income stream brokering products?  And what if you trained each of those <strong><em>four</em></strong> other friends, family members, or acquaintances to go and find just <em><strong>four</strong></em> other people like you did and this repeated itself just a few more times.  You could be looking at a substantial income, almost <strong>$50,000</strong> a year, even if the people on your sales team were all only ordering an average of <strong>$50 a month</strong> in product points.&nbsp;</p>
<p><strong>DO THE MATH &#8211; IT WORKS!</strong></p>
<p>It&#8217;s a very simple mathematical system that works like this: 4 people x 4 people = 16 people and 16 x 4 equals 64 and 64 x 4 = 256 and 256 x 4 = 1,024, which is a total of just 5 levels of the compensation plan that you can get paid on.  If you take all those people and add them together, you will discover that 1,024 + 256 + 64 + 16 + 4 = 1,364 total sales x $50 per order = $68,200 in sales x 6% on average for commissions per sale = <strong>$4,092</strong> x 12 months = <strong>$49,104 a year</strong>.</p>
<p>The payout is even greater though because it&#8217;s more than <strong>6%</strong> on several levels, but this gives you an idea of how this business works.  Again, no magic or gimmicks, you&#8217;re just getting paid a percentage of your own orders and the orders of other people with a very reasonable qualification.  Do you know <strong>four</strong> people who can build a business for <strong>$50 a month</strong> or purchase a few great products that they can&#8217;t buy in the retail stores?<span style="color: #000000;"><span style="color: #ffffff;"></span></span></p>
</div>
<div>If you&#8217;re ready to get started for <strong>$10</strong> and to check out the company&#8217;s products, while learning more about the company, just <a title="Cool Car Guy Youngevity Link" href="http://www.coolcarguy.youngevityonlinebeta.com/" target="_blank">click here</a> and you can take a <strong>FREE TOUR</strong>.  That&#8217;s all there is to it!</div>
<div><span style="color: #ffffff;">-</span></div>
<div>*  The statements on this website have not been evaluated by the FDA. This product is   not intended to diagnose, treat, cure, or prevent any disease.  TheGameThatPays.com makes no income guarantees.  What a Distributor earns will be based on his or her own efforts.</div>
<div>_________________________________________________________________________</div>
<div><strong><img title="John Boyd" src="http://www.coolcarguy.com/graphics/TheCoolCarGuysm.jpg" alt="John Boyd" align="left" /></strong></div>
<div><strong>Auto Consultant – John Boyd: The Cool Car Guy</strong></div>
<div>John is an auto consultant with his license at a <a title="Contact  The Cool Car Guy" href="http://www.coolcarguy.com/contact-coolcarguycom/" target="_blank">car dealership</a> in Denver, Colorado. He can help you save time and money on any make or  model, new or used, lease or purchase – nationwide! Call or email John  about your next vehicle! <strong><a href="mailto:%20%20jboyd@coolcarguy.com">jboyd@coolcarguy.com</a> </strong>or Twitter <a title="Cool Car Guy Twitter" href="http://www.twitter.com/coolcarguy" target="_blank">@coolcarguy</a></div>
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