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      <title>Lesson 5 Vocabulary  by Dalton Hall</title>
      <link>https://padlet.com/dhallballer16/ah17fdy8hm14</link>
      <description>By, Dalton Hall </description>
      <language>en-us</language>
      <pubDate>2017-03-01 13:06:43 UTC</pubDate>
      <lastBuildDate>2017-03-02 14:08:27 UTC</lastBuildDate>
      <webMaster>hello@padlet.com</webMaster>
      <image>
         <url></url>
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      <item>
         <title>Argument </title>
         <author>dhallballer16</author>
         <link>https://padlet.com/dhallballer16/ah17fdy8hm14/wish/156996051</link>
         <description><![CDATA[<div>The parameters of a function.<figure class="attachment attachment-preview" 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" width="297" height="170"><figcaption class="caption"></figcaption></figure><br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-03-01 13:07:48 UTC</pubDate>
         <guid>https://padlet.com/dhallballer16/ah17fdy8hm14/wish/156996051</guid>
      </item>
      <item>
         <title>AutoSum </title>
         <author>dhallballer16</author>
         <link>https://padlet.com/dhallballer16/ah17fdy8hm14/wish/156996140</link>
         <description><![CDATA[<div>A formula that calculates the total from the adjacent cell through the first nonnumeric cell using the SUM function.&nbsp;<figure class="attachment attachment-preview" 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&quot;,&quot;width&quot;:290}" 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" width="290" height="174"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-03-01 13:08:18 UTC</pubDate>
         <guid>https://padlet.com/dhallballer16/ah17fdy8hm14/wish/156996140</guid>
      </item>
      <item>
         <title>AVERAGE function </title>
         <author>dhallballer16</author>
         <link>https://padlet.com/dhallballer16/ah17fdy8hm14/wish/156996390</link>
         <description><![CDATA[<div>Used to find the average or arithmetic mean of a list of numbers.<br><figure class="attachment attachment-preview" 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&quot;,&quot;width&quot;:261}" 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" width="261" height="193"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-03-01 13:09:35 UTC</pubDate>
         <guid>https://padlet.com/dhallballer16/ah17fdy8hm14/wish/156996390</guid>
      </item>
      <item>
         <title>COUNT function</title>
         <author>dhallballer16</author>
         <link>https://padlet.com/dhallballer16/ah17fdy8hm14/wish/156996573</link>
         <description><![CDATA[<div>A function that determines how many cells in a range contain a number.<br><figure class="attachment attachment-preview" 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" width="381" height="132"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-03-01 13:10:28 UTC</pubDate>
         <guid>https://padlet.com/dhallballer16/ah17fdy8hm14/wish/156996573</guid>
      </item>
      <item>
         <title>COUNTA function</title>
         <author>dhallballer16</author>
         <link>https://padlet.com/dhallballer16/ah17fdy8hm14/wish/156996698</link>
         <description><![CDATA[<div>A function that returns the number of cells in the selected range that contain text or values, but not blank cells.&nbsp;<figure class="attachment attachment-preview" 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" width="233" height="216"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-03-01 13:11:12 UTC</pubDate>
         <guid>https://padlet.com/dhallballer16/ah17fdy8hm14/wish/156996698</guid>
      </item>
      <item>
         <title>Function</title>
         <author>dhallballer16</author>
         <link>https://padlet.com/dhallballer16/ah17fdy8hm14/wish/156996946</link>
         <description><![CDATA[<div>A predefined formula that performs a calculation.&nbsp;<figure class="attachment attachment-preview" 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&quot;,&quot;width&quot;:237}" 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" width="237" height="212"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-03-01 13:12:12 UTC</pubDate>
         <guid>https://padlet.com/dhallballer16/ah17fdy8hm14/wish/156996946</guid>
      </item>
      <item>
         <title>MAX function </title>
         <author>dhallballer16</author>
         <link>https://padlet.com/dhallballer16/ah17fdy8hm14/wish/156997161</link>
         <description><![CDATA[<div>A function that returns the largest value in a set of values.&nbsp;<figure class="attachment attachment-preview" 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&quot;,&quot;width&quot;:264}" 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" width="264" height="191"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-03-01 13:13:14 UTC</pubDate>
         <guid>https://padlet.com/dhallballer16/ah17fdy8hm14/wish/156997161</guid>
      </item>
      <item>
         <title>Merged cells </title>
         <author>dhallballer16</author>
         <link>https://padlet.com/dhallballer16/ah17fdy8hm14/wish/156997320</link>
         <description><![CDATA[<div>Two or more cells combined into a single cell.&nbsp;<figure class="attachment attachment-preview" 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" width="263" height="191"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-03-01 13:13:52 UTC</pubDate>
         <guid>https://padlet.com/dhallballer16/ah17fdy8hm14/wish/156997320</guid>
      </item>
      <item>
         <title>MIN function </title>
         <author>dhallballer16</author>
         <link>https://padlet.com/dhallballer16/ah17fdy8hm14/wish/156997490</link>
         <description><![CDATA[<div>A function that determines the minimum value in a range of cells.&nbsp;<figure class="attachment attachment-preview" 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&quot;,&quot;width&quot;:270}" 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" width="270" height="187"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-03-01 13:14:33 UTC</pubDate>
         <guid>https://padlet.com/dhallballer16/ah17fdy8hm14/wish/156997490</guid>
      </item>
      <item>
         <title>NOW function </title>
         <author>dhallballer16</author>
         <link>https://padlet.com/dhallballer16/ah17fdy8hm14/wish/156997721</link>
         <description><![CDATA[<div>A function that returns today's date and the current time, in the default format of mm/dd/yyyy hh:mm.&nbsp;<figure class="attachment attachment-preview" 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data-trix-content-type="image"><img 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" width="297" height="170"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-03-01 13:15:34 UTC</pubDate>
         <guid>https://padlet.com/dhallballer16/ah17fdy8hm14/wish/156997721</guid>
      </item>
      <item>
         <title>PMT function </title>
         <author>dhallballer16</author>
         <link>https://padlet.com/dhallballer16/ah17fdy8hm14/wish/156997959</link>
         <description><![CDATA[<div>A function that requires a series of inputs regarding interest rate, loan amount (principal), and loan duration, and then calculates the resulting loan payment.&nbsp;<figure class="attachment attachment-preview" 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" width="280" height="180"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-03-01 13:16:34 UTC</pubDate>
         <guid>https://padlet.com/dhallballer16/ah17fdy8hm14/wish/156997959</guid>
      </item>
      <item>
         <title>SUBTOTAL function </title>
         <author>dhallballer16</author>
         <link>https://padlet.com/dhallballer16/ah17fdy8hm14/wish/156998372</link>
         <description><![CDATA[<div>A function that returns a subtotal for a list.&nbsp;<figure class="attachment attachment-preview" 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&quot;,&quot;width&quot;:362}" 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GrShAMUINSKOqJMfNDEIYj65+uBvajtZD+RrM7ntFUAamDxx6zzgw9XRd2TDqnI8NPU1dXt3duNpPFw/e5j+4/vOr7/XOdISV4Y9Cn+IBh7n9mGLtSpdKxMAazsYAtLEzqoI6nZHWS32a6UT2HmWr9YC3427WnXL7nbbehb07a+2jI3MzVdqrGnVxy883SLpQg6NKOk2Ws7uDvoQKiU0I/A74+PXn8aZ2k0f9JKnUKJVxOkoQ7aBvyWxS89Vx6tu8M/nAY5UVfHI5gt3Y0J2dPZeaKzft++3fuOIdmP0N119OhRDPHuzqaRkb0AEjgTKbao3xagxsR88e032vXtE6vL326ZO+8b6H38tOdaDw3QWwFbnBxzA2xOD9+BoV98f2FL8C2Wzhb1ivCv3KiF0HqsS38l8Fk0NuAaeBMd9FPTGOqhrd7vrUBbq+U99o9/+mxsdstzL7eJQgrEM+Dvv3tv+BSiVvKhaXh//y4kR2tzZVdC9h871nBs34n6+vrDCPimJgxvXYZdI4UKliSFiawKUB+SP3ZPraTcuJiYJ9244DOfLHu5CY2ft1oRUAjaoaEOz88JTMxvlkPMkQIJXltDUI/FvoJLg0P+yTXYvDDkZ7d/0IGg9lyeB99sR7iVfZ+9Cbf9kx0wkEPXCo1q9FliH/Xee6cFhtoHN6eBG0H4NXUnB3MhBVLAHJREN0t4qNmg+VpquYnAbPHiTXgSuRzYbOlvHb45eovduT0PrA0+KX+5SY2IOYL64n22Pfag975sZ65l9OGvLyBEMksVHdUm9/CtyfMH3w3dJBYnZlfaZmAxcCSweeEghtpyeTDs91w3zYT+rwD149wmCkBtght/Gl/42dMHHrve+ucHubq6QD+eWyBZ0J2EWk8R7CM/hLk4hOy/2LKMa6Kwwa2El/0Q5CQ2g+CbyoE6/NmYIshxW2F7BDbs8+E4u80FfAs9WVkHxUe1b2HZ7Wk3R32PuAiEl90b6BBcVi7cjYSxQtqyLHDz7Payno1C0B+OXLxTiq7mepAS6YGgfR59+MHyLJDKJGXs8fIi7OpgKQ4rbRG7WoIuhmZyTkxOl9G6INIWyPOIr04IH3yrYLTVislryjlRSiUzw6cDFxDKLNWn3OuMLa91s1QnTBwlcn9BaFKsh6WKjEgjjQi6S12taL3aCiqJQ02bq+6T1myW6pNWEmpdtVArZJn64/8fMa9CgVTXuiBpBZLDBSkFDmUhaCBx8JECQQaEgkanafwbFaZxBToRcUXQCl2iCvqt4/d8oPgQLCpFzPlbFCfmkPXfItNHrrHn2ckn5tl3KYGYQ24f0meEH5HqUGhahCxGn4BauHSioSndO5B1cZyqj5IZwWjWOFSuZq9L59Q4GZXeqFHTRg7AiGgkfRoYI1LmpFHvldOnzV7UgtOuPy0DeR8oD+hpBwVCNq7ZHElaIBvWaPrxvpNy46pxQFZ3jxTQ+VBbVr8zDxvIpKmZh2CNHwh2w+r2jPdk2b7FoWa3rfyad/gr3JHELJs4YAqDp8WNQchg5pnr7WcGIR9qCMsjaL6OJjoExLY/Y1TXddYeb0yNblczouTNlOw0GAloVgHnAk4P9AEEMQ2M4yzAWTQUzBqDsw9BTjaDyYFqGQkz4VWD02R2doGjywUOrQB1cjMjPjzSvblmcEV85ih6AKstPr/FBkGz7TPMFq/dlNhPJh9quDRtsQWvTQ+ve9qf3sJu3LmW4VufTpdjV8+19O7EUD9CY/qI74MeKmie5w96N4b6TBwuftACJj+y9b4wB3zMTy3mKBEy6/34M2CWngc1q4Y/ukNdXw0/QB1ChPbzaWgfGRnBwb+Nhw83nkAssbMOyBprjY7qMqpVPNQHOK5ZB3YXNBuAalaCUQdOLcITQ+1lgECnQGascaKH5mwmNJTXWdNnAAN6VKiOVZMa1daBNDHfXFvs6H2sO/NsKLKJifnJiw96o0M7qEvPHpcPddgZJRCF8Xl/4R2PA2rgTMRTJlv0XY0CzxZv+g9NzPrD6zQ+xPz9mMKwQ4MweaF9Za5j+GF/PHTy4n8FYu7bbwwF3mMH/KsR37uFRrXv6buw8PQrTHcoCC0/mYb/jel3A5J9+3bX76rFSgRDjbQuY9Q1U8oDYKTAwWDY+OhsGo1q1Wm9lxOgppKjmmpWWbFOAaca9JwAtdma1tUXPxKIOdeTGV99MB1f3fsPsc93yoWagDr0sRDzVcS84x3sY4JfAzlSzhqICupWW3ioZ9LEHCG+kCLmv4ksTvuWVi98+rZ1+c2voP/jq7+9HF26+Ll1IcJeLwQ1K5v9PzOPHpxBULthKr7YChxebEpAMdJw/DAByTnFxTEOcOo1HBgZNRq4Xj3IHIxdgxWIy6E0IB3uUsuQWqFOKxVdyrNas5c0WrVUF+20mhxqMPUBriPXC6M6vBPcyiLmniuGofmp6KWW8Ez/vYv3Y1tnooTFFPte+fHVG7bgR5bFVpp8OjN6p78l3Np2p79jLn7mQukKJLjT33Jw5smt0BXbVfeHkfA62Y4Ok2uryVE9fN8QXCdufAn9cZl/9G/hw2ezzxbMEctJA0kVHNUWvezIhOnRg9H1/lPhHqUJQZ3W1Y04cjdd3qClgDKZKFCbtGjik6FxrtLiBDIDoUTj2QQGdB5nMJGUzg7IfqdpdIYwEDITKgY0ydfBCQrJxGd1aj8QA1JlJA0+Zgf9kH5WbSMh5nL7bDjE0FY+Mbdc6yFiDCNjbATEGLdvB0yM28Jkt1R8VKPSBMtoSZZk/OCzEQZ0iNloxqasQ9PlZHyvH1gDhVoGNbODDJ46dKVdOzToYxj/we8WGtW4IbD4kx0CmT/DAqG6cxwNyQlSCWl7J+Gj4P9OWG84zQno9JK2cD5ZXmXnjb0sI/IF2NVkrtOikFTh8PL1FDhpWdC8zVstq9g20b4Mh5eUZLpxVdiNW1OtWJtz2iipSa+oG1dltkvdsdBJjVWTuIiver3SHajejSslZPJLkpCvpRv3ObDFr8moztRLX8f4an1WRnBe2xkn81ZKkycKeWFyi768RVQoHF9t8Wd+zMxL4l3KS3zmdWmamKeecmahUoh5ojdZ3nM0LSppSAIOhmTjQk1l0j2XhDpjgKX+lzr50qC2bGuESNRZ+XIg1Y3sxOeNt5fLpzCh9iuRjbd72CEuDv1cFGdCX94KLXElJz4jCsPJt3A/eGI+nki2GE8Sc0+7u//tsUS02pEAhAcWxiih+0IIZgJqdsge9ywMTFim8GkI/sq9wd2FoLwnyNU8dotDzTfFQy08mrRVkjRCiPQzTl1PLywlvnwp32JcJ4xqnPi8URMJcsvusB0nPvvMxPYCn/h8Y1oa6QLEHFRnpinLgJ8Yva5Ad53suPjg1xcOlpz4jIk5qIKDvmjobXlP7K/H6C+4KDootu3z/a3hGXZxpS72wZhuGwEGbV/BZItlnJvfiHg+6j3pzoDa4vc4A9Q7Lb5HiD2B5fJ1v5L9nuWxHz2Z0P2sXmd95UAnowgFAkqpkMl0IEO2A1AyFf5BvxU08Pvjoj9kSmTNEWh2pXAVnMKnxDs04EA4CocdJH2LQ3fHheWmAfo24l4X78Pk2uWJd3hi3vaQ9WM3Lum6Kh31mwt13bUxP+m6ElBvj7XdX31Qfnw1sqtnxwI8W3wXFieG/Ogp/W5iiPb5sW9xrhWCXXFEZg92WP4OQT0DF/92M+5betryzkMcZ5yGGg2oO7B6xY/LIM46MeAP/03r6Pcf3XejMZTZazjRlKFDVc0au6JPoTNSZzX6LiXjcDIqr9lupl1GjZowOgEOIK1L9Mlc9j40d57V13jhtMuJnpfdyzSbwHoWlKfNlEOXhHo80Jsi5pqoCDFHcmm6XKjRLUP3AD6dRuPo0XfhHwjYLDPxGevq4Vtpj7k7Qcyp/o+nENT/cR5165MEXT/CQz388MZdfZRqn5rIhhp8A27AqdeoDPT+vbUPzSGHYnfg/cHee9kOr87ahpHUrKI+i4Zsl4I2UgdUOMHXasZrR3id77QMtA4j4FRrcKH6XSa8CIjXQdBlhZlGbN3LMM4+cDrNeJUkqUDk40IuTCLxGa5ZBwJP1n/SEroy9aXnylvxG2N+9rK5gjiQVevCTy9rroff5no8Vxdb5h5cXJpda1tvLzm+Wq/YWJ5dG7757VuxD5aX4MZY7KpmHX59d+Ptyx1YgVjaNc4AOntl4TsI6s8RdQkvmaOw+T/Ac9Kdhhp8P/zY/HRpcS32g+9HbpwH9j1Fu+Y6MXv5DnFjDZLBCQkZaWrg15uUyChXgtPo0vFQ99nlzUoMtRN1tpnEUHvVCE8MNacHLd6DRHkAGfEEOPsoMy13WJsRwAcA19HLk3uiQuK1ChnGHu9UoJK52yzFOxl4X0KZUBNw289X5JO7+XgwItlaqVCr+LqptHJ+t3J84LeJ8CF9nOwq3zgf30slonzDd5JNJI09vEE3LpfYYIIQ2uFZ9JH9u9JyvOFobe0eUNZgqMFkVDXrKH5U2/WpUU0jqOkDZq8X+kh+8a4Gb82ARjV0yTTYTYCXthkvyBDU6JLeDi+emJfCy6sg5kGRSHkk4XmhdWkKI4c6QSgYaThaL4TdqL2MA+was506izfVgRoNKJwuDqF9Vsk00yoj0WdmDBozdKHneVZ3gDE7VUaOoRwqzq52MiBDKkauAVTg6x9fbS4eX10jfjvhEibmUh3IJObnand3K1P9UTOkkmQYGalmGK1SZjLJlAZGrZQp1aTJpFQypBadZ5wqNSkjnUqGYQyoNEOiq+igRNVwHZWDUX4TX52QzF4fLhglXZyYO3n9JrqriI57GcS8pEqVE3ORPmaZxmUS84ItSrDFJAUVv5wRyp4i5plu8tzEZ4kO53U6caZ/K03rhcecU0TC2EtE0vuiucQcB5LVRbNXQhJXfRm5aMWgFvrzsog5GzT/oCNp7P0IuxkFSRBzLMiOgJDXmhslXqBLeVkDq8tXJ76n2Qrb30PTVNv1axfm7l/JoUISQb/X3+Jjw3hiPpuYBhMH7MZFVv/kWHs86/t62285WRLUnoXv+C9eWTxfQiCZVGKSFDAp3+KQEB7Jx1d/KzLEDUwIic+eq2+NfYaJ+V3ptMV8qD1XB8HzPbxN+ybC48OV0Efvu3M3gZIKZYeEG9fBXUcUXPW+fAwR85j1WjK++iLioBAcuHphcjp0srdr+T4q5J5KP81io9ryHiI/nnsgx1HsI0lJxq8fTsiJxN5k++rP7U/JsfrEyU50HQdcj+ytkwRcyBpI7V/9mWsgwGfjIraYTHw++F2eLbKHVm5I75OVv4i6d+FXOjq8zm4voZE4O+9bf4/oLwdqFWxcHcRQh76CGys8W0QHmlWvJoJ+V95B/UNU8OK7c9O+k73vwo8D6Dt4Zro0qAfcZyLsTXj/eDpufdf+Bl7OJXcjq0/KifRGZZ3JU/g6KrlrF6p9/Fh900gRtJNQbwwKUF+1KXDi832Yi15OJD5fbzsFKgz14kQJu7/lKxA/bM4QofsKeOdUnf/GhXDPbGBzuhyolcTwrcnp4TuhdxHGs36kMRYnZhHi/cn46os33aysPTB6q/98aL1MqNn33JMdvQ8SozplWfOXciJoRRUIKsnnxjSeONdw9HhntxjYyQQNTaJPCGo5Bew2TnxedoeX3or3ti8ss0MLg/1IgYSXxsom5mjcDHnH+t9emg/b7SuT8RDHrbQtLee83k5CV9vtg70DCz2+Be4urI7pFrgeeDJm4uTxMFJJt7eg/237fNvAyQDqbE/vDAwF+sfo0hSIZ8GxrFpony+oq7P7ITotZlbZ23jsaL3IVlmCrk4cXsj2swX9rDki6RoQl7bWQmd9jzNbLyU8UuT+0lDnoD7SsKu7YNEsuxpvqlytoE7nniIKlcsuIb6pMuhlxevW2Qq179vJal2qC8BJAlnqpsp4ZbAQ1pSSoNMuc5VMU710VVLJLrpVuIqxVt0lq3QTeqmtwpWlbxWuqN9VqDXya0/MX046v/RGneV4zGsb88+l3bj87+Lx1dnXxL4/uYuoFpKvBylOBwXY3auySUWybOfuAoWTUJtsfBEEtYmxCY8BscVWISYKe8tMjNogfZscqNn+624clWbCP/guYGDcrNqWXekVg/rwsQLLIQljLxjdEPIWr9qmLihIv8UkA4vhYIvFzypBZVJci1JAGlZzc4oL3CYv8TkY/cLwx4n3dvy+6Jk4Tnzub5lrPZNlWb9qUO85JzaqIRzdEBxeiJivLd5VDjCz86s9N3g3bu/1pz0YaoBr5UeiYoMc4McTs/YI0E/i5Sc+/yVCve+EKNRBl17wmB+SL4kkPhMwfKsCXR1+awb67wB4rq4Ex6NQduLzXx7UQNQW2tUw6TFfGU1vgI/jq3v5xOeVzZaDrcP3Rh9YcOIzAZ9UsCMZQ4SuB9ehe8V3JeYffhiLzrWMnvr0wuTaKwx1/f5CZZMJGuM/5Y8IahdFsEwy8Zl7Y4fdNtsgyAVw4nOvxHu1E/fJgTr2o3XdhlXOLCz7PePyQDgKG8tuz8Ld7EqvENQ4GH6vONSCvAi7Wl1l4vPz2OlX2mf2HF8stae2qdDpROIzLbyHWOViqhW1U11BLQ0j+sZlWfVvfC7yPmnhfc6S76ku7WXYOnrv7tpGuuC1zJdr4xxzQ7VCeknpQnmiV4u+jkqmq+D1VtmiUkkWIZ9DCZqi6vbUNnSLfBRZppL5WiY+P483Pr8cBUJ1n9i1q1Es7iWd+Mwfcok5kQo9rZyYe6JZN0zNDFmFyp8WgdJwJp2VUFpBLucYXQ3HacDFaSgDZ5e7KLkawI4zv60UJzfQoLTXcCSqgnOzzJzcCkCaAfQmlT7xyZUwIl9QPRIAAAdASURBVPG5Ck6LwmehqO49u/fXNjQWgUjY6bdH8MKsynvSYd7p+Oog6naI6xF3v6dunmOBeKY+n4dVLtDPRdhVDpmM7Dbn9yz0UFUYe3z3XF6aUfYRBvx2I5yn6WXQKfxmGPx/kxEf0WBW20mtqZnCqZpqh86Fr+E4RodajUrYjQz0qfhB1NRQcOUzdTexBanupsbOE7tx4Nnxeok3wySgHl8Zbk3Z1Zsdwe1IyBoFn3W1JbaFE59rbH8e87OLgfIjUfnE5zODMHzH0o7saj7xefTWjQuTlb1YKnGK1GislNpoBWUzgTA8YMXv1UFQNxuAblbgvFm7Hh91fJ4saPoQ1Gc1DjSM1UZ01enVHCAM6KGY7AxfAPaeq+0U1Qt13d179yJIm5qaGvccPryns7Nz37lzx48n99TadWx35+GmvXnf1MJQZ1OYzWeLa703iSfPhlbmeGI++sCDXywF4b95V1qD5CU+X73LLn7cJfP+wjnPbw9QPVtE332zmQb1aYeimSD74CxNHDBgzPoMoGtWgZGgm3VyPQ81Tj82MvyoRoPbZNQjQBxqsJsBv3wK1bFqABkNtfsbGo7nbUeWtzXZfrz1W319PUL7cGNTd2YUlBQuaQrDa5Diic/o9I0K4quJtseXA5vnWV97AG81/hzWQIBSKVRgUOqMcJYydeFYZwSy1wVmOzBdWIGoD1i9XXh0I6hJI0OotAhqWZfsrBUINd7GQG7GQbq4To0ZqD3Ha493Hj6cDvvtrssTAttq+VOeNMI5UNcZttOvS8PE3HLVNjS/Gr/UEl5fvXfx+tP4jTjFHnk2Vb4C2bA9+mi159q86VFr6JcRW3hm9M5qx1zr7ZITn8V0tcHOqYHhOJLwyjkNARpkxKAJT4FGLehdQHSBUy5XW10uR43G0KVy1tjVBoecI5yU1S63E2CQA67jwPF8+J2LnRKWTmpTzUolCbXJL0yLJJ5sKfCp/WBRK/1gMChBZnP7bBTUqStIfGZno4RF67eYbESdSWtT+IG0EawpOziwEmIuTNgCAKlUIOEKfzQ4AduwTP5wTJSkuvg3agHZ1CDy4gvhds8hkCzz/i/CrpZ2JcGLfAUPbrjIK3hoMnF8KW98fsVfLIXbLfZiqeR9n8+LpYo38LV34/6FvVhKVAS2mKSDkm5caY2U78YtsE3WK+7GLSyJadFAQTCagDroynTjtghuXFQCfPpI2dMiwW5cd8NexIf0fgjq3YBdPm6LK5pd6XWB2rKxFAjH8bbb2I3rf7KmNPl9jA1ZIP3YjUtCjJFdi1Lsj+dvl58iOnfeEGdnf967ZFraOHXwFEDbnYMPL8WfZG2v+tpAjVNEV1c8P3Wn3bieAROyq6NPEttkXY9hNy57ZL4CYh5c2oH+yL3wHRgavxu7hzdV9tx7tX2LIsJDbUFQTyShPiQ/aZmaL7h/dZ16sQK2uPfR0vqbPNSD2qcPXnOowTO+0s8H0Ga4canVyND8Zku49eC90Qe9O7cj6Grv4/LfTBfUha8zj34WW1K1B4jJ8+F4W8twy6XpV9mNKyI81EG93r0RBX5aZPCOf36IadBMpsFuXL0NgppA2IxmNY10GEj+e8wPjVHARiGsmfdp4hDbgaDZjTcdzCr12kCdkhdhV5uq3CbrL86NKyK8G5fmfbi8v9Osr1ZcDlfOiVIqyRk+6LiQkEqxKyWLTCZZhHwOJaQawEM75cjVqSXDjCWDi+2K8iupXOLB5kpaIgxdWhQKySKkZAmJiHppUWbpoxeSoFGKaEWzVbACqVJJfi10tbB7pBgxZ1N9FIg5SJHzIm7cyrbJerWmRYvLDb4kMV+V97hTyGRvk0WtbkHYLvEWjTwLZOjzeXaVW+nn4rBhHwSwbHPzPm7Z/Voae2zwZMDy6CPBCzPXEdREwlyUCHG8G9cFGxy/TVZw6nzvknuxODnPd+Oy5JlBuLgO7U8f9j4XN2658jWCGhNz8AhQw5lni9O992Dz2dCE4Ma17PBBv5vnw+twZqssqH2f9dCLHzevnPmf8cnk/tWvetCviKSg7k1CfYiLZ7px59JuXAImz4fWcUpm0S7lbZOF3biTd8fo9vEO9iaRdOOWvk3WKwU1xNqj7qdLttQ2WT8YtFx1tQee9PykJbS+eq8Xu3HvUhBbvKNcMJ90F20wz43r2u6Z7Llq8D5aiq2vdrR9Nbq+ujY3MzT/ekKNbHxCJlPyUKMToKDAYlABa1DoQCZTgMJAsCQFKpL0Wwx0edMiezsKLOkHlcGP26EVoCRRa8rX0QLJNG9fBDEvKe/w9XB4PW83blclblzx/aurdePyTUi38RfpxpV+TXUBocTH3Ss0qjP1Ue42WRVIRTqtiDZ9lXQ1keLK30BdVQkpEdiir2YhAt9AXU0JKeGNPd94gKV6f/rNqK6qhJQIblyAjW9GdXUlpCRFzPHrjr6BupoSUpJw4zp7YtfN0W+grqqElHxjgSSKvAyo/x9/Iw+LWA5fUAAAAABJRU5ErkJggg==" width="362" height="139"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-03-01 13:18:21 UTC</pubDate>
         <guid>https://padlet.com/dhallballer16/ah17fdy8hm14/wish/156998372</guid>
      </item>
      <item>
         <title>SUM function </title>
         <author>dhallballer16</author>
         <link>https://padlet.com/dhallballer16/ah17fdy8hm14/wish/156998604</link>
         <description><![CDATA[<div>A function that totals all of the cells in a range.&nbsp;<figure class="attachment attachment-preview" 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" width="297" height="170"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-03-01 13:19:23 UTC</pubDate>
         <guid>https://padlet.com/dhallballer16/ah17fdy8hm14/wish/156998604</guid>
      </item>
      <item>
         <title>TODAY function </title>
         <author>dhallballer16</author>
         <link>https://padlet.com/dhallballer16/ah17fdy8hm14/wish/156998798</link>
         <description><![CDATA[<div>A function that returns the current date in a worksheet.&nbsp;<figure class="attachment attachment-preview" 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" width="297" height="170"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-03-01 13:20:12 UTC</pubDate>
         <guid>https://padlet.com/dhallballer16/ah17fdy8hm14/wish/156998798</guid>
      </item>
      <item>
         <title>Trace Arrow </title>
         <author>dhallballer16</author>
         <link>https://padlet.com/dhallballer16/ah17fdy8hm14/wish/156998934</link>
         <description><![CDATA[<div>An arrow that shows the relationship between formulas and the cells they refer to in order to resolve a formula error.&nbsp;<figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:271,&quot;url&quot;:&quot;http://bettersolutions.com/excel/formulas/tracingreferences-dependentcell1.png&quot;,&quot;width&quot;:424}" data-trix-content-type="image"><img src="http://bettersolutions.com/excel/formulas/tracingreferences-dependentcell1.png" width="424" height="271"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-03-01 13:20:51 UTC</pubDate>
         <guid>https://padlet.com/dhallballer16/ah17fdy8hm14/wish/156998934</guid>
      </item>
   </channel>
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