<?xml version="1.0"?>
<rss version="2.0">
   <channel>
      <title>Unit 2 by Avery Fernandez (Avery&#39;s animations)</title>
      <link>https://padlet.com/avery8871/7ly03vtlacu</link>
      <description></description>
      <language>en-us</language>
      <pubDate>2016-10-26 19:51:36 UTC</pubDate>
      <lastBuildDate>2016-11-18 03:36:55 UTC</lastBuildDate>
      <webMaster>hello@padlet.com</webMaster>
      <image>
         <url>https://padlet-assets.s3.amazonaws.com/icons/Templeball.png</url>
      </image>
      <item>
         <title>transformation</title>
         <author>avery8871</author>
         <link>https://padlet.com/avery8871/7ly03vtlacu/wish/133473048</link>
         <description><![CDATA[<div>A term for 4 different specific ways to manipulate the shape of a point, line, or shape. Original shape is Pre-image and after image is called Image<br><figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:158,&quot;url&quot;:&quot;data:image/png;base64,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&quot;,&quot;width&quot;:213}" data-trix-content-type="image"><img src="data:image/png;base64,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" width="213" height="158"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-10-26 20:17:30 UTC</pubDate>
         <guid>https://padlet.com/avery8871/7ly03vtlacu/wish/133473048</guid>
      </item>
      <item>
         <title>Rigid Motion</title>
         <author>avery8871</author>
         <link>https://padlet.com/avery8871/7ly03vtlacu/wish/133475315</link>
         <description><![CDATA[<div>motion in which preserves distance. 4 different motions: Reflection, Glide Reflection, Rotation, and translation<figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:224,&quot;url&quot;:&quot;data:image/jpeg;base64,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&quot;,&quot;width&quot;:225}" data-trix-content-type="image"><img src="data:image/jpeg;base64,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" width="225" height="224"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-10-26 20:29:02 UTC</pubDate>
         <guid>https://padlet.com/avery8871/7ly03vtlacu/wish/133475315</guid>
      </item>
      <item>
         <title>Isometry</title>
         <author>avery8871</author>
         <link>https://padlet.com/avery8871/7ly03vtlacu/wish/133476766</link>
         <description><![CDATA[<div>a transformation that is invariant with respect to distance. Isometries: Reflections, rotations, translations, and glide reflections.<figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:210,&quot;url&quot;:&quot;data:image/png;base64,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&quot;,&quot;width&quot;:210}" data-trix-content-type="image"><img src="data:image/png;base64,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" width="210" height="210"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-10-26 20:36:43 UTC</pubDate>
         <guid>https://padlet.com/avery8871/7ly03vtlacu/wish/133476766</guid>
      </item>
      <item>
         <title>Translation</title>
         <author>avery8871</author>
         <link>https://padlet.com/avery8871/7ly03vtlacu/wish/133477269</link>
         <description><![CDATA[<div>a transformation of the plane that slides every point of a figure the same distance in the same direction<figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:160,&quot;url&quot;:&quot;data:image/png;base64,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&quot;,&quot;width&quot;:157}" data-trix-content-type="image"><img src="data:image/png;base64,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" width="157" height="160"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-10-26 20:39:08 UTC</pubDate>
         <guid>https://padlet.com/avery8871/7ly03vtlacu/wish/133477269</guid>
      </item>
      <item>
         <title>Rotation</title>
         <author>avery8871</author>
         <link>https://padlet.com/avery8871/7ly03vtlacu/wish/133477482</link>
         <description><![CDATA[<div>a transformation in which the plane of a figure is rotated at a fixed point&nbsp; not on the figure.<figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:150,&quot;url&quot;:&quot;data:image/png;base64,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&quot;,&quot;width&quot;:252}" data-trix-content-type="image"><img src="data:image/png;base64,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" width="252" height="150"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-10-26 20:40:24 UTC</pubDate>
         <guid>https://padlet.com/avery8871/7ly03vtlacu/wish/133477482</guid>
      </item>
      <item>
         <title>Reflection</title>
         <author>avery8871</author>
         <link>https://padlet.com/avery8871/7ly03vtlacu/wish/134341879</link>
         <description><![CDATA[<div>a transformation in which the figure is reflected across a line<br><figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:165,&quot;url&quot;:&quot;data:image/png;base64,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&quot;,&quot;width&quot;:306}" data-trix-content-type="image"><img src="data:image/png;base64,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" width="306" height="165"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-10-31 19:41:30 UTC</pubDate>
         <guid>https://padlet.com/avery8871/7ly03vtlacu/wish/134341879</guid>
      </item>
      <item>
         <title>dilation</title>
         <author>avery8871</author>
         <link>https://padlet.com/avery8871/7ly03vtlacu/wish/134342542</link>
         <description><![CDATA[<div>a transformation in which the figure is resized, but all sides are a ratio.<br><figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:223,&quot;url&quot;:&quot;data:image/png;base64,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&quot;,&quot;width&quot;:226}" data-trix-content-type="image"><img src="data:image/png;base64,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" width="226" height="223"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-10-31 19:44:42 UTC</pubDate>
         <guid>https://padlet.com/avery8871/7ly03vtlacu/wish/134342542</guid>
      </item>
      <item>
         <title>Pre-image</title>
         <author>avery8871</author>
         <link>https://padlet.com/avery8871/7ly03vtlacu/wish/134342764</link>
         <description><![CDATA[<div>The pre-image is the figure before it goes through its transformation or change.&nbsp;<figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:180,&quot;url&quot;:&quot;data:image/png;base64,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&quot;,&quot;width&quot;:186}" data-trix-content-type="image"><img src="data:image/png;base64,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" width="186" height="180"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-10-31 19:45:46 UTC</pubDate>
         <guid>https://padlet.com/avery8871/7ly03vtlacu/wish/134342764</guid>
      </item>
      <item>
         <title>Image</title>
         <author>avery8871</author>
         <link>https://padlet.com/avery8871/7ly03vtlacu/wish/134343003</link>
         <description><![CDATA[<div>The image is the figure after going through its transformation or change.<figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:180,&quot;url&quot;:&quot;data:image/png;base64,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&quot;,&quot;width&quot;:186}" data-trix-content-type="image"><img src="data:image/png;base64,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" width="186" height="180"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-10-31 19:46:54 UTC</pubDate>
         <guid>https://padlet.com/avery8871/7ly03vtlacu/wish/134343003</guid>
      </item>
      <item>
         <title>Rectangle</title>
         <author>avery8871</author>
         <link>https://padlet.com/avery8871/7ly03vtlacu/wish/134343137</link>
         <description><![CDATA[<div>a 4 sided shape in which there are 2 pairs of parallel lines, 4 90 degree angles, and 2 pairs of congruent sides.<figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:151,&quot;url&quot;:&quot;data:image/png;base64,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&quot;,&quot;width&quot;:295}" data-trix-content-type="image"><img src="data:image/png;base64,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" width="295" height="151"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-10-31 19:47:36 UTC</pubDate>
         <guid>https://padlet.com/avery8871/7ly03vtlacu/wish/134343137</guid>
      </item>
      <item>
         <title>Parallelogram</title>
         <author>avery8871</author>
         <link>https://padlet.com/avery8871/7ly03vtlacu/wish/134343148</link>
         <description><![CDATA[<div>a 4 sided shape in which there are 2 pairs of parallel lines, which opposite lines are equal, and opposite angles are equal.&nbsp;<figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:99,&quot;url&quot;:&quot;data:image/png;base64,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&quot;,&quot;width&quot;:164}" data-trix-content-type="image"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKQAAABjCAMAAAAihlt/AAAAn1BMVEX///9iAIhfAIaFVqDMvdawl8Ho4u2khbdUAH96Q5mtkr5mFYtbAIO0nMTu6fFpHYzy7/XKutVxMZLSxNv39fnZzeBkDYnk3OmATZ2EVKCVb6xRAH2rj710N5Tq5e68p8qde7KPZqjDsM9tKZDg1uZ4P5d9SJvMt9e5nsi+qcunibmVbqyLYKWad7BuK5CedrS1lcasiMCXZq+YarCHSqN+st4UAAAFGElEQVRoge2bC3OiPBSGSUBEAwbkrgjUu/Sy3f32//+2D4FW6CCe4wbpzuwzEwuM+LwKHEKgktQjs6p9a+ZV+9ZMqvat+RdSFH9FyH3VHsZExrOp2p8QnOAZTZ2ROs25K/CqIal/NuOaBQ4ZMNkYXUg29bkrGHOjaEjqqyQ7FvrQjPacRI35NWStO/fJ2iruquntZEqCxvw4hqx159G9uu7twtJZ1ljQa0jp7aq3C5vojfnYWNuA1e4N+flTfvV2Yb7wZWOBpciQzYDsYBzes+xdzSfW1hVvFzOdbhvzmSTLgPXMqgEJKaUkcCVJTdu9nSz5ruHaSLCQd2Dro/zVPbV6u3AJbeyByqmnkL6t2Pr0PJXGLd5OQm9R+0LbxblGyi/OMYvgGwNCEnCqeUXIYoM3vTfW5d7oMhdnxQWBvAk9SlauwIwH9uvgS1oRUnI2yYmXgSE4qRfM/OI32/r+c1ould+OjuTOA8RxcYtIy19M7SOYrTP4LmXpnjGdRuucaJo51dJyn0yIwOusxPtpHX+Tj5AKoaBzb0FVUBXbVmpLy5C2BjrzwHB+Um3nLj9OMahCvuFtb65C6gJD5i7TkUyn09uOTfW2/U4O8xdVDgXukyBvO0u2cFoWy/OjZcnsIC4VzNtK4ulK2/I9/09frg7gz8FyzdtKSNr7So7jmGZvEa9724jIBl4HBILxxk9e2GcWIV6FUvBlkEhQXgVRUEWC8c403lO3UaB35CEKqkBQXq3eR3sgGO+CefCesUAwXjMg4E6nSFDeSGzHuxfvdsLgQxwCQXktOkyNxHjjgWokymtSOkiNRHmfmMjrFzgor07gw8AiwXgDthM7PNGDd7tDDAMLBOWdkv0gt1cxXpuxpz6zCPEa3jCF3PA0wLtsIyeJKNeT89SDO0GxBhpHU90zNiFKMaH2nqtBXsjhV8mcs8ceNvZqkhPM+fz8d/cMWEWliGFggZgYb+i9DHJGxHitt2EKOcqbkUFGLVBeRfeMHqMI8TqvDH6rTCAob6wT+MCgQFBen+qDdC1Q3iWXB7lswHgtzP08gaC8spf2OMgsxjvy+CD1B+M1F8MMP6O8NiWD7JEYr7lHPPMgEJR3S8XeK+zF+zfUSEkfZo9EeSNPH2RoBeUN++rsat3XgBhvROY99X+6Q2K8qtzb8HNnSJTX7q+P1hkS453pvLeH67WRZJpXigzKu+7xFp2WHpnGjn/uXbJx0Vc6JYZxEBxX5/J6/URaH9j48MI+qCqoS13T2A+xg0DaOP/WvryqLzMnYZBKuEIuM3qpAz8Fn3nKA2f62YnYria7Rf53Ng8434Bd8Z7tqydgVde1EE+SIEJWY4++cjnYzT3iPuKUTFS/+JAo4FT0VW0R0nndlBmN2jP4uRf8HIO7OhfUWb4JjuRX4ruif8k0f3knxeG9j2rHSekFsibFrxiPpfB8z8zXBIfknFL+45zOaYyJV14QM429FhPb0zM/usc3Cgvp+GW7RXo6ZFnxNJaftnohjJlWnZnGdki13+slrOt0fqj140lmEH7zkvDiBaB5STWVmqaqmpIPq6/quGxgrOZjUxfvbRx62byrrjd+BRvyy3vr3psELPjcsR4Zsu69hV3/dxIbvgHwIeP0qvcW08Yw8A7ulGZR2aA0b31MSQDuWlg654R+wikcwsoGhZHmXAr+ev6e4v+Nq8TjZbsPCq+ReUpLuZPTk120+3jQ5XOcle1bgy7mQ/AvpCgeFfJ/oBxZK7yvYQ0AAAAASUVORK5CYII=" width="164" height="99"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-10-31 19:47:42 UTC</pubDate>
         <guid>https://padlet.com/avery8871/7ly03vtlacu/wish/134343148</guid>
      </item>
      <item>
         <title>Trapezoid</title>
         <author>avery8871</author>
         <link>https://padlet.com/avery8871/7ly03vtlacu/wish/134343163</link>
         <description><![CDATA[<div>a 4 sided shape, that has a pair of opposite parallel lines.&nbsp;<figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:156,&quot;url&quot;:&quot;data:image/png;base64,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&quot;,&quot;width&quot;:264}" data-trix-content-type="image"><img src="data:image/png;base64,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" width="264" height="156"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-10-31 19:47:49 UTC</pubDate>
         <guid>https://padlet.com/avery8871/7ly03vtlacu/wish/134343163</guid>
      </item>
      <item>
         <title>Kite</title>
         <author>avery8871</author>
         <link>https://padlet.com/avery8871/7ly03vtlacu/wish/134343180</link>
         <description><![CDATA[<div>a 4 sided shape, in which the 2 pairs of adjacent lines are equal.<figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:204,&quot;url&quot;:&quot;data:image/png;base64,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&quot;,&quot;width&quot;:176}" data-trix-content-type="image"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALAAAADMCAMAAADkidnWAAABxVBMVEX///8AAADBwcHV1dWlpaWampr4+Pjc3Ny+vr6qqqr5+fnj4+P8/PyhoaHDw8Pm5ubOzs7x8fHY2NiOx5rr6+u5ubmurq5UVFR5eXmLi4tHR0ctLS1zc3M7Oztqamp/f3/j8OZNTU1fX1+EhIQhISHN5tPv9/EcHBzD48u428BkZGQ4ODiV0KVJSUnb7uAVFRUAQACy2rz/fn7/jo5Usm2dz6n/urqq17X/5ub/0NAAKgApKSkANQAASgB+xJAAFAAAGgCZwaFrnHQYdjV7kVrEgmIviklaalwQRxl4mX+UrJgAUBXC08YUXCRWimCyz7hqu3//mJwmOCk+UUIbPCM4WUF2rYM0OjUACgCLopAAIAAxYjlkgWl6kn7X49kKZSc/ek2svLD/q6v/wsJftnafAADKsbGUYGCGAADXopHxW1taPDySkGBWHh6QKipmbx2Eb292NzcxAACpjGHawsLk6/9Vh/8bTilfnG2EpP+1yv9vmv/Y4fuuw/8+cUmXsv+Dusw3n4EzQSjH1v8kT7YcJDsAAC8Ac2kAI3kAGhojAACya2vSf38kIktjVMqakNpCN5Z0YP+vo//Iv/9uZqWPirP/a2tGFZzFAAAOkklEQVR4nO2d93vbxhmAcaQILhDce4EUCZGiDEmWKFqWjNTOaOw4MeOmjtNWtqMosytt42a5dVp3pG06Mpq/t4dFYuNwR5HI8/T9AQLBA/Hx+M27A0RR/0eCYWP0qmXwQ6EKwHp61VKgk2mCbhnUY6uWA5FsG3RybCnZBa3CqmVBIVYDkSwVWqPoFBgVE6sWxwupeyVVCIfghu2CSsA7OXMBrGelnTArbbMR0AyyJqfbYBRVdqFKyBRqoJVcnUSuMJn6djWrvtAEphKR3jYbSJ8MfW8nw2ivZgJD7eiCdgA7OTMC67qOZOcCU3QE1IvLl8iVbAV0wvoDScOraBdsBsldMIrv1RNKGV7Sa9v1UmB8MvS95ZDuNcMJwo3XBIHjdQczXdAISHbB1oDmHISJuL+/fzYVxY8+EsXpGXwhjvvKe1CTm0HQ5HQFNJMUw3O7UFZxV1APZzTZhGH+DB7neCYQPjmROdqIZIXhOJ+fCPo3jEYn7Obz42E/kToCoZX6ZOh7u6+P81vDPm96J5YyHeD7w638+GZrpT6ZHYGTs+mQM0tLGQLHjAQ3mO6frM4nZxvgw7MpZ/+mncASvHj2Ieiuwl0wxdrll8aC09uZktM73Pijy6+Wlq7J2crx/auc8/s51vk97tb942X7ZLZ25Rrn2iDu9i5//cpSfXKycvnpm+5NnHRY496D41Z0cRK5kmBfeeF61qORl8BU4saLx+c6dvHwd+pOev3K728yrm0pGz9s5d5LO5Vz7OTE40/kv6FXd64jdEwBITzQN3Zuq87k4ScEojnAfPwEytEAT99DaY3Qw5SkyU/JPvnhp4+IZLOH/vRRsXn5DofU2FOHFfirl0elROLxEwK5nHn0pz9fuYrYFlFgirp6/27j8TkoBCX53r/8dRe1MZpKSAyf+/xzx7BIQLIBbk8/e4zqiJI55E/+7A9/BN1Fu4sEu3F0Mh1QnzxGPME90ul58vje9GQEFuuT0+sw7xUHcO93iOaBrMOPPn5I9cWbDbBInxyrw6JYHEq7DGJHIAv824dwMxD5NdBblCYXWqAcpURke5NhUQVWYuZgSqXhZRaRwiWKI5CiqfHE32lhl/TSjt0tion3euR5cqECuvDawy2f52X8Zo9Sj2RaxGV1rCkP6QiiTdnmCrIOa/D5vjRABOokmpxsgZqkVrzoWAo54VtgihM5uM12JIPBg2a3exFZp7YGvk9Gj3Qz+qK0ZdbqoOiVbduSbIOuMhoyyGOcHfZuY2asOKJoAzQwOrkIfa9isvyZ/7NdqmYX1DEDqMk95ECpAn3vLLznfSswhaPDEC6vVjKST/bjLhKl+vaa5hEHY896yAYsgamJZixMqdeLI/vkdEP2vQr8Fodz6RiWwNzWzH1KPhlRk1XfqzIY41yZimawTpvMEwA6juaTJd+rn47AsTgKI9Jpl9PpH43gk+nQ9lFEPxcxHuJdGE+HoTM2uNC1kYdPhr530+BA+SnedbEFpuR4N8PDJxePNN+rMfYf4xSwBe4bbSYRBz2nj0pvgq7J+XF5v0mPRiZSSKfTBf8zXfyWye3DkNCx88nQ94I1s+cb+svadUQ3I5AGRoC2XJMp1f+5ZtFkyff+y3zQ8m3RCcmxtYTh3HS+WOPf/7H4ZFhWRPgvLediZD0qsg4n4jjeOM+Zj3z50OSTk5uy7/3qa1NDXJ9GEQncN3cTDXuSLoOO1sl0bHskG+KTr0wtMYOGRFSO7XEMHbZe9mtZrlJN9cnQ1cHUIZ6KRDLfQDuJleCmWISb0OvPpSJxFu7FM9KmCJtEwhF1kyrG4TYjbULSphTSzivF4KYqHUtV23DDrsHdXERrKLdhpb14SPvsUlH7WKnhgxux2WdLJ3/z31AkFYlVAahI9U92E2Si6eh70XA2DElGpU0Sbgp3bobD0TTcixakTTInHQyrm5zcsCBt0tJGbiifF4WbXCoCW+fS2kb57PTss+enqJ+tfazc8Cxt/uzcFx8k0znQkrs4We/C7bfWn2Yf5/dUQR6XsMNGFQ8OKKqyoZrEGihSL79haSOIBNfEjnQSNjUk8y2VAVXt1VH3YM96GnZYlsDN1mT6Nint6WkLzOIaC/5xydrE6g994Dax6Imd/6e/+Pu8D5h1YE2JeOw8QoJIJeyqnPTfWrrEITrqWlr0rSHSB0QCMxOrNlY2DD49Aiw/4QA78ZEgEpgaWkJsGFQNtTDd7FgyNfy4TGGN/Oiwdla3blpGFp77DAVm0ie5JMrEojMWdYwAy5rT1pEx7hOklhJkPWwuHKLNjqVNcrtiUAqeyKsR6rDp4kwV2GRRa8CQC3J5ooV8ZAKbYkAURGzawCRI/5IgeZdgyWZYjAJvdGwnP1jD9yAUGHPkR8MgcAk4xPlGT6cppD3sd7zUiN7iYTbpMByZBe35O4QCE+rwWOdTq8DRRcZ1fS+sVuB5bA6ZI4QOujwfBxT8TnQZIVSJySzMZrtNl9E13bchFDhKkl7qBY47WZwMUwHa1yFUCUK3Nk/XQMt1ID45Kqt7KzY6TeBWz2OkYPYLBMNLsC4Wp1JXp9QJBSZLfrTAAaOvZ4KQAUrfEApMll5qAhddLU4BZkZyfTebM8NjIT2cBA2Eqa9oU7Y7shqUUIcZReCGl8UppOTsnjCBJxNYSeAtVZADiWYNOmNmTFQikamEIJdI5TrirH5O/mZkRShZeikXoTaVvBONHrzcgEhgrNn8GVJnRWcxzJtkD1pnH2tSXINMh2FkTqwD9MWFMN6xBFNeEoRDVQLUS7s6zolsCxAOBhIJLAWtbX+L2KQYTuQmwiHvNo7ATHENIcYZqGyE+yQZcYbk7uDJMFnf9GlBNGgnCCaRyFRiyleB71WNsLaeElgdicDMGevL4hTobvMWgU6QRLrJpFvDWLkG7Y5AJ3DWrWlMU34tToZpgzy+nyCIdIKIlFVaSTdfwdcJAh0e//DIR4zTUwLud3S5gS8wfwfD4lRGL2BP1eEL3H9xGzuJyYBruJ4tjBs4mDvW2QH0k6vHSDce2YAt8L2dCsFIevTCfcwzsVXiwW1Mi1NI7byOdyKuwDd3sC1OJlF7gLVaGldg5sGreNebEb17gnUeZuB47Udko56Q9vNY5SReaI7+eBPnNOOVX/kJTpzESn7ok2Mii1MoHeP8Slg6nDsmG+BSyDaOMRwjlsA731/Ig1TY56/7PwmnRLqxs6C7ydsveNwmbgPGEpp7L/qt45ygwUu+Uwr/y8D4a2BhT9YpPoV6s+0M/zp89XtkMU4PvXnsdz2Nb4GHVzqEMU4P23vaZ7Xkd9pLeO7uQp/f0AZTf+PbPodbuSloLPRBS4XmbX8S+7tThhN/UF/wnc0lcOLrLkBfOszlX8Ov45xodm75GQnyIzAv3upuLMgFzwmDFLfPITf3kfzwZ0IJfXYAGSYCcty0T13aO0RpjjqxeLgnTIUkaJ/Do82StRo0jsHLB0itkXv42WcEarO+gKzSijRvzj3zG7TGqDq8K777RmbxFifD1JrZ05e38tRFhIweTeDDn4k8vfdz0jrOiST4xR5DDX/5LkJbpEgnTJ+FChZ58y1SyZx4+50PKOr0XXHX278hRDpmOO0zFw9z9fcv2qwPXwSX3vvpJvPGXoIfe8cQ7x4WxDH83vTFt+8mD89HYvq9SyXw1reSAvenXgOxnjo8PlPSqQ/eiVPUwd55PLHx9JCi339TNbjJ/sD1Gu4CJ/pn2o0E4FdS954iOXf/XNr79bq6y+XzbmOxrgIPtmaTlhHAHl5ciGx20HuH69szaxLGorPILkY3ELdmyXXuqCUpxKIENHNwQDH6+Qdha9+pEnE0usG+KMwSHWZdXid3ar1NZ3EUgV4UZrw/FuycnK1K8MJ437C6vQgWMXLiDt2qGycph/m89SmSNgLzfdhy15BFZi8sso5zIrPdNh3hpOd07hpdsyn54eQndZq9t829A+fBunU9L8NzE3H/TDf/r0svhfF0fzqRnoVqggYkswPoZJs1+/KAlx7TeiaKW5PdwY3rg93drbwoHXCK5N1F13FOFIGLk2W4/mB3MrlzbQLF7gsulc8yLE6lVvOsJ7yHqtLl3mKkQSAMIl41o3c+HD+HOs6RiN2dKwY8Ry+jYH2Jj6hOXmh6tPC8xbI7WtZzOmVKwCPf9VIJnDUnRHSa7oO5HgLTneaSn4+bBuZ4Z8RDYNvbt86XdXcjd3/eWljKKpdMYdR1+1FdBaYr20u1OAXHe7BkXFUi4xYqzw264nYHgKvAYHMJWaUVa56pw21A28dK5sVSBc6Fm0tNF+41zkMaBBj1eQ92OEc6pg1WohASLHC8Cc1Zh12T03OGbh055ZmOAmdr5RX+N4PMRsXhHUeBI4BkKTQxds95kHFaQpMFlYVPv/ghW6vZO2MnL1Gur/g/cjiZkIMfXqXFqXSatkphr8Ppcv18pUEgZ3pShYq9wGsuoWZppGyFsDW6qP2XWzLpzsjmqO26tfJy6zgnbOs7u4nF0PJGTtzpjKw3XdjoMH1h2XWcEwX9QwhUbAReQR3nRNWa4FqztczKskorhaalvrOM/NCNjVX/1ykdRYvdWZ5+wK4+xulItIGpiy067JLsr4KwOc80C2yj5qvFLJBpfNjyhVaP6Sc3/nsLq8qsHlN9Z4x0VqNcPSa3ZdBhG7cXAIyBwSBw4CxOoaq/c1qvElmb0B0EsrXmvL7Tr1sr2yRHgUCfPup6uOQ83LJqyvP6bq7D9gl+MNCVQHOB7UuogDAvMmfJj0ORGhDmZfwsvXQYBggKs4ESrWqOBSqrtKE8UvyZqsOOQ1mBQRvsUwWuOg0WBoeqMpyq+GHn4djgUFAGrOWBFLrVC1Ad50RRDmyy0blMKQQIZdJF0mG3SZsgIU9rSQIHNKu0Ik0cQqNznXgMFmAzm84xleDVcU5kQJwtBbGOc4Ku9NaqtSDWcU6E6+Xy9nfE4hSqwGOJTdCgvRYxBY7YdyHGGQh4Vrk8/gcpaDyMJ5VluAAAAABJRU5ErkJggg==" width="176" height="204"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-10-31 19:47:57 UTC</pubDate>
         <guid>https://padlet.com/avery8871/7ly03vtlacu/wish/134343180</guid>
      </item>
      <item>
         <title>Regular Polygon</title>
         <author>avery8871</author>
         <link>https://padlet.com/avery8871/7ly03vtlacu/wish/134343206</link>
         <description><![CDATA[<div>a polygon that is equiangular and equilateral</div>]]></description>
         <enclosure url="" />
         <pubDate>2016-10-31 19:48:05 UTC</pubDate>
         <guid>https://padlet.com/avery8871/7ly03vtlacu/wish/134343206</guid>
      </item>
      <item>
         <title>Orientation</title>
         <author>avery8871</author>
         <link>https://padlet.com/avery8871/7ly03vtlacu/wish/134343221</link>
         <description><![CDATA[<div>a reflection is an opposite transformation. Orientation refers to the arrangement of points relative to each other.<figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:168,&quot;url&quot;:&quot;data:image/jpeg;base64,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&quot;,&quot;width&quot;:300}" data-trix-content-type="image"><img src="data:image/jpeg;base64,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" width="300" height="168"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-10-31 19:48:12 UTC</pubDate>
         <guid>https://padlet.com/avery8871/7ly03vtlacu/wish/134343221</guid>
      </item>
      <item>
         <title>symmetry</title>
         <author>avery8871</author>
         <link>https://padlet.com/avery8871/7ly03vtlacu/wish/134343246</link>
         <description><![CDATA[<div>correspondence in shape, size, and relative position of parts on opposite sides of a dividing line.<figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:138,&quot;url&quot;:&quot;data:image/png;base64,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&quot;,&quot;width&quot;:339}" data-trix-content-type="image"><img src="data:image/png;base64,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" width="339" height="138"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-10-31 19:48:19 UTC</pubDate>
         <guid>https://padlet.com/avery8871/7ly03vtlacu/wish/134343246</guid>
      </item>
      <item>
         <title>rotational symmetry</title>
         <author>avery8871</author>
         <link>https://padlet.com/avery8871/7ly03vtlacu/wish/134343265</link>
         <description><![CDATA[<div>rotational symmetry is when the image of the shape is the same after a rotation<figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:160,&quot;url&quot;:&quot;data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBwgHBgkIBwgKCgkLDRYPDQwMDRsUFRAWIB0iIiAdHx8kKDQsJCYxJx8fLT0tMTU3Ojo6Iys/RD84QzQ5OjcBCgoKDQwNGg8PGjclHyU3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3N//AABEIAKAAnQMBEQACEQEDEQH/xAAcAAACAgMBAQAAAAAAAAAAAAABAgMHAAUGBAj/xABDEAABAgMECAQCBwcDBAMAAAABAgMABBEFEiExBhMiMkFCUWEHFCNxM7EVQ1JywdHhJFNigZGSoTRzshc2gvEWJWP/xAAbAQEAAQUBAAAAAAAAAAAAAAAAAQIDBAUGB//EADsRAAIBAgMGAwYCCQUBAAAAAAABAgMRBCExBQYSE0FRImFxFDIzkbHB0eEVIzRCUnKBofA1Q1Niwhb/2gAMAwEAAhEDEQA/ALmlmhqztObyubvADJZGtWL7mQ5oAVTIEw3tubqub2gDJhoURtL3xzd4AL7QDDpClnZOauxgCTUj7bn90ARstJKFbbm8ebuYXAG2gXndtzhzHpADFoB1O2vI80Aea0Whclttz/UN83eKodSGetbIuK23MvtRSSK00LiNte6OaAFl2RcV6jm+rmPWAHDICztuE4c0AAtDWp2nN083tACzDQuo2nPiJ5u8AO4yNWrbcyPNAGBkXE7bgw+12gDEM4H1HMzzQBGlr1nBrF5DmMAGXD2rNC3vK4HrADJD2tXQt5CuBgAKD3mG6lvdVwPaAA+H6IqpvBwcD1gAzAf8u7VTe4eB6QBJR+mbf9DAFXaQ+LDlg25O2X9FJe8s8pOs1tL3HL+cdNgt3PasPCtzLX8izKtwux5HfGRxhlmZNkJImQSBrcrpp0i7DddznKPM0t07q5Tz/ICfGd1cs5Mix0UbUE01pxr/ACip7rNTUHU18hz/ACPO54yuTWrT9DpTccSuuuzpjTKKnus6efM1y0HO8idjxrcmHm2BYyQXFBFddlU06Qnuo4RcnV08hz/IttoPatABRkOscejIBLh64cW99XA9YkDJ1+sXi3w6wAFB7XIqW60VwPaAFfD11FS3vp4HrAEiw9cVUt5HgYADevupxbpQcDAGNh+hxbz6GAIxr9c58OtB1gB5ZfpnYVvK+cAMlRDq9hRwHD3gBVrJmG9hW4rP3TAGTDhogXFfETn/AFgAzCyZd3YV8M/KAJL5+wqAPmjxElkOab2ypU0w2TME3VE1GXaPSdj1XHAU1wt5fiYdT32audlkKs2zwZtgUS5jtY7Z7Rl0arVer4X0+hRbIVmVR9FzKRNsEFxG1VVBn2iqdV86PhejHQ88vKIvmk2wcOFfyiqrVbS8L1CQ8hKtpn5ZQm2FEOoNATjiO0VVqzdOS4Xowkj6waWbidhWQy9o8kRniy69g7Ct8/OJAwWdYvYVwgAKWdcg3FYJV+EALMLJSiiFfET84AkcWdWrYVkYACFkIQLijgIADbhCTRCjtHKkAKlRMw7sqyT0gBWH2rmLqN5XHuYAZL7WtX6iMhxgAKfZMwj1Ebisa5YiAA++0Qj1UH1E8RhjABffaUw7R1BNw8e0ASGYZp8VH9YA+c9P7Dtea00teYlbKnXmXJglDjbClJUMBgQKR6JsnG4angacZ1Eml1aMScW5Nmnn7GtRMhZ7bkhMoWhK6oU0UqTVRpUGMmntLBxrVL1Y526rsSqFWUU4xb9FcRmybQFlzKDJP3i4iguHHOJntLBOtFqtHR9USsNW/gfyZDLWNaZeSBZ8ySrBI1ZxMVVNpYOSSVaPzRHIqrNwdvRnokNG7dbnpZxyx59KEupKiZdVAKjtFVbaWDlTklVjez6otqMux9RtvtXU+onKPLDOEl5hoIVVxG+rj3iQOl9m8qjqOHEQAFPs65J1qMEnj7QAH32SlJDiDRaePeAHXMM6tXqJyPGAAh5oISNYitBxgDETDABq6jPiqAES+1rnCFoOA4wBJLfCP3lfMwAyPjOewgAOf6lv7ivmmAMmQLqMPrE/OADMYMO0+wfkYAk4QBEzuH76v+RiAVD4v/8AcTH+wPnGrx3vo7zdT9mn6/Y49mn0bMffTGKvdZ0E/jx9GbPQWh0xsn/f/Axk4L4vzNZvD/p8/wCn1L/WBcV7RtjzYVkDVN4cogBZYUQr76vnADDFaq9oACvjtj+FX4QAsyMEf7ifnAErnw1exgANirafYQBjQwPuYARJOvd9kwBGwykt1VereVznqe8AYlhvWOb+Q5z+cABTDYmGxt4pVzq6iAMmGEBKKXviJ5z194AMww2GHDt1CDzq6e8ASahv+P8AvV+cARtMouk0XgsjfPX3gCqfFZ92Vt5hDCroLArUA/ONZjZNSVjtt2aEKmHm5d+7XQ5RqdmDZ7yy4LwcSBsJ/KMZTlws3s8LS58Vbo+r/E2Ohk089pXZSHF1BmPsgcDGRg5S5tn5mu29h6cMBNxXbq+68y81sNhCjt5fbV+cbQ89FbYbLSTt5DnV094AWXYbuK3t5XOrrADhhvWL3+HOqAAphvXJG1ilXOe3eAFfZSEppeNVp5z1gB3GG9Wvf3Tzq/OAMQy3dTvZDnP5wAG5dspO/mcnD1gAIZQHnAL2Q5zADS4VqjtcyuHcwAUBWtXtdOEAKtKvMt7fIrh3TABfSqje19YIAMwk6hza5Dw7QBJdVTe/xAETQVcVtc6uHcwBU/iyttGkLIda1h1AxvU4xrMbbjVzuN14yeHnwu2f2OSacY+j3z5fC+nC+e8Yqa4Xkb6cKnPj4uj6Gx0KW0rS2yQ2zcPmM75NMDwjIwbXN0Nbt6E1gJ3lfTou6L3Uld01Xw6RtTzsDSVapG1yjCnaAFlgq4drnVwHWAGCVX17f+IACgrXo2uU8PaANTphPv2Ro3P2kxdW7Kt6xCXBskgjOkZWCoxxGJp0paSdiJOyuVFL+MlvvzDTKpOzgHFhJIQvImh5o7CputhYwclKWS8vwMbnyDNeMmkDEw60mTs66hakg6tfA/ehT3YwsoKXFLNLt+AdaRb+idoTFsaOSFozN1Dsw0FrSgbNT0jj8bQjh8ROlHRMyIu6ubJIUH3ds8OEYpUJLqdDZo2k7Sufue0AFC3tY4Q0mtBhf9+0ABSnvMIJaTW4qgv54jtAGPrdo2S0keoOf9IAL63Sw4C0kVQcb/b2gCS+9+6T/f8ApAEbKnbp9NO8qu3lie0AVR4rJact9kzDimlagUCUXwf51EazGpcauztt2JVY4efBG+fe3T0ZyjTcr9HzAEw5dvJx1XHHvGMlHhef9jfTqV+dHwLR9fyJrAm5Oyrak7QLjroYdCigNUvCh417xfwrjGblfRMxNq0q+Kwzo8KV2s7+foWMPFSy3CECRmqqwGIjJWNp9mc1LdfFpN8Ufm/wAfFKzGTqjIzRKDdrVPCDxsE9BHdjFyinxRz/AM7BV4nWbKktrkpkk0XgRkrH8Yl4yC6FNPdrFTV1Javv0duxivFCzEIQ75GaIcJGYwp/7iPbYdmSt2cW5OPFHLzf4Gf9T7NWC+JKZut7JxHN/wCoe2ws2HuzilNR4o5379P6Gq0n8QLNtzRy07PRLTLJdl1eoQDSnasbHY+LjLaFFRWd0Y2P2BiMLh5VpyVkVDIsWcJyXInn1K1qaJ8tSuI43o9SrVK/LleC0f735HLpK+oJ5mzzOTFZ14K1qqjy9aYnjeimjUrqnFKC0X735B2vqfRvh8VI0MshLKQtAl03VE3aj2jznajbxtW/dmXDKKN4FPF5z0k1oML/AOkYBWZLvJDfPvHkPUwB4J/SOyLMmyzaNoMyrqkhQQ6bpIxx9ov0cJiKy4qcG15EOSWp5VaZaNl1Lv0zKFCUkE6zImlPkYu/o7GXtyn8iOOPclY0psO0JhqWkrUl33lLBShtVSQMThFFXBYmlFyqQaS8gpRehtX3kqlnN7FJ5T0jGKiXXJpkr+w/lAETbqQCDexWrlPUwDKp8VmlTNvsqbKQAwN5QSc+8azGRvNeh2+7NaNPDzT79r9Dk2pRwSLyat1K043xGMoeFm8niIOtF56Pozzpk3QUklvMfWDjF2hB3l6MjE4im1HJ6roxmZF0PN1U1vD6wdYsqGZfqYqHA9dOzMmJN0vum83S+frB1hKD4imliafLjrouj7E1oSjq5gEKbpqm83B9kRVODuWsNiaaptZ6vo+7A7JO+Slxeb3l/WDtEODsiqGKhzZ5Pp0fmBqTdEm+m+jFSMljvBRdmJ4mHOi89H0fkQqk3RLTYvN4y6x8QdI2mwvDtOi/+xrN4MRCWzqiV/k+5z8lZzwnpclTODqPrU9RHr9bE03Tks9H0Z5ek7mT1nPqnZhV5mhcWfip6nvEUcTBU4rPRdGGsz6N8PlhnQyyW1gkpYA2RUf1EecbUkpY2q13Zmw91G8Q6gvumisk8pjAKgy7zIbILqN5XMOsLPsCi/HlaFaUyhSpKv2QCoNeYx3e62WFlfuYtf3jgGSPoyaGFS818lx0E2ufDPpL/wAlpaHS+EpSNPrMUogCrmJ+4Y1e8Nv0fOz7fVFdL3j6PfeaMu4A6gkoPMOkecWfYzCTXtfvUf3Qs+wI2nmrqvURvq5h1ibPsCovF1aFaQslKwRqBkY1eNjLiWR3O6sksNPPr9jkGSn6OmMRvpjFUXw6HQTnHnxz6M87ZF8ZZxdoQd5ZdGRiZxtHPqhpcHXt4c44d4sqnO+heqVIcDzWgZgEzDtBjfPDvEypyvoU0qkeXHNaL6EtpqSZkEKSfSby+4ImcJX0LeEkuW8+r+rA8U+Rl8RvOfhEOErLIrhOPNnn2+4GlJ8hMYgVWjDrvRKpys8iJyjzoZ9H9iGo8rOY5y66D+UbXYMWtqUG1+8aveKSezaln2+pzsgkifliUqADyMSO4j2StOPLln0Z5UtTJ9JM9MkJJBdXQgdzEUZJUo59F9A1mfS/h062jQixkrcQFCWSMVCPNNrft1X1ZmU/dRvQ+1r3PVbyHOI11mVkctISmrNZVneVyDrFXHLuCkPHdlpnSWSDTaUDygwSKcxjud1fFh537/Yxa/vFfND/AOumDT6xv5LjopJc2Po/sWeh7NGsLQUoYFLDhBrlsxpN6Mtl1GvL6m12Goy2jSUtL/ZnQWe66qelUl1ZBdSCCo44x5FCrPjXiZ6fisLQVCb4Fo+nkQKeeCj6rmf2zFPNqfxMvLC0Le4vkeiedcS42A6sVZbJ2zndEVTqzTykyzhsLQcXeC1fRd2RTQC5eWU5tKorFRqc4mVWdl4iqjQpKpNKK6fQLLaPo6YNxO+mI5s+HVkzo0+fHLoyBtCL42R/SLtCrNuV30ZGJpQtHw9UZLga9rDnHziyqtS+rLtWhS4JeFaDTAAmXaDnVl7wlVnf3iKNCly4+FaL6F66GSEk5otZilyjC1FhJJU2CTG5ozbpxzPM9peHGVUsvEzcCzZG8f2KX4fVj8oucT7mDd9wKs2R16B5KX3VfVjtDifcXfc5/wARZGUb0IthbUqyhaZckKS2ARGfspt46l/MimpdxZ83SClGflwVKprU5nuI9NrQiqcrLozBTzDPqUmemQFEUdXhX+Iwoxjy45dES3mfSfh5JyzmhNjKcl2lKMsmpKATHmm1pSWOqpPqzMp+6jepkJMvOfsjPD6sRr+OXcqyJJdo6s0cWNpWRHWKSSlfHCY8rpJJp1TL9ZQYvJvEbRjtN2KXMw8/E1n0ZjV/eOCbnx5B8+Tk6hxvDVYZK7x0MsO+bFcctH19PIs3yPVYE7fnlgSkokhhw1S3Suye8aXeajwbMqPib01fmbTYivtGitM+nobuRmr1oSwEvLirqMkUptDvHlMJ+JZI9NxNBqhN8b919fL0IFzm0R5aWz/d/rFHM8kX1hna/HL5/kei0Jqj6f2aXPpN5o/hHeK5zz0/yxYw1B8D8b1fXzfkK7N0lmD5eXNb2BR3iZTyWRNPD3qz8b6dfL0Hamv2B5Xl2MFpwuYH/MQp+F5ETw/6+Pjej6/keYTNVABhgY8G/wBYroyvxejIxFC0Y3k9V1HYnKvNjy0sKqGIb7+8Wo1M1ki9Uw3gf6yWnf8AIyYm6TDv7NLmizm3394TnnaxFLDvlx8b0XXy9C8dDW7+jFnG+pFWE7KTgI3NJ3po822krYyqvNm3DO2v1XOHERcMIxTZ1qRrHMUnGuWUAeW1bPYn5NyUnLzsu+oIcQo4EVyiulUlSmpwya0DzNL/ANOdFG/URZLQUnEEKOf9Y2D2zj2rOo/7FHLj2AfDvRR06xdktFS8SbxxJ/nELbOPSSVV/wBhy49jf2dZrEhJtykmVsy7QuobSrBI6RgVKk6s3Obu2Volbao856rhy4xQAsBerN0p3lZj+IwBSvjiZQaSyfnA8T5QU1VAN49Y7bdhVPZ58FtfsY1a1zgGzZhkXqJmwnWN1xT0VHQSWI5izWj+xaysbnQOQs+1tJpez2lzTSn0LRfISQBdPCNRvHTqz2dOM2rZfUy8BiPZsTCtFXaLSR4WysqtMwm03ypkhwAtihpj+EeZxwUYu6Z1VTeetUpuDprNNasw+E0mTU2rMY//AJiI9hj/ABFz/wCrr/8AGvmxl+F0pMr1irTfFBc+GOXZr/isS8FF9S1T3nrU42VNavq+ruKPC6Uco0bTfAayOrTjXGHsUbakx3orRlKXLWfmx0+FsqltTAtR+iyFE6sVwh7FG1rh7z1nNS5ay82ajSPw+lLDsh60PPvPaq7VGrArU0iY4RU1OV+jMihvBWxdenR4ErtdziWDI65uiZit4UxHWNauG51VRYjgd2tAvGREw7eExW+ciOphPhuyKSxHLjZrRd+xeehlTovZpQdnUC7eGNI3VH4aPNNpX9sq3/iZtqOX1UKeHWLhhGKC9ejEbqvmIAWYC6IxT8RPzEASOBdxWIu3TAAQF3E4jKAMbDhBxTmYARF8PuVKchwgDJdR1Z2FbyunU94ArLxS0HtrSq3JeastDGralwhWtdumtSY6fYW18PgaMoVr3bvkWatNyeRySPCTSpMq6yUSd5akqHr4YV7d43D3lwLmnn16eha5MjdaB+HWkGj2lUjaVoolvLtlQVq3bxxSQMIwNr7dwmKwkqVO93bp5ldOlKLuy4phR1Duydw9OkceZBJeP2D/AFEARsKISdk76un2jAAaUQ+9sK5enT3gBys6xOwrLqIA5vxGN7RKdSRdrdxOQ2hFM/hz9GZ+ynbHUvUpRiXbDzZ82zvDgrr7Roks9T02pVlwPwPTy/EMyw2Zh0maa3zwV19omSzKaVSSpx8D0Xbt6l66Fm7otZiQCoBhO0MjG6pL9WvQ8y2k742r/MzcBRvr2FcOIi4YQFKJfRsHdVxHbvAAmVG6jYPxE8R1gB3FnVq2DkeIgDG1HVo2CcBxEAY0o0OwrePEQAiSS+5snJMAJLPspbNXUbyuPeAGS+yHXKuoxpmrtAGKmGL6fVbyPMIAR99ghsa1vfTmodYaAZ+YZMu4A6ipQePaAJPMsfvm/wC4QBGy+yEn1Ubyjn3MABuYZD7qi62K3cyOkAMZljWD128jzCAOb8RHUPaKTjbS0rWq6EpSczeEU1Phz9GbDZT4cbSk9LlMsSUzrm6sObw4d40ipSvoekVMXh+B+NaBmJKZL7tGHDtnIdzESjK+hTTxVBU4+NaL6F5aGuttaMWahxxCVhhN5JNCI3VH4aPNtpSUsZVa0uzbiZYvr9ZvhzRcMIBmGS8k61FAk12vaABMTDN1HqJ+Inj3gB1zLBbV6ze6eYQBiJhm6mrzeX2hAGNzLF0+s3meYQAjbzJfdIdRw5oAllsWzx2lfMwAyPjOewgAq+In2MAJMbqPvp+cAGY/07v3D8oAlgCJjdP31f8AIwAGfjPf+PygB1Gjgx4GAOZ8Sv8As+ep/D/yEUz+HP0ZsNk/t9L+ZFGS/wAdv74+caBanqVX3JegZmnmXfvn5xM9Smj8OPoi/wDQmv8A8Usyv7hMbuj8OJ5btP8Abav8zNynfX/KLpgir+Oj7qvwgATO6j/cT84Akc+Gr2MABv4afYQBjeR9zACIr5h32TACyyRq8hvK+cAFCE6xzAZD8YAKkI1qMOBgBJhCPTwHxEwA0wlPl3MBuH5QBJcR0EARsoTcOA31fMwAGkI172H2flAHBeM9qWhY1iST9lTbsq6qYuKU2aEi6cI3+7uGo4jESjVipK3UtVm0sinlaYaRTqCxN2xNusnEpWQQTn0jrKuycDw5Ul+RZhWqQkpRdmjxy1u2mqYaSZxWKwN1PX2iJ7C2YotqhH5GT+ksY/8Adl8xpm3LSbmn0pmiKLVyJ6+0RT2Hs1wTdCOi6D9JYxZKrL5s2c7phpFIONy8nbE20ylhspQlYAFUCv8AmGF2RgXDOktX08zGnWqSfE3mW74OWnPWzoxMzVqzTs0+JtSA44akJCU0H+T/AFjk94cPSw+LUKUbLhWnqy9SbcczuVJTr0YDdV+EaIuizKE3UYfWJ+cASOISG1YDIwAEJTcTUDKAMaQihwGZgBUIRr3cOkACWSrVnaO8rgOvtADISrWubZyTwgBilWsTtnI8BAEcwlVG9qtHE8O8ANMBXl3NvkPDtAEgSr7f+IAjYCrp2udXDuYAVpKi876h5eA6QBXXjqpLVgSBeb1yfNbpVd5T0jpN2It4qVnbL7lmv7pSrD8spezIoSaZh1X5x2lSnUSV59eyMZNGSszKGZZAkEjbT9arrFVSlU4H4+nZfgQtQzkxKibfvSCSdYqp1qscTEUadTlx8fRdF29CT0WtMSyZtIckkrOpaxLqhyCLWFp1HB2n1l0Xd+RLaLm8DlId0TmiwjUJ84vZCr2N1OOMcZvNGUcYlJ38K+rMmj7pYSgrXt7fKrh7RzxdFmEquo2j8RPAdYAkcSrVq2zkekAYhKtWnbOQ4QBjaVUO3xPCAESCH3aq4JgBJdT1zBpO8rn7+0AMhT2tc9JOQ5/ftABK3tYn0k5Hn/SAEeU6Uoq2gbaefv7QAXlPFhyrSaXDz9vaAJL737pP9/6QBG0p4JVdaSdpXP3PaAA2p0PO0aTXCu329oA5bxG0XnNL7OlZJl1mWLTpdKlkqrhSlI2uyNpRwFZ1JRvdWLdSHErFfL8G7TlChSrVlFX1hsAIVzYVjoJb005/7b+aLXIfcka8FLUacQ6bWlDcIVTVqxpCe9dKUWuU/mhyH3A74LWo+4t0WrKAOKKgChWFTWIhvXSjFR5Ty80OQ+5JM+DlpzrwdFqSiAlCUYoVmkBJ+UUUd6KdOPDy3q3quruS6D7nfeHejM3ojY71nvOszKlvl2+glIoQBTH2jRbW2hHH11VjG2VvqXacOFWOnKntak6pNQk02/btGrKxX1O0TVpO+nn7+0AOtb2rV6Scvt/pAGIW8EJ9JOX2/wBIAxCn6YNIzPP+kAIkv65w6tutBz/pADyyvTyO+rh3MAFtXquYHJPCAGK/VSKHI8IASYUKIwPxE8O8AGYP7O4KHcPDtAEl7sf6QBGwrZOB31f8jAAaV6zuB5eHaAGUoa0YHLpAHmtJQuy+B/1LfDvFcOvoQz1rVsKwOXSKCRWSNSjA7o+UAJKqBQrA76uHeAJEq9RQochwgBVK9dGB3VcPaABMnZRgfiJ4d4AdxXpqwOR4QBjahcTgcoAxpYKK0OfSAIwR5hw0OSeHvAH/2Q==&quot;,&quot;width&quot;:157}" data-trix-content-type="image"><img src="data:image/jpeg;base64,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" width="157" height="160"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-10-31 19:48:26 UTC</pubDate>
         <guid>https://padlet.com/avery8871/7ly03vtlacu/wish/134343265</guid>
      </item>
      <item>
         <title>reflectional symmetry</title>
         <author>avery8871</author>
         <link>https://padlet.com/avery8871/7ly03vtlacu/wish/134343293</link>
         <description><![CDATA[<div>this symmetry is when half the image is equivalent to the other half&nbsp;<figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:160,&quot;url&quot;:&quot;data:image/jpeg;base64,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&quot;,&quot;width&quot;:116}" data-trix-content-type="image"><img src="data:image/jpeg;base64,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" width="116" height="160"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-10-31 19:48:35 UTC</pubDate>
         <guid>https://padlet.com/avery8871/7ly03vtlacu/wish/134343293</guid>
      </item>
      <item>
         <title>tesselation</title>
         <author>avery8871</author>
         <link>https://padlet.com/avery8871/7ly03vtlacu/wish/134343333</link>
         <description><![CDATA[<div>created when a shape is repeated over and over again<figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:227,&quot;url&quot;:&quot;data:image/jpeg;base64,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&quot;,&quot;width&quot;:222}" data-trix-content-type="image"><img src="data:image/jpeg;base64,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" width="222" height="227"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-10-31 19:48:50 UTC</pubDate>
         <guid>https://padlet.com/avery8871/7ly03vtlacu/wish/134343333</guid>
      </item>
      <item>
         <title>glide reflection</title>
         <author>avery8871</author>
         <link>https://padlet.com/avery8871/7ly03vtlacu/wish/134343357</link>
         <description><![CDATA[<div>a transformation of a translation and then a reflection<figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:160,&quot;url&quot;:&quot;data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALwAAACgCAMAAACBg/Z5AAABOFBMVEX/////q/8AAAD/rf8AAP//r///AAD09PT7+/v8/P/m5vH5+fz39/fw8PD5+f//sv9JSUnV1dXq6urf3992dnbNzc3r6/+bm5uysrILCwsqKio5OTlhYWH3pv//9PT/4eGFhYXw8Pb/SkrT1P/Ozv+oqKhSUlL/ycnCwsK2ef8fHx9CQkLa2uiNjY2Xl7ttbW0XFxf/ZGStrf//NzeDg6L/urr/qan/lZVgY/9vcf/Pi//AwNixscylpcJqRf9cXJG0tf//Jyflpf++vv8zNf+MjLXMzN15e//alP//iIhXV5aPdP//fHx6eq0/P4ImJnScY/8hJv/02f9UVP+ibf//YFfwwP9DQ//pnP+Gh/+fnv8aGnWQkf5/VP/jsv5cMf7izP+9kP7Mr//NpP2ijP0AAHGuSrbiudpniTKhAAAKYUlEQVR4nO1cC1fayhoNZIAQFORhqmjEFEpFKVhbqyQQtTzkWKFEsAKV0nNPz73//x/cibwhmWRiCLAWe60iXZK487Hny/eaEMQaa6yxhkG4uUUzMA6umFo0hVegIiyagXHQV/SiKRiHUFk0A2OgXPAllVs0DSNwbYcO4XqtJBdNBB/UUejU/oYgktVVXK/BkN1+BMlXVnG9Bk62whuLJmEQVHrPf7hoEkbxzr5DuBZNwiCO7B8WTcEwgifxVTU7QaSPtxdNwTDeyU5yRbHKgg9sba2s4KlQ2L9oDoaxyoLftn+gFs3BKALxrc1FczAKV9oeXDQHw3gDQ5pVhX/3cFXDYCK4wh7eFTpdYQ+/qyZ4j/xvqct+QXtIRTS0XPETih5L6WAhEI4HVH6V+zdJEKXK8pLfONxV8/B0rpqSXy3lg4V36h6+VBLuOIJaXs0H7YdqIY2nmMr9zFrKBg+bW/tqgieSKZpOLfFqdakLnuCuBOhq/l1e0+/Y36n+jhOSFEELS1uy9NsPF03BMFx7qh5++RGyr3KVBh3Du5/zFjHBx3Y4hP5ADGS81lDBBhXeQgueKQAQtYgMJqjDU7TgvbcgIWUsYoMJLcETzyDha4CYNWzw4D/eR38gJtVsZBO0rKGDhc34CVrwXtBtkjZfTVpC1Ye0BJ8BvMNmI1nwbBEj/UCFNDLcZyBhk0HWCstmen84jS5LxiTR1yNfXjbTb+7vaQj+SYKC75seLFcild6dqdK4X1IOd+8/Hij4Pnebg18uh3M0I3gumxJyWYLL9Yx8DRq2IVixwFjPUQ3+vdCM4FOfPfRVjr57GTeISiI5Ig9Nf205RzUE4qezizX3mSCKFS4lW56pDwXfg1hfFtNTh8cKzZvcVSlXLRG0rPw/I8Evm+l35FmaGeQqdOmuV1vKjwu+r/onazmqwX+aVqrDy7LJ/pQVHy0UWMcU+wRYiqQkEN9Tajx5Uld0slKRPSXzDDqTkocxgvi0DEnJB+WklRNyQjbXm2zynkld3jfJvqHP9J5sKpud22QaIqShRi4oWoeynzA+KenKB4tFzpua1xiseh1+ElwLSmdc+L6EnqSk9B16Wm5Olg/sa8TwI7QL3XF/SbLSrVvzoM93r+OHxBuMKk2sABLkiD4Mz7Qj48ocR2CVPbwa3JdAHHkdsindah6SrULZGC3mo+cgg6chvE6r7HVGt9ka0IwRuGrKQ5RK8tt8DNe3XqHWimv/GLc9H30CDccgrC/riIy5VCUlvMTWLSCJrViU0V4ofQg/EV6K+mDH77RyGdBhyYHpsfLBtgQgCpfP17quwJMTqurCOTrFEfwAblk6ZF/14Fm3HeGR+YLU4DuiBKT6bTvGaKyEUor7rtrECIbTxtrzsafBDcvXecKKjKMFifexLJ+odYFUqD+fRRHLIFfJVj+r9I+o/T2j8yiMLB35hkXy4Az3yAZLkg6Hj202RFlGT618lPEqfH9c0UPQ1ZLiaSiVkEYXoHQkXnb5bAdg6Eam1O7HeCTpc7BlviZ2AYAiglcw9SdSRTckr9yrPtp91cQhlE5Clg6u6Ql3G4iD+JqE1882y3wDXkChnnkeF5G7lPQQXKmkRD4YfuWIbV86LH4+CJftRFoGLwF+B41OV5JFBD2R1u3AFT959QBWG0Cv4yvjmv4lQk1MpTY20kGyTR5egexLZ0U0gTdmTBzmZRI+CT8VZy5Bg5ymL38F8ArKiZrsS6/Vj36l4IckbkGNNZKKc/KBCvR7IiITIKNukOBe3JzhMXcLSkfMGBi9vAZiWZk9jDq6BfUDqbhGWRIDsToQDaXi0NmWfYrc2ScJkeWYIvgBoNcBl0YOjBWkxHRJ4oV8DaXDo10jIY0qmGdgrEkFl62S8Bso9+UPx43yVEG0bqw1y7RGAerQ7nCxqh/h2g+bPmL7v/9G5B9ckuY4GiNr8ran60GOsnSJ8Lzmj9hGLj49HhDywJ8gVOALzrF5IPFjwodJ/RMiQzjCSlr14P2j03kPf8qTZ4SQw9ztO3G3JVkR5WiCe/umz8Of39xcwLynUoTvPXQWM9mWg+RBNYtELlZXGjtp1UTk5v7iXM60ewVlDtc43uGy9SWQidk8NlG8fRuJQMlzd4Zremeg27S9ZDYZxNe2bbrgCeIv5/vem9QdDL05I1tOqbxci3M0u6gQL3iyb/ominPnl75OuEpRKAnGykvRAuBhUoZwNK603fThscjN2+F7b6mUNNqehXfbLjJEmsMmCurjp4hJp2qBNuK3R3PYNXThPDfrVN48UvDm7wt97/zL7FMqYiNk/q6hyNu3B2afUxFzEPzBxxuzBE9QHo9H9f40j32hJgqeSFayQlG5OkZszmHEFgrePAdAVzeJ0k9FR+tKmx/DR3pxsEmgqy4i+V3x9oxOWpFOSg0H9+YJHoK+S+Wqiu2rbfRMuTfzDT8HhWEB9jEI0FWaEr4riD5wjAxpvA++Wgav1PsieFO9JC333e5mTU+F0IKPSU32B2ZMYrqHT34Xktm7Wc1rjNh6H3iW5BHlNQUc3A/iYLOQzGWz2Vnu26fImXImk/DZbM1/sGoXX5wXmOSMYfM4jozhub/l2gP5NYOxeSjivLdkY/iGxs7/2J9eU7Us6l+yBzDxezUxPXinMWIbrbG9xJ39rXvNXpgteBVo1OG9+a+DepVPd4PDZA+visAeOobnOsPmEPn1QZ+OIzcfLRG81qMumDw7Vib8psv0B4+mJX5o7GjE8GfdcfIJXS2CF8FzQtJjsE6gF0doD++O/pgoLju+6mB//uLhPZ+LREol+jYHgS30oy68dX6iMeFoXGq6y8innuCzFWq+ltfaREGU2QnL21if5jkf+3GwcIVbT8WD1q6hM3G6n+LgtTayDBO/UnWuz/Db3tUYwIomZlqJzTI6wnnvvBiU9uYreOUR2zF4WzXfdD+I/YYyvWWVDk3BQy/P/NOYamexDRT5j06rQho9VZr8n1/lKdsj0tkvJlY6UIAxvL5beEyyTXShWVH1NmtqpQOBzf2wzjq8N/q7NuEwmw8qn4w83lgieCp0qr9Kw9z+ao7RdzRaih4HJn4WCX4XHcNPws2IvGM0Ysv/R/FTFxbFwf5dnYLvwx17+Hs0NkV+bSsECRGLBG/k6V23CQc7NH19VjcRixK/jdDsNjkdaHeGA8K+mUFNywSvtS9UBdH8rwTbv80Wpot/ViV+QTvmTPkQ1+LgdlueChgjzntLvGTg5BV1+N/d3p4QtjGRlRxYFNIYmikfgjn7wcttdDbxe/ycVlU68DZRzIKp83Kk6fg1Fp+dW1Ta8+NuopgBR4gJuGQ7o0mpyM1HS0Tj2jKh8dTOl8vkqOR9YF6LGwkoeFPmUS5rDh9/2w+Nzez4ofBawQ/Aea87g5L3uUUt7iC6SoODWPsX/yybHgrerHMisEm54nHTupVuIgY68t4sE1vcCOxs42yT04aX+d1irEr8PhyfGgpp1MF8Y6zy8Gn77hvT+/PnFtWyw/aTHdOnaShrqjSBk9V9ii2xsbIPgl1jjTXWWGONNdZYHfwf6d02wCAVTzMAAAAASUVORK5CYII=&quot;,&quot;width&quot;:188}" data-trix-content-type="image"><img src="data:image/png;base64,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" width="188" height="160"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-10-31 19:48:58 UTC</pubDate>
         <guid>https://padlet.com/avery8871/7ly03vtlacu/wish/134343357</guid>
      </item>
      <item>
         <title>composition of functions</title>
         <author>avery8871</author>
         <link>https://padlet.com/avery8871/7ly03vtlacu/wish/134343394</link>
         <description><![CDATA[<div>2 functions-domain and range<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>2016-10-31 19:49:11 UTC</pubDate>
         <guid>https://padlet.com/avery8871/7ly03vtlacu/wish/134343394</guid>
      </item>
      <item>
         <title>composition of transformations</title>
         <author>avery8871</author>
         <link>https://padlet.com/avery8871/7ly03vtlacu/wish/134343413</link>
         <description><![CDATA[<div>a combination of 2 or more transformations<figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:227,&quot;url&quot;:&quot;data:image/jpeg;base64,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&quot;,&quot;width&quot;:222}" data-trix-content-type="image"><img src="data:image/jpeg;base64,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" width="222" height="227"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-10-31 19:49:19 UTC</pubDate>
         <guid>https://padlet.com/avery8871/7ly03vtlacu/wish/134343413</guid>
      </item>
      <item>
         <title>14-1</title>
         <author>avery8871</author>
         <link>https://padlet.com/avery8871/7ly03vtlacu/wish/134347967</link>
         <description><![CDATA[<div>Corallary 1:An isometry maps an angle to congruent angle<br>Corallary 2:An isometry maps a polygon to a polygon with the same area</div>]]></description>
         <enclosure url="" />
         <pubDate>2016-10-31 20:19:17 UTC</pubDate>
         <guid>https://padlet.com/avery8871/7ly03vtlacu/wish/134347967</guid>
      </item>
      <item>
         <title>14-2</title>
         <author>avery8871</author>
         <link>https://padlet.com/avery8871/7ly03vtlacu/wish/134348213</link>
         <description><![CDATA[<div>A reflection in a line is an isometry</div>]]></description>
         <enclosure url="" />
         <pubDate>2016-10-31 20:20:44 UTC</pubDate>
         <guid>https://padlet.com/avery8871/7ly03vtlacu/wish/134348213</guid>
      </item>
      <item>
         <title>14-3</title>
         <author>avery8871</author>
         <link>https://padlet.com/avery8871/7ly03vtlacu/wish/134348290</link>
         <description><![CDATA[<div>A translation is an isometry</div>]]></description>
         <enclosure url="" />
         <pubDate>2016-10-31 20:21:08 UTC</pubDate>
         <guid>https://padlet.com/avery8871/7ly03vtlacu/wish/134348290</guid>
      </item>
      <item>
         <title>14-4</title>
         <author>avery8871</author>
         <link>https://padlet.com/avery8871/7ly03vtlacu/wish/134348368</link>
         <description><![CDATA[<div>A rotation is an isometry</div>]]></description>
         <enclosure url="" />
         <pubDate>2016-10-31 20:21:36 UTC</pubDate>
         <guid>https://padlet.com/avery8871/7ly03vtlacu/wish/134348368</guid>
      </item>
      <item>
         <title>14-5</title>
         <author>avery8871</author>
         <link>https://padlet.com/avery8871/7ly03vtlacu/wish/134348508</link>
         <description><![CDATA[<div>A dilation maps any triangle to a similar triangle<br>Corollary 1:A dilation maps an angle to a similar angle<br>Corollary 2:A dilation Do,k maps any segment to a parallel segment k times as long<br>Corollary 3:A dilation Do,k maps any polygon to a similar polygon whose area is K^2 times as large</div>]]></description>
         <enclosure url="" />
         <pubDate>2016-10-31 20:22:11 UTC</pubDate>
         <guid>https://padlet.com/avery8871/7ly03vtlacu/wish/134348508</guid>
      </item>
      <item>
         <title>14-6</title>
         <author>avery8871</author>
         <link>https://padlet.com/avery8871/7ly03vtlacu/wish/134348650</link>
         <description><![CDATA[<div>The composite of two isometries is an isometry</div>]]></description>
         <enclosure url="" />
         <pubDate>2016-10-31 20:22:43 UTC</pubDate>
         <guid>https://padlet.com/avery8871/7ly03vtlacu/wish/134348650</guid>
      </item>
      <item>
         <title>14-7</title>
         <author>avery8871</author>
         <link>https://padlet.com/avery8871/7ly03vtlacu/wish/134349516</link>
         <description><![CDATA[<div>A composite of two reflections in two parallel lines is a translation. The translation glides all points through twice the distance from the first line to the second</div>]]></description>
         <enclosure url="" />
         <pubDate>2016-10-31 20:26:41 UTC</pubDate>
         <guid>https://padlet.com/avery8871/7ly03vtlacu/wish/134349516</guid>
      </item>
      <item>
         <title>14-8</title>
         <author>avery8871</author>
         <link>https://padlet.com/avery8871/7ly03vtlacu/wish/134349853</link>
         <description><![CDATA[<div>A composite of reflections in two intersecting lines is a rotation about the point of intersection of the two lines. The measure of the angle of rotation is twice the measure of the angle form the first line of reflection to the second.<br>Corollary 1:A composite of reflections in perpendicular lines is a half turn about the point where the lines intersect</div>]]></description>
         <enclosure url="" />
         <pubDate>2016-10-31 20:28:36 UTC</pubDate>
         <guid>https://padlet.com/avery8871/7ly03vtlacu/wish/134349853</guid>
      </item>
      <item>
         <title>GSP&#39;s:Tesselations, Snowflakes, and Duel pinwheels</title>
         <author>avery8871</author>
         <link>https://padlet.com/avery8871/7ly03vtlacu/wish/138606675</link>
         <description><![CDATA[<div><a href="https://drive.google.com/drive/folders/0B-5cvwMPaRi-WG5IaXNxUWl6ckE?usp=sharing">https://drive.google.com/drive/folders/0B-5cvwMPaRi-WG5IaXNxUWl6ckE?usp=sharing</a></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-11-18 03:23:09 UTC</pubDate>
         <guid>https://padlet.com/avery8871/7ly03vtlacu/wish/138606675</guid>
      </item>
      <item>
         <title>Mind map</title>
         <author>avery8871</author>
         <link>https://padlet.com/avery8871/7ly03vtlacu/wish/138607432</link>
         <description><![CDATA[<div><a href="https://drive.google.com/drive/folders/0B-5cvwMPaRi-SmZSMFVLcVZ5U0E?usp=sharing">https://drive.google.com/drive/folders/0B-5cvwMPaRi-SmZSMFVLcVZ5U0E?usp=sharing</a></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-11-18 03:36:52 UTC</pubDate>
         <guid>https://padlet.com/avery8871/7ly03vtlacu/wish/138607432</guid>
      </item>
   </channel>
</rss>
