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<oembed>
 <version>1.0</version>
 <type>link</type>
 <provider_name>Rainbow Dash Network</provider_name>
 <provider_url>http://rainbowdash.net/</provider_url>
 <title>aaaaaaaaaa (aaaaaaaaa)'s status on Wednesday, 01-Jun-11 16:00:45 UTC</title>
 <author_name>aaaaaaaaaa (aaaaaaaaa)</author_name>
 <author_url>http://rainbowdash.net/aaaaaaaaa</author_url>
 <url>http://rainbowdash.net/notice/146146</url>
 <html>@&lt;span class=&quot;vcard&quot;&gt;&lt;a href=&quot;http://rainbowdash.net/user/148&quot; class=&quot;url&quot; title=&quot;Zambo&quot;&gt;&lt;span class=&quot;fn nickname&quot;&gt;carcinopony&lt;/span&gt;&lt;/a&gt;&lt;/span&gt; I'm sorry. I think I may have gone overboard using function notation - I think that's introduced in Grade 11 in most North American schoolboards. Let me try again: You're probably used to seeing linear equations in the &amp;quot;y = mx + b&amp;quot; form. &amp;quot;m&amp;quot; is your slope, or rate of change. In the finance example, the &amp;quot;rate of change&amp;quot; at which your wealth changes is simply your payrate, or $200 per week. The &amp;quot;b,&amp;quot; is the y-intercept, or you can also think of it as an &amp;quot;initial value.&amp;quot; Since you start with $500 saved, then b = 500. Thus, to determine your wealth in that example, the linear equation should be y = 200x + 500. Is that explanation clearer?</html>
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