<?xml version="1.0"?>
<rss version="2.0">
   <channel>
      <title>Currency  by Nicole Jordan</title>
      <link>https://padlet.com/njordan2/intro2business</link>
      <description>Find what your currency is compared to the US dollar. Also upload a picture of that currency. </description>
      <language>en-us</language>
      <pubDate>2016-09-26 14:19:09 UTC</pubDate>
      <lastBuildDate>2024-10-16 15:21:15 UTC</lastBuildDate>
      <webMaster>hello@padlet.com</webMaster>
      <image>
         <url></url>
      </image>
      <item>
         <title>South Africa</title>
         <author></author>
         <link>https://padlet.com/njordan2/intro2business/wish/126656722</link>
         <description><![CDATA[<div>Megan Andrew<br>South Africa Rand<br>Rate: $0.074 <br><br></div>]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/aws/134926423/3720e863d3b926f5eed5740faab2c708/South_African_Rand" />
         <pubDate>2016-09-27 13:40:28 UTC</pubDate>
         <guid>https://padlet.com/njordan2/intro2business/wish/126656722</guid>
      </item>
      <item>
         <title></title>
         <author></author>
         <link>https://padlet.com/njordan2/intro2business/wish/126656973</link>
         <description><![CDATA[<div>Saudi Arabia <br><br>Saudi riyal<br><br><br>1 Saudi Riyal =<br>.27 of US dollar<br><br><br><br></div>]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/aws/134926985/74bd555cf3c96d515c51f33f22248eaa/image.jpg" />
         <pubDate>2016-09-27 13:40:56 UTC</pubDate>
         <guid>https://padlet.com/njordan2/intro2business/wish/126656973</guid>
      </item>
      <item>
         <title></title>
         <author></author>
         <link>https://padlet.com/njordan2/intro2business/wish/126657255</link>
         <description><![CDATA[<div>Donovan Cosgrove<br>Canada<br>Canadian Dollar<br><br><br><br></div>]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/aws/134926249/129be01dbbb8014a91cd47c57794774d/IMG_1186.png" />
         <pubDate>2016-09-27 13:41:24 UTC</pubDate>
         <guid>https://padlet.com/njordan2/intro2business/wish/126657255</guid>
      </item>
      <item>
         <title>Japan</title>
         <author></author>
         <link>https://padlet.com/njordan2/intro2business/wish/126657477</link>
         <description><![CDATA[<div>Zach Higgins<br>Japanese Yen<br>Rate: $0.0100<br><br></div>]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/aws/134927411/e22ca8d8fc0c32449bbafc80514f9e6b/1000_yen_Natsume_Soseki.jpg" />
         <pubDate>2016-09-27 13:41:49 UTC</pubDate>
         <guid>https://padlet.com/njordan2/intro2business/wish/126657477</guid>
      </item>
      <item>
         <title>Gage</title>
         <author></author>
         <link>https://padlet.com/njordan2/intro2business/wish/126657650</link>
         <description><![CDATA[<div>Brazil<br>Brazilian Real<br>Rate:0.31<br><br></div>]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/aws/134926625/df30cdf57da65add96b7e5e2e6c79369/image.jpeg" />
         <pubDate>2016-09-27 13:42:10 UTC</pubDate>
         <guid>https://padlet.com/njordan2/intro2business/wish/126657650</guid>
      </item>
      <item>
         <title>South Korea</title>
         <author></author>
         <link>https://padlet.com/njordan2/intro2business/wish/126658029</link>
         <description><![CDATA[<div>bt<br><br>1 South Korean Won equals</div><div>0.00091 US Dollar</div><div><a href="https://www.google.com/url?url=/intl/en/help/currency_disclaimer.html&amp;rct=j&amp;q=&amp;esrc=s&amp;sa=X&amp;ved=0ahUKEwi78siK16_PAhXSpYMKHTtHA6oQ5wYIGzAA&amp;usg=AFQjCNHF19zNv7Q4XhI81cE0kOtTUiENrw">Disclaimer</a></div><div><figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:94,&quot;url&quot;:&quot;https://encrypted.google.com/finance/chart?espv=2&amp;biw=1366&amp;bih=623&amp;q=CURRENCY:KRWUSD&amp;tkr=1&amp;p=5Y&amp;chst=vkc&amp;chs=269x94&amp;chsc=1&amp;ei=uHfqV7u2O9LLjgS7jo3QCg&quot;,&quot;width&quot;:269}" data-trix-content-type="image"><img src="https://encrypted.google.com/finance/chart?espv=2&amp;biw=1366&amp;bih=623&amp;q=CURRENCY:KRWUSD&amp;tkr=1&amp;p=5Y&amp;chst=vkc&amp;chs=269x94&amp;chsc=1&amp;ei=uHfqV7u2O9LLjgS7jo3QCg" width="269" height="94"><figcaption class="caption"></figcaption></figure> |&nbsp; | South Korean WonUS&nbsp;</div><div><figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:200,&quot;url&quot;:&quot;data:image/jpeg;base64,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&quot;,&quot;width&quot;:252}" data-trix-content-type="image"><img src="data:image/jpeg;base64,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" width="252" height="200"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-09-27 13:43:02 UTC</pubDate>
         <guid>https://padlet.com/njordan2/intro2business/wish/126658029</guid>
      </item>
      <item>
         <title>China </title>
         <author></author>
         <link>https://padlet.com/njordan2/intro2business/wish/126658057</link>
         <description><![CDATA[<div>Aj&nbsp;<br>Renminbi<br>Rate:$0.15</div>]]></description>
         <enclosure url="" />
         <pubDate>2016-09-27 13:43:07 UTC</pubDate>
         <guid>https://padlet.com/njordan2/intro2business/wish/126658057</guid>
      </item>
      <item>
         <title></title>
         <author></author>
         <link>https://padlet.com/njordan2/intro2business/wish/126658511</link>
         <description><![CDATA[<div>Venezuela<br>Cody Kershaw<br>Currency: Venezuelan Bolivar<br>Rate: $ 0.10</div>]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/aws/134928066/8c5c03185bf62f761008542a42525636/bolivar.jpg" />
         <pubDate>2016-09-27 13:43:49 UTC</pubDate>
         <guid>https://padlet.com/njordan2/intro2business/wish/126658511</guid>
      </item>
      <item>
         <title>Seth Harris</title>
         <author></author>
         <link>https://padlet.com/njordan2/intro2business/wish/126659584</link>
         <description><![CDATA[<div>Britain<br>Pound Sterlin<br>Rate:1.3</div>]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/aws/134927240/3bc0b87dddb774e04b761ec62af10990/f11fc74fd18f9778597d06a64a319541.jpg" />
         <pubDate>2016-09-27 13:45:46 UTC</pubDate>
         <guid>https://padlet.com/njordan2/intro2business/wish/126659584</guid>
      </item>
      <item>
         <title></title>
         <author>njordan2</author>
         <link>https://padlet.com/njordan2/intro2business/wish/126663659</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/aws/78473701/d5a24953480957ce6383130f8b708609/download.jpg" />
         <pubDate>2016-09-27 13:57:01 UTC</pubDate>
         <guid>https://padlet.com/njordan2/intro2business/wish/126663659</guid>
      </item>
      <item>
         <title></title>
         <author>njordan2</author>
         <link>https://padlet.com/njordan2/intro2business/wish/126664528</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/aws/78473701/090de3f62cc2e6570a6d8881ca27077c/download__1_.jpg" />
         <pubDate>2016-09-27 13:58:44 UTC</pubDate>
         <guid>https://padlet.com/njordan2/intro2business/wish/126664528</guid>
      </item>
      <item>
         <title></title>
         <author>njordan2</author>
         <link>https://padlet.com/njordan2/intro2business/wish/126934835</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/aws/78473701/8be7976765ac15c00a6be4def3ad1822/download.jpg" />
         <pubDate>2016-09-28 12:51:39 UTC</pubDate>
         <guid>https://padlet.com/njordan2/intro2business/wish/126934835</guid>
      </item>
      <item>
         <title></title>
         <author>njordan2</author>
         <link>https://padlet.com/njordan2/intro2business/wish/126935120</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/aws/78473701/2f878d4b34992a9e9c2f214ec202749e/download__1_.jpg" />
         <pubDate>2016-09-28 12:52:22 UTC</pubDate>
         <guid>https://padlet.com/njordan2/intro2business/wish/126935120</guid>
      </item>
   </channel>
</rss>
